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Luck (Space Warp v3 by Airsola™)":{"language":0,"code":"; NAME: Dragonflies Luck (Space Warp v3 by Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Destination\n; PARAM: Space|PreviousSpace\n; PARAM: Space|NextSpace\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to warp a player who\n;            lands on a Space into a Space of the same type.\n;            This is due to limitations on how warps execute.\n;\n;            Destination is where the player will warp to.\n;            PreviousSpace is the space the player will step into if\n;            they go in reverse after the warp.\n;            NextSpace is the next space that the player will step\n;            into if they roll normally.\n;====================================================================\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP) ; Current Player's Index\nSW S5 68(SP) ; Current Player's Struct\n\n;FADE-OUT START------------------------------------------------------\nLI A0 4 ; Happening Space Fade-out \nJAL InitFadeOut\nLI A1 16 ; Fade Out for 16 Frames\n\nJAL SleepProcess\nLI A0 16 ; Sleep 16 Frames\n;FADE-OUT END--------------------------------------------------------\n\nJAL PlaySadVoice ; Plays Current Player Character's Scream\nNOP\n\nJAL SleepVProcess\nNOP\n\n;WARP START----------------------------------------------------------\nJAL GetCurrentPlayerIndex ; Player Index located at V0\nNOP\nMOVE S4 V0 ; Copy Current Player's Index to S4\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 Destination_chain_index ; Assigns Chain Index to A1\nJAL SetPlayerOntoChain\nLI A2 Destination_chain_space_index ; Assigns Space Index to A2\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 PreviousSpace_chain_index ; Assigns Chain Index to A1\nJAL SetPrevChainAndSpace\nLI A2 PreviousSpace_chain_space_index ; Assigns Space Index to A2\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 NextSpace_chain_index ; Assigns Chain Index to A1\nJAL SetNextChainAndSpace\nLI A2 NextSpace_chain_space_index ; Assigns Space Index to A2\n\nJAL GetPlayerStruct ; Player Struct at V0\nLI A0 -1 ; Current Player\nMOVE S5 V0\n\nLI A0 Destination_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nLI A1 Destination_chain_space_index\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nADDIU V0 V0 8 ; This gets the X pos of the space\nLW V1 0(V0) \nMOVE T0 V1 ; Copy to T0\n\nADDIU V0 V0 8 ; This gets the Y pos of the space\nLW V1 0(V0)\nMOVE T1 V1 ; Copy to T1\n\nLI T2 0x41200000 ; Float value for 10?\nMTC1 T2 F0 ; Move Float to F1?\nMTC1 T1 F1 ; Move Space Y Pos float to F1?\nADD.S F0 F0 F1 ; Add the floats for maximum floatiness\nMFC1 T1 F0 ; Move total to T1?\n\nLW V1 0x24(S5) ; Load Offset 24 into V1\nADDIU V1 V1 0xC ; Add 0xC to get current player's X Coords\nSW T0 0(V1) \n\nADDIU V1 V1 8 ; This should load current player's Y Coords\nSW T1 0(V1)\n;WARP END------------------------------------------------------------\n\n;SOUND START---------------------------------------------------------\n; Use the Audio Player on PP64 to find other sound indexes to use\n; Then use the following link to know what Sound Index you need\n; https://pastebin.com/H1jxNFqr\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess \nLI A0 15 ; Number of frames the game waits for sound to finish\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess \nLI A0 15 ; Number of frames the game waits for sound to finish\n;SOUND END-----------------------------------------------------------\n\n;FADE-IN START-------------------------------------------------------\nLI A0 4 ; Happening Space Fade-in\nJAL InitFadeIn\nLI A1 16 ; 16 Frames of Fade-in\n\nJAL SleepProcess\nLI A0 31 ; Sleep for 31 Frames\n;FADE-IN END---------------------------------------------------------\n\n;MESSAGE DISPLAY START-----------------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This loads \"Message\" into the Textbox\nLI A2 0x0\nJAL ShowMessage\nLI A3 0x0\n\nJAL CloseMessage\nNOP\n;MESSAGE DISPLAY END-------------------------------------------------\n\n\n\nLW RA 76(SP)\nLW S4 72(SP)\nLW S5 68(SP)\nJR RA\nADDIU SP SP 80\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\nMessage:\n.byte 0x05 ; Green Font\n.ascii \"Lucky\"\n.byte 0x82 ; Comma (,)\n.ascii \"are you\"\n.byte 0xC3 ; Question Mark (?)\n.ascii \"You will be taken to the center of the lotus\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n\n.align 4\nPlaySadVoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetCurrentPlayerIndex\nNOP \n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT V0 T0 ;  Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x275 ; Mario's Happy Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32"},"Dragonflies Luck Ending (Space Warp v3 by Airsola™)":{"language":0,"code":"; NAME: Dragonflies Luck Ending (Space Warp v3 by Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Destination\n; PARAM: Space|PreviousSpace\n; PARAM: Space|NextSpace\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to warp a player who\n;            lands on a Space into a Space of the same type.\n;            This is due to limitations on how warps execute.\n;\n;            Destination is where the player will warp to.\n;            PreviousSpace is the space the player will step into if\n;            they go in reverse after the warp.\n;            NextSpace is the next space that the player will step\n;            into if they roll normally.\n;====================================================================\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP) ; Current Player's Index\nSW S5 68(SP) ; Current Player's Struct\n\n;FADE-OUT START------------------------------------------------------\nLI A0 4 ; Happening Space Fade-out \nJAL InitFadeOut\nLI A1 16 ; Fade Out for 16 Frames\n\nJAL SleepProcess\nLI A0 16 ; Sleep 16 Frames\n;FADE-OUT END--------------------------------------------------------\n\nJAL PlaySadVoice ; Plays Current Player Character's Scream\nNOP\n\nJAL SleepVProcess\nNOP\n\n;WARP START----------------------------------------------------------\nJAL GetCurrentPlayerIndex ; Player Index located at V0\nNOP\nMOVE S4 V0 ; Copy Current Player's Index to S4\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 Destination_chain_index ; Assigns Chain Index to A1\nJAL SetPlayerOntoChain\nLI A2 Destination_chain_space_index ; Assigns Space Index to A2\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 PreviousSpace_chain_index ; Assigns Chain Index to A1\nJAL SetPrevChainAndSpace\nLI A2 PreviousSpace_chain_space_index ; Assigns Space Index to A2\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 NextSpace_chain_index ; Assigns Chain Index to A1\nJAL SetNextChainAndSpace\nLI A2 NextSpace_chain_space_index ; Assigns Space Index to A2\n\nJAL GetPlayerStruct ; Player Struct at V0\nLI A0 -1 ; Current Player\nMOVE S5 V0\n\nLI A0 Destination_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nLI A1 Destination_chain_space_index\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nADDIU V0 V0 8 ; This gets the X pos of the space\nLW V1 0(V0) \nMOVE T0 V1 ; Copy to T0\n\nADDIU V0 V0 8 ; This gets the Y pos of the space\nLW V1 0(V0)\nMOVE T1 V1 ; Copy to T1\n\nLI T2 0x41200000 ; Float value for 10?\nMTC1 T2 F0 ; Move Float to F1?\nMTC1 T1 F1 ; Move Space Y Pos float to F1?\nADD.S F0 F0 F1 ; Add the floats for maximum floatiness\nMFC1 T1 F0 ; Move total to T1?\n\nLW V1 0x24(S5) ; Load Offset 24 into V1\nADDIU V1 V1 0xC ; Add 0xC to get current player's X Coords\nSW T0 0(V1) \n\nADDIU V1 V1 8 ; This should load current player's Y Coords\nSW T1 0(V1)\n;WARP END------------------------------------------------------------\n\n;SOUND START---------------------------------------------------------\n; Use the Audio Player on PP64 to find other sound indexes to use\n; Then use the following link to know what Sound Index you need\n; https://pastebin.com/H1jxNFqr\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess \nLI A0 15 ; Number of frames the game waits for sound to finish\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess \nLI A0 15 ; Number of frames the game waits for sound to finish\n;SOUND END-----------------------------------------------------------\n\n;FADE-IN START-------------------------------------------------------\nLI A0 4 ; Happening Space Fade-in\nJAL InitFadeIn\nLI A1 16 ; 16 Frames of Fade-in\n\nJAL SleepProcess\nLI A0 31 ; Sleep for 31 Frames\n;FADE-IN END---------------------------------------------------------\n\n;MESSAGE DISPLAY START-----------------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This loads \"Message\" into the Textbox\nLI A2 0x0\nJAL ShowMessage\nLI A3 0x0\n\nJAL CloseMessage\nNOP\n;MESSAGE DISPLAY END-------------------------------------------------\n\n\n\nLW RA 76(SP)\nLW S4 72(SP)\nLW S5 68(SP)\nJR RA\nADDIU SP SP 80\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\nMessage:\n.byte 0x05 ; Green Font\n.ascii \"Your time at the center of the lotus is over\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n\n.align 4\nPlaySadVoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetCurrentPlayerIndex\nNOP \n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT V0 T0 ;  Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x287 ; Mario's Sad Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32"},"Center Lotus Spaces":{"language":0,"code":"; NAME: Center Lotus Spaces\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|coins\n\nADDIU SP SP -8\nSW RA 4(SP)\n\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nADDIU A1 R0 coins\n\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nADDIU A1 R0 coins\n\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n\nLW RA 4(SP)\nJR RA\nADDIU SP SP 8\n\n"},"Wasps Aggression":{"language":0,"code":"; NAME: Wasps Aggression\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|coins\n; PARAM: Number|-20\n\n;MESSAGE DISPLAY START-----------------------------------------------\nADDIU SP SP -8\nSW RA 4(SP)\n\n\n; The player loses coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nADDIU A1 R0 coins\n\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nADDIU A1 R0 coins\n\n\nLW RA 4(SP)\nJR RA\nADDIU SP SP 8\n\n.align 4\nPlaySadVoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetCurrentPlayerIndex\nNOP \n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT V0 T0 ;  Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x281 ; Mario's Sad Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32"},"Custom Item Shop MODIFYED [SMP-Style] (Airsola™)":{"language":0,"code":"; NAME: Custom Item Shop MODIFYED [SMP-Style] (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|MinToShop\n; PARAM: +Number|MushroomPrice\n; PARAM: +Number|PoisonMushroomPrice\n; PARAM: +Number|CellularShopperPrice\n; PARAM: +Number|PlunderChestPrice\n; PARAM: +Number|DuelingGlovePrice\n; PARAM: +Number|WarpBlockPrice\n; PARAM: +Number|BooBellPrice\n; PARAM: +Number|GoldenMushroomPrice\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to allow the landing\n;            or passing player to purchase an item from an inventory\n;            of your choice. If the player's inventory is full, they\n;            don't get to buy anything.\n;===================================================================\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP)\nSW S2 68(SP)\nSW S0 64(SP)\nSW S3 60(SP)\nSW S4 56(SP)\nSW S5 58(SP)\n\n\n;BEGIN Checks that prevent purchase===================================\nLUI S1 hi(total_turns)\nADDIU S1 S1 lo(total_turns) ; Load address of Total Turns to S1\nLBU S1 0(S1) ; Load value of Total Turns to S1\n\nLUI S2 hi(current_turn)\nADDIU S2 S2 lo(current_turn) ; Load address of Current Turn to S2\nLBU S2 0(S2) ; Load value of Current Turn to S2\n\nBEQ S2 S1 LastTurn ; If it's the last turn, branch\nNOP\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE S4 V0 ; Copy Current Player Index to S4\nMOVE A0 S4 ; Copy Current Player Index to A0\nLI A1 MinToShop ; A1 = The minimum amount of Coins to shop\nJAL PlayerHasCoins ; Checks if Player has the minimum Coins \nNOP\n\nBEQ V0 R0 NoCoinsToShop ; If the player doesn't have the Coins, exit\nNOP\n\nLUI S1 hi(p1_item3)\nADDIU S1 S1 lo(p1_item3) ; Load Player 1's Item slot #3 address\nLI S3 0x38 ; This is the distance between each player's Item #3\nMULT S4 S3 ;  Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's item slot #3\nLBU S2 0(S1) ; Load address value into S2\n\nLI T0 0xFF ; No Item Value\nBNE S2 T0 TooManyItems ; If the player's inventory is full, exit\nNOP\n;END Checks that prevent purchase=====================================\n\n;BEGIN GREETING=======================================================\nJAL PlaySound\nLI A0 0x298 ; Toad: Yahoo! ^_^/\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(Greeting_Message)\nADDIU A1 A1 lo(Greeting_Message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END GREETING=========================================================\n\n;BEGIN ITEM SELECTION PROMPT==========================================\nSTART:\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 0xD ; Character image (Alt Toad)\nLUI A1 hi(ItemSelection_Prompt)\nADDIU A1 A1 lo(ItemSelection_Prompt)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 0\nJAL GetBasicPromptSelection\nLI A1 0 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the player's destination based on the choice.\nLI A0 0\nBEQ S0 A0 item1\nNOP\nLI A0 1\nBEQ S0 A0 item2\nNOP\nLI A0 2\nBEQ S0 A0 item3\nNOP\nLI A0 3\nBEQ S0 A0 item4\nNOP\nLI A0 4\nBEQ S0 A0 item5\nNOP\nLI A0 5\nBEQ S0 A0 item6\nNOP\nLI A0 6\nBEQ S0 A0 item7\nNOP\nLI A0 7\nBEQ S0 A0 item8\nNOP\nLI A0 8\nBEQ S0 A0 exit\nNOP\nLI A0 9\nBEQ S0 A0 view_map\nNOP\n;END ITEM SELECTION PROMPT============================================\n\n;BEGIN Item Values====================================================\n; 0x00 = Mushroom\n; 0x01 = Skeleton Key\n; 0x02 = Poison Mushroom\n; 0x03 = Reverse Mushroom\n; 0x04 = Cellular Shopper\n; 0x05 = Warp Block\n; 0x06 = Plunder Chest\n; 0x07 = Bowser Phone\n; 0x08 = Dueling Glove\n; 0x09 = Lucky Lamp\n; 0x0A = Golden Mushroom\n; 0x0B = Boo Bell\n; 0x0C = Boo Repellant\n; 0x0D = Bowser Suit\n; 0x0E = Magic Lamp\n; 0x0F = Koopa Card\n; 0x10 = Barter Box\n; 0x11 = Lucky Coin\n; 0x12 = Wacky Watch\n;END Item Values======================================================\n\n;BEGIN Selected Option================================================\nitem1:\nLI S0 0x0 ; Mushroom Value\nLI S3 MushroomPrice ; S3 contains Mushroom Price\nJ payprice\nNOP\nitem2:\nLI S0 0x2 ; Poison Mushroom Value\nLI S3 PoisonMushroomPrice ; S3 contains Poison Mushroom Price\nJ payprice\nNOP\nitem3:\nLI S0 0x4 ; Cellular Shopper Value\nLI S3 CellularShopperPrice ; S3 contains Cellular Shopper Price\nJ payprice\nNOP\nitem4:\nLI S0 0x5 ; Warp Block Value\nLI S3 WarpBlockPrice ; S3 contains Warp Block Price\nJ payprice\nNOP\nitem5:\nLI S0 0x6 ; Plunder Chest Value\nLI S3 PlunderChestPrice ; S3 contains Plunder Chest Price\nJ payprice\nNOP\nitem6:\nLI S0 0x8 ; Dueling Glove Value\nLI S3 DuelingGlovePrice ; S3 contains Dueling Chest Price\nJ payprice\nNOP\nitem7:\nLI S0 0xB ; Boo Bell Value\nLI S3 BooBellPrice ; S3 contains Boo Bell Price\nJ payprice\nNOP\nitem8:\nLI S0 0xA ; Golden Mushroom Value\nLI S3 GoldenMushroomPrice ; S3 contains Golden Mushroom Price\nJ payprice\nNOP\n\nJAL PlayerHasCoins ; Checks if Player has A1's amount of Coins\nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If insufficient funds, branch\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to pay\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to display\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nNOP\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n\nLI T1 2 \nSUBU S1 S1 T1 ; This loads the current player's first Item address\nLI S5 1 ; S5 is the counter to stop giving Items once full\nLoop:\nLI T0 0x4\nSLT A2 S5 T0 ; A2 = 1 if S5 is less than 4\nNOP\nBEQ A2 R0 exit ; exit once player's item inventory is full\nNOP\n\nLBU S2 0(S1) ; Load slot #1's Item Value into S2\nLI T1 0xFF ; No Item Value\nBNE S2 T1 next ; If the player has an item, load next address\nNOP\n\nJAL GetRandomByte ; Integer at V0\nNOP\n\nLI A0 0x6 \nSLT S0 V0 A0 ; S0 = 1 if the number is less than 6\nNOP\nBNE S0 R0 getMushroom ; Branch if true\nNOP\n\nLI A0 0xF \nSLT S0 V0 A0 ; S0 = 1 if the number is less than 15\nNOP\nBNE S0 R0 getPoisonMushroom ; Branch if true\nNOP\n\nLI A0 0x21 \nSLT S0 V0 A0 ; S0 = 1 if the number is less than 33\nNOP\nBNE S0 R0 getCellularShopper ; Branch if true\nNOP\n\nLI A0 0x33\nSLT S0 V0 A0 ; S0 = 1 if the number is less than 51\nNOP\nBNE S0 R0 getWarpBlock ; Branch if true\nNOP\n\nLI A0 0x45\nSLT S0 V0 A0 ; S0 = 1 if the number is less than 69\nNOP\nBNE S0 R0 getPlunderChest ; Branch if true\nNOP\n\nLI A0 0x74\nSLT S0 V0 A0 ; S0 = 1 if the number is less than 116\nNOP\nBNE S0 R0 getDuelingGlove ; Branch if true\nNOP\n\n\n;BEGIN Item Values====================================================\n; 0x00 = Mushroom\n; 0x01 = Skeleton Key\n; 0x02 = Poison Mushroom\n; 0x03 = Reverse Mushroom\n; 0x04 = Cellular Shopper\n; 0x05 = Warp Block\n; 0x06 = Plunder Chest\n; 0x07 = Bowser Phone\n; 0x08 = Dueling Glove\n; 0x09 = Lucky Lamp\n; 0x0A = Golden Mushroom\n; 0x0B = Boo Bell\n; 0x0C = Boo Repellant\n; 0x0D = Bowser Suit\n; 0x0E = Magic Lamp\n; 0x0F = Koopa Card\n; 0x10 = Barter Box\n; 0x11 = Lucky Coin\n; 0x12 = Wacky Watch\n;END Item Values============================================\n\ngetCellularShopper:\nLI T0 0x4 ; Celluar Shopper value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetPlunderChest:\nLI T0 0x6 ; Plunder Chest value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetDuelingGlove:\nLI T0 0x8 ; Dueling Glove value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetWarpBlock:\nLI T0 0x5 ; Warp Block value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetPoisonMushroom:\nLI T0 0x2 ; Poison Mushroom value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetMushroom:\nLI T0 0x0 ; Mushroom value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetBooBell:\nLI T0 0xB ; Boo Bell value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetGoldenMushroom:\nLI T0 0xA ; Golden Mushroom value\nSB T0 0(S1)\nJ sound\nNOP\n\n\n\nsound:\nJAL PlaySound\nADDIU A0 R0 0x10C ; Turn Start sound\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n\nnext:\nADDIU S1 S1 1 ; Load next item's address\nADDIU S5 S5 1 ; Raise the item counter by 1\nJ Loop ; Loop back to give the next item\nNOP\n\nview_map:\nJAL ViewBoardMap\nNOP\nJ START\nNOP\n;END Item Values======================================================\n\n;BEGIN Checking Player For Necessary Coins To Purchase================\npayprice:\nMOVE A0 S4 ; Current Player's Index moved to A0\nMOVE A1 S3 ; Amount of coins to check\nJAL PlayerHasCoins ; Checks if Player has A1's amount of Coins\nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If insufficient funds, branch\nNOP\n;END Checking Player For Necessary Coins To Purchase==================\n\n;BEGIN Taking Coins From Player=======================================\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to pay\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to display\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nNOP\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n;END Taking Coins From Player=========================================\n\n;BEGIN Checking Player Item Slots=====================================\nLI T1 2\nSUBU S1 S1 T1 ; This loads the current player's first Item address\nLBU S2 0(S1) ; Load slot #1's Item Value into S2\nLI T1 0xFF ; No Item Value\nBEQ S2 T1 giveitem ; Go to giveitem if the slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to load current player's second Item address\nLBU S2 0(S1) ; Load slot #2's Item Value into S2\nBEQ S2 T1 giveitem ; Go to giveitem if the slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to load current player's third Item address\n\ngiveitem:\nSB S0 0(S1)\n;END Checking Player Item Slots=======================================\n\n;BEGIN Item Sound Effect==============================================\nJAL PlaySound\nLI A0 0x10C ; Turn Start sound\n\nLI A0 15 ; Frames to wait after the sound plays\nJAL SleepProcess ; Sleeps for 15 frames\nNOP\n\nJ exit\nNOP\n;END Item Sound Effect================================================\n\n;BEGIN CANNOT BUY ITEM MESSAGE========================================\nNotEnoughCoins:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(NotEnoughCoins_Message)\nADDIU A1 A1 lo(NotEnoughCoins_Message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ START\nNOP\n;END CANNOT BUY ITEM MESSAGE==========================================\n\n;BEGIN TOO MANY ITEMS MESSAGE=========================================\nTooManyItems:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(TooManyItems_Message)\nADDIU A1 A1 lo(TooManyItems_Message)\n\nJ FinalizeMessage\nNOP\n;END TOO MANY ITEMS MESSAGE===========================================\n\n;BEGIN NOT ENOUGH COINS MESSAGE=======================================\nNoCoinsToShop:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(NoCoinsToShop_Message)\nADDIU A1 A1 lo(NoCoinsToShop_Message)\n\nJ FinalizeMessage\nNOP\n;END NOT ENOUGH COINS MESSAGE=========================================\n\n;BEGIN Last Turn MESSAGE==============================================\nLastTurn:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(LastTurn_Message)\nADDIU A1 A1 lo(LastTurn_Message)\n;END Last Turn MESSAGE================================================\n\nFinalizeMessage:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n\n\nexit:\nLW S5 58(SP)\nLW S4 56(SP)\nLW S3 60(SP)\nLW S1 72(SP)\nLW S2 68(SP)\nLW S0 64(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n\n.align 16\nLastTurn_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Sorry\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \"You can\"\n.byte 0x82 ; Apostrophe (')\n.ascii \"t but items on the last turn\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Please come back another time\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoCoinsToShop_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins to buy anything\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Come back when you have more coins\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nTooManyItems_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"It seems you can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t carry any more items\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Come back later when you have space to buy items\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hello there\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to the\"\n.byte 0x06 ; Blue font\n.ascii \" Item Shop\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"See what I have in stock\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 20\nItemSelection_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Would you like to buy an item\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Mushroom    \"\n.byte 0x08 ; White Font\n.byte 0x10 ; Space ( )\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 5\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Poison Mushroom   \"\n.byte 0x08 ; White Font\n.byte 0x10 ; Space ( )\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 5\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Cellular Shopper\"\n.byte 0x10 ; Space ( )\n.byte 0x08 ; White Font\n.byte 0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 5\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Plunder Chest \"\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Dueling Glove   \"\n.byte 0x10,0x10 ; Space 2x (  )\n.byte 0x08 ; White Font\n.byte 0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Warp Block   \"\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \"5\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Boo Bell   \"\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \"15\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Golden Mushroom  \"\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"Nah\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins for this item\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Please pick a different item\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause"},"Mantises Mischief (Koopa Kid Space by Airsola™)":{"language":0,"code":"; NAME: Mantises Mischief (Koopa Kid Space by Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|EventIndex\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S4 112(SP) ; Current Player's Struct\nSW S0 108(SP) ; Player Index for Loop Counter\nSW S3 104(SP) ; Equalized Coins / Chosen Player's Struct\nSW S1 100(SP) ; Player's Coins \nSW S5 96(SP) ; Current Player's Coins\nSW S7 92(SP) ; Flag Holder for Loops\nSW S6 88(SP) ; Counter for Loop\n\n;====================================================================\n; IMPORTANT: This code is designed to replicate the Koopa Kid Space \n;            from Mario Party 7. If the EventIndex parameter is set to\n;            0, it will randomize 1 of the following 6 events:\n;\t\t\t (1) Turn player's next roll is cursed.\n;\t\t\t (2) Equalize all player's coins. (Bowser Revolution)\n;\t\t\t (3) Swap turn player's coins with a random player.\n;\t\t\t (4) Swap turn player's position with a random player.\n;\t\t\t (5) Shuffle the position of all players. (Bowser Shuffle)\n;\t\t\t (6) Shuffle all player's items \n;\t\t\t \n;            If you would rather use only 1 of these events, all you\n;            have to do is set the EventIndex parameter to the\n;            corresponding index listed in the parenthesis above.\n;            While this event is made to be a landing event, it should\n;            work fine as a passing event, too.\n;\t\t\t \n;\t\t\t At the bottom of the code you will find useful links and\n;\t\t\t explanations for some technical things in the code.\n;====================================================================\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle Animation\nJAL SetBoardPlayerAnimation ; in case some maniac wants to make this a passing event...\nLI A3 2 ; Loop\n\nJAL GetPlayerStruct ; Struct at V0\nLI A0 -1 ; Current Player\nMOVE S4 V0 ; Copy Struct to S4\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If 0, randomize which event happens\nNOP\nchooseevent:\nLI T1 1 ; Cursed Mushroom Event Index\nBEQ T0 T1 cursedmushroom ; If 1, give a cursed mushroom\nNOP\nLI T1 2 ; Revolution Event Index\nBEQ T0 T1 revolution ; If 2, coin revolution\nNOP\nLI T1 3 ; Coin Swap Event Index\nBEQ T0 T1 coinswap ; If 3, swap coins with someone else\nNOP\nLI T1 4 ; Space Swap Event Index\nBEQ T0 T1 spaceswap ; If 4, swap spaces with someone else\nNOP\nLI T1 5 ; Space Shuffle Event Index\nBEQ T0 T1 spaceshuffle ; If 5, shuffle everyone's position\nNOP\nJ itemshuffle ; If none of the others, shuffle everyone's items\nNOP\n\nrandomizeevent:\nJAL GetRandomByte ; Number from 0-255 at V0\nNOP\nLI T0 6 \nDIVU V0 T0 ; Divide by 6 events\nMFHI T0 ; Remainder of division (0-5)\nJ chooseevent\nADDIU T0 T0 1 ; Add 1 so it's 1-6\n\n;================================================CURSED MUSHROOM EVENT\n\ncursedmushroom:\nLI T0 0x800CD0AF ; Address of Cursed Dice Flags\nLBU T1 0(T0) ; Value of Cursed Dice Flags\nLBU T2 29(S4) ; Current Player's Index\nLI T3 1\nSLLV T3 T3 T2 ; Shift Left by Player's Index\nAND T4 T1 T3 ; T4 = 1 if player is cursed, 0 if not\nBEQZ T4 cursedmushroom2 ; If not cursed, continue\nNOP \n\nLI T5 EventIndex\nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\n\ncursedmushroom2:\nADDU T1 T1 T3 ; Add player's curse flag\nSB T1 0(T0) ; Store the new flag value\nLBU T0 23(S4) ; Current Player's Status Flag\nADDIU T0 T0 2 ; Add Poison Mushroom Head Value\nSB T0 23(S4) ; Store new Status Flag\n\nJAL PlaySound\nLI A0 0x2A0 ; \n\nJAL PlaySound\nLI A0 0xD ; Cursed Mushroom sfx\n\nLBU A0 29(S4) ; Current Player's Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; 0 = Happy, 1 = Sad\n\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\n\n;=====================================================REVOLUTION EVENT\n\nrevolution:\nJAL GetSumOfPlayerCoins ; Total Coins at V0\nNOP\nMOVE S0 V0 ; Copy to S0\n\nBNEZ S0 revolution2 ; If there's at least 1 coin total, proceed\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ nocoinsforrevolution\nNOP\n\nrevolution2:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Revolution_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Revolution_Message)\n\nLI T0 4 \nDIVU S0 T0 ; Divide by 4\nMFLO S3 ; Coins to give back\n\nLHU S5 10(S4) ; Current Player's Coins\n\nLI S0 3 ; Start with Player 4\nrevolutionloop:\nBLTZ S0 revolutionloop_exit ; exit loop once all players lose their coins\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\nLHU S1 10(V0) ; Coins\n\nMOVE A0 S0 ; Player's Index\nJAL AdjustPlayerCoinsGradual \nSUBU A1 R0 S1 ; Coins\n\nMOVE A0 S0 ; Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 S1 ; Coins\n\nJ revolutionloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\nrevolutionloop_exit:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLI S0 3 ; Start with Player 4\nrevolutionloop2:\nBLTZ S0 revolutionloop_exit2 ; exit loop once all players get their coins\nNOP\n\nMOVE A0 S0 ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3 ; Coins\n\nMOVE A0 S0 ; Player Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S3 ; Coins\n\nJ revolutionloop2\nADDIU S0 S0 -1\n\nrevolutionloop_exit2:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nSLT T0 S3 S5 ; T0 = 1 if the amount of coins is now lower\nBNEZL T0 revolution3 ; If the player has less coins, sad animation\nLI A1 1 ; Sad Index\nLI A1 0 ; Happy animation if the player has more coins\n\nrevolution3:\nJAL SetBoardPlayerAnimationWithSound\nLBU A0 29(S4) ; Current Player's Index\n\n\n\n;======================================================COIN SWAP EVENT\n\ncoinswap:\nJAL GetSumOfPlayerCoins ; Total at V0\nNOP\n\nBNEZ V0 coinswap2 ; If there's at least 1 coin, continue\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ nocoinsforrevolution\nNOP\n\ncoinswap2:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(CoinSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CoinSwap_Message)\n\ncoinswapreroll:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nLBU T0 29(S4) ; Current Player's Index\nBEQ V0 T0 coinswapreroll ; If it's the current player, reroll\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 V0 ; Chosen Player's Index\nMOVE S3 V0 ; Copy Struct to S3\n\nLHU T0 10(S4) ; Current Player's Coins\nSH T0 76(SP) ; Store in the Stack for future use\nLHU T1 10(S3) ; Chosen Player's Coins\nSH T1 72(SP) ; Store in the Stack for future use\n\nLBU A0 29(S4) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 T0 ; Subtract all Coins\n\nLHU T0 76(SP) ; Load Current Player's Coins from the Stack\nLBU A0 29(S4) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 T0 ; Subtract all Coins\n;====\nLHU T0 72(SP) ; Load Chosen Player's Coins from the Stack\nLBU A0 29(S3) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 T0 ; Subtract all Coins\n\nLHU T0 72(SP) ; Load Chosen Player's Coins from the Stack\nLBU A0 29(S3) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 T0 ; Subtract all Coins\n\nJAL SleepProcess \nLI A0 45 ; Sleeps for 45 frames\n;====\nLBU A0 29(S4) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nLHU A1 72(SP) ; Add chosen player's Coins\n\nLBU A0 29(S4) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLHU A1 72(SP) ; Add chosen player's Coins\n;====\nLBU A0 29(S3) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nLHU A1 76(SP) ; Add chosen player's Coins\n\nLBU A0 29(S3) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLHU A1 76(SP) ; Add chosen player's Coins\n\nJAL SleepProcess \nLI A0 30 ; Sleeps for 30 frames\n\nLHU T0 76(SP) ; Current Player's Original Coin Amount\nLHU T1 72(SP) ; Chosen Player's Original Coin amount\nSLT T2 T1 T0 ; T0 = 1 if the amount of coins is now lower\nBNEZL T2 coinswap3 ; If the player has less coins, sad animation\nLI A1 1 ; Sad Index\nLI A1 0 ; Happy animation if the player has more coins\n\ncoinswap3:\nJAL SetBoardPlayerAnimationWithSound\nLBU A0 29(S4) ; Current Player's Index\n\n\n;=====================================================SPACE SWAP EVENT\n\nspaceswap:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(SpaceSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(SpaceSwap_Message)\n\nspaceswapreroll:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nLBU T0 29(S4) ; Current Player's Index\nBEQ V0 T0 spaceswapreroll ; If it's the current player, reroll\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 V0 ; Chosen Player's Index\nMOVE S3 V0 ; Copy Struct to S3\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 0 ; Fade type (out)\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLUI T1 hi(CurrentPlayerSpaces_Array)\nADDIU T1 T1 lo(CurrentPlayerSpaces_Array)\n\nLBU T0 15(S4) ; Current Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(S4) ; Current Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(S4) ; Current Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(S4) ; Current Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(S4) ; Current Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(S4) ; Current Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nLUI T1 hi(ChosenPlayerSpaces_Array)\nADDIU T1 T1 lo(ChosenPlayerSpaces_Array)\n\nLBU T0 15(S3) ; Chosen Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(S3) ; Chosen Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(S3) ; Chosen Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(S3) ; Chosen Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(S3) ; Chosen Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(S3) ; Chosen Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nLBU A0 29(S4) ; Current Player's Index\nLUI A1 hi(ChosenPlayerSpaces_Array)\nADDIU A1 A1 lo(ChosenPlayerSpaces_Array)\nJAL SetPlayerOntoChainVisually ; This sets the player visually and internally on the spaces\nNOP\n\nLBU A0 29(S3) ; Current Player's Index\nLUI A1 hi(CurrentPlayerSpaces_Array)\nADDIU A1 A1 lo(CurrentPlayerSpaces_Array)\nJAL SetPlayerOntoChainVisually ; This sets the player visually and internally on the spaces\nNOP\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 1 ; Fade type (In)\n\n\n;==================================================SPACE SHUFFLE EVENT\n\nspaceshuffle:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(SpaceShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(SpaceShuffle_Message)\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 0 ; Fade type (out)\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLUI S5 hi(Player1Spaces_Array)\nADDIU S5 S5 lo(Player1Spaces_Array)\nLI S0 3 ; Start with Player 4\nspaceshuffleloop:\nBLTZ S0 spaceshuffleloop_exit ; exit once all player's positions are stored\nNOP \nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\n\nSLL T1 S0 0x0005 ; Multiply Player Index by 20 for alignment of Array\nADDU T1 T1 S5 ; Add to get the correct Array\n\nLBU T0 15(V0) ; Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(V0) ; Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(V0) ; Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(V0) ; Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(V0) ; Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(V0) ; Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nJ spaceshuffleloop\nADDIU S0 S0 -1 ; Subtract 1 to get the next player\n\nspaceshuffleloop_exit:\nLI S0 3 ; Start with Player 4\nLI S7 0xF ; 1111 Flag for players whose position isn't taken yet\nspaceshuffleloop2:\nBLTZ S0 spaceshuffleloop2_exit ; exit once all players are affected\nNOP\nLI T0 1\nBEQ S0 T0 spaceshuffleproblemcheck ; branch when it's Player 2's turn to check availability\nNOP\nspaceshufflerandomize:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nBEQ V0 S0 spaceshuffleloop2 ; If it's the current player, reroll\nNOP\nspaceshuffleskiprandomization:\nLI T0 1\nSLLV T0 T0 V0 ; Shift bit to the left by Player's Index\nAND T2 T0 S7 ; T2 = 1 if the chosen player's location is available\nBEQZ T2 spaceshuffleloop2 ; reroll if that player's location isn't available\nNOP\nSUBU S7 S7 T2 ; Turn flag off for that player's location\nSLL A1 V0 0x0005 ; Multiply Player Index by 20 for alignment of Array\n\nMOVE A0 S0 ; Player Index\nJAL SetPlayerOntoChainVisually\nADDU A1 A1 S5 ; Add to get the correct Array\n\nJ spaceshuffleloop2\nADDIU S0 S0 -1 ; Subtract 1 to warp the next player\n\nspaceshuffleproblemcheck:\nANDI T1 S7 1 ; T1 = 1 if Player 1's spot is available\nBNEZL T1 spaceshuffleskiprandomization ; If it's available, branch and choose Player 1\nLI V0 0 \nJ spaceshufflerandomize ; If not available, branch and randomize selection\nNOP\n\nspaceshuffleloop2_exit:\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 1 ; Fade type (In)\n\n\n;===================================================ITEM SHUFFLE EVENT\n\nitemshuffle:\nJAL GetSumOfPlayerItems\nNOP\n\nBNEZ V0 itemshuffle2 ; If anything other than 0, continue\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ noitemsforshuffle\nNOP\n\nitemshuffle2:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(ItemShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(ItemShuffle_Message)\n\nLUI S5 hi(ItemShuffle_Array)\nADDIU S5 S5 lo(ItemShuffle_Array)\nLI S0 3 ; Start with Player 4\nLI S3 0 ; Item Counter\nitemshuffleloop:\nBLTZ S0 itemshuffleloop_exit ; Exit once all player's items are gathered\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\n\nLI T0 0xFF ; No item\n\nLBU T2 24(V0) ; Item #1 Index\nSB T0 24(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nLBU T2 25(V0) ; Item #2 Index\nSB T0 25(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nLBU T2 26(V0) ; Item #3 Index\nSB T0 26(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nJAL RefreshHUD\nMOVE A0 S0 ; Player Index\n\nJ itemshuffleloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player \n\nitemshuffleloop_exit:\nJAL PlaySound \nLI A0 0x367 ; Items Going in Sound Index\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound \nLI A0 0x320 ; Items Shuffle Sound Index\nJAL SleepProcess\nLI A0 60 ; Frames\n\n\nLI S7 0 ; bit flag for equal distribution\nMshuffleitemsloop2:\nLI S6 0 ; Counter for no items left\nLI T1 0xF ; All players given an item\nBEQL S7 T1 Mshuffleitemsloop2\nLI S7 0 ; Reset flag\nJAL GetRandomByte ; 0-255 at V0\nNOP \nLI T0 4 \nDIVU V0 T0 ; Divide by 4\nMFHI S0 ; Player's Index (0-3)\n\nLI T1 1 \nSLLV T2 T1 S0 ; Shift Left by Player Index \n\nAND V1 S7 T2 ; Compare Flag Value to Player Index\n; V1 returns 0 if player has not been given an item, 1 if they have.\nBNEZ V1 Mshuffleitemsloop2\nNOP\n\nMOVE T5 S5 ; Pass Array to T5\nMshuffleitemsloop3:\nLI T1 12 \nLBU T3 0(T5) ; Load Item Index from Array\nLI T1 0xFF ; No Item\nADDIU T5 T5 1 ; add to check next spot in the array\nBEQL T3 T1 Mshuffleitemsloop3 ; \nADDIU S6 S6 1 ; Add 1 to counter\n\nMshuffleitemsloop4:\nJAL GetRandomByte ; 0-255 at V0\nNOP \nLI T0 12\nDIVU V0 T0 ; Divide by 12\nMFHI T6 ; 12 Item spots (0-11)\nADDU T1 S5 T6 ; Add to get correct space in the Array\nLBU S3 0(T1) ; Load Item Index from Array\nLI T3 0xFF ; No Item Index\nBEQ S3 T3 Mshuffleitemsloop4 ; loop if there's no item in that spot\nNOP\nSB T3 0(T1) ; Delete Item from the Array\n\nJAL GetPlayerStruct ; at V0\nMOVE A0 S0 ; Player Index\n\nMOVE S6 V0 ; Copy Struct to S6\n\nJAL PlayerHasEmptyItemSlot ; 0,1,2 at V0\nMOVE A0 S0 ; Player Index\n\nADDIU S6 S6 24 ; Item #1 Address\nADDU S6 S6 V0 ; Add to get correct Item Slot Address\nSB S3 0(S6) ; Give Item\n\nJAL PlaySound\nLI A0 25 ; Got Item Sound Index\nJAL SleepProcess\nLI A0 20 ; Frames\n\nLI T1 1 \nSLLV T2 T1 S0 ; Shift Left by Player Index \nJ Mshuffleitemsloop2\nADDU S7 S7 T2 ; Mark the player as given an item\n\ngoodbye:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Goodbye_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Goodbye_Message)\nJ exit\nNOP\n\nalreadycursed:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Cursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Cursed_Message)\n\nLUI A1 hi(AlreadyCursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(AlreadyCursed_Message)\nJ exit\nNOP\n\n\nnocoinsforrevolution:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Revolution_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Revolution_Message)\nJ nocoins\nNOP\n\nnocoinsforswap:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(CoinSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CoinSwap_Message)\n\nnocoins:\nLUI A1 hi(NoCoins_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(NoCoins_Message)\nJ exit\nNOP\n\nnoitemsforshuffle:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(ItemShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(ItemShuffle_Message)\n\nLUI A1 hi(NoItems_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(NoItems_Message)\n\n\n\nexit:\nLW S4 112(SP) ; Current Player's Struct\nLW S0 108(SP) ; Player Index for Loop Counter\nLW S3 104(SP) ; Equalized Coins / Chosen Player's Struct\nLW S1 100(SP) ; Player's Coins \nLW S5 96(SP) ; Current Player's Coins\nLW S7 92(SP) ; Flag Holder for Loops\nLW S6 88(SP) ; Counter for Loop\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n; A1 = Message to display (Pointer)\n.align 16\nShowMessage_Function:\nADDIU SP SP -80\nSW RA 76(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 = Player's Index\n; A1 = Happy/Sad Index\n.align 16\nSetBoardPlayerAnimationWithSound:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\nSW A1 68(SP)\n\nJAL GetPlayerStruct\nNOP\n\nLBU T0 3(V0) ; Character Index\n\nBNEZ A1 sad\nNOP\n\nhappy:\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 5 ; Happy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ SetBoardAnimationWithSound_exit\nNOP\n\nsad:\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 60 ; Frames\n\nSetBoardAnimationWithSound_exit:\nLW A0 72(SP) ; Player Index\nLI A1 -1 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLW A1 68(SP)\nLW A0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nGetSumOfPlayerCoins:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLI T0 0x800D1112 ; P1 Coins Address\nLHU V0 0(T0) ; P1 Coins Value to V0\n\nLI T0 0x800D114A ; P2 Coins Address\nLHU T1 0(T0) ; P2 Coins Value to T1\nADDU V0 V0 T1 ; Add P2's coins to P1\n\nLI T0 0x800D1182 ; P3 Coins Address\nLHU T1 0(T0) ; P3 Coins Value to T1\nADDU V0 V0 T1 ; Add P3's coins to total\n\nLI T0 0x800D11BA ; P4 Coins Address\nLHU T1 0(T0) ; P4 Coins Value to T1\nADDU V0 V0 T1 ; Add P4's coins to total\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 = Type of Fade\n; A1 = 0 - FadeOut, 1 - FadeIn\n.align 16\nInitFade:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\n\nBNEZ A1 fadein ; If 1, it's a fade in\nNOP\n; If 0, it's a fade out \nLW A0 72(SP) ; Fade Type\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJ InitFade_exit\nNOP\n\nfadein:\nLW A0 72(SP) ; Fade Type\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nInitFade_exit:\nJAL SleepProcess\nLI A0 16 ; Frames\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 32\nPlayer1Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer2Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer3Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer4Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nCurrentPlayerSpaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nChosenPlayerSpaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nSetPlayerOntoChainVisually:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP) ; Array Pointer\nSB A0 68(SP) ; Player's Index \n\nMOVE S0 A1 ; Copy Array Pointer to S0\n\nLBU A0 68(SP) ; Player Index\nLBU A1 0(S0) ; Assigns Chain Index to A1\nJAL SetPlayerOntoChain\nLBU A2 1(S0) ; Assigns Space Index to A2\n\nLBU A0 68(SP) ; Player Index\nLBU A1 2(S0) ; Assigns Chain Index to A1\nJAL SetNextChainAndSpace\nLBU A2 3(S0) ; Assigns Space Index to A2\n\nLBU A0 68(SP) ; Player Index\nLBU A1 4(S0) ; Assigns Chain Index to A1\nJAL SetPrevChainAndSpace\nLBU A2 5(S0) ; Assigns Space Index to A2\n\nLBU A0 0(S0) ; Assigns Chain Index to A1\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nLBU A1 1(S0) ; Assigns Space Index to A2\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nLW V1 8(V0) \nSW V1 64(SP) ; Store on the Stack\n\nLW V1 16(V0)\nSW V1 60(SP) ; Store on the Stack\n\nJAL GetPlayerStruct ; Player Struct at V0\nLBU A0 68(SP)  ; Player Index\n\nLW V1 0x24(V0) ; Load Offset 0x24 into V1\nADDIU V1 V1 0xC ; Add 0xC to get current player's X Coords\nLW T0 64(SP) ; Load Space X Coords from Stack\nSW T0 0(V1) \n\nADDIU V1 V1 8 ; This should load current player's Y Coords\nLW T1 60(SP) ; Load Space Y Coords from Stack\nSW T1 0(V1)\n\nLW S0 72(SP) ; Array Pointer\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nGetSumOfPlayerItems:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\n\nLI S0 3 ; Start with Player 4\nLI S1 0 ; Item Counter\nGetSumOfPlayerItems_loop:\nBLTZ S0 GetSumOfPlayerItems_exit\nNOP\n\nJAL PlayerHasEmptyItemSlot ; Empty Item Slot Index at V0 (0, 1, 2, -1)\nMOVE A0 S0 ; Player Index\n\nLI T0 -1 ; No Inventory Index\nBLTZL V0 GetSumOfPlayerItems_add\nLI V0 3 ; If no space, make it 3 items\n\nGetSumOfPlayerItems_add:\nADDU S1 S1 V0 ; Add to the Item Counter\nJ GetSumOfPlayerItems_loop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\n\nGetSumOfPlayerItems_exit:\nMOVE V0 S1 ; Move Item Counter to proper register\nLW S1 68(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nItemShuffle_Array:\n.byte 0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF\n\n.align 16\nCursed_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThis time\\x82 I\\x5Cm gonna \\x04curse\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ayour next dice roll\\xC2\\xFF\\x00\"\n\n\n.align 16\nAlreadyCursed_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 you\\x5Cre already \\x04cursed\\x08\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 Gwa ha ha\\xC2\\xFF\\x00\"\n\n.align 16\nRevolution_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI feel generous\\xC2 I\\x5Cm gonna divide\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone\\x5Cs \\x07coins\\x08 equally\\xC2\\xFF\\x00\"\n\n.align 16\nNoCoins_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 what\\xC3 No one has coins\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 Gwa ha ha\\xC2\\xFF\\x00\"\n\n.align 16\nCoinSwap_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cll swap your \\x07coins\\x08 with someone else\\xC2\\xFF\\x00\"\n\n.align 16\nSpaceSwap_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm gonna swap your position\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Awith someone else\\xC2\\xFF\\x00\"\n\n.align 16\nSpaceShuffle_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm gonna swap the position of\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone this time\\xC2 Gwa ha ha\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AFear the power of Koopa Kid\\xC2\\xFF\\x00\"\n\n.align 16\nItemShuffle_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThis time\\x82 I\\x5Cm gonna shuffle\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone\\x5Cs \\x05items\\x08\\xC2\\xFF\\x00\"\n\n.align 16\nNoItems_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 what\\xC3 No one has items\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 Gwa ha ha\\xC2\\xFF\\x00\"\n\n.align 16\nGoodbye_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AGwa ha\\xC2 Another job well done\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI bet Mr\\x85 Bowser will totally\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Agive me a raise after this\\xC2\\xFF\\x00\"\n\n.align 16\nMessage:\n.byte 0x05 ; Green Font\n.ascii \"Hehehe\"\n.byte 0x85 0x85 0x85 ; Period x3 (...)\n.ascii \"Time to swap all of you guys\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s items!\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n.align 16\nMessage2:\n.byte 0x05 ; Green Font\n.ascii \"That was fun\"\n.byte 0x82 ; Exclaimation Mark (!)\n.ascii \"See you later\"\n.byte 0x82 ; Exclaimation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n;=================================================================INFO\n\n; To change the sound indexes for Playsound, use the PartyPlanner\n; audio section to find the sound index you want, then use the\n; following link to match the correct Playsound index (left number):\n; https://pastebin.com/H1jxNFqr\n\n; If you want to know how to change the character portrait on the\n; message box, use the following link:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n\n; If you want to know how to put special characters on your message\n; or know what they mean, use the following link:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/String-Encoding\n;\n; Previously, special characters were put on messages as \".byte\" with\n; the special character index right after, but we've found that you \n; can actually put the special characters in the ascii by using \\x\n; So what used to be \".byte 0xC2\" for an exclamation mark, can now\n; be written as \\xC2 to save an entire line of code\\xC2 (get it?)"},"Butterflies Generosity (Made by Rain)":{"language":1,"code":"// NAME: Butterflies Generosity (Made by Rain)\n// GAMES: MP3_USA\n// EXECUTION: Direct\n\n//Before player dice roll hook\n\n#include \"ultra64.h\"\n\n#define TURN_AMOUNT_TO_KEEP_ITEM 3\n#define COIN_AMOUNT 10\n\ntypedef struct GwPlayer_s {\n/* 0x00 */ u8 group; //for which group you belong to in a minigame\n/* 0x01 */ u8 cpu_difficulty;\n/* 0x02 */ u8 controller_port;\n/* 0x03 */ u8 characterID;\n/* 0x04 */ u8 flags1; //value & 1 == Player is CPU\n/* 0x05 */ char unk_05;\n/* 0x06 */ s16 coins_mg_bonus; //extra coins collected in minigames\n/* 0x08 */ s16 minigameCoins; //coins for winning current minigame\n/* 0x0A */ s16 coins; //referenced as u16 and s16 (usually if u16 it's casted to s16)\n/* 0x0C */ char unk_0C[2];\n/* 0x0E */ s8 stars;\n/* 0x0F */ u8 chainIndexCur;\n/* 0x10 */ u8 spaceIndexCur;\n/* 0x11 */ u8 chainIndexNext;\n/* 0x12 */ u8 spaceIndexNext;\n/* 0x13 */ s8 unk_13; //(Chain Index?)\n/* 0x14 */ s8 unk_14; //(Space Index?)\n/* 0x15 */ u8 chainIndexPrevious;\n/* 0x16 */ u8 spaceIndexPrevious;\n/* 0x17 */ u8 flags2;\n/* 0x18 */ s8 items[3];\n/* 0x1B */ u8 bowser_suit_flags;\n/* 0x1C */ u8 turn_status; //space type landed on (blue, red, etc.)\n/* 0x1D */ s8 playerIndex;\n/* 0x1E */ char unk_1E[2]; //likely padding\n/* 0x20 */ void* unk_20;\n/* 0x24\t*/ void* player_obj; //ptr to struct 0x48 in size (things like model position, rotation, etc.)\n/* 0x24 */ s16 mg_star_coins; //used for mg star\n/* 0x26 */ s16 coins_total; //used for coin star\n/* 0x2C */ s8 happeningSpacesLandedOn;\n/* 0x2D */ s8 redSpacesLandedOn;\n/* 0x2E */ s8 blueSpacesLandedOn;\n/* 0x2F */ s8 chanceSpacesLandedOn;\n/* 0x30 */ s8 bowserSpacesLandedOn;\n/* 0x31 */ s8 battleSpacesLandedOn;\n/* 0x32 */ s8 itemSpacesLandedOn;\n/* 0x33 */ s8 bankSpacesLandedOn;\n/* 0x34 */ s8 gameGuySpacesLandedOn;\n/* 0x35 */ char unk_35[3]; //likely padding\n} GW_PLAYER;\n\nenum ITEMS {\n    ITEM_NONE = -1,\n    ITEM_MUSHROOM = 0,\n    ITEM_SKELETON_KEY = 1,\n    ITEM_POISON_MUSHROOM = 2,\n    ITEM_REVERSE_MUSHROOM = 3,\n    ITEM_CELLULAR_SHOPPER = 4,\n    ITEM_WARP_BLOCK = 5,\n    ITEM_PLUNDER_CHEST = 6,\n    ITEM_BOWSER_PHONE = 7,\n    ITEM_DUEL_GLOVE = 8,\n    ITEM_LUCKY_LAMP = 9,\n    ITEM_GOLDEN_MUSHROOM = 10,\n    ITEM_BOO_BELL = 11,\n    ITEM_BOO_REPELLENT = 12,\n    ITEM_BOWSER_SUIT = 13,\n    ITEM_MAGIC_LAMP = 14,\n    ITEM_KOOPA_KARD = 15,\n    ITEM_BARTER_BOX = 16,\n    ITEM_LUCKY_CHARM = 17,\n    ITEM_WACKY_WATCH = 18,\n    ITEMS_END\n};\n\n//s32 func_800EEF80_102BA0_shared_board(f32 randRange);\ns32 func_800EEF80(f32 randRange);\ns32 func_800EEF80_Wrapper(f32 randRange); //compiler doesn't understand float args so...\n\n//board ram that saves 4 bytes for each player\nextern u8 D_800CD096[];\nchar initMessage[] = \"Test Message\\xC2\\xFF\";\nchar tooManyItemsMessage[] = \"You have too many items already\\xC2\\xFF\";\n\nvoid messageCleanup() {\n    func_800EC9DC();\n    CloseMessage();\n    func_800EC6EC();\n}\n\ns32 itemMainFsArray[] = {\n\t0x0013018E, 0x0013018F, 0x00130190, 0x00130191,\n\t0x00130192, 0x00130193, 0x00130194, 0x00130195,\n\t0x00130196, 0x00130197, 0x00130198, 0x00130199,\n\t0x0013019A, 0x0013019B, 0x0013019C, 0x0013019E,\n\t0x0013019F, 0x001301A0, 0x001301A1, 0x0013019D,\n\t0x001301B6, 0x001301A2, 0x001301A3, 0x001301A4,\n\t0x001301A5, 0x001301A6, 0x001301A7, 0x001301A8,\n\t0x001301A9, 0x001301AA, 0x001301AB, 0x001301AC,\n\t0x001301AD, 0x001301AE, 0x001301AF, 0x001301B0,\n\t0x001301B2, 0x001301B3, 0x001301B4, 0x001301B5,\n};\n\nextern s8 D_800CD067; //current player index\n\n//spawn item\nvoid SpawnItemOnOverworld(s32 itemID) {\n    s32 temp_s2_2 = func_8005279C(1, 5);\n\ts32 i;\n\n    void* temp_v0_22 = ReadMainFS(itemMainFsArray[itemID]);\n    s32 temp_s3_3 = func_80055810(temp_v0_22);\n    func_80009E6C(temp_v0_22); //HuFreeFilePerm\n    func_80055024(temp_s2_2, 0, temp_s3_3, 0);\n    func_80055294(temp_s2_2, 0, 0xAU); //SprPriSet\n    func_800550F4(temp_s2_2, 0, 0);\n    func_800553A8(temp_s2_2, 0, 0x180CU); //SprAttrSet\n    func_80054904(temp_s2_2, 0, 0xA0, 0x5A);\n    func_80055458(temp_s2_2, 0, 0U);\n    func_8004AA88(0x10); //HuAudFXPlay\n\n    for (i = 0; i < 10; i++) {\n    \tfunc_80055458(temp_s2_2, 0, (i * 25) & 0xFFFF);\n    }\n\n\t\n    func_80055458(temp_s2_2, 0, 0x100U);\n    SleepProcess(5);\n    //do celebration\n    SetBoardPlayerAnimation(-1, 5, 0);\n    SleepProcess(5);\n    func_8004ACE0(0x2BD, D_800CD067);\n    SleepProcess(0x14);\n    func_800F2388(-1, -1, 0, 5, 2);\n    SleepProcess(0xA);\n    func_800525C8(temp_s2_2);\n    func_80055670(temp_s3_3);\n\n}\n\n// Function to randomly select an item based on weights\ns32 GetRandomItem(void) {\n    // Define weights for each item (arbitrary, don't need to sum to 100)\n    const int weights[ITEMS_END] = {\n        1,  // ITEM_MUSHROOM\n        0,  // ITEM_SKELETON_KEY\n        1,  // ITEM_POISON_MUSHROOM\n        1,  // ITEM_REVERSE_MUSHROOM\n        1,  // ITEM_CELLULAR_SHOPPER\n        1,  // ITEM_WARP_BLOCK\n        1,  // ITEM_PLUNDER_CHEST\n        1,  // ITEM_BOWSER_PHONE\n        1,  // ITEM_DUEL_GLOVE\n        1,  // ITEM_LUCKY_LAMP\n        1,  // ITEM_GOLDEN_MUSHROOM\n        1,  // ITEM_BOO_BELL\n        1,  // ITEM_BOO_REPELLENT\n        1,  // ITEM_BOWSER_SUIT\n        1,  // ITEM_MAGIC_LAMP\n        1,  // ITEM_KOOPA_KARD\n        1,  // ITEM_BARTER_BOX\n        1,  // ITEM_LUCKY_CHARM\n        1   // ITEM_WACKY_WATCH\n    };\n\n    // Calculate the total sum of weights\n    int totalWeight = 0;\n    for (s32 i = 0; i < ITEMS_END; i++) {\n        totalWeight += weights[i];\n    }\n\n    // Generate a random value in the range [0, totalWeight - 1]\n    s32 randomValue = func_800EEF80_Wrapper((f32)totalWeight);\n\n    // Map the random value to an item based on weights\n    s32 cumulativeWeight = 0;\n    for (s32 i = 0; i < ITEMS_END; i++) {\n        cumulativeWeight += weights[i];\n        if (randomValue < cumulativeWeight) {\n            return i;\n        }\n    }\n\n    // Fallback (should not happen if weights are valid)\n    return ITEM_NONE;\n}\n\nvoid GiveCoins(s32 playerIndex) {\n\tGW_PLAYER* player = GetPlayerStruct(-1);\n\tAdjustPlayerCoinsGradual(playerIndex, COIN_AMOUNT);\n\tShowPlayerCoinChange(playerIndex, COIN_AMOUNT);\n\n    SetBoardPlayerAnimation(-1, 5, 0);\n    SleepProcess(5);\n    func_8004ACE0(0x2BD, D_800CD067);\n    SleepProcess(0x14);\n    func_800F2388(-1, -1, 0, 5, 2);\n    SleepProcess(0xA);\n}\n\nvoid GiveCurrentPlayerRandomItem(s32 emptyItemSlot) {\n\tGW_PLAYER* player;\n\t//player does have empty slot, award item\n\ts32 randItem = GetRandomItem();\n\tif (randItem == ITEM_NONE) {\n\t\t//somehow an invalid item id was encountered\n\t\treturn;\n    }\n\n\t//give player item overworld\n\tSpawnItemOnOverworld(randItem);\n\t//award current player item\n\tplayer = GetPlayerStruct(-1);\n\tplayer->items[emptyItemSlot] = randItem;\n}\n\nvoid main() {\n\ts32 curPlayerIndex = GetCurrentPlayerIndex();\n\n\t//check if event should activate\n\tif (D_800CD096[curPlayerIndex] == 0) {\n\t\treturn;\n    }\n\n\tD_800CD096[curPlayerIndex]--;\n\n\t//run 50/50 event for coins or an item\n\ts32 randVal = func_800EEF80_Wrapper(100.0f);\n\tif (randVal < 50) {\n        ShowMessage(-1, initMessage, 0, 0, 0, 0, 0);\n        messageCleanup();\n\t\tGiveCoins(curPlayerIndex);\n    } else {\n        s32 emptyItemSlot = PlayerHasEmptyItemSlot(curPlayerIndex);\n        if (emptyItemSlot == -1) {\n            //player has no empty slots, exit\n            ShowMessage(-1, tooManyItemsMessage, 0, 0, 0, 0, 0);\n            messageCleanup();\n            return;\n        }\n        ShowMessage(-1, initMessage, 0, 0, 0, 0, 0);\n        messageCleanup();\n\t\tGiveCurrentPlayerRandomItem(emptyItemSlot);\n    }\n}\n\nasm(\n   \t\"func_800EEF80_Wrapper:\\n\"\n\t\"ADDIU sp, sp, -0x18\\n\"\n\t\"SW ra, 0x0014 (sp)\\n\"\n\t\"JAL 0x800EEF80\\n\"\n\t\"MTC1 a0, f12\\n\" //work around compiler bug\n\t\"LW ra, 0x0014 (sp)\\n\"\n\t\"JR RA\\n\"\n\t\"ADDIU sp, sp, 0x18\\n\"\n );"},"Buterflies Generosity Part 2 (Made by Rain)":{"language":1,"code":"// NAME: Buterflies Generosity Part 2 (Made by Rain)\n// GAMES: MP3_USA\n// EXECUTION: Direct\n\n#include \"ultra64.h\"\n\nchar initMessage[] = \"Test Message\\xC2\\xFF\";\n\n//board ram that saves 4 bytes for each player's turns for the event\nextern u8 D_800CD096[];\n\nvoid messageCleanup() {\n    func_800EC9DC();\n    CloseMessage();\n    func_800EC6EC();\n}\n\nvoid main() {\n\ts32 curPlayerIndex = GetCurrentPlayerIndex();\n\n\t//event was already active\n\tif (D_800CD096[curPlayerIndex] != 0) {\n\t\treturn;\n    }\n    \n\tD_800CD096[curPlayerIndex] = 3; //3 turns of event\n    \n    ShowMessage(-1, initMessage, 0, 0, 0, 0, 0);\n\tmessageCleanup();\n}"}},"audioType":0,"bg":{"width":1152,"height":864,"src":"data:image/gif;base64,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","fov":15,"scaleFactor":0.1,"cameraEyePosX":0,"cameraEyePosY":300,"cameraEyePosZ":300,"lookatPointX":0,"lookatPointY"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","boardlogotext":"data:image/png;base64,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y4OZYwTgN+LHyezy4Xhvdxdo/SLMNaEC6kil+xiHFAoJp5orwjTQ4gnz/34KadyRMW4TJpJ/PEANK2STA+TAyfAcABaBYhOzbM6BP6kMAwz1psBOanLzsx3BYWIowLALL6hArHc/PCnZ8f2mI1lN8zzowZjBmWgNMDEIL1sfgjXCWBmAGTZxjAWFiAplkfTJA+4/HlOXnVJsAzfdcqup0eVnktD4AGaluEAqWB+SzZ/thQaRPjaCBCPmgHfee9XnTnIR7J7krbkAPab08vYEFfkSMYL4ARNsoE4nyW57/Co53aFREFaWDpI9/FU4xJB5DkxgzATRvedQVzTVqKGZ+B2Q4J/8xvRlaTz7+fxtjsno2IsWZ+YH+02Rvo+fNzYWO2t9nWbNOBPayxEeQAy4Bsm60Zvp11Blbm3hvgpI2Pv9m85Z9+n+1+vNPtnnyOWWO+zZeMtz26U/2KNk7ntH46p0Xse+26FjpTmu/UtVyc01p9UavT81pcWtDcXOaBKWisndf7er27r/ZZR51uT6ORnQDff2FB/1oOAGF/sBwADSbHAjYA+nuoMRjg6QSDCIgQN4X9hIWOnQcVFsm1qoHx/YNkXGfgELqvi1nM2RTsLhntWYzs0gAozwgATQubHd9qkxfrpKMBkPDEIAC031sJrAE2FAZ7h2OkndKAxYIM9amYhYWgErFjA1afj6VPk+plz5SfbTDwGAWwpLawE7MxPEwMw2El4WC4zFCZ2olqR3tTLFPmMMIznsAB1rCFCpg8t3zWoT02TNsLzg4dwEnfEyN0O23PMRDmwW8y3s/xXeEgSqwS1RfVnu9NFaRfDKVfjt7EagH+3xJblwAY0DQgeMyQOW6zYTMQxh91lzYCXrC99eTtNsB7HpBF1Flki75yW+5RjVF3GS9kkWfdL2btCu9k8ftM3ICRByxvfOeaSM72Zxumx902rTzjy5tdzByx7XIzP6wtb1A2k1h1NMujzwY/EwCHpDEfBvzJjTW/dsz8mK+8l9WAZXmw088bMDJNO+2M49+Med5hZ5ISspDuq8TtJTnAUQHjw75X65c1357SrcMl3Tha0kp3VqvdGU0Xa6qXqpqfmdXS8qJWlha0urqs2dlpHR+fxv38xSs9e74TzM82wIvsgAX9ixpngcDEbSUVmMbQOQYR9RXjsi+8wjg/gn2kRfVNAoxgU2l3BzRQG9lpmWB2awYKZsVCwOtGeEadkA1LPY6QpEah2hHIi+CGxyuxLwbWbncDoHHEEwQbNUX3JBscHI5jNYHPmtWYdZ4SO1fMmEvE+CXHDWodjAbgsupm1kibuGiLvV+hNuL5TA4C/s4CZCGaJUzugF54CKmD0VHhYtx5Til5XtMGg9oLqFpFscps4EJYWVgIKmNiZhAhL0mld+CqmZ8FnkXoHd5j7LE3+AXQEIJTyNRwtAXGCdZvZwZM/3fJsxmgyyaZPKfuv72jfg9jHjZpAA81N8V/0taYr8SebSMEaNAsfp0Cnx3jGH0cZ3KM04P2IYtssL9N7QoTSC6+MFhpkjdvwo4DDZDIxZva9jdp07R8WM2mn4xHMN1cTOpNSdyQCuYYmTFzCydIzhFl4J20Nefj7JiXsJ1PCJY1Fc+fwc6hL3ZG5O2JPMNef0d42L7nftg5xuvcPr/Dm4HH4iKT1UQzF9pTWj+d1drprFabs1puzWi+U9N8d0rLtTkt1ee0trSs9ZUlzc/NaXpmSvVqNeYTsHv67KWePX+pwWCofn+gXq8Xd78/DBY4CYIF/Y3COItEx5OYC2lhshgMqxm2rRHfRxS/ARBvHsINYwqbRPJEIrhMLEG3CBHfBxisorCoAZkKTGGYVCEDYCmj4cSzzSc7Fd+37WMSAN02Jt87qAeWd+cZDpNh1dST6x3RxvzIqkisxmEHeFa5GQ9UcgsMY8bGAfDYlADoBONit8Rel37SFmxWgNZll4WINrHBMKaovWEYh2GXsve7PYwzbaIdtMHswPYY3s24G/DM3PImCoNmnlEg4PksmrzqyztgGhEwnOIkma+Ph1mGCeMBe3WwNm3/opQx/8suOwbMFpBJ+ghTI44Q5mcGZk957JsOAUoAiC0PefRm5Odif/40heSE3aqQOT6+LL1Rw0PVnHBS2OFiwIgwk/SZSSBy3/J2Mm/E3nxou9VEvv9BiiLA7gexYMMJtT8XQ+uNKj921lrOnWsJrPKAlIYnnmUCkDeP5MGP3xuo7IhjnGzysjxZa3Af8/ZN2yS93q4AfDA+wlnq/bLq/YrWmrPaxr53sqCtswWt9mY1Xa5pqlIP297CwpzW1le0ub6qmZkpVSoV9ft9NY5OtH9wpCfPXujZs1fBBmdmZtRud3R6eqpuqMHjH6jCBf1hcRy79S2nwNjFP5F2Ym8SOxU3goewAoCoEgwQNhqyIRyKwA4OY2LQWAzsbpHi45grQBPVdph5LENIEgNkcgAKvg8IIRVWK5yWZwZoT5QXLMDmi4lFLbRRn3fk1QT+D3hww9bCk5nsdQAiF++ZH2ZAE7arxIoxGbDYASsm344Cs6YwxCfbEl0IVgeov0X1tapjDx3M6HeFTLULoS9kz4DROD2Ntrt/HgPHCjI2LACPkW3BNmE4bjHvBXQ2Ds9yvJ/b480DdsxGgb0UFsZzfjbMQMYbCptcBBmnQGM+f9nFmKDSA3rY9+zU4FmObTN7ZSMAMGgz2gXaBn2kbWgWRCIYIMwWYZDIeY22JDaNBsJt4Av1HpMHZpn0Xm9INnPYHnkZ+JnpTQJe2DRzDi+DBckFtxNLhwHSBwOeWaWBLA+w9M8M3fMEGE6qvrbpOf7WZiCHsHjD5KdVaeTXai7rlfVixudxdVts5zTRcNrnFcAPO99sr6qZTk3bODZQc1szmZ1vNK2lypyWp+a1sbqi9dUVzcxMB7DV67W4S8VidLdxfKJHD5/pxcsdtTudALulpQUtLS7o6Og47IFnZxko/IABznwyNR58NhT3CLWsN9KYQbMB3qzAKVcdsiCSyoAtBxaAiscAsSi5ifrn9o4dBvhcPBL2IsABQR7iURulFLnkqQMEmRDAL+K9kgpsoXTogAHQ6iwTZ6D2u5l4Jt2qL3+nL4yH2YZ3rABm5/ZaVUtxXniiYV7hgUx2qK30bNqB8MD4uA0Sr9Pz+LudFOGouAQA+bUFyWDPGMNoMDMwJzBip00FI03gx+wyDo62d1tYTBbu8MynsQAwDWpezHkPOmDu+C2eHZtO8mLHokiZMKHOpo0A298nyfbHeGPjpd3Yh53T6sXMd8JOlJwhgDkbHmo/AAgQ0W6Dt8OmWOzYmbE3Y4rAacdn/ffIhc6FQUVsawphYrNiU8Puhz0VlRmZsVrr9MFwUCVt5nLIfvMXG/09fnYQOrogz5ps0/PY037kyGFlZuqX7RV2atnGbXAy8Pmngc3vca6xHYF2ftALay75CA8A0OskLwfutWXGjk6TkvxzJ8YusywUgvHh3JjuVSOUZak1rRuNJd06XNbKaFZzpWnNT01rYWFei4vzWl9b0draiuq1qmq1zDBJNzudLMRld+9Ajx49i58A5NzcrKrVaniFDw4a2nm9F58tFDIwQxW2U6Rw54P1cfOXHZ3+qqNBcahRe6QR9hTvFHyDRQPIIcjOw4UlscPDBJho2oWagR3IqrTtUPkUM9uFnO97Os6YE4KJ/S+CSNPonnvTks3s3IGQFo6N9VZ9eY53KNsfbLTnkW4PQECbzfxiWABlDPXFjAmGkTrFfNG3mWG24KzexUJN4GLWZWZJX/gdYMrN97aGGauxGj+5sCy4BkDmCjsWbcGBglOK8BJu1EKYT7Cj1GfeDejBjAiYdv+9UGyoNvNjXMw2vdj8WfeH/9sGFbFsCTAcoxfZPUkmMFf8DGeXHVrK1EtUUjZJnmXNn76FcyPJDMUjHMtnj66Bj+8BUvZaO76T/rAhEIPKonPYh3/aVoUZgbx3xpX2s+kCgIR5Icu0AYBkY+EzZoOTjq3LgNAqrscuH9RuQPR+xzMdwYC2FBpSkkN7fw2AF73PMmLTTd7eF+3OOSRs17W8Gvh4v8mBWV3eZm3Q8zgb3CeZpZmfHYdmfiZMF7SfdLXSqBDAt91YCta3cTqr9ZM5zQ5rmh3WtTq3pM21Va2vLGt5eUkLC7OqVasBaMViUaVSMcBrOBxqd/9QT5++CIZ3cnKq4XCkO7dv6Natbe3tHWp//zAcIien2d9Ql7m63e55WEzhb9z8fNy611XrXked8kD93lC9+lCDhaH6s0P1KgP1CiMNXo/Uf50WHwwkqoekbAMWOJOJmpGvsmHvpcNNHIsIuOSN9LADFjtBvcEMUvxf3lhMy21/c1J7qG1JxXbVGg983u7H5PBuV4VxOyx8+RxWmIUzAQDg8FIn5wcMAeDjtvDSF9vZvOOzKQBcUc0jxZ4BXLTfwjcpII6dsrc6uH1Sx9mNAZ3IxhllpgbGgGchoIxv3ubHYrLNyvYy23QDzJNNyOrduc0nAZwLQvD7AIIEYPbUuhIJGxXPwkkBiJGGxibocBt7WWNjytnq6CNjyfjzPWx8DmfxhmtAcfvtxHGbmHvmwEU7Itg5x74dluHIBr5HlorjTwFlnGyo3U79e8viPZ8ug5p/euzcXqu6/N0ganDyphSJBclk5M94rVwUr2sANSjlC1HQsGDSOU2ANeS83NAackHtJiA2czi8yWmC/J825MfC4Md3L2J+wZYvp8owPjy7sD7UWxwb1xuLuna8oM3+gjb6C5qZnoob0FtfA/wWMyfHtL2Lb56POnvaaunVq109fvxcxyenwQxnZ2d16+Y13bi+pfsPnujBd4/V6/aizRnrG4dzpNcDALOBLvzt9b8+Hk6NNJweqV0ZqFXpqjXb0+lyRyeLHR0ttHU809Zpo6fmcU/jUHGJoUqBz+yqCDCMhMGGWVgo7DLPxwaZcruiie2C4YElXS4tDD4HADggmcVnA3UsnuSIiKj8pJY7jotJcjiI1SizRD5j5mPaDvMD+PD+onKGcT0FvLoIQgSr5qriMOG8h4VG3BYMzMKF3Y/nhWcz2bPYNFhol6k2FmrajUrEd8nVhbFgkwq2k0wLZip8x8zBIRTema3WGFgZB+bGoS4WWNoT706gHeOdq9rjnOfvqXnJY8rQs+F9OJLIZODfLDwcYtjZoqpJiifFTug4PGQFxsjnaRMbjMfFoRyTcWV5JuJ58+KmHZEbnZM9MzMAkPHE/og6DgDaw+tSVJN5yG9Te21iyTNrq7xuY1IovhdP5zkDWPi3AdB2TbNcB0Tk2+DnWsNwGxgzZNkODoOeTUQ28dhEY2+x15wzNywjdqDwXAcr227p8fSmacfZFZjfVK+quW5NGydzurO/rO3jRc116lGhZW1uSatzC9rcWIsb9RX7HuprqVQOxjd5vd7d0/MXryPOD5YHM7x5c1vbW+uanp5SvV7XF19+qy+/uq9qpRIxggRGYw9stdoajzMwjGn6rz76V8eOk2mNOzoptHVa7ag53dEp9xw/u2p2emp2e+quDdRb66t7NlB3f6BebaDurYEGCLRjiuwEsFNgclKZdAafxeuF75zVEOq0IMyk4qfLIjk9L3njAEAEOK5cqEx+cdg+hADRFntwHXQNyBAHxuKD1cQkJ+YXdfWS6mt1wpVy8ilA+TCTV6VMlWZhA3qO9MeYP3lZ6Ky6wWiovMN4YHKg74CwGafDiRBmx47x0zY722Rsh+SVCLRVr2DNCcACJBNARdGExOiDxSSnVLTvAtQOoE0eWgKLcTDQP8YuAoudipW+yw8WDf0796anUBneYXVs0m52ESA4Z92AzncMgPEch2KljZCxg41TGxCQdHWWANK3OKRsTvHidzsNGGZ7HmMzPYOEPefOhDD75/dsAmyoBqG8d9gyYuZlwPO6sl2X9hv0rPJa83Hb8x5dr7XJAgX5duedOwa/PMC7T7Fx5ZjfBSIy061qtluLXF1CWjZP53XjdFFb3UUt1ua0ODWnZZwVS/NaWVnS6vJSgB+AVohY4jcXGNXpdMPJ8eLFjp48falWcmwszM/q9u0b2txYDQdIp9PTN/cf6ttvH4Yj5MaNrfj9s+evAgTzV+F/+2v/7hh9Gop40mrpuHmqZret7rCr3nigYWmsQWmkfgFVeKjGYltHi2c6rJ7pqNTW0cqZGnfO1FrtvWFACJlTeeyZyr+VCXUxRAt+MLYUigNwMCkRspFUSZ6JGkjYRUB3itFz0UeHK8TPnGCYUQS4JTDAmM/zcXoAfi4y6Z02gp+HmZoW4SbJyO9wF4TNnjLbE2MnT7a/lwkAMepTngqmQbtYCN+b1Vy1Dgsl9qpPE1AYiCYZissLueoObbDH0IvMC8rxX7E5JeBjTAE822FDtUrMN4rPvtlPfhBP5vZHcHKK9aSKCaov48d8RrxiruKOYxRZrKGqpRfwwzUNaYs3EVc6uczTCnAwJ5lJJ/uexyJKgxGTmDKYeAZgjjyyoTAuLkaa97L+cGt64xU1KLPhecMywNiZ43G2N95edc+H+2J2hbkIeXJUhW20k+DH+6yeWgW2jZ3vW/PKM0zekY9IMHDmY/jyqvZkHKgJip1mtMEyYQ8//fQ7Lxo7Ir6OFnXzEFvforaPF7TcndVssabF6XndvLap7a1Nzc/PaX5+VpVKWZVyOYBvEvx4PPi0u3eo3b19vXzxWi9evlatXtHW1kYwx431Fc3OzOjmE4d7AAAgAElEQVT13oF2d/cjCPr585e6vr2pjz+6GznB33zzMFjj9wDwf/gn/q3xHJ6T2RkNR6MIGux2+ymAsJ8FEw76Out3dNbvqlFu6rDc0mmlo9NaVycLHR1vtHW62FG7NFC72FO72497WBjF/b09lv8ghLQDofXuymQuo+4lA7mZbwQ3JwHOV9bADuWdKdSKBDL25IWQp8WBMJwziVTGKmr9pdssJ3NTZQt7IdmHnLPKgoP5cdEHOx3oi0MeXJgUNgmwhm0sebJdidejbxuSVZ/wqiZ1DQBkAVt9tzprVueSY2Z+junj815IkUeb7KlW152kH+OYUh756f6/hQz9QMbZGOifi50Sj+hIAcdiAnZeMLAu2hcgSfRAmlf32yovL3KWyCQA8n/mGrAlu4j/M4ewu6iOk0ufI9eX+oeMKWo4MmQNwF7fyU65/3lvbp7tAYRmZQZPs6d8Xq49vZPPdw5uZKUk25wr/BhY8wBo9mYmZpXWrM9OPMDW7TRYW112Trw90TzftkibQ/IZQLQ94nXTeHosbKvMv9OhLufe3YIqo1Jkb2Dru95Y0PWjpWB8W8NFrVYXIo4Pxodnd3VlOdTVer16IegZ+GBvxPM9ewGovdJZu61et6+l5QXdvHEtngV+AZwPHz/To8fPdHzc1PHxSfz944/uhLf4y68e6NUOXsI3V+E/v/Uvj+/dvam7d2/GQ3A1ox4DhLy0eXam5mlLB0cNHTVOdHLWDANkfzzQqDBWrzrU2XRPpzMd7c22tDd7qr16U7v1pjqVvrrl7HPnwBGsLlfSCSaHICMQ2ISYjDz7ZfI9meHaT2AIe7M30qEYMLdQV10VheDYXHBp1CZM6i4Lx2WLDGouUABjQ6WPkl2JTTplySqLHSreHRE8YgjNKOkj7A/7KIwn3yeGw8JtUwDFVekP9iryjs+BM2cmcCylbav0zTs5fUMgz3f5FFLkatqxiFzhOFfpOM/2LtnJL/w1Nj9sf2R9ME7MDfY1wMYAFnGhKX6ThcWY4HzANkgYCvGBzEEeWHjZZXZSq92U1/8Lo6zvFHagDBcbKmzSxR/IPad9tIlqQ1E8IhdkfNE7DG55T7OZnv/mwTDg2eaaZ3iX9QHZZjzy0QxEUpAnPanq83+r2FFgNbFep0fam2tCYcfT8fhNQQITBKvotNkOGNsg0bzMUi2XxJA+SGvU33U8odliDvzoLo6O6qAUKu+9vdW4V1tUbJnRSn1eawtL2lhb1fa1Ta2uLuU8uxczPg8ztrvDw4YODht6/OSFHj95HnbCtdUlbW6t6/rWphYW50Jt7rQ7+u0Xme0vuwq6cX1Td+/c0MlJ82IA/I83/vnx5iYGyFWtrS5rZWVR01PTKpaKETSIyxjdu9k6CwNiq3UWQYXtTvb7s15Hp4OWTnSmo2pbjWpLJ9WuTqodtWpdtWo9nda7Oq13dFbqqSc8zaNU8ht1KBnHYYAOE8mvOATBi9oTBVAg7BH3l1RYFhKL3UUGAB1YoXdGJhIVEBAIdSsxQYdmhI2KIN5ks7OQsogREmefOCUoH+7As2nL61Lm/LCaB0tC4MNRky4vKHvGrQJGBR1YYyrq6ao59Nn2ObNFf8fOpWBNaSOxSSHsmzn7XTDtpN6eL9bUrrxnehIQDRR+XjiQUol7qqrAVG1HA9wAdDuZzLQAPtrMIg17a642nwPgrwK+wSZH2QbxC6onp9xfgDRK+SdPOaAcoUKjzCFDCS7e/a7LfffmZNm4iBmb+RkIrvD4AGeiAYh5tIbj80cCRZJ5wLZJq5kO17HjIWzaSdU/D/9J64G6mi6kQPttE8Z2HOCbC72xvdDs0KwWVvolBTzSgPH7eLePoXiTNVJSUeVxKQKaN4/ntXUyr2uni9o+XdBqeV6rlUWtLS4mbFkKm9zs3IyKhUKA1mUXKi8e29bZmZ6/2NHLl6/VbLZ02jzTxsaqbmxvRf7v4sKcqtWKev1+VH754qsH+urr+5qby1Rr2OHG+qoajWN99fV3ERP4PQb4H678s2MegA5+bWtDt29ta211Jajq1FT9e4nEYYjsZrl1RF8fHh4HMh8eHoXtsNPrqzvoBQ6h+J7UO2pMt/Vq4VhPl4+0O3Wq42JHZ8NeZoxmsdhbm99Z8i10mIfZDpNvo3CAWyqbRHUUwND0wWxucgEHI0oS7cVn1ZcsFphfnIGR2obqi+AaSO1BM/Oz5xf19zmFLIvS5jBTDx3a4XnOMwwzSWyaEUuZikDAXh0y4x05QN7nlST7HXau2OFzoGYme9GC9e9CjXRtxdwBOSy+/PfNSAyOLt0eHnjyalNZKYDGF23kezwLEPQ8wXLwaMPGUFcdZ2mAeRcwZZt5BmpkwRBuQ7whbPNPOYAphS6x0eCQIRvFZgOKvuL9fVsWykXvv4o54Cqgl3827afdyEYcVOUDmNJhUGzaUdTWRR+8geaC2WkXmyxB9tg0GdOwt6cNzzLm9jNXbOZsCpgFCDJ3vq+XS0RkJCICyDFff5YKohiYnaljB09i4zWVo+IyRUh//uKaPnm9oalxVdOqanN9TVsb69pcz0BoZhbgK6oIEXnHhekNh8dR41jffvtYDx89CeY3PzejG9ev6c7t6+l5hTDTQdDAoa+/eaj7Dx5re3tD17e3AgRnpqfDW/zNtxfYAAHAcDvXqlmqycy0VpYXtbGxFj8BQUdf0+bBcBhBiKjHeGHOEitstdtqNds6OzuLv8EQG8OWGqNWsMLDmTM1YIjlto4LbR33OjoZdNRdGai70teYXc9e5EkAtB3DNjDbS8I+kVQbVOlgd+m+SID5PJMPY+FdcfBSmvhqyq/NA6CzSNgprX46ftGLl0UexTdTlWN+UvCAUKGo3JFTf2m3vx8AmMpa0WYHGmN/RNhYDGaLLqhplcgHSzkuy+MV8WATB/5Y1mJ3dwEBO4RS2xxWAmjYppmXUd6Dip53LrCgsP/5nBS39XzDysUUBmtOYxROo3cvgB+sDwNgFH5NNwv1N6UMBGDAjBuslGwU52L7oKMY41w6Wl7ljLYnBu2mTaq871qxV/k77J620QcnFsTGkswsDssJp1EyvyAHlv9g/gnwgm2nm7/n1XvkIEw3aZwiywYzU2LrkfHh7+fs8HyGuExMFH/MOTFpMJAds9IEmvVCWTOFqpbHU1ofzmmrO6cbp8u6frak9eXluNEml5eWhJd2dnYmmNq7Lgc5n5y2tLOzq9e7B0GysOdtX9sIYFtdwX64GMHRXGikOEh2Xu/q6dOXwRg/+uiOPvrwbmAXbHNnZ+9yAKSOFkGEqLsYC+fnZ3T71o3woACCpKNMXvmcOv4NBW00TnR0dKKDw6NITIYlNhqnGgz7WepKqa9Gpa29SlNPqod6WmvoZKutxmY7yz6ZNHrzUtsMWZiOHcyzGb7DuDLhTHyU5kr5qaEWp5ab+QB+7LIARXiBSTFLpeCdh2oG6IBhQDNO6cp5AT0gLCwEht0cYeZ9BsBJho+gO7fSDhOO/kT9zQP2VfDB1VTwmHrcIrwiqVhunxlchGKkCtQAEoDuy2lSLAz+Bjjk09Ai5CZVe6aUFFWeCQZnnCYDYPmuD1tyX8P8cBVK9ZblEQCYWCB9YlPA20yRBcAV9Q5goW1h+6MdqZ8sdm+e9o6zmfjy5hMykn6Z94a/a9Ve9e/EccJQYYJk98BcUUkZR9rOnU8lQ/aZE+QrMnxSrUMz60mQ9lpgTrA9u4gEz2UT5/LzeBZ50JgPbKrAacQGArj+vVSuzn2bkMnl0ZTWR7O6NVrUveGKro3nVS9VNFub1kcfAj53oj7f9BTFSn8Y1nLZkFHElOBlvLU4LShrRQYHjhKeiUcXx4k9xjyHQOgnT15EJRiYHqzxV7/8XL/6Jd7EQqTBPX++czkArq4sRRwO7K6dYmtAV+gjajE69/RUPYIML7vwIGMTxBCJyxlUxmYINQ3d/bSp43ZTh91THQ2aapQSG1xqq7HU1uHsWbDEs1pPvdJQw2KiWEyyhda1/sy+HF8VNqcEPqgG3Db6T4IljCzYZjoWEmFyHmoAoSv0pl3PKrfDCvIqBu0AGJwSGGo8akuKHbTdzSEyAHhkrCSV13GHeaDOA1c4fXLAkS+0eQ4oSY01i2PXpx15wUV4Q1VPp+85dMf2IduzGAuzCQOBWRP2GlQX4v24owBDAl8+E+DpSs4pMN1qKG253NxzsUhZ/Q9WmtR9Dp/C+cKmgyrt0mq8H6cR9kjABTAEMLiRGXvEbesyW7IDI9hxiv/0ZvJTMkA7TOL4hMTwnSXk/HYzLPpr+7Bt38iLow4YY2tAFg07NzDbeDML01KSdTZ9E4k4VCtt2o6uiAiHdI41II2Hnko51HGMDfQN+i11prTcntbmYE5bw3ltaV4bZQqTLmh1aVGry8vawqewuRaODkxrF4W1TE46JAr2d3R8ot1UzBT2Bx6Fj2JzLeyI2PTK5XLYD+M743Govt98+0hPnr4I7ZQg588//VCfffZhYBKxf8QOPnryXAcHsJjc8kAFBuS2ttaioZSWwWMCg4OV3Ly1Ha5kQJK7QJDiFXc86nN1e714FkbMvb197R8cBxhG4wtjHdfbakyd6eHKob5b29PBbEvNWi+8x4SkxFkmNuzb4GsAZAG7BBS2PQQc8CMTI4R8oqWTLMtnjcDYoP4IIcKEEME2eH6+DBDtOGcNLj6QSoGFBzfZEB2LaOCL+MXcGb4wEto2SYryzY2QCTtQrKrm4gkBQ9sf3WZXpbE9Lz9PABTjx6KiXbzbweJecJMLKwA8PWSVKjTJSQPIsOnwDKvNqJx4YwElajzazEDbriowbq/Bz3GVPvOYitwwPNRagq3j3Jqk9mOThPEY7LF1c7tAhj2ivIPPhMMhdzP3+Zi9K8r4pR/L99lxqc5Lz2d3WQacEcIGSb+swruaNS+yc+Z7Kzht1IArKizxhdxcPNvPdUESng2jtDbDZzjTBmB2DCN/g50ChJgWSoUoYkCX7h6t6O7Rqm52F3V9uKDlEja2eoSk3L51PexuECUI01WAz13B2wsBQ33FVkcuL4DIcwAy2F+5VArw88Xf+4Ohdnf3wvsLC4R1Elv4wd2b+uDe7dBCX77aDfx5+ep15AZ/b/j+s+1/aRzsbmZKyyD4ylKA4M7uvpqnZypXSqrX6tq+tq5r1zaixhY5exelqEwKAwnIw9FQZ2dUbWip2WrFM0+bzQDZ49NTHfWaOuyd6AggnD7TwQyhNC0dzDR1RApepaNRZxz3uS3kfAenYnMCOrxi+WwGF7C0UOeZhMHR1XoxrGP7c5aCy0shHBbEPBjQUd4FoJCuh0DBMqI2n5lrAmTbePwzvMcXFN90lZn8sYYwtggkT6vEqortbUik2YULI+Q9urTT7QbkXGzTcWpmgGYaPJdn+vm2JQGULLClVIGFhczCgpnAKFgwgBTxU3zXYTCOHbsKmJhxRZB2Gl82DkCQuaTvgBxOBEJeUN14N+NDe1DfAABMFdx2Vhn4PFZ2APinWeD7eHMv60/eFOFYu7xHPJ+aZqeaszPyaW7+mxn0uWc/zaffQ79dUt/ORKfBOa7S9kMzSAdV83u3LQAwPTvqPKY5pW3VgsrFUhQoXW/ORg7vjeMlbRUXtTG1oPWFZa2tLGl5BQ/vfFRwQT2F+b3PhdmM4gavd/YjVm84GAYWra3BKNe1vrH6A89xp9sNr/DrnV19c/+RXr/e19bWuq5trcd3IHaHR423A+B/ce9vjgN9B8PIp/vsk3uBsujgoPDe/qFazbNIJ+HGAEkMDgZNystMZKy8tc8gfL/X12mzFe7o1zt7OghP8lG8H0Q/mG7pxUJDzxcaerJ8qNfTp+p1hhp0hhr1xxoBCudglCSB8lnhUEj5wgjzeZ5nWtSRC5wyNRwy49xivGSorQTYot4hRM71zNuxvKvyk2fFWRgpXxk7EnZFWFtUg/HRiBcwPbMQMxHa4Ta44jSAwALPnw3hBWTWdVl+b34WzAAQZgcC5xPn+axjGt0egyCgQ2YKFVesWvlvcexhKkuFrY0NIU5oe09bnz9uVRsgxQbFuDKnjCteU1SzqFs5yhgSmSb0ifawYbGA+cnBXNwGD28ITgV0GuS77fFXW795u7UBPzazicrlBljLrktPGWwcFcDzaKsBmlY4S8YtMmjHMaCJ+bm+n1miy6E5dMpFD1gHXIyLY1wZO47CoA3MZRQnSYfcVQuaKlT08c6GPn69Hulsm815rc0uRTwf6u729mYUL4ChcTjR+1wuTfX46Qt99/BpxPzhRCU548MP7ujmzWthR8RRO3mdnDYDn169eq3HT17q9ORUH9y7pQ8+uJ2Kp84HtryVAf53f+lvjY9PYGSnYQe8eWMrYnV4Ie5ldGfqbKFzc8MC8cYQJoPH2CVmrtJp9PXRcKhef6CziCs8E94eOoKejvHyoHeiQ53qoIznuKWD2pmOdKZDnakx6qgxbmcgCKMKspXUSRY6wgMDi8KlSTXiM5HakwKgAUkzHTfaB2SjBpBhgH2NWLUAjMTCHIoSmRbJ6cFneB7Px2huG50/E6wmd6RhvC95GwFK2F54/FKdQQDUnlqHvfDTNjozX7cbmeD74W2+pIKHVV/HLTqmi0Vmj7TBwjZVnulyTQAfC8Vs0Z/F7kkQMoBVSHngkx7odwlFqGjJQeGMEFfmcWoegEX4BsBnzyaqrWPU3D7azPxTDBVwDPvpxAlq/t37MNPL+uCYOTM958j6/3mGaRBmLlxo1IzPQdd+j1VnA2U+E8VxgK5ilK/0YnOI59T2cjNMfm/HjytBTwb5s7FQxAKwLEO8y1rsTmn1bEYf7q3ro901rZcXtFZZ1LW19fDIghngQH2qHgztfdTeIDwEOR8cRWWXF69eB8YQ24e9jzQ3QLZcKqtc/iGw7u0fhd0PAMTMNhwM9PlnH4XKjP0RD/Du7oGev9yJ54NjmN9cGSZW4//61/72eH//SAcHh6rValpcmA+Qu3fnRujy5NS9ePkqkHZv7yhshURzk3tHvCBlqS9KXn6X7AeZGo8jXAbEx+X94tWujg4bwRBPu2c6K3QjbnCneqyXlRO9LJzoZfFEnT5MMqvvP46c4KR2ASiwBVRasyXnAkcGQikDLAunVbawmyQbEiyQU+qov+dDkRyM7Jp0gCELlr/z7zwLsADHOccJlKxSxoin97vKTASnpqMj+Xy+GkoAa+7MEjuDkAXbP1n4k55Y3uMFlFcF3W82B/7tv3kx25HiGnqovSzovHpoT7wPemKBunK3n/O2ybeqe66ap7HEIO9zedlMeBabBMyY0BFUX/cfFZjsCfoRBVGTnZjFbtufg3xZ7O7DVYTyss94Xj3XHkuPWb4CS96B4s2W78GsABhYlvNz83NiH6NZu0HLcuRiHE7LpG+ME583w/f8mGFaBYYZml0a+AykLmzA2D2Xip2CSvWiZsc13ThcjErNd45Ww/5HnT6KkxIhQtkpYvPe98ocHmP1B/0oZ0XqGhEkEKGV5aXI3ECVxZaHuW3ycgQK+cBff/swsIP03Vq1rF/+4jP9/Gcfn38F4KNMPkDI8ZiQLmu8sRz/pz/6t8eR/xsHhwzixtPy6cf3tL6+EgBFNPYLkotf7GSHCONsW1vOwmRWloOu1mtvKQX7lhFC9R0MYYTtiCvEaEnKHal3e40DHTRP1Cx0daq29gtn2iu29FInek7uSbmnYWWksRPz8cC68opVK2cfoFIBWlyADqqmVWBKJhEq4Eop7IQc5MPPvDfUTM+sEvCzzSsEOZfvCrgaEJzDzLujEnM6xJzFHdH+ObUegWX35l1mDl5Q/ukilG9b3F4AZgR03ec+BEPNFWLwQohjJ3PqG31yOAhgxPvwDJJd0UyeXsbQmQqJ4F463cFSUtybDz93VWbbSHme+4dHO86WSXUGHdpiOxYATTl51ogdB3bo2L5ltpd3SrzvirVpwPZWs+G8Tc8s3ZuYg8IdUsTYoWI+St5py6eBMxhBbk4YKzNYmx9cVIK+0Zb8HBro/NOqr22gPMtg7c0zUhVz+ePpbN/ZVk0r/RlttubjRLbrx0taL8xrTQu6dWM7nB2UnKf6MuWm3vdizeMToFDpowDA55qq1yJDZGNtJcAPLRQzW97p4fdgSgPECHv54sv7UfU5HDFLC/rw3m3du8f5Htn19Pkrfffdk1CtSeLodolQycrmh7j+t3/wb46n6nVNTdXCQ0J1VQIXP/n4g7D5ERyNQRMAfPbilfb2DoIN4m3B0EjANIbKxfm50P/flt5ylYEibAZVGPvjqx08x0dZiZtuV41RW43xmb4rHejb8r4O6i2dTXfVmx1oND/SyKokE222QH4uXkMyRRAY/oa3Fpbo4xbZUTGgY9fjsyzy8DLmVo13foPQuQqU7H6u9oKghdqcs4VxXi7v52/nZ1+kjBN/zEBl4OL3Zi5Wk8wW7E20hzW/uP0825Ts2eVZVhNZHLzPzI6+u+KNC4w6qR57Js9wAVNKSlFRmThE0tLotxf/D7bq9AsWc2wauTL0kbuaGDQbRGweCUx9lgxjxSYBQ6ddHAwPgDjbhN9H6bCUvI/zw/Nk0LqK0E1+xs/wBsRPA6pTIp2mZpuoGS1zZfXTz7H9EbscRYRhsAZRg5JZn+eaMfU8E5HgeWHOHZplWXFY0/mc5dJHzR7tieanPeCW+3SweemsqFK7oLWTOd1uLOt2Y0U3T5a03VmKWGBA6fbt61F1GcB638vMj7g8fAxUbtl5tatXr/ZC6+TZkC+cKSRgXHaBBYTZof5+8eWDAFMcH9yY51CdfRH6QhUYYgW5cPCenrbOzwgp4AQhzAU6C+h89+iJxqNx0FzKzFy/saX11eVgZ9BHbIIwQdJUoLHQVJggsYLzszMBmL/P5UBIYglbrZYax6cRDY7+3mg11Tg71VGhraNiW6+mj/Vk7lB7i6dqLfXUmeu/sYU5xikCeJMxHeEh19dqsmvseWclXevbVOofxoiAxTaRY3dhA0ueyThvIQEZQGBvXQhzOuEOhuN6erwH4A3ml4KIDVBWXfLhGgZZMzbbgGxvmvT4OnyEZ7rMuVmETSh5D3KUoc+VDjPgRu5u8uwCgCzuiJUcZ95XzAOMCX13pZmLGJb7dl56K7FwZ4NEtZp0R83DFKDu8BTG1LFtaFqAB3UGWRuwF4d98G5i/rCv+cqbJa4qkO5DnunZLuoxtwPCn6WP9MNg5FhPxg/gYi0yTxFMnlR3/mZHVN5ZY2CyE8Xz7fE4P3IhbWARITABiG6Hx972Pj/Dc0x/XN08Meu505o4lhJPLza/263lsPet15cCH1jn83OzQX7e19mRgc8g4vLIywWYqM/HwUaFYkE3r18LAOTkN2x3b3s+BAmbH8HNFEcYDUf64INb4cQFPDHjXRkA/9Otf2H86Scf6LNPPxC2wG8fPAqEpAE87OOP7+rOrRtRHIHGYnDEVvf69V6knxAOs04N/42VoK8YRS8zWl5VDvmcvUMAIcbRVy93w07A3ep11O539bLW0IPZPT1bbOhgpaXj+XYUW+hBEaIasRdcsrs5j3XZx0qmRRSsKVUN4QAivptP0kfYfRqcPbw8yyXVUacJqfHO71JTYdDn6M9U1Rngw+HiU+HCCZA73Yvv8zszs7xDlTbYdnMR84tBSwsjQlTSjaCzoFiE/J3nsAj4Hao/i8DM0p5vx4yhphrA48AinEMpjoznTdY4/J5HN6m6+VRBTBDhNMpV9w7HSRqTKIaRbKcRB5lup0nGaW6JDW1JxfmCytWSSv2CigdFlU5SvFr4kgpxv9eVNpRRTRpNjzSqjzWujePnsDbWsD6KwNsRme4GPgePG/gca8kYwk459hKgysf28R0zP2sqeccE4A742bllkExMLdi77cOe13y6KP/O2xZ9/ovB25Vd0gZYeV5S+XlR6405XWsu6Nbxsu4drerGcCVMXbAySBL3+zg5PPYOcoZE4ezEHof6SiQIOcIbGyu6trUZ7O0ib+/kHBLP9/TZq8AgHCFUsMLxge0wymulg5P4HuWxvvrqQdgXUadRnXH4kvEWq/4/Wvvnxp98fE+ffHxX7XY3mNbRUSOYF/E8AODdOzeDkhIviMMCUMLwCAI3Tk406A8Dta9f34pOkEHCTvFjBis/aPwbewH1v3hvpNo1joM6v3q9p6PeqY5Lbe1NNfVipaGX88faLTa1W2hmmQLE6MVZIxRaTSWuWGQsXMAkSsznIuNhNqi+Tpz3gkbIqA8IcDnXmOeQ74v9C4eHI/jD65ZOTIvMg2L2PVinU/AAJTMxMz+rPgao6Hz6nBeLAeEi5ufP57NlrEabvRgMXRGE5/JMq04sHKvHBsMI5yHEh77mikLQBgM177ZpAGCwfc9j5UwMh7o4TMmn/vlYS9RqAwttNTu1monqCNMjZOOONFWsaL5R18xxTVNHFdWbZVUHZVWGnEFRVm1Q+mGw+dsQMXmJ+/WROrN9dab76tVG6tX7cUxEa6anjvpqj/oRknWeXpdnf4yfWS3nYgOCzAn19WB+DizPq8D5gGyr2p7PCN9K37WaPRk6xGeQO356HswebS/MhwPl/1aRlp5Pa/H5lG7vLevewWrU71vWrDZnl0PdZV3PzWaFCH7MBfPr9rpBsFBbidfjdzQV0LqbChuAL1dhlg8fPdXX33wXTg2eg9f4888+jPRdvp+PUf72/iP95rdfh8YKJnHtHxxGim4AIJkg9+7e0r17NwPwiKzGLU1Dycm7dXs7qi9EUOIqRoPsIr4GDws2QyqwYmDEZc1nUJ/5CShWK5zm9J478QWjzC6SlcPJDkPhTACodOwqaurl3LFeTDf0tNjQs+KR2q2ROmdDjcYjjakhCFuL08eSMR8G5CRxn13rMyx8HrDbQfPDCZDUXP4OAFLvD8Zij56Zn2v72XZEjjFgGWccJxbm8AbHZ+W9hXa8mLGloqIFzvAuFVQaF+UDpcvD7KRb9zYAACAASURBVGDp0rCoIszKRRu8CK3yhPMl2QHZ+ZGFtFiGnVEKNh9p1B1ryOExxZGGGmlI7CU2TVelzhv7DeIGNocKRWykK06nzthBxHix+LHXOp2OcXVsY2LExVpB5bWiSnNFVbollTsllRtFlQ6LKm0UVLpe1MygqoW9Kc02appuVjTVriQALMVPAJAMhitfiSH1a1mNy069H/Uuu9WBTme6anGrF3dvMNBwMFK/P1SXqIT+UMPuKANGO5UAamLsAKeIlcyBo00TZvXeTPLhLA5hcSyqw3jcpfNNKqcSOwzH1ZUMfP4OcpA2llK3GOz5xpMl3Xi6pDsHK7p7vKrNUmbz43AiMsG2tzZUBFjeUr7qojGOKA32w9OWDhuNCHJ+9vylGsfNeD6xg7dvbsdBRlcBPtLcSK6g3P3vfvdtgBr+C5y1ZIqgpk9elMD601//Tt1eP/qDjwLMwilyDoCwNoyQUfhgKTtM+KuvH+hg/yir4Lq8oA/u3haFU83qSHNDnwdNoaM4R/Amo7pubK5ra2MtAJGqr+8bFX6ZwNp9fUxeceMkdhKSpfeOGzottNXQWYTJvCod68XoVC9GJ+rWBxrOjDQGAGFhgJ5PVbNARVnyFCQd3ruJRcMCJ0QDp0gYwdNZH9jAmGEDIMd6RtGG5PQgJhHADc90qg7Do3mehdvsyyqLbToMgtlAClMA+AC7mX521oLPXJjuVjXdrajWLWeqUd62Zi+on2XPZXh4s7sNq1FfXY490FDtSl/NWldn1W5U+aaIxfecC3nDP6AXIRg+VCmpuFGrMGWHsNnAgmHhsG+83ueMMbE+g2gC1epUSbOrNc1O17RwNKX5wynNHlc1e1zTdLmiKY5KHJUycOwXVRqwCaD2Fs/V3+JFZ5m8DQ3T5jQujjUsjzQsjjWKe6RBeRRHQ7RL/bhb5a6a5Z6OikQmNNVQO8awU+5nnlW4Ak4abIA8F5boUJS8k8XzbieYQ5Mihzkxbn/GrNtmE2d7MNZ2dpjd2XZpUfY7mYtVqThb0FSjEvdnDzb16cNNbXUWtKJ5XV9ej6Ml45Ci2RlNz0xn0/8+WQ/JjEWNAFTWh4+eRaECCq6Uy5XwJONkhVkSRfKuZ0fIXNI+KXcFsNEcVGi8xtgn8wTN00xBhT/+k98EsaM/5Uo5ixvcz3KCC9gAMw/PfER0Y0jEwwJ1xO5GiAro/MlH9/TJJ/fCNY3r2w0mrW1nZz/AaG//IEJYCIyk/A2OESLF6SRe5otc2lfenXMfBM0ZSACaIEe80gQ44iTZHZ5qb3Sip8XjuI8WW2qsnKm3MtB4ZaQxbIwdkB3SqosLHTjH2O8yGMH4OOSI6hkAGvawsFWlIznD/gKAAoAubZXi40ixM9MBjBxC41AOqzXnsYmZ0BNUWq6VVK0WVStWVCuU41jBer+SAV8vA8CZbi3+zbmq9UE1mhRZm3agmAGYuU06Q6KuaEfNcUed0kD90lDtal/NKsVsu/Hvs0pfvfIg8rOzYw7GkXQ+HA5UG2ax5zN9qd4pqNYFhLLXn5BXT6X86litqbF6AX6pwENyGJV7RcFEODaRG1CrjcqarlY0P1/XXLWuhaO65htTmm3XNXdW05zqmitOqVrk5LAsQJ+fyOmPyUaYlMEoxpnYxjgdoh3/xxyjntrqqlnq6qTc0VH5TPulZjjlmuVszDqrA3U5OGxzqN7mQKP8GShmzXZsecNyHJ8B0OosA+k4PQCU7xssXRWGDtic4SMI8iaKHOAWYIALBVWrJa0/m9PG8zl99GxNHz5f11ZtRWuLy9reXNetG9e0srocrO/HRnY45RWnKc4KCqXMzc9GrN/NG9sRSB0q6xWYJQCY1R7NKkOjBoMzVLKHvJHGe5GKTpjMP/jj38R8khoHfuGB9uFIhf/yg785BphgaaDyxx/dC3AjHw87H3W0yNvlRdx4WLgdmY2NjhhCAIjPkkMMOyO7ZHl5ITzImzDCrfXYTX6KC+8zQgoIUoeQQYlk59f7OmqexH1YONNRsaOHm/v65vprNdbaGi4NNQomMlHowOpo3ulAQ8Oul5gNBRZgiZGWlVIyXFgAGxnAh+rL550RgbMFr68DVg1+Dna2SoSwemHEtiRVyyXNlWta0JTWWnORh7nYntJSe1qVQSlTgRMjrBYqmqnWVK/UMoENXTlXhGCSBeQBHvPSWUvNzpkGo2EUqID1oAIPisOozNOtDCJHm0IVZ5z5UuyrM+yo0z/TSm2gTxaku3NjbdSktZpUKY5VK0lfdKXfdKX7HelhRzrCM+6FPyKBpBCgPt2raKE/pcX+lJb601rpzmh+XNd0saq6yioPiir3S6qqLApwzk3PaGF2TjN1UqSI+M/OlcAATjzY26oWXUX+0G4wraDhkLpJqbes9uWZmp12HBOBE64z7Ko7zg4L6xT6AYAnta72Vk+1u97Uwa2mDu+cqTeVDH8XqbdOWXO5Lo8PG5Xzu62p2M5nAKQzju9zRkw+1c/mD4MhBX2KVGIuaKZT0+e/29LPvtjSSmtGK61Z3d66pg/v3o4kh4y0ZKEo72Jnl40poPfw4VPtHRwFPhAhgs2PgglZCb6ZKzNL1jteY84EeUW1mNd7YWr72ecf6cb2pmr12oUxiZMACBE7auAEyerBFf6bv/BvjImz46ZxP/v842gotjbU2gcPHge4oGevr68GiqIyY9/LV4ZBaEg83j9E198LDw8Dx45MQ6nND/IjnPkCq1cRyMs+w64AxabIAp4l7ix/+UDH/TOd9Np6vHqg+5t72tk6UWOrHeEyo8ooO6cEFsxtdWzyRQgaNQNRf6N4agqiBtgIdLYKQi7yef4vRRGSlxmbnw9Dt8c3761j90/CzQKv9IqaHlU1N4Ll1DRXrGtxNBUCuno2p5XhrFZGs6qVqeBNkGhWHQNGjveM3c0pi+8zrji/iM2KfOzxKJhOHCA97Ks36qs97mm/dqiDekPjmZY0c6ZxualxsaXl6b7uLY51c26s1SlpeSoDwEpJut+Tvu5J3zSlb0+kp6cF7R8X1GyVVO1X4wb0Fnp1zQ+ye2k4E/1cKExpplTXVLmWnRhWQfMoq1KtRG4oGUjYf2q1iqpVCvpWIpMJAef3v89FrFiMSbcbXkNSN1G/YDDYnfhb/L/TUafbV5/zc/pdHQ/OdKwzHcy3dLDQ0v5mS/vXWjqZ7oTK3OE4iBFMcvRD7SOfjpj3CLtKDR1ymJVDXAA/xxiyqbsykr29yFYO/Ph3rVfWYmNKa/uz+uzrLX329YaWKWVVzw4YunfnZtjn8AdcxS43Oc6sydgsztrB0sjvRZ4AU1RUQl3QDCvlTH6vcuF5R+O4/+CRHjx4EtjE+BOHTNYH8X/YKNGafNlc9tU33+nXv/5ShaKCdYI/OE8A5ADA//mv/jtjl7W/c+eGfvWLz6OSK6CAx5UDhr/77mkIHoL40Ye3o9Iq9DP/Uho5CG9P77yIAmoxhxjTeVzpEVe4vRGnv/9UV4DgEGN0P2oPPnv2Mlzsh+QVHx/rqNbS4fSZnt460v1P97SzcaLuYBA2gUgFc+jJRQ0C9FB9qZ8WNrQUpkH1aMaaHR3Vl7L2MD+EDaHD4YGH2dVmHJ/nLA/HF/LOpKLOdmqa69S03V7Unfay1npzmh5VNDWqqCZU4KqWZua0PDt/XhqcjYqbLBwAIgpPOtf4PQbYjHrQz9hOZP/4DJj2mZpnTTUHuzod7Gpls6G17Ybmlk41O9/S9HRfUyWpVh6rUpTKxEinoWjjHxpJr9rS45b05VFRf+9VWY/3alpoLmj+dEEbvVmtd+fiNDEY7XSlppnqlOanpzU/N69FbETEns3PRPAtspSpTQTdZ+dKsNFmwO+f9iK9xyDkPuqNFfXXNeeINXMOKT9Z4Mhb2KOPjkPeDo+P1WiehhkBmyFHQgB+L6dO9Gz6SHvVU52WusGgbX89r1LtTRjWx/LgZ57B2cbHT8cp5ivOXKTy5pl/0iwWTur68P667j5a0bXXC9ramdft69u6fWM7CM7aynKM8WXHU75rRAEqVF7ihaPgye5B+BbAFmr6Lc7Px+Z11ed7LthkYHO/+/LbUG1g/KTkUiAVYJ1kqcwN2WUPHj6JMJhavRrlschewWSHEzeG5O/+M//B+EWcs7kThkSSiUFodlFY4cPHT6POFnE0qMJ4i0k3Ie2E0ljsyvmLxYTuD0rHc1/sBCiCzgRNQ1cpbQOA/r6qyuRkAIJZzjLZKkfx78POiQ57p3q51NCzW0d6sdbQTi0rtkBRhWF/0vCXz6P1iWPFVKJ8lM7TSEZ8VF8AENU3Qm3SAeaOM7T9zd46p2n1pGIpqSJ9bHhVrbRntNqe1WZ3Xtu9Ra2O5zRfndZsjdpqU5qerofKwASSH8nYIaiofczB5A74LkG96O8IL4Ho2eHSHELdVLf3Wu3ea/WGT9UdPtPiclPLq03Nzo01PQMzw+hI6ZBkzIqf379O+tJhV3pyWtQXB2U92Z3S6NWaxjtrWhsva1Urob6jGdCnCLmazljeDH2fyfpLgntWheg9PLs/ZiCu8J04NTE2iraalHejqMfxaQAi0ROMYaNLqbem9kqnel0/1X6tqYNKS0dTZzqe66g5231jq7Wa67NoJusTGgDzsXx5j7wLZUz+TH2pjEuqDyraOJjVZ19t6aPH61obzGutPx/gRKgbDk9k7cc4LX1MxmnrTE+fvojS9FGcdDwOpoZ2iVOUqJD3eX5sNikpAscHN6Y0ss/QRnGk5AOfPXXgFfHMsFAyQaam6wGWrKGoTbpPYKZU+Opf+U/G6Ol4aShzhZ1vc2M9TmyHVeC+3t87igdxY3BEh4/DiDdWL0xWhpGNRsMAITw/2BNfvtwN9QpXNOlzqMRbm29SVq4gc+/8CLsFqhtASDwjxs6XFFnYea3GoKn2dF87Cyf6zdYLfbO6p15poG4J3WPiipCMlKoFA6Rs/sJQWhy+Ke4Z3s+k+vJZwkRgfhRViEovORscwEcoQ/IEYvsqlYuqFku6frKo68eLuna2oGudBc2P6qoXqpqfmdHa8vJ5+BGsPFMDrea+YT9X3U3fNYBOMmcTG48J9z3RqPStxqX7Gpe+0aj0jUrlocrlkYpaVnG8pQI0pXgiFU+lAj/ztfazNxJFw90ZFNTqlnR4OKUnX23r+f1rWqhvamFqS4uLi1paXNTs3HQswjfq/BtW977VRt7V39/n707rcsA+G4eroeMIxMiO/L3a24sztbGp4jR5XTvRy/kTfXdnX09uHL4p2uHiDbA6O7DyDbyAzcWfL3KquCSWYw4L0ly/ptXOrG7uLurj+5v68MW61pdWtLG0HCWnUA/RJGDRP2aDYcOE7e3s7p0fXL6+noEUOIG3FtLzvrIax2JiWjto6FGo1M+CSd69va2N9fXsFMsLCiZcGQBf/63/esw5mtwgK57gqBC9uRbnhHS6HZ2ctKJKK3fsyjPTEXMDqoO+l3UKNQoqiioME2R3JGgYgyWq8LXNjUy9mcsONf6pLoQTHZ9BeLWzF4i/32jopN3SXulY363s69HyoXYWj/Vy4URjDP8+u5hGAFjEskU6XbL/zQ0l0rVC4HLMz5kbBPPi8SXMxru0BTEVI4Uc0c/6sKK1/qzWurORcL7ZnNP6aF7rmtfyTOZkwg5DcUnysj1Gv49H7r3GlkDy0r5UeiFVHkjlh1JxTyrtScM1abQuDRek8axUOJPKT6XSrlRoS4W8fv/9t47HBY2GBbXPqtp5saT9V8uqlz9VvfyJZqZYICuq16eCJVyl4O579enP+cPZ5pvZC6mfiV2aUxNZvDgEI0qh19TB+FS7tVM9v9bQy60THa61dLDeUn9qqGFtlBUxz5fCsueX9ucD4A18/qx/2j6Y/l8oF1SsFLTRnNMHO6u6u7OqG/vLutleDZvfLdLHlhbCi3pVm1x+KOkz4EeuLZWjIDv4AyAhEVVy/VochB6HIv2Iwgk4Oon5JdojTGqv98JZ++kn96IaFZrRRSX52IQorEK1GfwYbKyffvJhYBzOFDanYICDf++/H//xn3yhP/n1b+NB6NO4p2/fvB5pbXEUZqcb4EfpmS7nfnR7Ycz82WcfhoMDR8dFrnLoL3YUiizgmHi5s6cXL14FNXXANDsPNQh/jMH1bTJtew05gwwcsUgvXu1o/7Sh01ovKk7/2Y0X+tPrL+L8kWFx+KaCPrUDOVwpcoiTa5gy73h34wCddEIawb7s2Euww+TwIAjWWO4I/RRuQ1xauVLUwmBKPzu4pk8ON7TQr2u+X9Pc1IzmZ2Z1PZLCM3UBQ3GlnI3t++6cv9d6Lz2XKr+Rql9K5SdSaUcaV6RxVer9gdT7i9K4nLG98mOp+uvs56XepO+3ZjQqaDgoajioq9D/IxW7/6QK400VtaaCqj/pZvh7jcN7fvkNg0YD4kxt1ORO2MKePn2l3YMDnbZaOu2fqTXd08lcW198vqPfffYqzs/ulvrxvfCUO0Qr4inTbZtgPgDdf8tHMOT+XZoqqjRT1L3Xq/rDL27oo50NLRZntTazGAVPKICchRFdzSExOSSop4essb19PX78IvoKJqDpRe3Qrc1wTP1Y+c1C8h7r/nePMy9860xkrv3yF5+GlnrRcx0yw9rHH/Do0TMtLs6Fg5dQGcJoKJIaADj+9//HMakif/bbr0Jnx5sIA/z4wzuhqnKRbhIA8vJ1RFETHgOAwQAJcSGG8G32PAAUNrhPdVbYWBQvzPg5u0RWYDVjOz9VrKAnCo8UgItdkD683j/Q4dmJ9gYneri2r4er+9qba2pvtqlucaABmSORtJ4qEkfmQu5G7SXQOYoWpBLx+QIHePAslCkft0ycW6+k+X5dGxwm01nQ9eairrcWtTq9oJXphWwXXlyITQfwC3UhQlp+Omb8zvVcPMyYXOmhVPlSqjxNjI5FeTPdt6Thban4Wqp8I1W+k0qAZLajXu1KBi1AdXBP6t+VBh9J/Y+k0ZI0ZhB/3IK82vv/4XyK9YRJBnYEGyRzKZwmJyc6aB9rv3es55sNPd880k7lVDulU52Oe2qP+xpgm45Uyty+YkeHAdCOk8nwLboX9sGxFqentEL4yeGyPn2wqQ+aG1HMFO0ravpt/zB74iqjY3sxqj6hKai/rHGwgtQ52+YobvBjmGXm3ByGFvfllw8i+wPbIc+6d/d2MECntk22l+9GAZVdEiV2AgRRlX/1i88iTffBd0/i9+cAyGHCX3/7XcTGQF2x7/3884+jI1zsStQEJIEYJkiWCHSWhQqAkc7CKe2XXd4ZGSDsgniGMZKinsZhS6tZYCQpMT+1YyTSccbjcOAQo5il0b3Sy/298NKd1jv6cmsn7pMisV0DDY85t5VCCpTWJ8p3lB0Og6GasBhuBAxGSMgLdj+yPZwh4bjClJYWsW7Dqm52lvTzxjXdaa6oOixpSln+9PVrm9rcWA0v3O9jh7mK4L71MwBa9U+lEsD2RCo2peGyNNySen9J6v7ljPlFPMUfS/X/JQNAInMLF9hSL30Zx4DCKNOzxiWp/5elzh9JwxvSaF7ZQdH//78Co5JNNc7KjlJvB6IEPGpdnzjC0UDflvb1ZWk3MpkOChQDTs6ki8DtKsOS6kzenl7UhzMrunW2FB7fW6UNffbxB7p795ZmkznrKo+b/AwhQoQDkVVB0gSZFYALZMgls2CVP9a0BfjhPCX//ze//UZff/PgPMUWcKUu4WVYwXqH4UXhljgMaTfC+P7wD34ejlgwjFTfcwDkPwQt0glCX7AHRIDhja1Qw7DHZMVS+3HqOjfUnpAL5+Hhki6V3x7VzfdhZKjEMEHoMs/FZoChFObJgcewwatUhXifiUMdAeAPjo6DCVJMYf+sEfdzPMRLR3pRPtGLwoma3a5GmCtRR4jjmyZui/JY6eAlfrpYJyluqL2AoXfmdMhQqV1UuVPUZntON9vLutFe0nZ7QZujRa0sLmh1cencQByBoTMzP2q3fJ9xuPCzRVjfrlT5Wqp8IRX3M0Abz0j9exlLG+SYX+mVVP2tVP1jiX9DeQP86xmwFQDEi2yBfIgCBeWM5QXTS9dwUxpuS/0PpP4nmZ2RZ8Wu84/Hhb0MEEQOcQ6iCcGgiEt70T/Ss/6RnutYL0rH2iu0dFrovgHC9xyC+kxZtdmSPhqt6vPBum4NV7QxXtKN+Y04NwP7n+Mr3+fRWQbQMIKbyRQjFRY7JyQJDNjeWtfyymLE/P5Y8KM9Uf+zcRIhdai/RKIArLdvbUdIHSm2l8UTGwB9ElweAGGkmPK+B4BRnBC6SNHT56/CUEh5rIsOJHny5HnU8uLzVGLFWE8wIobJrPjBuyvEAngMHK7orCT289g9YIM4V+goxRf/PC5sFrSdrBUSs589exV5r9xfVff0Z9VX2i2eakDRo+owY3akcFFOn2yQ0N5SWSsKqwKQzre1ITpF99f65Uhd+/h0XX94dFPbnQWVx0XNT8/qg3s3I/SA8VtcWPhJCkb86PEKe99vpMq3UhlGh+t2KwO+7l+U+p8nMKpmDLH6D7LP4fzAA8wFWI0WpNGMVDqWitgRJukL4JdsiaNpaZwrd44DpXgm9T6XOv+0NPhYGvOZfzyYYH5uIouJMJp257wiMiWaMNU8Gx1Fwd/HxSM9L55o/wKv+rvmGavJwkJdi4s1fXayoV/tXdPt6vp53iyOCQjHj7loNyFARI18+eX9UO/x2C8tLUaYCUdplMrl8Av8PhdhdBmA7QZhAQjBpM8+/TBMZbC/y+yW7w2AUWfPHpOHTwLEKCsNGLFA87o2AYSkngGUoDJRrzhNsClEdejVdwc5EybTbmeBpNlhKLvx/26nF+zv2rU1ra+upLLbP036nCeDcAVit46PT2IX4D7uZh66p4WGHpUP9bze0Ku5Ex3Xz7KoXoDtNDlFoqYgRU1xfqTDjKz6QnwIiWsVVWwVIrTlRmtJN9uLun22rGvlpTg4mr5d21qLcCMCNDl29B+mqS/j/oT0pNAVmBwqLTZAgGi4LvV/Jg0+lAbXM89vuLD7Uu3/kWr/d+YRDq9vKk4HsA2vSaNlqfRSKr+iqJ40JkeLwEeAks/gRZ5OoTOtzOaHRxnALB5Jo1Wpz3s/yN4/vC6Nbfz6fZbU/3e+a/sWsgj7gwVGBhNl3pqHet451HMd6elMQy+nj9WY5uxs1IorXKS7cYLo2Zo+xNPbWtKN5qJuL23q7p1bYW8nygCN46qXzUgAt8mSbWywSPwAm+urYQYj6PmnsF0zLnhvwRnMb2hwgB836Y44bC9jmLQ302pfxKHplPYD8H/580/Dtv4DBoinBWpO7fwvvrofNjMMpHH40cZqMDNf2dkh/dgBiLDGxY+XB8rLDoBjJNbXFVb0+alQh40MjJ48V7FQDLc5wZO3bl0Pe+SPjU162wQzoE+fZYOEOgIb3R82daAzPZrf1xdbO3o+3dC4WdQ4ztNNp5cR6kIuMKlHqL3W0FIpdKJCKp1yVCn5/HhTvzy+HtkOs6O6thZXLt1YriqMP83nsFf2peJzqfxcqv59qf73M6AZLkmDz6TuH2VOCTy/UVzhSCodSbW/I9X/9wz4YGiwvEIrY3YBWNek8gOpcl8abmT/5++E1ACAqLijOanyMHv34IbUvy6VkgOG3QbWN7gjdf4pqf+L1Ib3L8H+04zVn+9TfL5FEIGXO2G439tv6NXoUE+WDvV46VBPVg7jiFhCZAjZetvFuiupoL/y6Lb+8qNbWunOam5c1+3ta/rZ559ElEFWM+/qDA08CBPYIDOBYfODvZIdgwnsk08+CLz4KQpRhDIxHkccL85ZcAHHB2mOn33ygSjeDON828X3cXSgOuN3YK0TO/j5px9GgscPABDbBKlh3333WL/93bcR+8cugVEedZR6YL7CBhAlbnYjMBGnBgBKlH5Q4Ls3QxWOXOF3gGCUuCGsJkIFMgcFlLp91onvU0CBAMpMTZz7UXmulw1UeJjScaBPnr2MgT5onajRPdPz6qHuL+7pWa2hw05Hx/1u5gmmph1xfnGeSM485UrMrPNWMYvta83pTmtV91or2qova31+SVvra+H0wIYRY1S96Di3P98Fl9nrYGTHUuXXyemxk9nyhjel3s8yBja8k7E1+ARgWfkqu8vfZqoyjosxNHiYMUfsAL1fSoO7UuXPpNqfJe/uJ9nfy1+n6jkA4KJUep2xSDtDsDdGXCGDuJep0vG8zxIL5fi3f/wuh4qhDaECA4AY7l+d7OnlELv0oR6uHujRykGwwOPp9vdjVnNDQqm0uX5dC926fvHsmn75bFub1WWtzi5E8sK9O7dCQ3vfUxzxZO/tcYbHYdjtiQJBBcUOR+GEjc01LS3Mv/dzL5rNKJ7a7UbBA2KTwQTCXfDi3rqZ2QDfFSkCrgDSVLcHqNE4AUAOesPJ+AMAdEO+e/gkALBxfBwvwRlCCay7tzNWl7/IH8aOBhBybGavNwjjqlNqAKx3AWD+eQQuYkwlfQ7Vut1pBwjTcR904rM+3+e5V1ky3i0orwVd3hkd61n9SE/KR3qEEBZONFocaozDI46xzDG/5PENE1azqFqzrE+aG/rodF1bvQVt9ud0fXUjisoSXE4KD4bYf3RXAj9i++p/R6r9HxkzwzFBfF/nr2YOD5JRw0tL+t+pVPu/pPr/mQEUNBf7HTY/wBEHCgDY+StS/2Op9nel+t/NwLT3hxnYVf8kc4z072RqMv/mOcWDLIQGxkcoTKEhVQHLrtS/IQ3vZUDIsy5MkfhHN5J/Hm9GGyFCggwmtJKd9oG+W9rXo6UDPVs+CocdFXqoUTjJBWvDkrZOF7V9sqCPXq/po5113VjajEgNyAQ1OrG1X/XKsl1GEQcMNjx4+DQAhRuHJXUBCEYmzewqtv+rvBcyhVYJrlD8gOLMBGvjj4A4EH73LvZKuwE5qkbjb+Bi7UHQwJBLARCV8P79x9rdP4hO4pXknM2PttoOVQAAIABJREFUP6Ku9/cvnAl4szBQfvvto7BlAFY0kAZzv08dMZ/8hmcMYMXOSCl8aDY5irBA1GImEv3/p0yLyuwwjYgNggnunh6l4qrHEZrwoL6v9npP7fVudgRnPs0tlbaqtkpabE1rtTWjD5tr+qi5ro2pJW3OLGl7M4uIxz6CuaD6j4T5pflDlS1/JVXN5r7JWNv/y957NUeyZVl6K3QEENBapdbqipJdLaZmemY4Mw8ckm/8ATQ+8IXPfKAZyR/ANxqNf4E0Dkdypqd7mi2qqru6rkytgYTWGqEjaN8+fpCRuEAiIhBIcW+4XTdcJDw8/Bw/vnyLtdcGgMi+kvAo0W2IbG7RARIAlvyNi/9hFZIggfoS2XBxQMhquLVmsZ2Tkr9yccL8Z1Lu96TIqrM2sQSx9ABAyyoPBcmXb92/lUecG+4rSgBJ3OzczxyQVjqkMg/wycQOankQ39cxPHckAEgSWi39yqLmSmu2vzRLcM2kyTba9pSPBrVuAVW0rRDXzflh3VgY0chep4b3unRp4qypJROfo4b8OPexetw8kxglJDuhjvF8+GeRmB/d1yAWk/SoRdOvljklHmqls0FIAKoNnD/Aiyo0MOk4AwgAfPDomdH1sF5xoQHAy5fOG1AfCYB8sePnLVrDIw7+/LPbunHdscWrAQ03uFwqGZ2EbBDlKpGwFE8kzE+HYW5AFVQx1DJ4jsEVAJCWl1atcoPJN/JENCyT7r9wxkQYUAap99xHXYN367E8IVwuL61Z4HWptKX7yQU9Ti9pZWxHK2PbKuP5kQX2GV/yANshtW/HdHa3V2d3+3Qh06fzmT5zee3NS7u+kSErB3p/G65vycXisOZIehi4bUm5nzvrDReYBIjF9gj97bgKD0rhEoG7nP9UymHVLUuxu+4YEh2AGTFDwDH5l1Lirxx3MPuHzoKM3nfJETK9ABn/DkBiVXIsoEbszzLJfc4ChGOIxZn7ibNOSYgUcYW/P9SYo9YDBGAIxmRCl4hRr67pRfeyXnSvWjzwVe+adhJ55w5Tiq6wurJJ/XTyjH48dUY90Q71RNO6cvG8JQ4wIGrdvMISoiaQiAFi6HHQ12B7XLgwYTF/PJl6APW47zcC8+Kynr+cNhAkURkKRfTJnWtGy6s1xsh57t1/onsPHovyS8rlAEDwg3McCYBmfS262llrgl6u6Pr1S7p88axT5EhRzOyG4TND65tbJkGFr47VtrObMVeYNnVMEJSa40zW6olxDVTg7Ln+wJyTUjbeiPQQIB5ggDI6pLa2NtdWr4aEy9sm34/FgJdM3MKyvfHmN1dN7nw+uanHE4t6MrGkXLSkQrSkCuKegF8mpEg2rJ7dlO5sjurG1ogGwp3WSNoWy/kJu2bm4b1afuZuYv0BZr+R4vekUFIKpaTM70mZnzvLz6gpAcBQ/4s7a+ToVccPxBrDqgMYk3/t3FgSGVSKwOMjvncQAHlbALzRaUed4ffsLx1AWjXJI1dZgitMVhjuIU81dch8J5zA4rAjSwO+30NqzMH1aSKsO3vGzuBZhDQ9X1jVfGFNj/uX9HB4QSsI1CbyxsftyqU0tJPW7elR3Z4d1QjVHgMDVunBXk+7WkpdsUJXV9bMI8Ijc+o8bfbcjY0Pq72tTYlAf/I4YKvl77jaGFWAPpYb7j8GDkYDpW9YsbV6fZzr628e6KtvHlisHbAeHR00LwysOBIAeesAOrMzi9YfmGQEUjn0B8B96+2B3PjmcEhiuFZ3KyZ+iEtshMixIcvggryNPPiYriRHNra29eLFtCanpq35Giol0HO4LmKUSCdVS/TXMtlHHePc8Ly9fZ49nzQVmb181poufTs2p7ujc9pIZbWVyKiYK5vCSywTUVs+rqG9Tv1ofVx3tsfU09mpvg5khs6YxWraiSeQFj/JmPY/i8UWeekAh9rdxJQUOyPFJ6Sdz92eT7ta5zIUGWJ701LqP0rx3wYk55SEBUg9MImQ5J+54/K3HW3FA2jqz6XEn7vjAEsSGrizgF/iKym0KeX+0FWWYIGiIgMBGz4iiRDLPqdcbJEYobnERSn7x44jiJVoJOrvryvs75uJAcCHQ18Pvu7iih53LerB4Lxmuze01AmVSRrd6taZjW5dXBrQpdWBfQX3ASy17s6aEm6+fp5EpNFd0PNbXLHEpK/Zp1STHcHUZm4wSzB8YGWgQUqCEi4wMXNq45Hor3VjHL/78q5+98VdA1Brmm51yUNmuB0JgE4HLmvcG4QHN9a37IO2B/G3g9aWK1kpGN+GBiTQYzA5eWNcuuDiD42Ut8EsL5VLxg2Ee4h1imXmM1BQZZzA6oiV3zRDD8/3gsASNAtwfsnioQvba5rt2tBc96aed6/oWfeKsoWClcohUz++160zu726sNOn8/l+K9NhhyLADUwEnKWTWqq1LoBDj4O4TAwPgYPYkpTMSYN3pKE70uq4tDohbbRJmzRWIhO7FFiLv3bZX6vZvegsPHZoLgmAMSXlfuEIzBXqeGNS6t9IqX/rEiLEBXGLAa1okHhBbMGA9LZUIabY70CWhEw440rhKMGDE0giBrCNTQZCDJ+7+CH8RO+qn2hiPuwPk8EkFk68HXHPFy+mtFDc0FJ4Sy97V/RodNFigZeXBnRhtU+DWURmO3Udzty1S4Hn4UJRx20m3hAUCtBPlwQELiNVWVDSyMCSRcWqquV8x31f9d/JgFMjTYM1+H9wJDF0sDhNqPUtpbYHv6dhADQztFQyAEQcgTZ2dISDB0h/UPajHmKsR7IuWIG8tZhMwA8JGjLCKEo3Eij1WSiSLlSMvJyctnPTkMckts+OG9D4uKCFrk7oElOuZ6730oqJO04vLGgjuqfN6J7u9S7oXu+8tkIZFfNlDWY6dH1rSJf2BjRU6tRIpMeCrYzdddRKNTTuehbPW4+1mlLiafel1J9KySdSHIHXDunMj6UzP5LW0tJah7SSkJZi0t6KVEF5F+B55NRg8sQJf+rqg6HQRJ67RArxusw/coBGTSBmetv/LbX9C5cQKVwPSukQUFiWUn/iqDT8zZIvd6T8HedmA4C4ysQMAczCbXf+JBbrAykPZ3AsoOrccSD5hkZU02btgzsRz8FzNDlfvLLmQPS1fZle0r2ROetEh+V3dqNXPfEO9SU7df2q48zV0n7CaxoS41td29TC4pJhwN5e1mrU8eIIO5H5PemzddTEknPY1xKcXVA0FtHVyxcsmYocHELAtWxmOJVK+uKre/ryq3v2WbiPI4ERx1iPtAB9LAw39u79J1ZMDB0GC44CagiPR/X4xRW2pkiWwaEIecnIkbjPQwN9Zjb7Jiu1DMQfYwFZgLlYsuSINUAygdUFF/vo7rBUPHXLWITN0MyzfhiFvNbXt0wEFp7gRmZbm5ltPU2v6HnHslYSu9qKZdWfa9ena+O6mhlWf7pbQ51OVJbeCoA+b9DTWjQ1zaMpvKDcct/F/toXpa5hqWdUGr4uDV+T8lGJlprrMWk1Jq29kjb/Vso8du4pYQ/cz8w/cIkJOH2RSSeYQNwv889cQsNih7nvAiCWICTp8IaU/FN3LVSDEO/L/4EjXQOygCrWJnXG4ZJUui5VhqQkiZs5KV92exbX+g+CbDT1x811x2qa13d8kAl6mCq7090jNjeXXdFCbEO5ckFdeyn1lNs10j+o0UEEh0fNgqpFfRmDhd4mPFOUuaJsDUGb5x5a25nxkX2l7tMaNskWAJ7kJ3HPzo4O3bl91WLoYNBx3D+uyxO2caW/+fah7agsIbIyPDxkEl3gyJEA6AdHPO/x05fGTMck5gG+feua7dGgDeHBiYBMTeKCi/eCCU4dosvMWIDQi6c2MokMjoFls3lzT4kVsBj4Xm4Ubwq+x2TjG1CePeyasAR9fwPf32Q+vqWF+KZWUq7XSHcxpRvrI7pcRkiWt6TL+p7m27Ku+YsS98PtfSTFH0sdOQd8g1ek7jG3+22rLK2VpOVn0sKvpc1Jl7GF+pL7I5e5TfxOiv/GEaepDIHXl/2nztU183v3EAC87ig21LVi5Vn2GPpMRcr9QweuUGkozaMmmcwwSReNSpHeoNF4Sdqek7ZnVd67pVLmZwoVzyPHoTCWZ8i6oXyvN8+8mIauNTWrhZVlrW5BF8sqUg6pLZ4KPLXxIGHY/VZh2f1EJjSwjS173rH8sJK6u7uMdwd4QD87rc2rjz99NqWHj59Z7I84PyTr2zevmOtd68a5COExH2SBiSWiNAWIQ4QmZ0DfIipE0ACw5Yoe4MEvIKmB1cMbgUoPQBDBAwAwmYgbGh+0BJlMn7gAPJGc4XeXtBjV9etOwfUkFppbAGUjSiIr5LO1kCcBWwbIDaO3sf+ek1hfgCsgSK00Y3ry5Ll2yzlrgL0dz2ozmVWyEtVQtksTqQFdvXpBl86fsUbScK4+iI06XwjPVnq2IXV3SOd+Jo3dluLtUqKKGLu9JW2sSMvPpfmvpY1NKY/1djXgCF5358KKwzLE/cSyy/59qXDjeACkAoXrid2Tori661LmH0vZf+wsQixILEBoMfEXUqQkpeLS0Hmpf0xauC/N31Nua0DZnXMKFa4rHrqjiEaNadDsuNQHcf+qLsIDFpqCxOdn5um3O22eEWwYWBoIBlC8kLJYnZO4P2zzJGeeKcJKqEEBPjzrGCqElgANXE9aFJzG5jDDqWgTPgO0SsWiJW3w5hBWoM641g3Xlzp/MtjIZ9E/hDFcvnTOdAoQUQAAJ1/NaH5++WgAJCCJwitJAIKSkISZWOJ5vpnRUZLlDAjrjC+Bw0dyZGgQcDhvxf9okHFjTrLB7iYOyDXCW4Qiw+/c7IkJZ/oj4IAZDQmyURD07je9HnhrEJxlkWzv7CmDVFGsoEQ0rr5Yh0Z7HADi+pKQaSTeeZI5+c5n4duRUIj/rZT4T1JyWUrGpd4R6exPpJGbNImVwlXu48asA7/Vl9LqlGsNEP6ppM+knQFpa1BKEEf8D64Ejvgclh3UGLLAx1mARm156lxoaDhQcgBPqk8q8A97pbZpqeNLZ7GWqFXOOIt14JK0/FRaeqb8Zli57aRyW5dU2PmxwuULak93qi1Zf8+Jps75OzqZU5rOGUfv4cOn+/Lu0FTu3MZTu7rPmTtq7QMWZHdNyn563s7FM805KD8lidfX33Mig+W46TCdURSyd/bMawQEk4mYlYuSeB0eHDAXttaNMYFdhAp8Cw+8MUjUjAkBCIwyVKBooXukBYjWH0FWhEu5MGJ70DkQUcTKgtd2lMorF0GLwPW1TXuzsPMGceU4AxoZGqxrUIcNnvpJzHTIylsbO1paXtFUAIS4wAyUN9j5s+NK0kbxBFxBb9nyHXAEWSgsmL18zkiofN9wX5+p4SDtj+trE3vCREytN/3w41CwnpNi7MjV/1ZKF6SecanvnDR8Veql3C3k1G78tvhIevWFBBDmkLvvlvp/X2r/sTQVc3v8T6X4f3AWm2WGr7ukBEKmxwGgUVuWHfDBIYx95QjO0GV0TgpNSD170tArKfpYWvtSys5IPWecq57fkwoZlbc2VN5c1+rMoGae3VQpe0Vjo5RljRzZnuFk8/lhfdrV7mNozOibbx7uy7tjnHz66Q0DQU8aPmodEvcjYUlmmdAVPUsACZ9U7OpE5f1kjdGPmzUy3Ige8Gx5EAZbrly5oLHRQXWkO/av4bhz8fdaAJDvpD/Rfle4w1xgawydzdnFUZD8amrOiIRkUogHQIk5igHuBA5c82hS9gAoQgtUbpCthY1NVqkZvDgWQT5XMHf41cy8JWCcuEJO4+PDRpHp7e2yXqS+nWIjwOTeVHva29vT0+dTZgliZvM2wfW2dP3YsC2gauWcWm5a048Bz0Jlqe2BlELc9IkUeiJ1paWRW9LARalrRGqn3C3YSnmpWJDm7kqTfyvtUY/bJnWMSkM/kjpvSK9y0itqef9KKv6FlB9wmd8i5XMXHFn5WACkdjhoooSaNLScMsILl6T2y1L6itQblvo2pfJLaeHvpA2UZVJSPCW19UhtvdLGjLTyQitTSU09Pae9DTLul9SVPmP3uhPhDGKC7/Ul1PQ7u39Cp8actUTI/ftPjSIGWBFvx/2lnYV/vg7OgYV1dl1YB64vIOhbrBK/JlxF1Qg1s41I2dczap4fQPwlbnzQMgDX98aNywHG1NdC03WQcwKzZMupX0b49ebNKxbPBINwt99oi3kYAPr4AK3ovv32gQhQkm1lYqDCII7wNsVmn1YnUOv5RPRNtcYkN1xgE/JyLRmqt02oj4ngEuCawhdkQnHBff/ciTOjTqChs+NE5rxv9UmDlidPXxhdAEDE1cY6xmzHOqZW8r1tXqyVDGrnr6WOX0kVVF5Wpb4x6fwvnCsJmESrwhCZTSmz5QDw1d/RA8FZiv0XpN6LUnpEWl2X1taklS+llS+k3bMue4uAAVUalcBVeVsSBJeZKpDonJT8d1Lyz6XokBQelEZvSBO3pE7ikpCeF9z14PburUrZbee2j952SZqZb7Q5l9fSXK9WF4a1uXpOpRxiHI6u5Rt1fR9B0HqMBL04ADAC/7SY9YRffh7lhfAi30/sLbnWsaxfdpgarGev5HTac0fVFwbW/YdPTLQABhXGxM0bl82YqLeREuegNBeP1apnZuZ1+fJ5ff7ZTQ30ORUcEiTHAqB/gMkM3bv/2LS1CDLzRsCfpji5lsAoLiPCiWRtyS5xDiaaOB2m7mENjRsBD1PYzSG3v2uq1gyexAguMkXgZIe5uXwfyYmTWJ+Mg51qEeIIPGjm2g8PmsXZqNJuI+P+zmfCyHRlpWTG6fbF/8LV3tLPBDAj+QGwhSNSqIoYuz4trc9IS8TYHrvEyNgn0iBWWb/7fXVWWuOYh27PXpVKf+yqNnLdUtHXD78lCwyxmQ03OPVnLtsbi8iKyM99Il38idTR4xS3s5uOjrM66a6JuOTwDbdvL0lrk8qu7Gh7paLlmQ5NPT2rtcUzGh0ha+maZbPzkm1WzXhT7lETTkK5KmsQCTmeMdco6KwxIfBIDmsWBNjgmUEjw3J0SQCX/6RiiRcH4ZxmlrcdNVRHVymYl0im9t6Dp0okYo6zNzZiaukYE/VuAODs/OJrJem5RcOrH//o9r5nRlKzZgAk24okDVYVZjOgAjcHhRjiDcdtuKKw2L18NoBEXR76YRfOjZu53azNZ5R8ENQ1cp9WKBQ2Bdmh4X6dPzvhKjPMvG+MO4ZcFkXaWJmUy2EFwm8kw43g4qVL55o1pPrPEy1KXWtS96pU+Esp/5dSW0LqGJQGLznrqQuB0gOZQSytuXvSxpy0syJ1jzhrceiqFKN3RyUAx6cOkNbg/92RIv9Eyl+RdlJSNrAo32oBegBcl1K/lZJI61OityJd+Kl0+e9JaYQQYMXkpdyOtDkvvfwbafoLqWdC6oYWQXvSgio7GypvLGl5Kqz7X5zT1NMxxePdSia6LP5LCRUvvEZJ+PXfgHfzCaw+EgYotfDQUwl184bjzJHIOCwbznNBshDmBEkAXE6r6x0bNveQ3YeJTnsU3g3HkqUh2+Mnz81AIX7uaWQUEdS7NR0AUWYhuYApyeRRGoMqw53b1+0tw5vnbdQD1zqvZBbg06cvjcEOUCFicOXSOavnxRVulqIE52YS6FmAqCS8JkCcfqI0Y4db1N/fbT+Jl3D99QIhtcL0Rn41M6dnz6a0tr5uarl+TCxCT4M5bRfiOwskmpX6n0u9L6TMN9LeN1L3gLPksACx/nzsD1Aj9lcquMQHezHnssIkSCY+l/rOOmuR42bvOZAEIHdXpNQdqZveHRek5aS0EXeNo/JZKfX/ut3k7hExuOGI0iFIzbQR2JTSd12MMjcpZV5KZz6TLv6B1DHkQBeKDd+7uyZN/Z0085W7tkjMjaFjwMUql59qazqnV8/OaHZyVNsbndrZ6nDtRW3nnve6BtpG3zq+JKzeB+9dHU8YhvJQ5OewnLBmksm4gdeVyxcs3nVws3BWpWIEY8JRuLysX14y9P6GMka4yNerv4ux8HxS+QHfGHzBIkXvD7oKYyGMRMldvRvP/vTsvCU58DwXF5Z15Qou8K3GLEBr6rywss+3Awhxf5HXcUIEiWMBhBtAkJaLwm3EbCf4iWmKagxIzw1oFljwfWzUTgLg1hh5csayXPypqyttpWq4C22pZN3VKS7uKJMM47yMiYw3fKpxeqOMDps7TAnRO3/YYjvS4G+l/t9JuzPSzrQDv4nPHKgBHIngzYrgQX5Hyu44C2uKWty01BvE/ogVdgZK4IVMAJJfSoWsA6ahG9JZhA7OSFNJaS4hrUWlrWIgm/8XgYsVdv1FqNyIjUo9RalnS+p+LqWfS4sP3D5yQzrzE2fhtVFrTAYSV3jHxQLnH0jbi879HbwqTXzqAHD6SxUWN7SzPqa1pVG9fNqpyWcdgXBGxR5wHizAEDn0Zr1s6304m3E8sW5UYrD+7t59rHKlbNUNcOUQC/B9vKu/y3oTU976ak5f332k1dU19fX1anCgR2fGxywcdRotJ942XjxJQA/90eXldcvIkrz5NGh2Hg06UdY7Z9bmwhqdzRkFD9zB0Pr005sm5sJWlwvMZG9ubFtDczKfZHTPn0MP7KwG+3utTrgWpAaIrBXm/KJlnchAuWoJ16CZGFqzwYIYA9eP1bmyTAtC9g0jXiKrhSsOSBFsjcaiZh3UA8JUvKDei3AjXETMeV/5QkMpSJyOMH76FgcVMsxvtrikjonfqmP8dwpXMrZb4uDcT5zrS2YXC4oNEIPugts7f19aeOhoMqN3nKUI+CUDDTnoJ8//Wnr+K5c8IYkydF0687kUHXbAtxaTluLSakkq/Eoq/jro6k3M74YU/YXUOSoN5KWeXSlOK84F59q++p0DXkCQnz1jr78b8MXltlggMconzhUeuubc5I1plde3lN9OKLPepeWZq1qeu6LVlU2trG5ajThMACwLa6/Q1RmUVtXeE6PeB/E0juelS+UTJGjYFSTjsP7oyc1Ll4qHw2LqlpDECFleszI3kiBeVs7ipHXoBJ50XD5pCU8PK5YsLcYQbA6SFbeuX7ZnqNGYrSlXv3xl1DvqmBkrgiy3bl3Z7zJZFwBi1eRzeXu4YWnfvffI3jLIXY1SIE3pWQ2xQM4D8ECsvnv/sSUqSL0T9Lx25YJJa9fritZ6M3y/EygykCOJgQCOuL+4DV6tBmuwHrDC7YWOQEAV/TISLwAoFgY8LEIFyIC9i1pg7g8Z97XNF5q48oXGLn2laHubIpQEYimd/7lzGauLxQCWuQeuugIQ3Jx1YHnh9x3vLlEFlsTiHv1H6eGfungiYEp8cPSmsyoxujNhaT4hLZSktd9K638rVYJm6R3XpO6fSYND0mhO6kLuPusSHS9+JT3/K6l9wLnc/ZekoSsu+WJAXZD21qTtlQAsv5BSXY4XGI5L5YKU2ZW2N1Tejqu088fKb/9ST55M68nTGe3sZCwsAgULr4M4E/e62X2na12PjR4HFQv3FWoaFg5JEBKJCB4Qx0Mt+W3GiClNb++aNQjI+Eqlel76jV67/5wXW7Hk6r1HevTkpStdTbcZUwPd0Xp0Cw9eDxlennH6gfgNg4377ttQ1AWAThnWlZd8e++RAWA6nbaSEkxnMrq19LfwcQgyUKYZOLdoyRFAxMRTL561iSCzfFSFSaOT7yk9vHVoPcgCYiHxNnVvwC7jJVIyQzKj1jiRl86imTwJF1x8uIHENy5ePKdLF+j522Xzc1p8KlwJFtP6xrLWNmaUL03p/LUnOnv1mcI9Iwr3DLsqCoANt9I21KzLLsEw9TtnfZWLDmg4jioReILeUiQuiKv57C+lp3/hrK++845PiHudCs5bDEnbuMAFx99j57xsvVekoZ9KfcNSBy4yVSRFR2x+8WsHgrE2x/PjnCRrvPtdKRv52a6XOCXXjPseibrvBthLZWmF5MyeypnfUznzMy0thrW8GNLS0qZp2oXCIUsW4P5xv4kLcq9PSsVqdF3W+zkA0Fo90ryLZuRrm9aQ6NbNq1Y1wTje1ovXBD7yebMGSQK+j3HzIsIqQ936yZMXFkKycNHwQFBHP3SiF1PTAdDfJExLABBKDFYEIAXXCr4OrmStG64w1BHiZpbGX1g2lxqhBKStyKSeVoxmX+tvbcPeEFOvZkxYwct2YQ2iMYh1gJR/rRv8Q6dO49LvcBHplcBDxsIcHx2uSZKo1u8zCAvinFAgcGtW1qdV1owSbXO6eGNeF68vujgZlhTurFl0Qc0vgGJW1YazvHBrAZ72XhfXG7/zpvUF/25n2RGkiRUCfLifxBR7z7x2Vf0AAEwD1i9eAyCghvQWwFq94YZzzhdYiwGo+WOrRRr4DID56ksH2MQBSY5wvvFPHFjPfCMtzTuNwfwtFXMXVMqe1+TUsp48fqGVNTKmebMwsPqpeMAKMq3Kj0BIgQQI1s3Dx89dD+1c3tSW8DZOU6ygnnV53LG8sK3R0+KyeSzggDOAzjlaXHfXiYD51AAQ5KbFHHFAQAyLEHHEO3euWZPvWn12YnJ7uxmLywFC+OpkfLCSOB9mcCPiqcdNvAcN3n64AgRHV1ac9D2qt52dHVY3TEyQuGRHZ9qy07VI+fNywLrEsiQrDMWAhwyznpcE/KyOdFtTi/Wh4UCExZIlrJAvL6p/eF79o4saHlvV0Ni6NHZTGr8pdY27ig4sLDZv0ZFQ8NlfwMzcz4uOKI2LuX/surS18PpY4nRjZIDHnZWGoEL1Vg8A4r4CXNPfSBmEEbYcXefCL1wskPip5ysC3CsvrQJEK88dGTrZ5eS8iEvCE1xflrL9Uq5f5exPVcn+VOvreWGlc3944ZLYI/HGPTf6h2lJOvGKekIgtay5Zh6D6/rt3cf69u5DC2RAVoZ8T8MyDIePYWPdkvWFncEziPGAEXXz+hXnwgd9fhodC+4tRtr9B08DCf+UZcbBFU+rqcsF9hdZ5LdwAAAgAElEQVSCq0p6mSyw6wu6Yqor1B1SukL8rp7if2IRxALh/7i4QNl0/2/fvGqAWC8DvJ4JM75gqWScRi/bBYgBjLDQLRXPQ0HPg8TxfXu9ZUkrgXv3nhiwo4CDy2KCsNcvmeuVTCRP7Ar7ChvijXAzUave3NhUIr2qK7cWde7KstIdW0p37Upnb0lnb0vpUSk1LEWcpaP8riM0r7+SFh5Jiw9didzoLQdqWFUkS9iI0wGUJEvmvpVmvnUZZbK1HIcLapSVqq0uACy6pMbCE2l90gkwDFyQLv/SgXE0/lqsAas3syHtrkuz3zhLEFoMFi6lcnvr0u6GtEdMsCRl/jMp809UKrapWCqbG8z9Jmm1t7erUqli9xsdSagyeCCuideHJ6plxOFiSV98edd2wBoXnnJPLFkoXR/6ZmyQlTXT4oOZgQVbLpeMU/zpnRsnsvz82DHOvvr6vjVUp0MlmX/io/QC8bHFhgCQ+AFvUFyuqelZy3oCfEhcYX7XChb+QmGAz8zCL1yweACxOd5mKKn4vrmnGaQGSAB1a/m3tmFWFA8GLf6IRyDBjWWLqMJxm89sEf8DlJgbwBAxVR4urECoCmTeoGE0uvE98DBJ788vLWthfknlUFbtnSH1Dm5q/NxzDY5NK96WVawtKyEjxJ4+J7VdkOIDUiQtZfYcnw/gwbWF10fc79xPA5pMmxQOQgAIImxMO2BCKIGdJMmlP5TSA87ygifYKADi9q5RhTLtqj0WHjtg5VoAwFTnmxYmDeqLWaO+mOtMDJFMNe69ufhhaW1OWl9wKtWZf6RKuUflUlJ7u3mLl/omW9z7UDhsL27615DYwxPhQXkf8bGj1oUpoufy9sK+e++xWTiEnSYmoFsNWeVRI6ThRtdhI5/DwCmWimaB33/41LrMwcskgYqRAC2tGXFynkFUoGmIRMbfxRaHLFTgPcuGAJABbG1tWTbYrKank6boAumXeBcPdy3ZYD95ZGahbQAUlNmxk47HJSGlD5+OxXiaGSqf4CFDTTqe5Ew4RBcq93YdGxmuiyLAG434Bi8KgtXEOHgL8aKwmzA+bOTxesfkrxPABmA5Nw/y9taOuvpDOnMppdGJTfX231dHDx3fClISrh2E5ojUfl5qu+qaH8UHpd2MNPl3jvoSxBLN5WSv1gbkZmW3nDwW7qZVgExKV/6+dPWPXdzwsK0eCxC3FgBmn8XC/NpZlcQhAUAyzod9D6To579x1imxwWTaJWb4LHSexadSFgHXvyeVx4JmTc5ShR9K/BkrmvvFy9cB4JA9NLiTPJy1hnUaAYR6PoO3wrMCdeyJPXsv7VovXzprL2oSeadpLNRzrUcdSwiN0AMxcnoNkQdwiUfKR4dtPLWEm467FgCQRkhYga/rol11yYkA0CutQvvAv75//4llTOHvAVh0W6pHt4vzEZAmmGviAs9wGyuKRqIaGx/SlUsXzBK0mt1TVPTwGWKqRcgKA068/VlQ9Vq1ZMtRosG9hxZDkTc0GB4mtNUuXzlvJnm90lwsnuqYJW9RqlqwTvuHSxo5t6eegQUlUg8Ub5uU2lCCKUudYakjJMU7nawVogPRUafxN/1IWpmRUqir9Li63/FPHb+vesOtnL3r3GSSDrurzvqjZM1nfw+uynoA0BSh6fu766o9XtKACY7hVQeAZJwBwYObKVY/cNbj1rxTv+kdllLt0sqstDLvyNfIdJkc/xXXaAmvvoBy+a4oaSRzT5WS3wh94DJhYRG3Palu5XEPbC1/J25O1cRyVdUE8XL0OQ2s21MWr/6QN4RQ8F7gARP3Z/6JjeMdgRvW1KwJfNlTA0APFC4Q+0jffvvQssGou5DpxHXlbVTvhiX4/MW0aZIhaUVQFFCl0gSidCKeUDzWWM1uvdfSrOMBLOKbuCtorvHAEYhF4gdr0Ctq1/p9xCYpYZqamrGyvu2tbXtzUjo0OJpVz+isUh2TUvihazvJc44gDWE88MzzsEPQVUakTExagPe37crjABp+kt2tVogxc2nFARMuM8BG1vb87zlr0SdKDgPA6a8kdmKIJDrI7J79mdR9SO13qeiOefE30rO/cHFKstZ2TZfelOz33+Xjkh4IcxtSV6eUTMAWdnthJGig9Jlr/F5+kwdpdaNzTjHEwjsra+Z1sO5cCKTXEiVYJs2mZtV67zkO9xeQJlxkPMClFcuc3rp1Vf29PcaaaIb1VM811Xssc4veH9VTgDluPc84/DwkqjA46vWMqq/B4ZPrmYILTC8QLEu8LleV5ShubA25wHzQc/nMunnw1KwdrBlEBmi/Rwyl3o2J8DWB9DmA4En2lIcbs3Wgz9UFfkwb8VKCvJTkUH/Jw0WKn8J8xkS4oJ6YDbEf2O24vySb4K4RsCe+0dGzpnjHE0WTj6XoUyk+I9EoDe8Uo4Acjo/pF+JSrk3aDUsbe1I+LE38yNX8QmZO976pDs2kQzd58RuXdDAFmYh09sdOVSZ5xH0BJEmusJM9Bqyw6EhsQJs5uOEG44oDtFByiPER1+NYqlL6z3/3MyRyoOcsPnYlfFszUjIixUJO15BryLZJuXYp+3tS9h9KJdpo8jJ1bwQT1N11ikGAIC4xyTD+HeDjXgGErL967lez1yrUDsIzWE5w6NhJ1JE9hTZSr0fR7Our5XwAOKIHCJ/y4kkmkyYcQvwvQj1+5GRVOTxzuNi08sBDBaOcgPMZe1ZIEvmEZsMA6AfqYnaTFofi4SRedufWNcsK15u9BVQ5x85uxpX3PJtUpVxSZ1enkTxRb+FBr/e8tdyU0zqGB4gbwfywaFm8uCi4V8QCSYzU0+OUh5K3JzI/uL3EEXkoif3E22aCHhsPpPiUlFyUMMQBQdYUz7oHQFxf2njsYFbw7+2uQuTCz6QYiQQaCx1YiNsL0tO/ckkHQIkdd5lMsK8pPjiRcAyhqhA75OfqC8cbvP6PXJzuqG36awdmuN24xpYM+bkDz+98B9Zo1rnmL3/jKDA0TkcODOBn3wv27O+7jDCiDdZ35LuZfSxBkmDEpnhhYfHhBnOfAMH+vm6ztAhpvOsNwKO3BT1pXDSoYu4jFSCHyV696+t72/cZw6Nc1uTktHlExPyx9np6uq3lJSDVjA1Qxf3FzYYrSZ4C65KdMsiOdHo/sXViACSAjIWD2gJcOpIXNEuiJtHY6HXKTIHeuMIE9wELuEKY/fQS5iYjWtDIeZsxsY2cwytiA1xGXH34zGodqXLBqrh69aKZ57VuxBZ5SWAJMA+uesEp6IQTj6Tk/yfF70vxdSm59RoATRm66lsAvjV8AKdJamIDEzelMzek5KiUCErLqi+M+NqjP3MA2BV0kAOQALSD8UL/uUYBELEDLM3NOQeC6UHpyi8d5/DgVliX8qvS6mOXOEGrsEiFC52BAtefcRrYf+oat9O8qTgkVYL65qpzMrfEoxcXVzU7v2D178S7cS0dQb/Xsq1epLPWe9eM44iXffPtIz14FHDb2lLmTVBpRPXUh7wRvsEym5ycMasMr9FqsocHNDFG+4jaGx69bZzvFAB9KdnM7KJmpmeVakvtAxVkxkapHvALkbCiF/Hc/LLF/mgyRKAUF+QkNYLvepEAWrz5KPfh7U1sAqDnQSL2cfbsqGLR2AlS/yVn8cS/kZJ/4pqGJ7JSG0IDgQvsB02dLvu2pBVqdgPrMBmThsfcnjwnJc9L0U4pDIKEXbkZYPQYAPzaxeOI5WHFGffuCEpPowCIxYhLa4TmVy5Bc/UfONUXLFNccGgz7LlpKTMpbUCM5vhVZ/HRAx42DDvgx5jzl4JkCNL9JEOOfugoL6PRFnE21jnWF/W1MBzOnB0z+ah4Im6ioSeJWdWyHveFA7a29dU3D03+ClaBUWDGR83jOq2igVqur5ZjiOvTHwhqGBL1mLCQkonNoc7SLP6iKcJv7xjPEC/y+fMpU626dvWSVXcZtSkwzE5sAZLRIWNKTApFB2osASlIpdygRlWeITEiWYUliOVEmRqNUZxI4pC5wh/L5hcvsSVqN4lzYp5jBRLAhsNF05laeIaHjhmVZ55wADBFl7YnUqrksr9wYquNnJJr4GbuLxZgLkiQtIWlrpTUlZQS425PnnVAWElIhT3Xe4O4HNYZNcUowPSOS90TjqR82NYoAEK2RgGaxAacQLLBcA6tfWebA9xSRirvSbv3pZ2vpN1FaRchhLwbH9OCUcTuXeDCkFQYDyS5fioVaQZ1+Oa7DUL3InDPA8V9I0RjQXUyxP09Jq9er6dT79p1XFX63Wzpm7uPzIKCcuaeB6dA7gP79Z77XR2PMUNslfAC7IX2dJu1xDh3btySH83KsuNtweskhOEThgjE3rp52RJbxBx9IuvEAAja4qISs4OUmcsX7GaQPfNcqkYm2FRbCkVzrx88emZxNOIFuMJkmc+eGz+201Uj33uan4F0C9F7embB4iCVcsWy5iOjg0YdwqVqaIusSaHlwAL8ayn14rXl4wHAnzgfgB7W0EYAhoAkOQyyxBhy0T4p1ielLkhtVxyCFsrS5pL08m+dDBVARFKiC0GDYSl6BPWiUQDcWXXEbMjWuLUEvEjSjFx3hGgoLrlFqbAg7T6WMg+k3Jb1Uze3ntAhVh90P3asQf5WSEv5Lil3W8r+0vU4rvgA6eGzj6vGSx7wc2LAGwZ80Ji4Z+ynTZbmeeDBXl3f0L17T60PzblzWKETGhzsteqVWiqVGlpfJ/yQNwBevnxlTcQo2yThhIFEtRcAeJL+4Acv740aY0rtZuetwuSTO9eUbm83RXBPp8MtJ5vONbEd2hj9beP35VgM7JtvHljwES4Pvr23BBuZP5/KXlpadsq1i6va2t5WSCFdvnzOCqYx+euVrWrkWpr1GWgwPEyoxSAnBnmZOmMC61cunTcieUMbTcUjk1LsvpT4UiIZAssFUAPQqqvTAmPRwAGgIC5I6SjHg2EkRkMxJy0VH5YSE1KYWFmvtJNxwgbU3pItJvlBBQhZY9RYmmkBGh9wxxG0SWxAoQH8cL07uqX2tLP89u5JhVWpSOe4gnPvGSPWLSBvqzoYGziXj0oZ9luuOqR4S6I9Z+XohIaXb8vsUTe+ZgUAlDLyQvYJqGZULrzt3mP90a4SLc6HD5/rxcspy/6yk0TgOj5U/p+FgEolK3uDMUI8lQQSLw5qlz1jpFlhBEIV1PUjroDFibX5o89v6fNPbxpmUPHjw+Hwj9c3to2L2BAA+ptGhpOHGtMzEo5YMgS/mwzVSTbevMRfiANCi9ne2THpLer5IEcTR/vQeU9+/PtZsCnm6qmJUnIn0EGEOoQIZKwBWX7FaBV53zUYjz2W0ksO1LDswKVqbMI1xPLzMTJAD8MTACRLXK3XGumUYqSQe131xG5Zmn8mbS5L53/msrLw/6DAHCyB84Nu1ALkcwicov787K+cOELfGalnROpISOmYtEeFx1OpnJWgzwRNfSyrzRgBQCw/dqxbdlx+1nrmqqsMKdx2Dd0DYvTb1ipxWxp38xLzjbRw3XA9m0Hcfdt3Y/3hBS0ur1pycHp61uLHEKCh6fBgn5Q+cpLn9KjPWhLQkh85s1pJAoYjERNsxVOEE1sPC6KWayR8ZmpMVtK6aHXfNEL68ee3vxMm4MVCGA+r8UQACHXg+fNXWlha1tbmjpKphD775Kbxk06ycYG42KA5b765+QW74QAsaXMUXk87/nKS6z/4WRaEKWE/f6X5xSVtbu5YPOLqlYv7ApAkj+p6G8bvSvHfOu5fdEZKb0jE9kmAHMz+4hrSAAwg4G+AggfLg3X/JBuwBuEMZhLOpdzclfIh6fIfSZf+yMXmIEwfVaHTKADCBQTUAEB0B8lAp3ukjjapPev20o5U3nkT/Jhw3Hyf9eVndSyQcVs2mDaen7v+JKVzUumANNchN92VISJsUQ6GGzLgexfEaB5qLBksG3h0PNSf3Llubp2rV37t1jVzvZ70XMwV7iWUl5cvp8374YVPkyrCZIQR+L2Z23sBwOWVVWOnz84vaXFhyWSL0PRH/eQkQpO26Mplcz2ePH5pKjSY02wQJ72CM+b/ab+Fm3WTsJJZzNaoaXbRqAG4v1B8WBCQo+saS4L+Hf+fFHshxdak9J5Ejqi6k6A3kDwAEg/D6yPJ693lowaYC0m7EWknJO2UpFJKuvpLVwccQaEl1nwA9NdCiRuJl/UpKRp27nxn1u1kc6otP/8ZxgbQAXxYgli9xEIZK+DIv+cGpMJFKX9dKtxxtJgPeKOkcgZ+IsyIhSWT9KK/LW6dt0Dremm+o7FiNUMlYq2z5tnh9KL2BADWW2Jay2UzV+QO+E70OLGcP/v0hhlkB+ukm2YB0hOD7CZf+urVjPL5og2SGAW0gbqtmqqRAoKktQlAz84tmUu8vr5hcUBks+lFglXoU9u1TNL7PMbkyHd2ba4eP35uCjQnKgaH+5f6d1L8laO/tBcd+bk6+wsosAMIq8HofYKEF/CBst835gesMfDDssIya3cAePXvu1ihqcUcIRvVqAXoL4CEC1Uhay+k/Jbra9xXkXpBdDbX9OqNjX/C7eW6GSvxQMYHAPLvgGC+XSr0uTaeuT+S8p+/zyVx7HdTFuo7nEER46HGpfvR57etFvzDE+1yQwJgnj6nf9CUJZKItZ2ZGDPrlTV/GiITiEUQJng1M29N4om905Li1o2r30kUNQ0ASScTHKagHIUK/GqyOxCi4Srh85/kDUXgFAqAl5wH4Qesf2mvFaybxE3qbU/xsWvsnR1ARg+KBcrRCEkAhHAbCWST4Ll8sVY5oKIUQu0FAPy3UnLW0V/ay86qq+bFEuLAKsIaIuFFXJAYIeBHouRtRQ18ls/gTgIeoYTTFzwHJWVISgxLoXggVnrgUUSdZZ1mSzOv9QbhDuJC911w9Bkvt199ByoFl9RYeSrNfuH4gHsE9bLOun1bwhwABB+5VsCPnQRIdWFLMSblUlLugkuG5H8WlMZ9mLXmrH2SgTxfGAO8RD+5fc2A5H1UpNT6sAAwJD+gslnoQNLYmBNurUc9vtbv4ziqrsAgAJBnzWqNr10yfvLBTHnTAJAHGpAiPoEQKLwpuHoEOseRgh8fqc+tO/hStwLnst18zv/w8bP9wnT0w0D4WvqR1DORp3WsU52qWDwH6hC9EPidZM6nn9zQJ7ev10CrqEihjBRCA+8vpdS/l9rmpfaKAz5Pa/GDADt85hcgA/SI/XEcz/zbyi9xGXGd+RzXTq3mIP06eqT0J1LHpxIJk1D0tWKz/14vcYV6DHQWqyIZls7SEwRpru7vqkjz2dKui/GtUkcMAE5LO4Bi0cU3aykawNrD4mX3NBiMVcZeCkl7ISlzxpXGUR1SaXMZ4Q9w86rpVF7xHCDUiod1/erFulo2vOuhVQMgiRr6B8EQARdOq3KFmCOAi5HkN+aJUrhTA0Avckjm5d69x6YUzQAtWXH+jBF+64prHXGnePNZMfjUtKnFsBM7o+Ex8TMm+UOlAxwcEosaljpCCYyDsZHVI7tH2KCasHmonxdekSKrUvxvHAiS/cXt9S5tNf0FAAMIsAIBA9xBrCiO5bX8tm6dACCupKfNRENSX0LqS0opdPcuSnHabA5JEZ8RDhAVAAT8KGdDEQblZqTz6QmCBdje86buYDkvVfJSbkbKvpK2Xrn43wZS/GWpWHbXDXgftOoOThIuP8DPjhXLzpwwdsLIlg0ekbJ/IOV/LJUGA5WYdw0Tx38fEmj0/+Wh5jmCdsMDTRfFenrWHP9NzT2CeD0hK0jJgA/xStY2pP/TslwPAiCeJ/N0qgDop82pvD4RpXEkBhm0PdTXLjeFrsIbZV9odGpWk1OzJixAOh2Lc2ig79TeLM1dGrJ+KswXWWH4SiwSkiHnz08YmOMiHN0UquzkrthjX0mJL6SONRf7A9Rwab03h9VG2RsgBigAeFh+gEgt5aMAxRsACDMGmSr4dZ3O+oMw3f6JFKeDHFnhwKeuCwArUnFHKm5Je3el7S+kvRUpk3fJFwAct9aX9x1UuDl4gwA5wNtnhAFCAJD52QdA4oCfuPK44kW3f4Abax5NSQAQT4F18TEAIFOJxeobd3khk5OEw467Pe8VAInRPXsxaQ80DY/QDLx966p1q6q1xeTbBujEALLa2d3dV4+GhW/iAqODDjx6e04luHrcxNf7d0IGFNrzhiRQ/OrVrGn7AeQWNhgbeYu6b0mKPZRicP/4+VDqDMQPeMC9W0ssjB0AZGcDmziGOGHQ7uOt147rDHUGIAF0ABE+SwyRLDAxQdSlEVCIU0I3IcUGXYIEM+1YC7BNwvIrZ6TMlJR96SxAanyRusqjFF15XbqHlct348qyH5UB8HFAQBMLmJ3rB/T5m8VFO6X8haBG+FOp8Gm9t/GdHE+1Arp2AKApAHV3WgdFig0+luTfO5kolvnKunWtpDwXSxP1Fz9XBw2KpsUA/eAI1uLSEazFoiHbSVyLNHQzG4P7toAEWKkZhshI6d3t21etrCxSZ2Omd3Vzqr+HlwON5nGF6bFM3MJ6B3cRNpiwsMHRog+IH3wRyF+9lKJTUldAf8G68y4tlg5WnwdAAADQAwB9pchxgydxshhYU3yWnc9WZ5mNMxiVEmeljh9JqatSFHc4dTwAxpNScVsqrkvbtLmk12/GNVJH0YUxAMKMAYvOXzvXAZi9LQUK0PF5AJwdt5kwH1YxwFhISnkoMRNS9g+l3B8eNxvv5e9QX5B3pzbe6n9HnbQ7Pz9EAvR7maTgS+FI/u7Lb/Xi5XQwT6/n6uDLoukASJrb2jPS63d6Xssr64ESwwWjquD/N6NyA8VXa160gGKMK3shwHrx4llbGIBIPX1J3scNoy1nqViy7DnxHXTL2HAX4DciEtnZmT7cmiX7G/+1lPhrKT4rxRalrtybcT0efmJ+7LiPWEA8/ICX58XVImlXDYDV1Jk3NFBDLgGC3H58zJXQER/k/2m8lNl1SZA3YoAkQZDoJxnxQspNStlJp+xCFhgzzavXeCsUN9YDH98f9D468v75jDAuPDtz4nURAc5y1AnD5ob2O8e9j7Vw3He2APC4GXr99/cKgATy4eEsLi2bi0oskJ4FUGK8llozgraABGC7vbNnSRGsJwLDgJ8XYyCO9jFs1C4yhucvp03/EI7jtWuX9NknN0w9mkqX7ySQAMDEn0nJP5PiS1JiS+osOAD0bu1hMTAAjGnhGFzZWlgf1QAI4HAOLzN1cIKtb29UivVL6c+kthtSrizlS67nL72H95MgqM3QdY52m8T77kolLEHQ7gC/D/cbKxQ6ji9r80o3b0vg2BulygXmZYBFjCXok0TwBTM90t5/Ie39l4eUz7z/VdQCwNrvwUEAxDMEE7CWT90ChPkN8ZDKjbv3nhgIGigF5jqxrWbJ3kC9oUmMka+n58wTQogB0CCBgPX0MWzUeVJKaPqHC0tm2SJySeaKemc4gt/JmIXyjvwM/y+xISVzUmfA//NMjsOyoIAGyQ+OebsIinMd2b12IOBxsMfIdyY4SCnTd5iESGxYKndJ5W5p7ok08yAAwM+l7m4pvCVV1qTcKyk36zLAxAMPbj4TDRj7+maA3NcwH3ej+Ry7zwZbN/HgQ2Yld0qZP3Z7pcsJpZpKzPvdfP8d1sUXX97X9MxcywU+4pZYT+5iUQuLK9YKE0wgOYp2ANUniI4cDBc03QX214YV88VX9/Xw0VOLayF2iBUIJabZumWUltHOkMXCuaHC4P42+3tO61EAyBkDVAckg2gMBUv+zJkx+4nl/GYssCyFEDz9l1Lb/yMld1/H5arjegCgp794HhygAZG4lpbEvmoCg4zz8DuAAwgeVJk5DAiNF0hGeNztizPS/JTr7DZ+S+qISuUpqTTnanpLoNwRG8DlBQ68cQiQk/U+zgLklF4PkLEAhJwDAAQIAUAqQ7I/kfJoBI5L5Qmp8v67q5H0I1bMS/Grrx9qdm7e1FMg/7M2MCxaMUC3ZkwyLJczZsXd+0+sbJAkEbjjWBXd3wm/nRoAUvZC02Mf1+ICr125aOIIzVZzxoKinpZFjRtszYIakOM/LYA77ryW2c5krIXmg4fPrJGL9UUe7LMKF5Rv9ptBofwc2pHCWH3/UUr9idSeeVP/z8f1ACwf+/KiCAAYoFHNETzqAg8CIIDqs798/tj4IcgUkUppqZyWVnaklW2prV0aGpDSYTcOMhxYfiQ9jtoAKdxfU3UO3FiAnL0WQ83K34JzAObEAn0GGRc4RzKEumCUoq9LxesfBCkauaa9TM4AEBVoGANGlTo3YTXj7GjptTYpl8+bziAAiGAsuQgSieQFero67Zk6GEo6NQAkrvXsheteBhgSF6QW79NPrwcNwcNHCoj80G6mF3wAyL+9+1Bff/PQXF5S+Jjw1FPvxzNxfcNLUmRBSvxKSv6V1JF1tBBiczzUGC6+HnYpyJ56wPIUkmPBq6pu1luA4BMWJN/F52s5h78OwAesoyyNjm09kYCvWJIiTtzirRuf97L2xAMBxKGgIqSWOCZfAegBfmSTGYsHQLMA404pujgm5X7qLEFqnt/z5uvGKTAgzo1nBf+P6idH8WhvSoHBex5mU77e9eHeMQBkruBOMlckFKEOMV/vDAC5cXABZ+bQ41o2+Z5rVy9Y/1JrS/cR9C9tyl2p8SRkhAt56iaf29srlysYgfTMxIi9OGjCY1soJ0UQQJ2WEn/rdrK/ntMH0GER8YADGp4A7bO+PnlRi3fnrSYPgIBIvQBovkkQS/TWKFnfrlBQh1yR4ocIGhycN6xRT2jmenBpvQXIWKo73h025z6bDAgzJ4zNf8YyxREp3yvle5xSdO6XNWkE1nh7Gz6sBYC1T90HBYBI5SORtbi0pqlXM5qamjX9vmvXLpo1gzT10VUOtQ/6+3QkCSRK/NBNg80Op5IMFrXByOabbHgkJ0Xh/b2Q4l9J8a+lnpxza0lseKvM01+wuDoFdUkAACAASURBVLB6sPzYfZe0WqwmQMKUYALXEQDke7x6dC0gyg3yUlzVXDxPxQGYa3XHiQMCgr6u2ZfE+aqXWiRRcKOZE87lBWUsGRR2bjD73j+Tsv/UJW/e89YCwNpvAN388DSxAJ8+e2ktDGBTYAV2pFGkant3FiD9PJCwX1/fMiXYJ08nLZ5FpQYZGbK0H0uSovZbcLIjIXcjkopIginazi1aD1paZ0Lu5gYm24pS9EFVFcgjqS/vxAFw6bBqPP0FK8n3/gW0sN4ASYCrlrgZ4Ocl9L28vBdaPage/bahewMPd5ydz1YDYC0JGa/x55MhjAswJhECAHor8LhbwDh8wyTGx7UZgIakbMTte/9cyvznLnP9nrcWANZ+A4ihwz6BFzwZaAXcvn3NhFKSibiFlQ6W4J1aDBD3jZgWPD0ap1P03z/Qa3ycgX5X59oCwDdvLnOGrqI1UX85bRSidHtK585PGAD29fWos4tm34HlF3spxaak/sJrAOSUWG7eSgLAeNABCyymoDqtpswpYIP151VkAC7iboBOIxvgB5eP81TzCWsBQEDda/xhweHKgk/sviSullxAdW0w1iTn9XxIrGYDffiA/1wq+xRzLaZlIxNy/GdaAHj8HPkjzPpbpLZ+ybRDqQ777LObJsxM8cVh2oOnBoBePtyLFxCQJGBLNUh7W9LA72OSsq/9NjR+JHOG/D8ijlSG0GMFisPoWFDKAwj2h6T4byRUoOPzUmJB6i06cKvmteH2+owpwOHjZdb06JjyMT+EDwkAfUkbIEUMDxDEimT3lSG1WLUe5Lxbz8vCW4++f0jmnzk3uDwgVUDXWk7c+H1/2ydbAFj7vBIy8n1A8J4wwGiG9NmnN83yO0yA4dQA0F82DzUUDwQMiPmhDsNDDSKfpiJE7dP2YR2J/D+0GLpnfXP3oZXKdfd0anhoQBfOndHwaERK/icp+RcBAXpT6i47C8/H/7BiAAlcPR/nAgCx3GqJ/X2IAOiTGAAYsUQSKr4u2dcG1zI2r4zNywEQxSL0hHCfrEEgNfsPXZ+QMghba7Cz+WupBYC1zykq2dZmgkZIC8uCQoRiNgB41AZ3EDHnTIaF1UBbzFouz7XFK1vTdOumdQQa13Ku7/sxvocqafx7D55YuR8vC8jQcCjPnItLqX/tBFCTBSlVlDorrxMTTBAPNSCBmwgo8PwCkMQA6zFmPiQLkHF5AQNcaQDQu76+OqUWnPK1wb66BUvQe7heOYducWSCS2OuYxyN4d/T1gLA2ieepAdtA+BMoggDuAF+iLEctRF2opqMnMWpAWDtQ2gd6WfA6pufvhDN1HGJEXe4deOKzl2IK9b1rxTt/Peva2I9AAB2vi8uIEHGE5Ag8eHrZusBQJ9EIVaGVclnSYIApo1sJ4kB+u/DZQXcsd4APHbGxl4LAPrzeHUZgNADX2BllnZ/X6W9X6hSGFel1B+4wY0M+OSfAQBNN3JxxWLp1Iq3eICHzyvVYLAoiANub+0azxgZvls3rx55IzwHFyBsAeDJ12vTzkAQ9+WrGeNPrq1umC4gfYPPnY+qY+hPlB7889exL+8CkgTgRQZw4QLzkFcnG6Cc1JIo8KMAHIglYgmSLMDFxo1uVGOiGQDoq1uwbn0sE/DjmmohZvuxAeo+TurLBINsdXbzZ8pu/kTF7KhKhT5Vyu/PAqSunmA+qkrQySgwaAHg4Y8Z7AnoL4tLqxZGSsTj1gcE/vHbNi/W2gLApsHXyU+0vLyq+cWgdebMgtWDIpQ6OlbR+OXfaPTS37nKj4PKLL5iwjc/95YfVqCnydR6ecQQsbSw/tgAGM8DrPUc1cc1CwB9nw+fGCET7DPctV4XoO4pQr5hVPDZldlbWpm7pcz2gPKZLpVK9SBrrRdQ23HFQtFKvNDVxMXjwW4B4OFzh/4ojaNohcmWSiR0/vwZE0OtdQtV/pd/UwMtv9bTtY5rdAZo/rSxua1Xr+bM9SHASxKpuy+rT372ULd+8uS7AAggeJoH1htxXR/781y5ehgdHgBdfNhlmX0lSCMDawYAYuHi2nNtVsIWjJEkTz2GGp+triwBBIPt+YOzev7gjDZWu7Sz3a5ivpbsSiMTcvxnTA3GGrKXBFE+mYy3APCIaYM+RvwP/rG9r2NxU4kngVjr1gLAWmfqlI+jkobSnsnJaaPDUNjN1tmzpx//wTN99osX3wVAL3/lS8VwW7GM2H2m830CIEMABO31HGRxiV/W04jtMIkvQB5+Yj0AyHmwbAHBQI/B39LH347p0bdjWlvu0PZmSoX3CIAHlxn9tVsW4OEPn2mRbm0rm3VyagijIIlHHXCtWwsAa52pUz7Ov/khkH/x5V3jNx0LgF4xBQD0Vlt1C8l6wI8va7YFiDsNCGKpYlQBfAf7Fx83r14en5e8t3Y9ANZCqPbn5xqq46VYlcHWAsDjbsKH+XdU4l0DJs/9CikSCdclFtECwA/s3qKmQzMc+E2QNts6to+2ALFoABlf4YDVd1wT8beNt9kASGjGd6YjGQMAAl71iK4AgNU1wQChjwF6kddagN7TYTgXWWWuLQj+fMgAiNalSTxdOKvu7g51d31X4ukDW8If1eW0APADu120FEAhBmY7tY7x1NrRAOgfZk/uhRZykqxtswHQy2GRdfVusG/jWeu8+z4njBWrjXPCVeY8EKNrrXP238d5MK69RmBF+pABkAoqgvpnzyLy2a2+3l6zclpbc2agBYDNmcemnQVOE5xAABCFmHBsWZ//4rk++flLhTsqtu83OPIAiCVIPKya/9fIFQEwXjrKd1PzWeVGztdMAKxu9AQAHpQDq/X6mCusUq4tqBK598UZsW+upZXZi6lUrIc8WesXN3YcdKiJcWTeR0xUZGhwoAWAjU3loZ9qAWATJ7MZp1pZWbM2o3NzS5YIKWlRn/38hW7/dFLRrrKi3aXXhGjP/yMGXE2PqcfFrL5orCKsIyw24mtYWCQtao8pvzkFzQJAr1PI9eHyV/c4rrXRk78yD6Q+q5yTvvrNBdtJgJRKYVXKtfjUzbjbx5+DUtJWW8zj56nRI1oA2OjMndLnYP4v0GZ0bsmAMJOf063Pp3T9s2mlegtK9uYVaq84EPQxQCwZXx3iO6g1cn0ADOotnK+6H3CjgNoMACROd7DXMWNkvFyXl/uqdbxeJh8AZP6y0pe/uqgvfn1JO1tJA7/KB0QMawFgrTe2sePeOQC6xfXdFXbUvzc2rEY/5d78lNR8d0NdotHz1v45mP+O37Ro8libO9O6emtGl27Oq3NgTx2DGYXTFQdQXnaeOJlvXoRFVA89pPrSsK4AQACnmnTt227WPgx3ZDMA0H8nY+Ta2BlftcVbD2+ZOavqGFfJhPTFX1/U7/76sna3G524eiem9uNbAFj7XDVy5DsBQIQRXLeroopFWtkVBO+N7miksdkpTmanoJkqCFRR+Fku+RR3I8M7+jMINVA6k0i+fnoiYadaA58oEo1YT1GaLcVpuBSLKR6Lub+dorKNa4qTDZriPNXiyqTOXlzSxIUVDY5vaHB8UxHaYQIAuKo8zAAzSQFfH1tPjewPDQBxgdel8npImY2Esutx3fvyjO5/eUaZ3XqQtLnr8aiztQDwdOe5KQDoa+ucsomsXaX7N/c7wEZ5Dw93Ll9QLpsz1ZOdvYzKxngvGpkRIjDHuN0pNrA7ba/mTgQqNSguV3esA9wAxXgc4EPKK6G2VMK0DJO030ylrLdJLB53nblC/OeuzUl9BdfJ9QamZL2Xbb1O99siPtD07AsNjm5ocGRTZy4t6ezFZUU7Sw4AsdSgwBCzh/yMFcj/NxrD/xgsQGKU4BRWqa+Jrge3giRIaTmstcUOrS+06/nDET1/NKxcptE3R3PXZvXZAEBEhWmH6Zp9D75u9Rh4U69d9tPz3W19+3Xt/KSqde/X/+nNw2md+cQA6JoTl5THqssi7pkzCyaTydi/A25Ye/w7MjRYdPw7HDfAzTeCZoDcvtdgApC637G8YvEmL86KhBafV4Ww73fobaVI/D83PRa03UTM1bXgjNm/cT2UqiG7TabOA6e/Vm8t8rl6dBD9y4PG2F99/UCTr14q3bGrju4dXb09q6t3ZhVrLzoQwDjGCsRzg//nm4bXi7p+dX3IAMjigL9HlhoWCMsBAMTqrYUQXc0DXJEKyxEtvOqxfWayTzMv+5XPvb8SuKMecDwQuH/dPV0mkdbf3yM8FTb3siyqWHDeEl7WaWysX9Z4MpFw8nbhUOAZuefS1nosarJ3B7uwncb1NPOcNQOgPZiAhIGGY2Cb6xoAHH16kfHZ3dmz8pTNzZ19kEPhAhDkBoVCbgK9YqsHPCwuXE2sK4CFG4+VxcSmkkm7Ac3ccMuJt3HNfisWCgbSZn3mCwbUvkLDA5O/fgd8cbMOsSLbUk71OpUMLEZAMcGiie+7zIzZjZ0WoW++QQ+OjQww7TJfvHypUDinWHxPt388ZdngRKqgUASADtxfrCEPgCeZpNMAQBIrxN1YPCQs4Ck2klXm81wfu4+KcB5qlWuJUR6oBMkvRTX5dFBTzwa1vNCplfkuFQqNms4nmfS3fxbOH2uftYW6eldnxz7IAH6s03zgKZ0WAAJqELJp1xC2MFHI1rZb73hHGACxN4SP/fPt1/ubz3yjb+jmz3NNAMjDzxsGpQqn9pwx4NjZ2bP/pyYPgDOXtVjcd2GJlbk9bGDG24K3SAJwAPASzoLiDWIlLHac0/L3E8b/+7hbM4fvXPOCXa/fAHeAEWDHOjTLNnDJzUXPZM2iBST9ca4Up2KuMHFD1K/99ba1p9Te1maq2IA6C7m9LWWLxluQ1vntkEbXK6vrevjouSanXimb3VW+sK0bn07rxmczSndllGzPKxIvO3cXAMAFJjN6kq3ZAEjVBtxC3E5AEEut0es8KQAeqAXOLsf16JsxPf52XNtbKe1sJo0C86FtAIlfTzwrAI2PB1EChkdlngoAFD09C9YMgDJGkPOOeE79de3/5FmPRtwzHax31jzGAQDqPKXTvc5679+hAOj7e5TLTtkZIMjmcibUiWrJ1pZTLoGyQWd2b93xIPsHOhQOK0X8LIlllFAyySQkDRAABqRriKthMTEx9biJ9Q6y0eN5oxKXBPgY587urrn5WLvMBX8DGLOZrHPvD1jH9oZMJR0AxmJmKVKonU6321szlYw7i5cXAHNnjVycdUzDl+cvX2l6Zk5ra5va3t7QxWsLunhjXn2D2+rp31EcVxhXkHggSRAIwifZmg2AvrE5RjakbYx4apUb6T4JAHoeIJ4ev2MB+oqQ48ZN8mNHqrBvh7S3lNS3f3dWd393VoV8TPl85IPh/732Dpwh4AwC1of7ue89BdLWeEv2TCVriQUcN1Hf/TshIdZ7NpNTqewSk+YFVtzL34WOXPyK68U6BAABPdZ/B+u+M+26HAbhImfsuPF4w4fxvWscOBQASVTsBe4hnde3tndNn2xne8fJSeedpYc1ZG8fSxjEzbrxgzTQw9pLJJw7G1hG+7E0bx0GVlP9t+X0P+EtX8tIF92YLaMdZKid9L/bcUNYIICjAWQm57LaJSxikjmYQKH9eCZzwtsQMEy3tynd0a7OdNqAkTdoZi9jTeahw+AOr66uamBk0/YzF1YsIdLenXOxQA+AjbiW1dPYbAD0PX29iIEHwEa6T/KAeVksLEoAjfHi+tcybq5hQypthJXfimlzMaX7X57V/S/OqFwOqVQOH8bOOv1FduAbXJgk7GJshFl4rgixmDfhni9jJUSj+54DoMPvPGOnsYFvfp17wLNQUQ4PyicrC2YM5PI5lWB6BMlNjCfv/RE75xo9OPokJEDZmW5XR0farMp3uYXK//O/rliyolR0D3axpN1MxiwQLLyNjW2z9nB19/b2Apc2sk8PwYqj6Xk63aaODjcIsqXI+Fgsr+pGvcuBvevv4oZjJTJHNF3Z281od48QgYuNkvVmwdhb01wJXpgVpVIpm6+urrS6u7ps3niZcB/WNzbN+gMAV1ZW1JbO2X7+8pJZgt2Du0p0FBwtBlDBAiS80qgndxoA6Fts8hMARMaqUQD0rT+9/BfAx/neZvn65kp8ZlXKr0a1tdKm1fkOPbk3pif3Rt/1UjGjwVt0+7QrQj9YRYGhYC5kEGfjmXLPVrt5ECTcAMj3mXAgNJTJEvZyjA28QFv3exlLeNLtECOK3zEOAFDvIQHYeIMAX3t7u3mFPd0d6unusrVvYbPAMOLnUWGiZty4UO5//BcVs/K2sPTcT6w9EgSZPefa8TDyhmHS/U2wt1IbD69zb7lw/g7g2dsoGsTyfiANkcxaDCxF9/aDy+g4jeYmYxXCfbRQgl8se9adiqy5zyzb3AUxUJ5dzmP3ZHtH0Rj3oaTB0U2NTKxreGJdQxMb6hjKOLcSQABk6qGFnLYF2EwA9D2LPQBi+R4HgL4rHJ9Zk/YWEpqd6tPcZK/mpns1N9Vow5PGHz8ecB8ecfp17fYSTLUlHbgFhoOFRQI+KslAPC1vUPhQSeNXcbJPWpw8iJe7mLlf8y5sVv37Xjar3Z1dW+dGgwueA6hxLqFaUSLhAL+trU3pdMo8o66ODqU7XIIRjDmNLfTqv/0/KvTXpPrALL7NbbtATw8xMnA8Zj1+7aI6O9TZ1WFuGyiOic6NOS3z+zQG/a7PabSfonMZrOcDjW92XFjBWdhbBnS2kMzVdkEuP6eeRuSvu6Mro66ePY2dW9X5q4vqH99StKvkLEHfE6TWXsAfEwDiUlerOgOAxBS95XvYjcVVzri4X3kjpM3ZNj17MGLZ3831Nm2uNVrnd/Qq8jE8Z83hmjrLzvYgGcjz055uVzeZ3a60Myba4Jk6ADSe6fdkIySEshHWIGvZr3+eAQsZ7eVUwgMtlW3s5AV8vLyjM+1CROk29wIIihFINh7W+LzeKQv9y5//9xWC/LhqjnxcMGvOgM7S7mkXwAySF87Ke10Rgdneanv59ml3XMfX1CEvd24E8KAxes7AMa+dnR1tbu0YQFqGPZtz8cegjR/fhCUYi5c0PL6uS9cXNHx2TR29WaWICUILqSZE18M4+NBdYJ9MwRVmh1ZDVhkAJHR02FiDhuilrbAKWxEtT3fpwVcTevFwWIVCVIV882NOLlkR2bdksO4cwLmkGL8bry6Z2K828m4fwHdUU+96H+4P5XiXSHVusOuD7X73/U9IsG5ihG1uWejIr3ljVkQcBYfQUE9Pl7nJhAQARMceOVm/8dD/NvFfV3x2ibcVJ+3oaFNvb499GeCH24ulR0KjtTV3BnxjdLMO8wDgbhCO2NYOySdCESRXMpmgMoZss8u8kQnGChw9s6bhsQ31DG8r3F2xfd8VhhmBMVELEH7oABiIF1j5HwkRliMAiNXLOKuxDN6fT5ysS9mVuLZWU1qY6tHje2N69az2vhGH3XFv5QF0GAUE7334h/JKLDmsmI50m1IWKnIZUc8VdZ85PdpKc1fp6ZzNh43wjvBC2Qn1bFfR6wjBMddglEsYtquj08VCLcsMDzHIOjOn9W6h/3Xwv6ogstjX3+0Y57i36fbAvU0G1Q+em/f9McvrnajTOt4TzI1PGHAPiRsawTVfsIQUHeOQyfLUo0LBucuxeEFt6azFBC/fnNOZiyuKthcVbw9K5fDufDPxWm7dhwyA3ADfFMl3ifMCsAAg/1+9/qmQYQco16X12bRmX/ZZzG9uukeriycjTfokBlYczwtZTDL5LkbeYQ+oryl3NeZVPNeW17T/OHnvyHk5hX0dAKzAra1ta3i0teXCRZZcyebMSINlQu/svt5u9QZ7Pb1A/AWE/s/P/7tKf58rscHlJSDrTfNWXO+0YO/48/oSQdzitfUN6xKHa8yiwCK0QHIBqk1GbZ2bmrg4r7EzS+ru31FP/55CbRUnmwU4eIA4Li74oQOg1wUEAOEEAnpeYZrETzUA4i7vSeWNsIobYS2+7NazhyOam+rT1kZSezu1B9U9Gdl7SGRoIfMTq3LuWZvSwU9cNctstqfeOaft+FX18RwBGHruLQDoErSA4Y7R0cwAgP/YlrL8RG9Pt7UMSCWxtKHeuWqy43iFoZf/zf9eMdpKW2qfS1RdtvLxTNn370p9GR6xEquphoOZyxsvkwUBKK6trSlXWFeibV0dPau6cHVB564sKRovKxwrK+SbiBMv8+7wUVP1fQFAT5rekHIbMWU3Ypp51q+H30xofrpHpWK4rqoPXwoG0OEhdXd3Wniop6fTaEy+0skR2R1huWU8nOx5dMUYQUY54BRCswEUjR62vmFgSMiImCKuMNb3yPCA9dPuSLvcxXFUodDu//B/VXzB/3FoebIhtT590hkw8QaqUzI541w5+tK2djPbKpa2FIqsq39kVgMjc2rr2FBbx7oinaXXMvqeInMUEDYbAAMrjAoMS1pgsflKkFrjktWT5iktvtkSMT9P/8Gg4/wcg+sbWInrC2mtzHZoZrJfU08Htbp0fLkMlh6JQOLePm7nSbuetI7VwY412NpOfwYAROKBeD5klFn3sCeIG0LZg2vIxj2xaivCEUGRQXu6zeKEUIkOZtdDpf/pX1W+b1mn078d7+8bDssokzzZ3d3R7t6m8qVZ2/tHn6p/7JkSqazVDOMSW7bUxwUP4wo2GwCJ2ZG48DXBgB5iCITf6m1mxJR7tafqfsOe9uPdfA+6AWn61dMBPX8wrIXZHq2vppXZOZ4kiVuFhUdcfGig38JDJmyRTBwo33r3pVvvb+W9/2/2HhGleFamCqVsZ8+yx0tLq1pd27AsMnoFVnIXSIlNjI+ot5cigzZLTlVvNYkhvP+ht67gbTMAhxB+YTabUTa/oVx+XR29U+rsm1I0OatwbF6h5K6UKkupikuMeCn56vXQbAAkZgcIAkZYbQAgNB0A8GDMrp5bDACiDO3rgb18PxYhGeJtKbMW1956QlMGgCNaW+lQdi+mYpXiiw/1uHr117tlbzvgvKYt0O4TGj/0rG09t+hdHGvCJPmidjN72gz4tFSwYR16ehlZY0IWFrbo6bJ7yf0GHNlaAPgu7tQ7+A7TMCSTLArUSwpH120PJb6Q4n8jxRakEDqCpdcA6PuI+OtrNgDiinoJes5NEqYaABv1Hg8CIGDuGVobUmUtpOW5TpO5mn4xoOnn/drZSqlSed3vw1MroLEMDpAE7NXAQK9p7gGAntLixQj2xW7fwb1sfUVtM+D0YF9zbKHTbAcJE7oqzs4vGL+ZhAo85sHBPru/3OfubqfI0QLA2ub6IzsKJdms26PPpegTKTopRWel2KoUy0mJwuv2mj42SNwMxWU4dM3oCXKaAOivE+svsGIrxZDy61Hl1mJ69bxfr14MONXn1fS+2CmZQcvaWiWG++nYDwTNqXai1jbWlCqDj2zRfPSXS2bYqqZyOW2sQ6zetEorrEJAkDYYxGxJkBDmaAHgR3/L3zaAIGAW2pXCO1L0sRT/rRR7KkU2pciuAw52bwniqmJd8dEPGQDp64s6NBWDgDeudU4q7YW1s57S1lpqX+ggm4mrXAntxw+hpwwPDVqmEIsA6w9rLxJx4gLViuTf6+XxPR1cdXsOCgbIFi8urpigCD23yRxXt9hoWYDf04WwP6xQwAgOLwVW4KQUwyqclqJ7budlSFyQeB21tgDKhwyAxBN9A3ewrRxSMRtWZjuuuZd9mp3s09J8l+3RSFug2u34YlAjSHAQ26OcCguwWmPv+74cfmjj83XHAN/mFnoH22YVQqxuWYA/qNVQkkJ5KTInJf5Gin8thZelyMprCS0vHeU1Bn3ryVok5w+by9NyganuIKZIxrcglfJh5bIxba616cFXZ/Tw6/GA6xcxoOvv69HQUL81GCcb6OSkGg1A/qAWzfdmsL7ZGIIvLydnNDdPDKUVA/ze3ODjBxJ0GA9vS5FZKTonRaalyIwUwTrEpyRjUZJiQeN1ANBTZ46rInkXAOgBOug3XNkLqZwPaXcjqYXZbi3N9WlzdVRbq6NKJbH8XHyvp6tLqIpgASI465VEjp+z1hHflxnwFBo6UsIfpJ1HCwC/L3e3kXGEclL0RZAkeSzFHkmAI1ZitCQlyhLcQeKDACEUk3rJy822AIn5sWMBrkql3bAK2ajV9T67N6656TG1JQfVnhy2+lDqRHF5oUI0UijfyLS2PvNxzUArBvhx3a8mXm1JCm+4PbIohRek6JIUXpSiq1J8XYrvSEloM2WXbPDVFniPtajLNAsAfUvLQFq/vBNSeTuk7eUOrSz0a3ttRMXsWVWKE0q3dyvd1uM6qSWTrvFWzGV1W1trBg7OQAsAW2tCCmWkEAkR3OGXUnTKJUkiy1I0K8Wyzhpsh0gdkKir9feOAsNqRRbPA0SrEKsSQK0lDBd47lbiZhw/qZSJq5CJa2V2SNMvzyu/c04D/efU1z2+n9ho3dbWDNQyAy0ArGWWvvfHFB1JOrQjhbek8KoDv8iCFHslxWadNcieCLQGATAPYkfVFle7rIQYATNPuakmLx82vz7exzkCWX2z/HbDymyOKbN5VoW9MyrlziqsYaWSHUol0vsqIN/7W9YaYFNmoAWATZnG79lJIFATD8Qtjj+SInAHV9yONRjPubI65LaqBRZ8QyafMPGipJ5gDZh5eS7iio6L+ubmgY/PcjzUnM2Q7aVsSqVsu3Y3rml37Y7i4XPqTI8qmTiZtt/37O61hlPHDLQAsI7J+uEcGlBmcI0tTrjmwC+8IsWfBfuuFCtK0YpLkECd8VYh/1/t3sLbg3WAS1wNgIfRa3B1fQ0xvYQzISkXkXJxVbLXVMleVyE7oWJ2XGF1Kx5rUyRyvMDBD+fetUZazwy0ALCe2frBHluSIutSiMTIt1Lsaymy6mKHkZwUzkvxghNaaKtKmJB3YCdriwsMuHluoSda+znF4mMPmhhpNyLtxqRMXCqlpXKXlPuRlP+JVO6VKh1S3MfSOAAAIABJREFUpX4J9B/sLWwN/NAZaAFga2HUMAPUFuclqDNYgVSVwB00/uCCFJmXomuuxjgKjSYQX/WldlhyqLT4EjsvYVXdkA3ZLI7zjY8ybVJ+QMoPS4XzUvGcVBqSykNSJSFVMDFbmd0abl7rkLfMQAsAW8ujzhkgWVIIEiVQZmYdoRr6TGRLCm1JEcAy7wQXkkWpWHG6gMQGvXSVtwB9rC+guGgvIWVSUq4/AL3zUuGiVLzg/Gqz+mrh4NQ5rNbhP8gZaAHgD/K2n2TQASnPLELoMwGFJozAAlzC+QAMl6TYphTdlCpFl9DAYMMqhE8IEJIEARhxe33Do9yQlAP0LjjQK05IFVxgzEafZTnJ9bc+25qB1zPQAsDWamjODJA5hlBtpOrgZ2TNxQ2twmRPiiDPlZNihYBOg2UYkbJhqdAhFTqlwlmpcEUqnpdKY1IZCenW1pqB05mBFgCezrz+AM/qM8foEOaCmCHAhxQXtcdTLlZodBqsxaIUKUulhFRMSvmrUv6Ws/jKg1K5W6okpUorw/sDXEzvbMgtAHxnU/0D/CKAEN/WXGOqTLAOsQqh1uw5kKy0S+V2Z/UVbkjlAanS1gK+H+ByeR9DbgHg+5j1H8x3BtwWn0E2QCxKYeKGa841LndKZSgtXY7qApmwUl1n94OZrNZA38MMtADwPUz6D/4rreyOjPFuYO2REYm2Mrw/+IXx7iegBYDvfs5b32iEQGKGZani2dKNCA62prI1AyebgRYAnmz+Wp9uzUBrBj7iGWgB4Ed881qX3pqB1gycbAZaAHiy+Wt9ujUDrRn4iGegBYAf8c1rXXprBlozcLIZaAHgyeav9enWDLRm4COegRYAfsQ3r3XprRlozcDJZqAFgCebv9anWzPQmoGPbAboEVyuQMVq9QX+/9s7D642smULl8kgBAihAAiRo8H2eN7//wVvZrDB5CShLBRQIIlw11dN+871mkAydLf6rKU1nhmBu0+oU7Vr1y6bLZ37uO4MuDPwnBmgP/D1zY3c3CBP5BrA58yl+7PuDLgzYLMZwPCdnV/I1RV9F1wDaLPlcx/XnQF3Bp4zA41GQyrVupydIT/uGsDnzKX7s+4MuDNgsxlwDaDNFuwtHheQ+ObmVvin3pLvRFpbW/XjDncG7DwDrgG08+q90rPX6+dSLJWkVqdRh0hba6sM+gZkcHBA3mEN3eHOgE1nwDWANl2413zsYulU4sdJOTkpqRfY1tYqk+NjMjERcaQBvL6+lsY1PTvpOvJOWltb1NttaXG7zr3mvnuNv8s1gK8xyzb/O04KJTk4jEsmk5eLiwsVr3q/OCdLi7PS0uI8D7BQKMlJoShQw9ra2sTj6ZGBfq90d9O9yR1OmgHXADppNX/Su5gGMJHMSqVSkUbjWj59XJJPH95LW1uL47zAw8NjOYwdqwHs7OwU/2C/jAyHpL/f+5Nm2P21bzUDrgF8q5m30d9bKlfkOJGSZDIruXxBKQMfVhbkw8qidHa0S3t7m6OM4LeNHVnf2NUV8ni6JRQMyOR4RIaGfDZaNfdRHzIDrgF8yCw1+Xeq1ZpkcieSTufkOJGWcrmi4e/7pTnx9HRJd3e3I0JhqgL4/LG6IX982VDsb2DAq97f1ERUAoHBJt8Jznt91wA6b01f/I1gymP0Mtm87O3HJJc7kbnZSf3093mlr8+rxsLOA8OndJ/bW1m9N4CdnR0SCg2pAYxGhsXno0mTO5w0A01vAM0JOD+/kI6Odv2A+3R1djgqrHvOpqVMqH52Ibn8iWxs7snxcVqmJsdkciIifr9P/IM+DYPtPG5v76TRuJLLq4asrW3Jl7Ut8Xp7ZWxsWEbCQQmHhtTQu8NZM9D0BhDPZnv3QJKp7D23rV8Cfr8EAj7NALpDtFD8qtGQfL6ohuHgIC6RyLCMjYYlHA5IOBTQi8POA6J3/exM4Dxubu3pB54jhn44HBT/4IBmg93hrBloegNYKp3KxtaexGIJ9fw6uzpkPBqRieiI0h7gfzU72ZfwkNDw5KSo4eHu/pEEg0OKiY1FRjQ8JFy087i+vpHyaUVDfcL8vf0jDX/nZiYkHApKX1+vS4Ox8wL/zbM3vQGs1upyfJySRDIjEH5LxbLMz0/L/NyU0h66uzrdki8RTQ4UimVZXf0m27uHOjcD/X0yOTkm05NR6erqtPXxgNqTPylK/qQgsVhKYvGEjIyEZGlhRg2hp6fH9kbe1gv0kx6+6Q3g5dWV4AVS5XAUS+gnMhqW0ZGwhEJ+CQz53Zv/fvNxQayvb8nOXkw6Ow28lEQIl0VPd/dP2qKv82sxgKlMTtLprCRTOUmlMhIdG1G6Tyg4JB0dHVoB4w5nzYBx/itSrdX0xZpOEdoURKzXz2Rra182t/elo6NN2tvbZWJ8VOZmp9TTcYfIaaUqm1v7WhVCuRgfqDDL0GFsjo9dXTXkOJmWRCItmeyJZLN5mZ4al18/L0sw4FcYpNmhECeegfMLkntFKZXKzWkAzUUl0xk/Tks8kZIyoXC5IsPDQZmZnpDAkE88Pd3qBTTzAC7A+MXiKalUqlKp1GRleV69JG+vR961tIhdC+MuL6/k4OhYDo+O5fSUd6vK9FRUPn18L0N+lwDt1H0PxSudyUmh0OQGkCxgrV6XarUuO7sHsr1zKF6vR0ZHoUEYmc5mL4WiAoRseTKV0brgdCavxu/TpyXp6/VIa1ubtNhUHebi4lKxTdaecBjvFprP+6V5GXT5f061f1I/O5dUKqu1300ZApsrSygM1aNx1ZD9g5jsHRwLACm4z5B/UKYmxiQY8kt7W1vTJkUwEpTCER7iBcaPU1oRsrw8J77+Puns6lSpLDsOeKCUv1EGx5qT/ccAzs9Ni2/AhUDsuKYPeWbTAJIAa2oDyMtrX6i7u3svJyuZTE6rH/r7+mRxYVqiUGO6umyf8XzIxvir74CTacKoUJT9g7jSRWZnJmRhflr8/gHp9XhsywfEu6X8bfXLhvT29khvb69iwDPT41rt4g5nzoBrAP9iXSvVmlQqdRUAAPPCOwQIJxsI8RdMCLzLruHeU7cyGnn12pmUyqeytb2vCZHx6Kh6SvACqQqBNmS3QQkcYq9qAFe/aWUL7zIWGZbx8VHFN93hzBlwDeA/rOvB4bFsbO4oP5CBJzA/PyWTE2MaItk13HvqVoYMfXV5JVwQa+vbsra+JaFQQGtlR4aDypvrtVk22GQBIPhgGMAN431Ggvf/DGkCzB3OnAHXAP7DulL5ADeM4v/8SUnubm+N2tCRsPgG+hUbaiZqhFaE3NxoudiXr5vyZW1DBgb6DW9pdFi9QSom7DR4n/OLS60AWd/YkW/fdvQ98Pzw+AMBvy29WjutwVs+q2sA/2H2Af05HGQ9d3YPlStELwzwrmhkVDHBZuSHMS9/rH6T1a8bKoUFZjY+Nqp44IDNEgYkuk4rNSkWy7rG2zsHivvNzoyL3z+oHFC7l/m9pYGx+t/tGsB/WCG8A3AvFJHJeOZzBbm4pIHynZZ/QZSlBIwD0kz9IuDMrX9DNHRHO8Tx7hPjEVlcmFHRADuNi8tLLfFjbZUHeHislS0L81MyOOgTb2+PkuLd4cwZcA3gA9YVAjBpcrLCkKWLxZIaPz54PPSLaCblGAygeku7h9ojhA+46MrygiaL7DQgwpLph9dIFQiCr1S3vF+a0fCepE4zra2d1u4lntU1gA+YRfiB8MTwFOAIIg0P2E/5VzRqYF/QY/CEmgETZD5isaTE4kkpFEsaPuIBfvywqNngVhvNAyWQSep/k1lJZ7KSTueNficfl5QIT6Krmbz7BxwHR33FNYCPWE4Kpvf343IUT8rZ2ZnUamcqBkC4hFgmclocfqcPYIFMOifpbF6SyYwq6SAc8PHjolbM2IksXqvVdT3x/kh6AXf8+suyfP684mZ/nb6RRb5XgrhE6AcsNsoReDsox1AzHI+nlP4xOhqWYNAvAf9gUyjHXN/cSAFjUSzL0dGxHB0lJBwOyvulWeVJkhihWZIdBnW/ewcx9WbPz86FkPjD8rysrCxKj9sG0w5L+KxndD3AR0wfhFmyhrX6uWYLt7f3paenWzuHQY0Zj45o1UhLq7NJ0tRNIxaAOszu3pF+SH7MzkyqASRz2tNjjx66VLagAIQIAgOqDxqAJHTcPsCPOBw2/SoGkCjG9QAfsIBG45w7wRMELKdSpHJak0q1qqrB0CdQSebgdDg4c8gcnJ/jLZ3Lxua+bGzuarUEtCBIxCRC7MIHpAn61/VtxXbJ6PPRhk8zk01b8viAo+CYr1ABBPyRzZ3oOzWdHuBTVhIPiFC4UCpLPJZUDIlM8NjYiKoHQwxGHUUn1KbqKP80L1wEeMJXjWutBvnydUubSIWBA4ZDMjoS0n4aVh+8Bzc/FSD7+0fS309G/78q1y7/z+or+PznowKI84sklmsAHzifqhxz1VBPkKQI/SNIDKCQjAc4NRnVZAAJEadmEIED+CAe8Nsf3zRbyruDh46PjcjQkLV76JpVLYhh/vHlmxwcHKsCeDAwpDXAfOze6OmB27mpvwYGTI8bIjrXAD5hK0CQBkA/KZTl9LSi1AkqIpDUp2l4V5c9sLAnvLr+CCVxNBLHoPDu1AMjJEoZmZUHJHdaYFLmSKe7eDx53+luWOubh8NDLv/Pygv4Qs9GCeTWzoGeYdcAPmFSVTmmWtVeubSLvL27k2EEVOklGxyyvCf0hFf+nx+hfSS9gikZhAGE57swN62G0MoDMjcAONqGvEMqnVMyN20wqQAZ8g80re6jldftpZ/NNYDPnFFCX9SDqRDZ2zsSMIX2jnZNAkxGxyQSCavAplOrCVQ8dj+mLSXPzi40AYJMPrxAKw+elWemAgQIAywQz50ECJzO/r7epjeAtAq9vm5o4g8sGzjHFIu18to+5tlcA/iY2fqL7xL6mWA6cvFkk+AJMjhQeBTIKUGXcWJCBC7kUTwh+XxBYQC0Ej//8l69KSsPWh9g9PD84vGElE+rKnq7MD+j4g6smVPx24euC6o/kP8xhK2tLcps6PH0OEodxzWAD90N//I90ukAqmSTIAZXqnUJhwwBVfCwUNAvLZRVOSwrnE7ntJTMbCdJNpySOAwgXq9VW0myVkid0Q8CtR9K4qhlxnsl+9vZ0eHIC+sh2x181CC7lySTy8t140a6e7qU6uTzDah37JThGsAXWknEQm+ubySbP5Hd3aPvaXXtnTszKbOzE9pVzk51sg+ZGuTxyaTCpTqKJbV6YmFhWuWxenu7tSrEigMCNDxOPEDEEJD4+vxpWdtgvntH9t6u/e2eP9vUvaOSQ4IPeAPaF5492ogkh+iR45ThGsAXXkmqI7SwPpvTUJhaU1NgExFVpynHgKPxicU4LEdKh5maGpfo2LAKxoKnWXFQ94v8FR4szw+lhxaYv3xcsuLjvsozGUT/W4UG+GSzJ3qRU+MOLYhohg55TuqR4hrAF95aKKXQYIeielprQq9Qgu2AVyaiEe2f4aQSKzKphI+UkpEN5hBh/GgnSkLEqvqAHO7t3QNt7Qmpu7297XuT9xfeErb4dSYvkkiGiwzPDwyQBB+czrmZCe2TDQ7oJH3EJxlAoxLgWsnAbBzCPCcC/E/ZudyggMaVWk0lowgNEVG9vLyUyfExo8tYP8oxHY7IMmLw2Qccmq9ft5QcPhwO6mGJjIYtywdMJbOyvrkjmeyJAvxIm9HdbmFu6inLbvufYc+eVvDmoXQZLU/Zo+hdgmGPDofFN9ivGLaTkkNPMoDaRat2JgiFootH1owmQe4wZsDsMWwqx+AdHR4lNBTGAAYDg/dG0H4d1H5c4zujl6iSSX/7fU1DfjwG+IB4uxDCrTjIXiPpjwFk/xKuI+bA+jTjgBdpkvpp/VAonqrSEUwGlI48PR7p6upw3NQ82gBi/LjxmSxuCk+vRysABvq8elt0dXfpLdHsHqHZbAe6hRlSQIXp8/bqxqK5EqGxU+aKPsFf1zYVTyPEp7UkhwehVCsNE+eisTslcGCBEJ+5lHhWLqlmGnh+5xcXUqnU5CiWUCiDiK6jvUO9eMoa+we8Gvo60cl5lAE0WwiC+ax+2ZQvXzekp6dHDSAgKSVQFMG7Krr/PUJmeAimQtUIczcWGZHl5Tn1kpwyV1yISISBfWL8oUwsLc6qEbTSMCkewBOIIODtoGAzrCIORivMZhpkv1H1zuYKagChcNERj4uA0Jfsr5Mw6x/X9lEGkB/GAwTnIesXiyc0FOZQ93i6v3dMI01Opqiz01mA6VMOBvNlKg0fJ9OSOE5Lr7dXPcDhkNFk3eu1P68qlc4KfZQhguP1Iiv1cWVRycVWGuxdDj0hMI2dIPpy2CMRI2kTsLiIw0vNJdSWxnVDuauUccKJvLy41LmZmIioNwxW3dPdbVku50vMxaMNoGkE2eRggIQ+1MCiDwccRNaPZkFgP319HgWXaR3WvKwq0UwaxFJqTtfWtvXPvb0eJUqDOZE0sDtkgKhAPJFWQjTeBOHS/31eUWKxlQZZa8oVOfR4rBx41gCvR2lKNmvr+dS5vbxsyNn5meRyBW1wRVsDKC68PyR2LoVmkAN7kgE05aAI74qlsqGNh1Q84c/1jbrM1MJyowKIc9hpL2j3Q/7UzabSUXd3qjwLboqOYKVS1zmZnh7XbClNlfCa7DpYe7xAKisgF7NHPq4sqLIytdH0CbHC+sPTLBTKkkimtQUmlxGZ38nJqIbtwDlOHuZeLJcqkspkVQ2nWDxVMQtDBix8fxH0O9rzM9cY27X2DUHcuP6nRwuimpgKm54QiAlFLl3knYL9AKlgCeistbUZ+nhWOAhvsckBmpHMit0z7PGKCTcio8MyONivG8+ug8qKbL6gBhA88LpxreHv7Oyk0TbAIrXQXNQIIFD+htfDWF6a04uIKhYn4128K9EI1CUI4Du7iEDgrbdoxY6KQcxMqPfOpxnOKfAUWDDRwJMMoJlV01rYSk2QGMcIgi3w/961tGhYjEqy3z+gf6bOshkNoYqoXl7qwTOTIl2dnYq1TE6OqYKKXUVUCSuL5Yqkkhm9TSGDz8xM6HuhskwFjBUOVC5fEEQrMNRUOeCZ0gKTZuhOVu0xL9ZS+dSo8sjk1VPHGKqDQr16wK+UF1P5xa6X8WOeGxEPBH23tvefZgB//Mvw/ozi+Jzk80UNj8EBUZFAGioaGVYqCHWxbDgm2woH4zGT9tzvUntKxo0qBDAI6k7JmCLFRNkR8vJ2G9SPcgkS5rOZINSCq1EVEhgykgtWWGf2Zew4qV4ghgCv79fPK0qCdvIwFbwTqYxmenFUSF5CW8PzG49GVOXF6R7wj2vMhfj/v60pPv8kD/DHX4iXUz87U14Rxo8PniHYC/gKxo+iahIA2ku3o92xWnl/d6D+rBwD7wpv2aieCGhzJebGbmx7+GRoI1L5gko0GwtRVKWWhKGZBC3xTiRq9vdjmpknIdLn9agKjNXoOi9pjInE2HMkLVkfSPk3N9fS5/VqZDY6GpJQYEjDXquq97zkfPz5d724ATR/OYfBwLxOVSz0OJFR/OH29kaG/H71DEiQADzTQtHEHX7Wi1rp91JvyY1MPSo3DyEZ5NPu7k6ZmZ6Qmalx/Xc7wgSE97/9vq4JESAPsF/ahZJVtIJRRwBha2tfSuWKVrBQAbK4MKtVK04cpudHZh6KEtFHOpVT2hpUFy4pFa1wABXrKev30wyg0UP3WjGvMj1ky1X1CliE25tbPeCaKQ4OaXgEDtYsi2CKqEKMBotiUyImWq1W1QBCI8IzATqwG/ueEPPr+pYadS42r9crs1PjmmQAbH/rsbN3KGtrW+oNATfAw5ybnVIj7bTBPqPEDWkrwt7DWEIaVw19zaEhn0yMjynmRxTmJIGDx6zjTzOA5kP8t4ViQw8F/CvCYjYgh5sNyGLgKWAIOzradDGaARu8urrS6hDCsb39uOrTcSNTjWBkzv3KxbICdvbQTQWvbHN7T7FA6oTb2ttlaXFGm42/pQFkHzLAJ/9Y/SZn5xeamAkGAzI9NWbZmuWHzvuP39OqLQQO7uXK0GoEd6Z2n8gLyIX2pc3Ce/y7efzpBpC/2HTD2XRI7BQKRfV6AMovL67kXcs7NX4sTGAIgziouKDTxEN/XATTSwYfJSvMBjVrg8megksBEdiJkgC4vncQU6yJS45DiM7ep4+LWvb3VsOEHYAc6GIHHMMFAzYJ/83qXeweM2+mtBXcPuTYoCWBAZL0wPBBvcLx6PV4moLs/E9z9yoG8McHKJdPNRSGN5bPFfSgQARGdpv6WJIAHo9HuWPIbdkRC3vMhiWDCjE3kcxqZhKPcGJ8VEMzupNRb22XHrXQLBAawAOEYsDB++XTsvYJ6dC1JPP/mNl5me+asl3bO/vayJ2B4RsZIekUtKxu4VPeHvwdGhLCFJC9SbSR3eWMRcaGFfsDbrIb5cqEjigquLu9U7vw3KjiTQwgApRo5JEkMetkOTjVSk08vYa8FpsSIjWZ486OTkdnpyCTGzzKqsrp7+4dai012XLCYZqN26UPg+Ka6dx9j5CsQJAmy7r8fk4J0fAe30JuHmYC0Qee9ubmnrR3tGnJV2Q0JIM+n2LQThnspQxrkM1rqRuXKklHRDj8Qz4l3EO1shO08l2wVWuY6cR4o+/wXIjoTQygudFIkECR4ZAQEvMwVBDwgggqAND67iW4DW8QyszbhVE/64Do4t7LjGH8dncPdQ4YXASo7AAR2OH9CbPyhZJkaA4VS+oBXJifkvn5KTXqhF1vsYZkfcHDoIDQvpRoY252QqtwoINw6dp9UNaHc1EsnWrSg4QUlyt7a2oyqh0KeU8ciud6Tq81V8BEPD9CDRrGn51rIod3DfgN2Ow57/KmBtBUT8YQ0kWNDQo5GIY+RgEXF3ktcAuwQSoKVFzBgcO44W4llz9Ro6F1tem89Pf3qqdCs3U7vD/iAqwjtIvdvSOtesGAT01FNcwc9A0orPGaw2xbiidELTYhOpEFpXp4RVyuTiAAG2FvVbK5vBp6ap7BOUMheLcGtNTeThWWfYoPzOop6pVJEgKboTdAGEyd+eL89LPgoTc1gOYhMCW2ODwo9MLSp6IEo0hWmBsarhLA7YCv/ztj3WmZYg4qHpT22IgltKSMd/T5+jRLTtYOz5gNbAVO3V8ZMahPYJp0i0NuioNI+IXcFIeQ9qBUAb3mYF65VPkkUznFJ7lYV5bnJBpB9cTeNBCzIyGeHxdnPn8ixVJFaWiTiLxOgPkZRQhW3Tc/7gcTs0V1qnx6qsZcdQaqNb2sgFNMzuxzLlRLGMA/Z4rJXHGAshA2M3n1Jmr1c3VzOfx4gnSngj9IVtFuPLl/O/gastzcSjyRlMPDhJbKweOiaoZSOeqFjcY0r+tF/dtzm//frA1HZPN3rbE8UO+VNQPLHBsNK//uNQfPRFYaPUYuVy5Z4BXaYML/s3uSDa4f5wbjR5ULeDplbewZNYDjEdtVeSg0Vj6VXPZE3wtniHVEln9sbEQiKrfX+2yjbhkDaB4IpSvc3ChTn0MErQKSMEaRrBWgZyBgxP7I8CMrD6Zk9038o0HAgyKM5MCyAehVq93WRsK2UI5h865+2ZDNrX313lknMtuE868dbnJwjL4sxyrbdlquSCgc1BaYZILtOsysaKF0qslE02mgzE1LKsMBFTggmWaHYZbs1Wtn9/J6RU2U1up1QVEUg05jJoSEcYDa2yjde5rMmjl3GEAql15MDOElJtrM+BidqqqqM4iwAtgGOnqUjIHbkM7nw4EyS8de4u+3wu+AJE2m/DhhCHdSLwz+iWwWmBod5qw8WDdCYJI6hLx4rQiPIo/F2r3mYD9t7xrJJYB0cCXqrpHBsrMEvhEt3MhRPCX7BzGNlgh7wTcJD4kWyJS+NuTw1LXlXRKJjO55HADOPREe4Ts1yxQJYMw1+9thZLGfmsk2kyvg7b+vrsvOzqE+9qP1AJ/6sg/9OXDBar0uCDjmTgpSLJSV44TLb5Cm/TLo69NsMfLdpsrMQ3+/Vb9nkse5oZBv559AAS0toqVyU/eeFMb/qZvgZ7478lgYHdTCDTznWpYWpmX5/fyrZ1wxgOsbO/JtY1ezpBwqDhMAul0J0LwTlwxGD/4ohGcGdJ6hgF8iIyFNgBAZWRX3I5FBtMeFRMhbqVSMHED2RO5ub3Vfe/u8yoUlgebzDagxfIl3ggiPg0E9vgqi7sesaQANTOlO8Ii4vaHMAKyTEaKYnQonkgNgOYgssAHsrKz8Z6NE8dZZ/UwzewD4JEVo4kPmMhodUWoMHyvioCRyEMg9iielhCpQ6VQVopGeArt5zcH+oQXm6pdvengglsP/ow2mXXuAcEHGj5N6OeIpkSUlWYaXHQ6HxOvtUZHTN+CcP3hplbajxq+q8ATvwr7hnJMwG42EVaWG5KdRF9+i+qIv8U44VvQzgn4HOR7KliU9wO/YIATIRkO9P7whKA0kCMAKcYmZILxAbgrqGw2VmdcNtR688o/4oikokT8paZhDBQ1kYoQGUFhBc8/kdVnJE2SdDBWglNJ6eO6V9/Pyyy/vtQb3tcr7NNS5udUWmNQAk4AhA4wBnIhG9M92GrwPbSyZXxwB+H4MkmKEh+wJWpLCngAfs+IA2sKhoQIMjF8/xbJWrnh6evTcgvPjweLQ8N9euhJKI8tq/d4AHkjs3oO2XAj8Px4RJTB3d3LVuNYJxGrj+gO4A5YycdAswuGgZhvtAv7+2yblnXk/hDxRj8ELJiu2tDitUk5gaiSHrBTqkLSiIgQBTqoS+DOiox8/LOgFBYbzsz1XE0tmv+D9UQNMBz6y0oTAZBLtVgGCE2D231GFl6OE9jQmIsBrYs9bpf3A3+1rNAFqNYzPiUIkeGHs3fb2ViVsT05EjYZqPXSke1qS49/OlC0NIC+lKhf3jHfzBtTbo1xRrwgDSI9XlKfJFDllYADjiZS4SR/0AAAAZElEQVSkUhnNipMUUZWVxVlV+LCqAVR18PtGSRjADyvz6qm/pQGkxFLFWodDtjSAmhQ8KRoSV0cJJTgjcIABhB3x2kmmx54xDCAYMTQ3sDcMIJchfExTDo5EDmrdP+uS/DsD+B9fNBApeJpMtAAAAABJRU5ErkJggg=="},"boardevents":[{"id":"Buterflies 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