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24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(coins)\nADDIU A1 A1 lo(coins) ; This loads \"coins\" into the Textbox\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;GOT COINS MESSAGE DISPLAY END---------------------------------------\n\n;GIVE COINS START----------------------------------------------------\nJAL GetRandomByte ; Generates a number from 0-255 into V0\nNOP\n\nADDIU T0 R0 MAX_COINS ; T0 holds value of MAX_COINS\nADDIU T0 T0 1 \nDIVU V0 T0 ; Divide the random number by T0\nMFHI S1 ; HI contains the remainder, pull that into S1\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE A0 V0 ; Assigns Current Player's Index to A0\nADDIU A1 S1 MIN_COINS ; Add minimum amount of coins to remainder\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nNOP\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE A0 V0 ; Assigns Current Player's Index to A0\nADDIU A1 S1 MIN_COINS ; Add minimum amount of coins to remainder\nJAL ShowPlayerCoinChange ; Shows how the amount on-screen\nNOP\n;GIVE COINS END------------------------------------------------------\n\n;WAIT START----------------------------------------------------------\nADDIU A0 R0 30 ; Amount of frames the game waits for coin handouts\nJAL SleepProcess\nNOP\n;WAIT END------------------------------------------------------------\n\n\n\nLW S1 32(SP)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\ncoins:\n.ascii \"Bodacious\"\n.byte 0xC2\n.ascii \" You get a random amount of\"\n.byte 0x06 ; Blue font\n.ascii \"coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture","Adjust Current Player Coins":"; NAME: Adjust Current Player Coins\n; GAMES: MP1_USA,MP2_USA,MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|coins\n\nADDIU SP SP -4\nSW RA 0(SP)\n\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nADDIU A1 R0 coins\n\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nADDIU A1 R0 coins\n\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n\nLW RA 0(SP)\nJR RA\nADDIU SP SP 4\n","Give Everyone Coins except the Current Player (Airsola™)":"; NAME: Give Everyone Coins except the Current Player (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|coinamount\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to give every player\n;            a fixed amount of coins except for the player who lands\n;            or passes through the space.\n;====================================================================\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n\n\n;MESSAGE DISPLAY START-----------------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This loads \"Message\" into the Textbox\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;MESSAGE DISPLAY END-------------------------------------------------\n\n;GIVE COINS START----------------------------------------------------\nLI S0 0x0 ; Begin with Player 1\n\nSTART:\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\n\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 wait\nNOP\n\nBEQ V0 S0 nextplayer ; If the current player is S0, skip them\nNOP\n\nMOVE A0 S0 ; A0 = S0\nADDIU A1 R0 coinamount\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nNOP\n\nnextplayer:\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nJ START\nNOP\n;GIVE COINS END------------------------------------------------------\n\n;WAIT START----------------------------------------------------------\nwait:\nADDIU A0 R0 30 ; Amount of frames the game waits for coin handouts\nJAL SleepProcess\nNOP\n;WAIT END------------------------------------------------------------\n\n\n\nLW S0 32(SP)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\nMessage:\n.ascii \"Aw shucks\"\n.byte 0xC2\n.ascii \" Everyone but you gets\"\n.byte 0x06 ; Blue font\n.ascii \" coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture","Trivia Quiz (Airsola™)":"; NAME: Trivia Quiz (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n;            player. If the player answers correctly, they win Coins.\n;            If they get it wrong, they lose Coins. There are 6\n;            questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 0x2A\nSLT S0 V0 T0 ; Is the number less than 42?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 0x54\nSLT S0 V0 T0 ; Is the number less than 84?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 0x7F\nSLT S0 V0 T0 ; Is the number less than 127?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 0xAA\nSLT S0 V0 T0 ; Is the number less than 170?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 0xD5\nSLT S0 V0 T0 ; Is the number less than 213?\nNOP\nBNE S0 R0 Question5\nNOP\n\nJ Question6\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 1 ; The correct answer to Question 1 will be the middle answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 2 ; The correct answer to Question 2 will be the bottom answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the bottom answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 0 ; The correct answer to Question 4 will be the top answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 0 ; The correct answer to Question 5 will be the top answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 1 ; The correct answer to Question 6 will be the middle answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ;  Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ;  Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nIntroduction:\n.ascii \"Answer the question correctly to\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"win some Coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" If you get it\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"wrong\"\n.byte 0x82 ; Comma (,)\n.ascii \" you lose Coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"In what game did Funky Kong\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"make his first appearance\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Donkey Kong Country 2\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Donkey Kong Country\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Donkey Kong 64\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"In what game did Funky Kong\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"make an appearance\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Kart Wii\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Super Sluggers\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Both of the above games\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What facility is Funky Kong\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"the owner of in DKC\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Funky\"\n.byte 0x5C\n.ascii \"s Barrels\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Funky\"\n.byte 0x5C\n.ascii \"s Shop\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Funky\"\n.byte 0x5C\n.ascii \"s Flights\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is the latest\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"game appearance of Funky Kong\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Smash Bros Ultimate\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Donkey Kong Country Tropical Freeze\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Donkey Kong Country Returns\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is not a nickname\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Funky Kong calls himself\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Funky the main man\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Funky\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s the monkey\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Funky the main monkey\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What kind of board does\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Funky Kong use in\"\n.byte 0x0A ; new line\n.ascii \"Donkey Kong Country Tropical Freeze\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Surfboard\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Skimboard\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Wakeboard\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x55\nSLT S0 V0 T0 ; Is the number less than 85?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0xAA\nSLT S0 V0 T0 ; Is the number less than 170?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nJ Choose3rd\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP","Space Warp (Airsola™)":"; NAME: Space Warp (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 -40\nSW RA 36(SP)\n\n\n\n;MESSAGE DISPLAY START-----------------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This loads \"Message\" into the Textbox\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;MESSAGE DISPLAY END-------------------------------------------------\n\n;WARP START----------------------------------------------------------\nJAL GetCurrentPlayerIndex ; Player Index located at V0\nNOP\n\nADD A0 R0 V0 ; Assigns Current Player Index to A0\nADDIU A1 R0 Destination_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 Destination_chain_space_index ; Assigns Space Index to A2\nJAL SetPlayerOntoChain\nNOP\n\nADD A0 R0 V0 ; Assigns Current Player Index to A0\nADDIU A1 R0 PreviousSpace_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 PreviousSpace_chain_space_index ; Assigns Space Index to A2\nJAL SetPrevChainAndSpace\nNOP\n\nADD A0 R0 V0 ; Assigns Current Player Index to A0\nADDIU A1 R0 NextSpace_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 NextSpace_chain_space_index ; Assigns Space Index to A2\nJAL SetNextChainAndSpace\nNOP\n;WARP END------------------------------------------------------------\n\n;SOUND START---------------------------------------------------------\nLI A0 0x107 ; Warp Block Sound Index\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 \nNOP\n\nADDIU A0 R0 5 ; Number of frames the game waits for sound to finish\nJAL SleepProcess \nNOP\n;SOUND END-----------------------------------------------------------\n\n\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\nMessage:\n.ascii \"Next turn\"\n.byte 0x82\n.ascii \" you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll be warped to another space\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture","Custom Item Shop [SMP-Style] (Airsola™)":"; NAME: Custom Item Shop [SMP-Style] (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|MinToShop\n; PARAM: +Number|MushroomPrice\n; PARAM: +Number|WarpBlockPrice\n; PARAM: +Number|PoisonMushroomPrice\n; PARAM: +Number|SkeletonKeyPrice\n; PARAM: +Number|BowserPhonePrice\n; PARAM: +Number|BowserSuitPrice\n; PARAM: +Number|LuckyLampPrice\n; PARAM: +Number|ItemBagPrice\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to allow the landing\n;            or passing player to purchase an item from an inventory\n;            of your choice. If the player's inventory is full, they\n;            don't get to buy anything.\n;===================================================================\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S1 32(SP)\nSW S2 28(SP)\nSW S0 24(SP)\nSW S3 20(SP)\nSW S4 16(SP)\nSW S5 8(SP)\n\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 itembag\nNOP\nLI A0 8\nBEQ S0 A0 exit\nNOP\nLI A0 9\nBEQ S0 A0 view_map\nNOP\n;END ITEM SELECTION PROMPT============================================\n\n;BEGIN Item Values====================================================\n; 0x00 = Mushroom\n; 0x01 = Skeleton Key\n; 0x02 = Poison Mushroom\n; 0x03 = Reverse Mushroom\n; 0x04 = Cellular Shopper\n; 0x05 = Warp Block\n; 0x06 = Plunder Chest\n; 0x07 = Bowser Phone\n; 0x08 = Dueling Glove\n; 0x09 = Lucky Lamp\n; 0x0A = Golden Mushroom\n; 0x0B = Boo Bell\n; 0x0C = Boo Repellant\n; 0x0D = Bowser Suit\n; 0x0E = Magic Lamp\n; 0x0F = Koopa Card\n; 0x10 = Barter Box\n; 0x11 = Lucky Coin\n; 0x12 = Wacky Watch\n;END Item Values======================================================\n\n;BEGIN Selected Option================================================\nitem1:\nLI S0 0x0 ; Mushroom Value\nLI S3 MushroomPrice ; S3 contains Mushroom Price\nJ payprice\nNOP\nitem2:\nLI S0 0x5 ; Warp Block Value\nLI S3 WarpBlockPrice ; S3 contains Warp Block Price\nJ payprice\nNOP\nitem3:\nLI S0 0x2 ; Poison Mushroom Value\nLI S3 PoisonMushroomPrice ; S3 contains Poison Mushroom Price\nJ payprice\nNOP\nitem4:\nLI S0 0x1 ; Skeleton Key Value\nLI S3 SkeletonKeyPrice ; S3 contains Skeleton Key Price\nJ payprice\nNOP\nitem5:\nLI S0 0x7 ; Bowser Phone Value\nLI S3 BowserPhonePrice ; S3 contains Bowser Phone Price\nJ payprice\nNOP\nitem6:\nLI S0 0xD ; Bowser Suit Value\nLI S3 BowserSuitPrice ; S3 contains Bowser Suit Price\nJ payprice\nNOP\nitem7:\nLI S0 0x9 ; Lucky Lamp Value\nLI S3 LuckyLampPrice ; S3 contains Lucky Lamp Price\nJ payprice\nNOP\nitembag:\nLI S3 ItemBagPrice ; S3 contains Item Bag Price\nMOVE A0 S4 ; Current Player's Index moved to A0\nMOVE A1 S3 ; Amount of coins to check\nJAL PlayerHasCoins ; Checks if Player has A1's amount of Coins\nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If insufficient funds, branch\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to pay\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to display\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nNOP\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n\nLI T1 2 \nSUBU S1 S1 T1 ; This loads the current player's first Item address\nLI S5 1 ; S5 is the counter to stop giving Items once full\nLoop:\nLI T0 0x4\nSLT A2 S5 T0 ; A2 = 1 if S5 is less than 4\nNOP\nBEQ A2 R0 exit ; exit once player's item inventory is full\nNOP\n\nLBU S2 0(S1) ; Load slot #1's Item Value into S2\nLI T1 0xFF ; No Item Value\nBNE S2 T1 next ; If the player has an item, load next address\nNOP\n\nJAL GetRandomByte ; Integer at V0\nNOP\n\nLI A0 0x6 \nSLT S0 V0 A0 ; S0 = 1 if the number is less than 6\nNOP\nBNE S0 R0 getKoopaKard ; Branch if true\nNOP\n\nLI A0 0xF \nSLT S0 V0 A0 ; S0 = 1 if the number is less than 15\nNOP\nBNE S0 R0 getLuckyCharm ; Branch if true\nNOP\n\nLI A0 0x21 \nSLT S0 V0 A0 ; S0 = 1 if the number is less than 33\nNOP\nBNE S0 R0 getBowserPhone ; Branch if true\nNOP\n\nLI A0 0x33\nSLT S0 V0 A0 ; S0 = 1 if the number is less than 51\nNOP\nBNE S0 R0 getBowserSuit ; Branch if true\nNOP\n\nLI A0 0x45\nSLT S0 V0 A0 ; S0 = 1 if the number is less than 69\nNOP\nBNE S0 R0 getLuckyLamp ; Branch if true\nNOP\n\nLI A0 0x74\nSLT S0 V0 A0 ; S0 = 1 if the number is less than 116\nNOP\nBNE S0 R0 getWarpBlock ; Branch if true\nNOP\n\nLI A0 0xA3\nSLT S0 V0 A0 ; S0 = 1 if the number is less than 163\nNOP\nBNE S0 R0 getPoisonMushroom ; Branch if true\nNOP\n\nLI A0 0xD2\nSLT S0 V0 A0 ; S0 = 1 if the number is less than 210\nNOP\nBNE S0 R0 getMushroom ; Branch if true\nNOP\n\nJ getSkeletonKey\nNOP\n\ngetKoopaKard:\nLI T0 0xF ; Koopa Kard value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetLuckyCharm:\nLI T0 0x11 ; Lucky Charm value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetBowserPhone:\nLI T0 0x7 ; Bowser Phone value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetBowserSuit:\nLI T0 0xD ; Bowser Suit value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetLuckyLamp:\nLI T0 0x9 ; Lucky Lamp value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetWarpBlock:\nLI T0 0x5 ; Warp Block value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetPoisonMushroom:\nLI T0 0x2 ; Poison Mushroom value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetMushroom:\nLI T0 0x0 ; Mushroom value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetSkeletonKey:\nLI T0 0x1 ; Skeleton Key value\nSB T0 0(S1)\n\nsound:\nJAL PlaySound\nADDIU A0 R0 0x10C ; Turn Start sound\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n\nnext:\nADDIU S1 S1 1 ; Load next item's address\nADDIU S5 S5 1 ; Raise the item counter by 1\nJ Loop ; Loop back to give the next item\nNOP\n\nview_map:\nJAL ViewBoardMap\nNOP\nJ START\nNOP\n;END Item Values======================================================\n\n;BEGIN Checking Player For Necessary Coins To Purchase================\npayprice:\nMOVE A0 S4 ; Current Player's Index moved to A0\nMOVE A1 S3 ; Amount of coins to check\nJAL PlayerHasCoins ; Checks if Player has A1's amount of Coins\nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If insufficient funds, branch\nNOP\n;END Checking Player For Necessary Coins To Purchase==================\n\n;BEGIN Taking Coins From Player=======================================\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to pay\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to display\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nNOP\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n;END Taking Coins From Player=========================================\n\n;BEGIN Checking Player Item Slots=====================================\nLI T1 2\nSUBU S1 S1 T1 ; This loads the current player's first Item address\nLBU S2 0(S1) ; Load slot #1's Item Value into S2\nLI T1 0xFF ; No Item Value\nBEQ S2 T1 giveitem ; Go to giveitem if the slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to load current player's second Item address\nLBU S2 0(S1) ; Load slot #2's Item Value into S2\nBEQ S2 T1 giveitem ; Go to giveitem if the slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to load current player's third Item address\n\ngiveitem:\nSB S0 0(S1)\n;END Checking Player Item Slots=======================================\n\n;BEGIN Item Sound Effect==============================================\nJAL PlaySound\nLI A0 0x10C ; Turn Start sound\n\nLI A0 15 ; Frames to wait after the sound plays\nJAL SleepProcess ; Sleeps for 15 frames\nNOP\n\nJ exit\nNOP\n;END Item Sound Effect================================================\n\n;BEGIN CANNOT BUY ITEM MESSAGE========================================\nNotEnoughCoins:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(NotEnoughCoins_Message)\nADDIU A1 A1 lo(NotEnoughCoins_Message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ START\nNOP\n;END CANNOT BUY ITEM MESSAGE==========================================\n\n;BEGIN TOO MANY ITEMS MESSAGE=========================================\nTooManyItems:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(TooManyItems_Message)\nADDIU A1 A1 lo(TooManyItems_Message)\n\nJ FinalizeMessage\nNOP\n;END TOO MANY ITEMS MESSAGE===========================================\n\n;BEGIN NOT ENOUGH COINS MESSAGE=======================================\nNoCoinsToShop:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(NoCoinsToShop_Message)\nADDIU A1 A1 lo(NoCoinsToShop_Message)\n\nJ FinalizeMessage\nNOP\n;END NOT ENOUGH COINS MESSAGE=========================================\n\n;BEGIN Last Turn MESSAGE==============================================\nLastTurn:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(LastTurn_Message)\nADDIU A1 A1 lo(LastTurn_Message)\n;END Last Turn MESSAGE================================================\n\nFinalizeMessage:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n\n\nexit:\nLW S5 8(SP)\nLW S4 16(SP)\nLW S3 20(SP)\nLW S1 32(SP)\nLW S2 28(SP)\nLW S0 24(SP)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n\n\n.align 16\nLastTurn_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x5C\n.ascii \"Sup dude\"\n.byte 0x82\n.ascii \" welcome to the\"\n.byte 0x06 ; Blue font\n.byte 0x0A ; new line\n.ascii \"        Funky 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 \"Sadly\"\n.byte 0x82 ; Comma (,)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m out of stock\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Please hop by 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 \"Oh dude\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Come back when you have more cash\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nTooManyItems_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"It seems you can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t carry any more items\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Come back later when you have space\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x5C\n.ascii \"Sup dude\"\n.byte 0x82\n.ascii \" welcome to the\"\n.byte 0x06 ; Blue font\n.byte 0x0A ; new line\n.ascii \"        Funky 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 \"Check out my funky wares\"\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 \" 2\"\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 0x10 ; Space ( )\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 2\"\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 0x10 ; Space ( )\n.byte 0x08 ; White Font\n.byte 0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 4\"\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 \"Skeleton Key  \"\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 4\"\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 \"Bowser Phone   \"\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 \"8\"\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 \"Bowser Suit   \"\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \"8\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Lucky Lamp   \"\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \"16\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Item Bag  \"\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \"16\"\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\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Please select something else\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause","Space Warp debug":"; NAME: Space Warp debug\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 -40\nSW RA 36(SP)\nsw s4 32(sp)\n\n\n;MESSAGE DISPLAY START-----------------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This loads \"Message\" into the Textbox\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;MESSAGE DISPLAY END-------------------------------------------------\n\n;WARP START----------------------------------------------------------\nJAL GetCurrentPlayerIndex ; Player Index located at V0\nNOP\nMOVE S4 V0\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nADDIU A1 R0 Destination_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 Destination_chain_space_index ; Assigns Space Index to A2\nJAL SetPlayerOntoChain\nNOP\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nADDIU A1 R0 PreviousSpace_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 PreviousSpace_chain_space_index ; Assigns Space Index to A2\nJAL SetPrevChainAndSpace\nNOP\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nADDIU A1 R0 NextSpace_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 NextSpace_chain_space_index ; Assigns Space Index to A2\nJAL SetNextChainAndSpace\nNOP\n;WARP END------------------------------------------------------------\n\n;SOUND START---------------------------------------------------------\nLI A0 0x107 ; Warp Block Sound Index\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 \nNOP\n\nADDIU A0 R0 0 ; Number of frames the game waits for sound to finish\nJAL SleepProcess \nNOP\n;SOUND END-----------------------------------------------------------\n\n\nlw s4 32(sp)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\nMessage:\n.ascii \"Next turn you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"'ll be warped to another space\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for 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O8zX0LxpUdh3/cUnGdPolFvIIkz5BrmMHwhIqIVYn38Z9/JPzNEREREXeCv7pvCd46NYeeOndixaSMmxsfh/tZvwZqZQcN3cLrs4/DmbXjw6mtw23e8A7e/6i5UhwZQSQukX30AT/7he7D1oYdQOnAAjw0OYmqghGhsBMd/8Efxute9Dps3b4bjOKb6ZOLoEbgf/TAGHngAzxx8Glc98LTsQYRJ18WkI5MvU+CgMEUzg0BgoenGmPVamBvbjtKr34Lrbr4Or73hLhx55AFs+fVfgr3/AE7OzGJ8wMfG0c0IqkOYPDWL0fGTqGk/NbKuwrYR5zlash+R3HdHB9EoUsTNFvbOAonM/4uX3459+/bhhm99K6w9e1D68z9Bc24OR7MMxyYmMPnUU0jjGJtnZ3GdzC+lKaoa0sgGnthzA5yRDRi8ei+a116BgVIFgXw+rgM8OPVVfTNE1EfueO/XO/e6133/8CWde7ReseKFiIiIqEvYmQPP8p7vIDeKtAmRuStyFFaEQtv2+DJTC1fmz/TyHNB+VcIQiOV5eax1L5muyw5QKpUQBAF83zfBS6JVMBuHUbv7Jai++fXIbrpBlragjX8mZLlnBwdw/67d+OxtL8XDb/hWHHrHm3Hie78bM9/zgyi+80cx9pZ/gN23Xofa5o2wjh9D/dFn0DpyGvlUHblj49Cwh6ODHk4OVBBu2SD76gOF7L/uZ5rK+ygwWwJODlpIdm5DuH0nZsbGTJWPdqarQ0+79QbKM7PInjmA/H3vg/OBD6D19a9jX6uF5E2vQ/ad3wHv+74P6dvfjtZNNyGXfY6yFOnpQ2gdehxHn7gfB04cQD2uI8xC+fTaTbCIqH/0Quii9H0snGj9YfBCRERE1CVcx4XnluAUAQJY8BotlPIcOkA0LBuzto/YryGojKFS2QjbrskT8myeAtEBID4BpInMs5EFFjLXQq79wJQasKyWCXR0cj0P1YFhlMe2wNmwHXkwKK9x4MGH51ewZdduvOY134Tveutb8I63vAnfddst+LaN2/DW8hDemhR45eQsrnnyKWx74EHYf/FeBB/9cxRTCdJsAHMYxZPFdjzljGFqZDPqu65AWhlCe5QlQHuTqdsujlSG8czGXQhvuAnOjbei2HM9CjtGVEQYOzUHb/8JzD13CM2Tx1GMn0Y2NYFNjz2GvYcO4e6dV+L119+Eb7rjDmzetw+uX4WVBPCLAcy6wPG0gQMTU5iYTNEKbaS5RjqaVBFRv+jlgOLsIGZ+orXD4IWIiIioS3hIUc5zBEkMKy8QhqEZUlqlloWGbyP2Pdh+BY5VQ3vA5gxIEmDOB5qelrmY5WM5DQxdWd7TMYM0WKkgTVNkWYY0SlGfa6FVbyGRbTS1SgYRCtn+cNrArplx7Hv8Gdzw+fuw6a8+gk3veS+qv/ubKP3u/0bp//wf4I//CnN/cz+KTzyK+P6nUDs4iSROoWMvTWVNzDRnZN8ThPUITlSY/oBT2Z9EJq07ieQMdVx29dSAh9mBIeSjW+Bu2CofgGcqXrxWjGx8Fse1HxmEiIYHMFvxMdZooDh8GBs++EGMvP/9cN77Xjgf+hC8xx5BGs7Je45x2C7hUGkQjeEhVMvaB04Gy9JTYra+J6LexiBm7TB4ISIiIuoi2pmuNovJ6glazaZp/pNovyi2h8iuIrVLZkho385gFRGQtlCEMYqWhTRxkBSWLA+0ZPm6XZbbMizLN6HL7OwU5uozmJqbwszcLGaSEBN5jGnPRsurYcpx4TYiVJ/ej/zTn4L1l3+K0oc+hLkvfxn2U08hPHIEx6amcPD4KTz9+AE8+tDTmHzmENzpOmbyEKcR4XTSRDgxjejIFMInjsF6/BRaDXkvcNGyPEw7wJQLnA4snB6pYLJSxmylhsZQDbL7iCwgTFLM1GfxxMnDeLI1if179uCZLVcg8eT1szPwPv1pFH/7t5j7v/8XyQMPIJ2axFFk2C/v4zlZ15GhDci3bceO0QFUnVy2rJ+i1toQEfUPBjGrh8ELERERURfR0CWVf2Gzbipe6raNuutizg0w7dYQuiW4rg3P1aqYBIVWsejIPbGN0PLQMMtDJr0N0JJJg5o0TZCkss54FpFW1Fg2Is/GTMnCXM3FRA04UUox6eaoy37Uc7mVdes0XhSYkHlHtPNaWdcBZDiVNnCsMYvJsIW5IsWs7PO0zG9pE6nCQZFkyBohotlZzCWJPAdMWcBECZiUbU6XZJmhISQDJdTLsq8lVybIe9RJ9sOOMZnL+5f1HtuyDUe3bJHXlmQf5bOQ/TD7qLeyP+OuhcNVFwfkfYTyfFEroTQ8iAG/Ar+wYcm+yAclryAi6l8MYFaO8wOvvPHnO/eJiIiIaB07criFWyoFKkGOibTAiekpPIYcTw8M4InhQRzZtgm1a/dh475duPKavbJcAGQ54laIYyem8ND0NA7JvGcqQ9i/cSvSnbvg77gCW264FiMjIwiCEmC5sGXybMt03Bs7AU7I6w+erOOrMuOAU8X+oownvRKedH08UgR43JH7joOnHA+HPA1zyqYT4MzOMZ0lOJgXeMrNcUjWOZ07GICLwdxHNQeKsIX9WYz9sLDf9fDQphFMbd+F2d3XYutLXoGxffvQKLuYcW3sn2ziwWAUzwwN4NTQENIrdmLTVdeg2LIVc2MbcNTy8UR1EIdLo3hqeBSPDY/g0dExPDU2gIMjFTS3jmL7lVdg984tuGb7DuwIqrDjFEhyBPo+kxOdT5qIet22B4937tHZ9LPR6dgt2zpz6HIxeCEiIiLqEkcPN3FzuUDZtzHplNBotrDfdjBdrmC6WkG2eQRbr9yNjdu3YseOHfBcF5qepEmGEzN1HKrPYTrwMRnU0BoZQW3bFtS2bMHmPTsxODiEUqkK1/FkcuCggGX6g/Ew3ajj1LFZHIxiNK0Ac4WHKa89nbY8zLo+5mRbkdxaboABr4IRO4Dv2KgXwHSWY8oBGtqXSu5gY+GihgAVeWznOY4XGaZhyXpcnNw4itJ2DYT2Ysf1t2B4y0bEdoFYnj8+neC4W0WzWkY+NIyBHduxfdceBMNDsPwKxmV/J2Uf6n4NU4MDGK/VMDk0iHC4CgzIfsm6923bjM0jw9gi73cwt5FGCYqsQMkp41jOCzGifsHg5cIYviwf6+M/+072JEZ0DouV2nGcfCIiWisP3HsCby97qFWrqI9sRZG5OGqVTMe0edmFv30Ym/fshrNhCIMbxmC7jmlGJHdwcrqBU6dPoR41UG/OIcscDA3VUK1WsHHjRpRKGrxoMyXXTEYzNv3DnDx+EOFXn8KhAweQztTRGh9H1KybfmGKooVyCASejyC3UIsLVLICQZghSRKMh7NohU3kufZNk8HOMmxOfLiQZYpCboFT0D5eMsQlDzPX7cQtr3oF3Juvx8htN8OtVFCX12uzqlOnTmNmehphFMJxXNn3KgYHK9geDMG1PExEc5itz2Lm5EmESYhcXlfNHdQC2S8nxnDgYZMZNbqA3cpQPdnCbCOSLVsYGdiILzsP6JNE1AfYpObi8Bro8rDihegcznUwZukdERGtlemTIa6xCviua0YuKjk+isFBVKo1DA4NYWhkGAPDw3DLZQR+Sc70LECLViz5j+vA81wEpQr8oGJCi1ptAOVyRaYafFne9/3ngxcNbDQksfMMcRyi0shkfQ5qsu5qyceAvH5Itl2r1bDNlu1XKhj2ShiEh5LlwJUN6zo0WKnARk2mqjyqFh5GLA+BPNbwRStr9FtAXx4HtuzfYA17t+6Eu2ULBq7YCb9agePLc4EOpS3ble3XhioY1Pdd6fRnY8nW5L3VgjKGqmUMl0oYk+eHBwYwpJ9LTfat6stn4qGaFLBSIJf348zFiKIURWLJZzCAIw6/ASfqF6x4uTgrdQ2k11z9cF3F4IXoHC50MF6pgw8REdG5DG64FjstC9oQyPFLKJfKsEc3oTZQw8jwIKrVGspBGZ7twk0LWK4DM6R0AeSeC9ux4boBKuUyhgcHMDAwgEq1gkqlDN8vP1/xYkIXmbwklUnDF6Cq66xVsXFoAJvldSPDI9gwNoahoRFsrA3LOqoYkKnkenA8B75mPlqVYjkoy2srUYFq4aBme6jIrTYxsotc9q4woYu8E5RkqlgBto2MId88hsFdOxHIe7NLvuxbIO9PtzuMEdn3oaFhlGW/Lfk8mlGISNZVLgcYHK5hi3wOGwaHMTowhKFyFTWZXwsCWNq/TD2Dq4MY1WXbcj9JchS5PD+4EYesg+0Pmoh63oXO9Wlxy3n9M/9Fdz9cV3FUI6JFXEzpoS57McsTERFdql0veSmCq66DNTwGeJ5Mmm64sGwHtla3aG+4SQonSmE1IjhJDjeVEz7tP1buR60WEpnsLEHguKYCRCtJdNLAxXEcE2TM08DFzYAS5HldphaYkGaoXMNgrYZarYrqQA3WWA2oDQDVihkxqKgEsGV5eLJOWa+sXIdjgiWT7KrsZoEsy8ytklmmMsaVh3aYIG2ESFtNWEkkr9Fl9JRVti/v2Q0ClNxA9l2moALfryDOU9TDEDNp3YxypK/Q96ENmkq5Dc/ET7KV3IOTefDk1rdkruXDsbVfmjIcryyvIiKiC1mO65/FXt/L11Ts44VoEZfzS8/2j0REtFZG3vCvEc9Nopw1MOxaKA8NwXU9uKmH6fFZ7D921PTLotUiA1duwcDmUdO8yCqX2iMaPc+TyUE620TaiOS+nC6GM2iFclf+Y7WaZphqWZkujOGnTyGutxBGEeZk+/nsNOyJOTNEdW0mRDo9i6LZRC7Lx2EMyP+04sWVx3o7L7OBqOZj883Xof7Km7Hpzd+E0p49iCuVzhJt2t+L0j5k9P74/ofRSkOUI0ve2yaMlNqVMNDdS2RbGwbwwAf+q3kNEdG8Xr7QXy2Xeu1zvs++F6+nWPFCtMz0IMKDOBERrYUjx4/jxMlTmJuaQhbHgPZfEiZI5upoHTmB5v5jiPcfR3H4BLJTk7Bmm3CaspwGFFl7HQu160za2n2/yK3vwimXTeWJVqDAspBWAqRlF1bgdvqJ8dud+sIylS3yoL2SBfSbP92kbvrF3wJq1Y2GPxoGaT3MC833QzM/eb42kZL9SQtkM02kYYhc3r+VpHC1+udMtkNEROtcL15LMXghWiEMYIiIaDVF9/wg7v/yV3D82efQOjkOrxXDbqRIppuY2H8Q4/c9iuajzyB/5gic/SeQHxqHfXIW7mRDXpwB6eLJi2VyD8sEG6XAQVDx4VXLCMqdPmEcB+lYDeFwCRhqN0XSjnrnQ5GsyJD6Dgq704RJb7S5kaxbR6uez3zMZFnIAw9OpQanOgDLr8ry89HPGfPrDoIAZe1sd3AYteow3NTC7ImTmDk5gfrkFPJ6E65W7YzPdl5JRHQGK9Uv30pd8/TadRSDF6IVxgCGiIhWw4ED+zFx9AicKDLDOpcyy/TtkoYJpsfHUR+fMv2neIVlOt+1YzkNDDNTFYNM4w+dXiiXRdLnc4922GG7MlP/pyMWOe15VslFGrgoTF8x2jFv+3nTZ4xrIZN1yGbb9FbXqYFOZ56GLmYPbFm25JlOfN1aBXYgC8m6zkW3oeGLmUrtplKNqIHGTB3NehNJHAFxgqzeMs8REZ2N4cvy4PXO+Z3nTxkRLScejIiIaCV4b/iX2L/rW3Dvxz6FrdEs9lZ8bCwF8GIb8UQD9cMTOP3kUSRRhIGhAVS2DKK0cwOqm4fgVkradgjICiBavNs/E5gEei+GZcnyWgKj/3McBHYJQ6UySrYFX9Zll0uIZcq8dlpjOri1fNTkVnOW5+k654MYUXgyyTaysoN4+whK112B0q6NyAcryGQ752NGNZqZQH3iOGaePYKpgwdw4sBTmD1+BOlcHVEYojk+3VmaiIhWCr9wPjd2rkvrTj/8sjJZJyKi5XL62m/HE489jic+/1m8fNMQ7rz1dmwcHMFIZQiNuRwzEzPY/8RjsFoZqmPDCDbUsHHXFQh2b0N5wwi8IEA6WmtXjGgQY2jYYZu+UlLtK0Z4iXZoW0IRhWbyE5gpjRtIGg1MNZtwGiHyU9NIjp+Cd+Q4kjiFd0r7m5FlTsptlJjOfZX2u2LFubnN/XbTo7TiI3rpNXjJG74Z9ZuuhHPdVXBLZeTzzZQ6nEwHSSpQZBnSJMaxz/09pmcmEN37HMZnx2HXAoxu2Igrd+3DgFfFbJ7jmaMf7ryaiOjFGBgsv/Nd8yz18+6V6yZWvNC60i8HPH2fPLgTEdFy+MaXv4hnv3EfxgJgR9XFiAMEFhCnLdQPHUd45Bi8OIY7MIDSxg1wZXJGh8wQ0PlwgGzAg+3JKaFmLcn8lOmQQbCKArbjyAmjjcQDQic3Q0B7OlKQLKaVKs0sQSzLmJfpMNE6SpGVw3IK5HJbyDOtKELUbCJttcx6zbqzzPQP45lhsT1Y5TKc4SEE118L/8o9CDaOmjeS2y/8jlAjGB0m2wpjFJOzaDxzGPW/uw+TH78Xzc99HdmXH8f0A09g5sGnEB8+DiduoBzX2y8mIqJVw+udM1jxQutKv/5ysgKGiIgu1fsfT5A06tjtAG/dshFbr9wH1IYBx8XBrz+L5swckiJDdXgLRrdtgDVcxcimLcD2EQRDFXi+D3tgQM4KZQXPV7y02wJZcqNT3soQ5rNohTnKYYpAJg1g5D8IW7NwZ0JMN5vwZhuwj40jmhhHceqkGeq5enwa4fQMstPTmO/AVwcZ0jDHlX96O1e2Uds4CnfHVqQ/9J24+uZrEA1WkAxWZUHdlwWnq3I3rzcQt2IUh8Yx+9QhPP2X78fkzDTcp0+h1WhgZsDH8IYR3HD37bjiphtlexkemfxSZwVERItbeC2yVufnvXo9tNjnudT32gvXSqx4IVoH9KDTr6ETERFdpiSBnWWowIHvBPDgymTBy3OkRYQQMVI54zMnfYUDO9cgQ8jzWZqayQQi7UykQ8tfXDidznPh6Wue72XXBCeprj9JkaQFHFmF20rhxJ11yTyY9coUpbDlsb5ap8VOPjPfRjA2hNrWjSjJlFUqKHy/nfqc6Xq3MyVIWiFajToakzNIJ2bhNSOUZPuGdhQctZA3GkiaYXs4aw2JiIguQC/w56e1snAfzp66Wb9f67DihdYNBg9ndPuBlYiIVs/77p2Ak+W4dXgD3rx1K8a2bwVqZTSLHA9+4zHMzTXgOD5GhrdgaMMY3IESBjeMwtm+Ad5QFZ7ny+IDZkSiZGigs1ZPJseMTqTyPETYaqEVhqbixWpESKMITpIiCzMMH5vCTKOOvNVAa2Ic+elJ+McnTMWLPz6NVqMJe6YJS/ZTTzzNyadjw/Law03PXLUNV73yHgxetRfTr78H1YEaCs9C4WqnvIlMGp7IaxK5yXPMPn4U9Xod6f7jMp3EoS9+VN7nHPJDp00gMyP7PTBYw/WvuAN7XnG3GVnpIVa8EFGfWa/XV/PXOkvdv164NlrsSwciWmN6EGIQRURES1FkiZzQFaYyxXU8WLYjk4VM5hV5ASsroN2kWIXMkWXzNEEWRyi0r5U0h6X9pSSZqZrR5kOmCZEWmsgkLzdTu/KknX2Y53XZWPtqieW1KYowAqIYRZTIeuU2Ttsd58q6tTxGK2QKbcrUmSy9tV3kvg+rUoWzeRPcXdvhbd8Cp1JC7sg76nSo29kVM9l5jly2g7kQVj2CpffzFLnspO5WmqWmPqaQDeqkHffK1sxriYj6zXylzPmmtTB/rbPU7ffCdRErXmjdYNBwbmt1UCQiovXvfV86iLJt446tu/AtW67E0LYNyKouppp17P/CI4jmWvCCCobKQ/CHKrBKAWpDI3B3bkQwNAo3CMx8v1ZBffOwCXCcchlYOIxzUSCancV0q4VaPYR/ehrp3BysJEGrFaJ0qoWZxgy8Rgjn9BTiyWkUE1MI0wjeeAuJ3LqxpiFA0uk4Jg9KiAcGsWnXHhRvuA2b7roFpbFhNLbUOhudp932pqajX6/exMljJ1B6StYdhkhOj6N17BiOfOrz8riFgwcPmWAokg2NDA3illfcg6tedScymfPgzL3t1RERrZA3vPWjnXur4xN//abOveWxnq/Huv16iBUvRF1gPhUmIiI6m/ab4skpXSD3XDjwciDIZF4EhHaGhpMiKlIkSYq4lSBvyBP10HRQm9frKOQ2iiJknY5vF2VZcMtllLWqRqbCc5HraWRqaSYCyLr1VjajXcd06GmmIzujQU5gRi0yIxcNyO3IANztY0iv3Yr89r1wrtqOZHQAcSVov/RFNLRJUIQJ0noLaIVmKlotxM0QaSrzzXDX8+S9WIX5cHLZDVOlQ0S0TDRgWWxabcu9D/yyd+U4P/DKG3++c59oTW178HjnHp2LfkbHbtnWeURERAQ8c7iJsuNix9AorqyOoVwNYDk2Go0mDh0/gUYUodDmRpljmhpZUWI6wc2SVObJCqIUkWMh8ANkGwbN0NK2DvFsvfD7OR1WWod/dmTKbR3xyIZnu4iRw5V15WkKS5v8JAkKE8vIfd+DXQlg14ZgbRyAvWUY3t6tcG/Zh4F7boF99/Uo330TylfthDNUM/3MvPhrwRyys6a6xj4yg+mjJ+GcnkbcqCM6PYnmiXFMHDyIujwOw9i8IkOCaq2Cbfv2YGin/N3MU5yMjprniIguhoYZV177zAum9Wzhfj775FWduUun1xoLp/Vyjdbt10AMXmjdYPCyNPo5MYAhIqJ5zxxpwXdsbBkawp7KCIJagMy1UQ8bOH70FGLte6Ww4BUuXCszHfHauVamWHAdrTCxkZd8VGs1ZJuGYXsObB3J6MUJiJmveUwh/7QLFle2GxU53DRDkSemL5VC1q/VJqaLFl/Wo9Uu1RqsjVXYGwbg7twC99pdqF27F+4V2+Bt3QC/Ks/JPi+ySaHBS9ruh+bYFGZPT8CaqiNuhUimZhFNTGPy6DG0WhFSHUVJpPI+9f1su3I3hrWzYVnHyfCIeY6IaKHFgpWFUzfT/b+U8GWh9RLAdPv1D/t4oXWDTWkuHssBiYjoEw/MomwXuGHjJtw9thMjmzcCJRfjJybw6MOPoNFowM5t+JFvmiWVZHLhA7VBVIeHEdTKGLhhJ3bfcAvGb7ui3WDJc0wrocVps6LOhARhCwhmZxCHEYowRDo9h7wewokT0zuLnmgGAwGS4UE4JR+VkSrSWg1+WfbE9dAeOkn2Z/HURch6khC5rNv98hM4fOAg/APTpk+X6PRpzJ0Yx+HHHzb7MyPzdHtTsuqtWzfiFa9+BfZddx3CJMF9ja+2V0e0yhY7x+U53Nq43KY43Ww5+4NZq+u2bv69OddfOCLqAgyriIjI8srIrABxWgBZiBwxMvlvWpITPc+H7fjI5CmnnZMAkUxhBqcVIYhj+LksWy3DqpRM/y3nrjxp0z5cdFWpLJdqcFL2kNZKKIaqwNgQ7O0b4ezZCnvfDrgyeTJZV2xBsHUj/E1jsAYG4JRk5xxtzqRRkCv7a5l1nullRuMTfSRzMx19KYEVp3DrMs1p/y5NmVpIZP9baSRL5QjlzbXknk5pSdZZkfcdeGjJe2nqZojWwLnO1XQ+z+NWVz+HLkrf/8LpcmgAMj/R0jB4ISIiIupiblX7RikhzgukWQNZFiMtcthlH+WhQQS1GnLtm0UX7uQZGsLYVoFSrYTq6CCcKzYh21iB4zqwXB11SBc+Fxu5raGLTq6prslkGxgeAjaMwd6xDc6eK2Dt2Q23M1nbdsLfuBX+6GZYlVE4TlXWo82cPJkWC15ULpPMzWWKY1NNk9XbFTXpTN1M4VwTzWaIpixTT1NMy/LyLBx5T/7GUdgDVWiXu5o1Ea1HDGBWznIGDb1ouT6X1Qxfuvl3hcELERERURcrDZTh+A5yJ0eaZ8gy6OjP8N0ApUoJno4U5Dqabzw/acCSa6e3I4PwNg7D3zCItLK0shDbts30QgtWrlMuU3qBKZN9Ks6b8Jwhb6pIU4RIEcltGp6Z8jhHolU7KUzIogFOqVpFqVaDG5RMfmOqfYhW2cVcJDKAWT4MWi7O/Od1OZ8ZK2AujJ3r0rrBznUvDTvZJSLqb5UbXmHCBjQa2JEDgQ7brCMQBSWERYbMBcIwhJ248D1f5pdR3jyC8m37sPGuGzBwzW5kezfBrpU7TX/OTwOONLHbwYmu3CQ9+oyFOM0wUw8xO9syoyktnEJ5YTOOn38cJbG8LDd9tRSyjizPkRUFAtn3Nq14kRXnGSJ5nXYSbD91FCdPyPnC+CQieU+Negv1Vh2Ts6cQ5QlOBhEq27bijpfejJ1X7MCWsTGUzKhNBSbjY+3VEq2SSzm31dd0eyeia0WDg27vDHetzXcofDkd8urP7sJpua/xuvV3gxUvRF2MqTIREY3t/xQ2X7kbue8jKWwkOqRzVpimRX61hlJtEKXBYTiDVbhjQ3C2jMLftQXBrk2wNw2jGK7BdTwU1tKqT/I8QxKHiLRzWzNFmJmpY3p6GrMzM2g26mi1XjyFYeMFU7PVQL0+hziOEcqU6jDUmuqcxZZ/2lBK/5vaBaIiRZpqhUsmk9zPUtSdAk2ZXNfD8OgQRkZHUKtVzdDXWv2TO9p5L1H3YAXMxWGFy/K63AqYhXi90sZRjWjd4B+Xi8ODGBERLfRkvAs3TjWwcXQYQ+UyBkcGMVUpo5llmJqZw1w9hV8tw63VsGHbZlR3b0Z5bAyu6wO+B8uzYNva78q8HEVRmM50taollimXB6bSZE4Dk0iez+WpFJOTdaRp3HlNjlzPLs/6ei8IgrOaKGnQY5mAxPYDVMslBJ4njwfhOLZMhSxvwcsKJM0WknoT0efvxzfuux/lR09Bq3impqcxWZ/GE+FJs6/DWzbiJS99CV5y0zUIfB3FyULeSjA5OIBjpz7T3izRKlnOc1ue9y2OgcvqWOqISKtxPdetvwsMXmjdYPCydPzjS0REL3LrO9H8zBexKShhswdsHh3B3KYaUs9B03JxzK0BOkx0uYzhsRFs2LwZfqncebGcFFqWCT40Z9EABbkO46xVJQXiVh3Tc03Um02kYYjW3AyiqIksSxDHCZBEZlQlW15nFRlySwctemHyYkIX2UZuwpwchWwiy13ZhwBeZQC1gRpKcr9Wa1erlEoegqCMwClk2QRFmMC+/xC+fu/XkNz7FJqtFsanpjAxN4VTdiRvq4xrX3Yrbrn2VuwtyfqzDI00ROTmaGzfjpNPfKSzJ0Tded7J878XYuiyui4Uvqzm71Q3/i6wjxdaN9jHy4XpQaZb2zUSEdEKO/EoktJO2FkGHTOo4jsoyp5mHYDlIA2G4DguCseCK/OrtQHTNGeeLuZ0QpEsT5AnKdIoMUM218M5zE7OmKCjPjuL2elJNBqz0P5ZoiiHl0awrRSBlaHi5KgFwHBgo+bi+SkoUvhIZBsJ7KQJO2oijxPTVKkRp0i0siXJ4HmeGdZa6f7asr+WZjjyH7uR4OT0FMLDkwhlP+tRhLpW2owFGNk8imtvuBKbRsdQ0/5j0lSWSRGVXfg7r8D04YfMOqm/6cVht55zsv+XMxi6rL7z9f+y2kFmN/4OsOKF1g1WvJwbv+EgIqIlK9+K7TNz2GBZsDYPA4EPVAYxPbITTTvHjJvBHa5isFxFrVqF67vwK7JM4ZmQpUCGNAsRayDSaCKMQpw6PY3pyVOYnJ5GLZnBcNFAtRzAdxxUa0Oo6jpKPhzHgufa8GwbjmxrIe0gV0OdVCZtJhQ2W2iFOWanmziZlJC4JdheAGdsCzZv3oyq7NvAwABqWhET2LCsAvmpOp596mlMf/VR1Ot1nB4fx+zcHK66YRM2bNiMl2zaBkvW4Z2aQZHlaI7UkF2zF89+6X2dvaB+10vnm/16fsjQZe0tVv2y2r9b3fbzz4oXWjdY8fJirHAhIqKLVdpxE8qNJrwkgV3yTee0rldBXBmGxiqhUwCeC7soTPMi7ZPFsgtov7ZhHCHNYkStFhqtJmZmZzFXb2BiYkruTyOKGqjmdYw5EYbKPmqebW7LvoNa4KIU2CiXPJRdF55sx9MgpjO5yKGtj7Q5UpFGQJbAyTOgFSLUJk3aZ4x2tGs58GX/DC110c6CtUPfNEHYDDE1N4PW7Bwi2ecWMhS+jWuu3I6xDZuwzQnaIyS1EnmpBWzagKce+ov2uohEL51v9mMFDEOX9WGxyhf9OZyfVuP3rNt+9lnxQusGK17OYIULERFdjl23fxeSx5/AcJ6i7HjwBjdifNNWhHaOemCjKHlAqYTCtk0TI1/7XpHbZp6hKFIkzSbm6nMYn5pGXYeHnjkBL8kxOlbFFreFnaUUXlCFLeuOYh0aOoPvWyhXKxgdHkHJD+Qs84UjFKUasEQRTk1OYmpqFlmUoKSxUF5gJoxQn2shym1MBhtRGxuFO7QBpeGNKMt+lhwd1QiI5fUzM7NonZ5GFMbIWk3UAg+v3bHddAxcm51G3IqQyPurDA3hvgO8SKMzev1cs9fPHxm6rE9L6Xh3pX73uulnnhUvtG6sVjq6nrHChYiIlsPM8UcRbLoBpdkZU/lSOA5aQa6DF5kmOzrUtHZyqxUm0Enu63DOs2HLNANqzE5jVqbp6Rm5P4e5xgz2YAZbay4G7QQVU5BiIUkzHD11CgeOnsbJ8TqiOMForYZSpYzMtZDb9vPTbJhist7AswcP45n9Ezg90TB9uliyb9qBb5qkyAqgWdgmEEo0FLJdWDpEUpoil/3MZB+TKEOWRsgdC7VSyXQivMey4MQZ8qiOQp4PdmxGedMGHDryoO4okdHr55n6/rqtCmCpGLqsX+fq92Uh/Zmcn5bz97CbftYZvNC60q/BCwMXIiJabs25/diw8xYgCpFFTZTyJqpamZJlKGszI9s2zY20uU89rGN2ZhYT9WnUZ6Zw+vQETp8ax/jEKdPEaG6uhVvKDWwaKKFq5yhbBaaaGQ7NJDg2OYWnTzTw0P5DqDca2Do2iJGNG5B77QBlfjp6YgbHTk7iiedO4PGTCR575oAJeAYqOnKRizzNkBbAdJqb/ltm4hxNOChkfh6liMMESZbAznPUXA9D1Qquqg1ib6mK0twUCnmPYRajNDqMrx/8JEMXepF+Oc/sxQBGL+5p/VpK+DJvOQOYbvoZ16pNIlojGrj0elkoERGtHXfnDmDLZiTIUA5DeI0W/FaISpKglGUIZBnPAvJMRxfSDnUbiFp1NJoNzM410Wg00JB5cXym2VB79KMcocwbb6SQ/6GZOjg118DpuTrqWplilpqn9y2EYYJmM0IjKtAoXJyeqWNiSvuNiZDL+rTtu05pnqEp2603mpiVqSn7FUWyf7K9NMvhytnrkBdgNChhk+9hJM2RpbLNLEbuuAi2b9GNEvU9bd7RC82rWO3SHS72/6d+uw5i8ELrSr/88jFwISKi1fDoF9+LRw78HfKbb0EWAXGWIW024TQaCObmUJ6dQUXuD5UCDAYBrESHkU7QqDcwNzODGZ2mZ4Ai7KxRpfIvQjOLMRvFePLASezffxxTUy3U4wKxW0ICX5ZrBy4w8U4JcWTLOlMcPT6BI6dPm4Am1WZEskwi/6IiR5zL/rVamJ6exPTpY2ieOo76xCTCpIXMzjBql7F1aBA3DwS42ncwIPtazEwjlfelFTxPzt6PL973p7JOIprXzeELQ5fe1y/XROxcl2gRK/kHioELERGthbuufIMJNTK5b755K/tA4CF3XUyUq2hGCQ4mdVPlcvToCRw9dgwTkxOIkgjVcglv3+lhy9YtKLmpTDmemrLx+Djw+S99BUdPTsPybNx41U5839tej+uvvQq+n+hWRHuEovu/eghPP7UfH/vSF/BMPUY5b+GGDRW86pbrMVTxTce5YVrgcCPFyYkphH4NtY3bccWm7di6RYeXrmCXW0XFd7A3bCHPctPnSyFvKB8KEAwMMHSh8+qF6o/L0Y3noAxeus9SOts9l4v9He2mn2kGL0SLWIk/zAxciIhoPbjrnf8RjQcfAY4ch5/FsFwLWbUEv+wjqm6GDj89Z6eYSpo4NTWF2WYDp8aPY487gR1bt8D3XVQqJSROgWYe4+GHn8FUPIudm7di44ZN2H3FbpTLJTia8HREWYZTk6cxOTWBp554Co3ZOsZGh7GhMoRBx8XcXBMzjTpaKXAyGUSpVsLw8DB2bNuO7ZUaqrYDOwcq0y0T0DhpBjvwgR3b8bWHPtjZCtH5MXhh8EKr43LCF7XU39Vu+plm57pEi1jOztf0gMCOc4mIaL04+ujncGr8CYwN7IVdbyJPC1jyzykK5E4Jrjz2XBvVkodyuYxqpYo8ilDKJzA2VIMXBAhkXrkqz8k0PDSKLVs2YOfmndgwMoaavMYuFvbxAlOZovNKno/RSg07hzZi69gYNlaHUM4t019MK4uQWxZsZwQ7rtiGLZs2Y8PoGIZhw2/GsKMEzlyEtCnLeTnsgSrue5oXZbR0/dK57rl02/koQ5fudTGd7S5mqZ3vdtPPNIMXokUsxx9mBi5ERLSejbcOYuTqlyJEhoGZFhCmyJIIdjQHN2nCSxMEloWK45hQpurG8L0yHM9HqVpGrVJCJdDRhYaxYWAEQ66HQEcwynKY9kyZ3bmNkWmViqwjsB1ZvooNgwMY9qqouT6sLMNMkiLKfVn/ALYNbcbu0U3YAheD9RT+dAvuTAP2XIjUzeDWSnhg5us4NnvQvA+ipWLw0j3npQxdut/lBC9qKeFLN/1Ms6kR0SIupxSVTYqIiKjbvOR1/wgTjz2FoZmTgHbNYgOe66PwXKQO0JRZM6H+N4Rbc1HbMICBgQG4brv/FiDC9EyIqNFCs96EU3LgeV77mSjCzOws3MxB4AXyukH4foA8z5GmMWbluXQqhW/5sk15vrTRvG6edtNbGR6Cu20rvvS197ZnEl0CNjXqnnNUBi/d73KbGy10rt9dNjUi6nKX8o0IK1yIiKhbHd//DWx51dvhOEA6OIAizeROZsIRpLk8zpGkEfIoRlpkyKwclmXJIilyHZ0oTtCYa6HViDA7pcNRN9FohZjtBDFzjRB5YcvrLDOFSYJWM0arpbcJnNBG2fYR2C5KcuvJfsCz4VXLcDZvx/37P4zDxx5s7yzRJerniheGLrTaLre50ULnqn5hxQtRD+jFTp2IiIiW4tZv/wkkh4/Anp6C22whbjQQR3W0Wi00nAQtL0Op4sN1bXim6MVB3EoRhhmmZ1toRk3EVmJaGunTehtUyrBlee1PRmc4mY0gdVCyA4z4NdMESatknNIggoESktFhPHjfB3TlRMuiXyteGLrQWlrJypdu+tlm8EJ0Dhf648zAhYiIet1t3/zP4ExNYO7wYfhzs2g1m5hBiMmiBavITahil3VJH24KpIWNZlygGTXQSlvQk0ztZldv7cBGbhVI4kQWhKluGUxLGC0PYGRsI6q1Adiej0eOfVZXSLTs+i146cZzVQYvvWc5g5duxuCF6DwW+wPNwIWIiPrRtd/y45g5vB+I6khnZ9Bs1pGkMaI4QhxrHUuCIgOKVLuJyREvGE9as5YCKWy7QOB5GAiqGBgZg18uYdO+q/H05/6osyTRyumX4KWbz1UZvPQeBi9tDF6IlkD/UDNwIaJ+xpPhpeNJJtH61OvBS7efq/LvTG/r97+NDF6IaF3hH126HLzgvTz8/VtZ/frzmbhleGmr84hobfVi+NIrXw7yb1BvY/DC4IWo7/APG/U6/ePOn3PqNgwOiVZeLwUvvVSNzb/ZvY/BC4MXor7CP2xERN2BQQzR8uuF4KXXmr/z3LR/9PPfNQYvRD2Af7CIiPoPgxmiS9etAUwv9jnI89j+weCFiFYV/8AQEdFKYihDtPaWM9zpxcBlHs+L+0u//n1i8EK0jPiHg4iI1huGMERrYzmCl14OXBTPnfsPgxciWhL+gSAiol7BUIZo5VxO8NLrgcs8nlf3p37828PghWgBHvyJiKhfMYQhWl6XErz0S+Ayj+fe/YnBC1Gf4cGeiIjo3BjGEF2epYYv/Ra4KJ6H9y8GL0Q9igd2IiKi5cEwhmjpLhS89GPgonhuTv32t4TBC/UUHsSJiIjWBgMZosUtFr70a+CieL5OisELkeABkYiIiC4HgxiiF9IApp8Dl3m8ziDF4IX6Fg+CREREtJwudGK9muceDIKI1gdec5Bi8EJ9gQc8IiIiWit6ws1zESKi/tZP4YvduaU+whMdIiIiWks8FyEion76W8DghYiIiIiIiIhohTB4ISIiWgOT79hkJiIiIqJ+1S9VLwxe+oj+ULO0l4ho7S0MXBjAEBEREfU2dq7bwxiyEBGtPxcKWUb/4lTnHhEREVF/6PWOdlnx0qMYuhARdSdWwBARERH1FgYvPYbNiYiIegMDGCIiIqLewOClhzBwISLqPQxfiIiIiLobg5cewdCFiKh3sfqFiIiIelmvX8+yc90ewNCFiGh5dEu4wQ54iYiIqNf0cge7rHjpcgxdiIiWRzdVlLAChoiIiHpNL1/bMnghIiLqUgxfiIiIiNY/Bi9dStNAVrsQERGrX4iIiIjWNwYvXYaBCxERLYYBDBEREXW7Xr3WZfDSRRi4EBHRhTCAISIiIlpfGLx0CYYuRER0MRi+ENFiGM4SEa0+Bi9dgKELERFdCl5gEdFCC48HPD4Q0XrVi9e/DF7WMf2BY+hCRESXixdXRHSu4wADGCKilcfgZZ1i4EJERMuJF1ZEdD4MYIiIVo718Z99Z9G5T+sIgxciotXVDxcco39xqnOPiPrNxR7jeLwgWh6/fFfQuXd+P3Nv1LlH6hN//abOvd7Aipd1iKELEREtN15EEdHFYPUL0aXTsGV+WqpLeQ11DwYv6wxDFyIiWm4MXYjoUrD5EdHFWa7ghAFM710Xs6nROsPghYhobfTixQUDF6Lu0C3HHx5TiBa30iFJvzZD6qXmRgxe1hGGLkREa6fXghdeIBF1h2489vD4QtS22lUp/RjA9Er4wqZG64AGLgxdiIhoOegFES+KiGglsfkR0eqHLqrfmx91MwYva4yBCxERLQcGLkS0mjR8YQBD/WotAxCGL92JwQsREVEXY+BCRGuJAQz1m/UQfPRT+NIrhQoMXtYQq12IiOhyMHAhovWCAQz1g/UUeLDypbsweCEiIuoyrHIhovWK4Qv1qvUYdDB86R4MXtYIq12IiHrffECycLocy7EOIqKVxuoXIlpOvXDtzOCFiIhonWPgQkTdiOEL9Yr1XFnCqpfuwOBlDbDahYiIloqBCxF1M4YvRCuP4cv6x+BllTF0ISKipWCVCxER0dpjqLE+dPt1NIOXVcTQhYiILoSBCxH1Eh7PiIgYvKw4DVvmJyIionNdhDBwIaJew2MadbtuqnZhZc76Zn38Z99ZdO7TMmPYQkS0/qx1fwPzFyIL94MXJ0T9qxf7QOExjXpFt4UZP3Nv1LnXmz7x12/q3Os+rHhZIQxdiIjWn/VwgaP7oJNemMxPRES9gsc0IqIXY/CyAhi6EBGtP+vtW+Ve/JabiPoXg2TqNd3YdIfNjdYvBi9ERERERHRJui1w0QvTxSYiopXEPl6WEStdiIjWr/VYYcJvh4moW6vfuu34xXCF+kUv9/PCPl6IiIjWufV2kcDQhYi6Vbccv1jRQkTrBYOXZcJqFyKi9W+9XCwwdCGibqTHrm44fjFsIaL1hsELEREREVEPmQ9IFk6XYznWsdJY3UJE6xmDFyIi6itrffGw3i9eiIjmdVPgQkS0njF4WQZsZkRE1F0YfhARnd96Pk6yuoWIug1HNVoGDF6IiLrPWowkwsCHiM62EseixY41S93Oeg9cllsvjwBDl6dbgz2OarQ+seLlMjF0ISLqTqt9ccHQhYjWMz1Grcfj1EpVt+jFKUMXOp9u/Pngz/T6xeCFiIiIiKjHnStUWe+By3KaD1t4cUpEq41NjS4TK16IiLrbajQ5Wo8XNUS0utaieeNC88ehhfux3o5Nyx20zGPQQpdqpX4mV0qv/6x3c1MjBi+XgaELEVFvWOkLIgYvRP1trUOXhdZrdctyY9hCy6Vbwpd++JlnHy9ERES0KIYuRP1tPYUuar3sj17Mzk/LSS8+GboQ0XrD4IWIiPreSoUjDF2IiF5oJcMWBi5EtF4xeLlEbGZERERERHRhrG6hbtYNP2P8PVj/2MfLJWDoQkTUm5azBJ/VLkQ0r1/7eFnuoEXxApPWykr8PC+HfvqdYB8vREREPaBfwpL1evJI1KvWy7FlNfZjvrJluY8zenHJ0IWIuhUrXi4Sq12oV/DCiy5HL5/8Lsc30+s9wLmY339e6BAtj/VQ9bKSx6aVOK/g8YfWm/V2/txvvyMcTrqPMHihbsFghdZKL5wEXM4FUjdUzazn4wMvtKiXrWX4shLHppU6lvA4QOvZevkb2o+/Jwxe+giDF1oPGKpQP1uNEw0GL2uPF17Uq9YqfFnOY9NKHEP4O0/dZK3/jvbr7wuDlz7B0IVWE8MVohdbzRONS7k46obQRfH4sjhe+NFqWIvgZbmOTQxciM5Yq7+l/fw7w+ClTzB4ocvBCx2iy7faJxsXc4HULaGL4vHo4vDCkJbbaoYv6zF04e8U9YrV/nvK0KV7MXi5CAxeegMvOIi6F4OX5cHjYH/ixe760a/BC38GqVet9N9V/u4weOkbDF16Ay82iLrbWpx4LOUCqZtCF8VjIc3jyfzaWY3wZTmPTZd63ODPGPWT5f77yt+fMxi89AkGL92LFxhEvYPBy/LgcZEuhCf7q2Olw5e1DF74M0T97HL/zvL354W6PXRRDF6WgKHL2uIFAhHNW6sTkfNdHHVb6KJ4XKXlwAuDy7eSwctyH5uWctzgzwTRiy31by5/f86NwUufYPCyengxQEQXsp7Cl24MXRSPtbSceLFweVYifFmpY9O5jh38GSCildILoYti8HIBDF2WD0/0iWg5MHi5fDwe00rgxfel6abgZZ4eQ/j/NxGthl4JXuzOLdGK4kk+EXW7sy9kujV0IVop/Ft/aZb7WLIaxyaGLkS0GnoldFGseLkAVrxcPp6IEdFy4gn/5eNxmdYCf3fPb7kqXxgKE1Ev6KXQRbHihVaEntTPT0REREQ8J1h5DF2IiNYnVrxcACteLh5PrIhoJfFb88vDYzStN/ydPuNyql4YuhBRr+i1ahfFihdaNqxwISIioovFcwciIup1DF7ossyHLTxpIiIioku18Hyin88pLrVqhdUuRETrG4MXumQMW4iIiGgl9HMAc7EhCkMXIqL1j8ELEREREa1L/V4BQ0TUb3qxfxfF4IUuCU+CiIiIaLX023nHUqtYWO1CRNQdGLwQERH1CYbm1M3480tERN2KwQsRERERdQUNX/olgLlQNQurXYio1/RqMyPF4IWIiIiIaB06V7jC0IWIek0vhy6KwQsRERERdRU2OyIiom5iffxn31l07tMi3vDWj3bu0UI84SGitfIz90ade3SxeOymXtQPx4TJd2zq3GO1y/msl2/Mef1AdPF6veKFwcsF8MC5OJ68E9FaYfBy6Xjspl7F4wJ1+0XbHe/9eufeGff9w5d07l08XsNQN+n10EUxeLkAHrTOjSfwRLQWeIF16Xjcpn7AY0R/6tYLt8UCl4UuJ3zpFrze6m/9ELoo9vFCl4wnNkRERLTeMGCkbnGh0KVf6IV3v1x80wv10//vDF7osjB8IaLVxosqIroQHif6S7ddvGngwtCFqL8weKHLxvCFiFYbL6qIiEh1Y+hCRP1V7aIYvNCyYPhCRERE6wkD2t7XTRdurHIh6m8MXmjZMHwhIiKi9YThS+/qttCFiM7ot2oXxeCFlpWGLwxgiIiIaL1g+NJb9IKtWy7aWOVC9GL9GLooDie9BBzi7NLxZIeIVgpD3ovHYzL1Mx4zuh+rXJbfehqumtdc/aFfgxdWvNCK4kkOEdH6wNCF+h1/B7obq1xWBityaLXo73C/hi6KwQutOIYvRERERHSpuil0ISJaDIMXWhUMX4iIiGitseql+3RD6NJtVS7rVT9XQ/Q6/n/L4IVWEcMXIlpOvIAiokvBY0f36JbQhZYPL9B7D/8/bWPwQqtKw5f5iYiIiGgtMHxZ3/RCbb1frLHKhYguBoMXWjMLQxiGMURERETEKhei3sFqlzM4nPQScGiz9Y3fWhH1Lwa2S8djJdGL8RiyfjBwWTvraUhpxWuv3sDQ5YUYvCwBf/mpm/Fii3oZL5qWjscCosXxOLJ2uunCrJerXNZb8KJ4/dXdGLq8GIOXJeIvP/UzXrDResULpqXj7zHRufFYsjZY5bI+MHih5cbg5cXYxwsRXZCekPKklIiIehWDydWlF2W8MCPqTfzdXhyDFyJaMgYwREREdDl4UUZLwZ+T7sT/386NTY0uAkveiC4Nv0mklcIgcOn4e0h0fjyerKxuvSBjU6O1xeuv7sHQ5fxY8XIR+MNEdGnmK2V4UktEROsVw8mVw3NoulT82ekOl/L/k4aa81M/YPBCRKuKAQwRERERLRXDl/XtUkOXhfohgGHwQkRrYmEVDIMYopXFb/KJaK10+0WzNsNZz01x+gXDl/VpOUKXhXo5gGHwcpH4S0+0Ms4OYhjGEBHRamNIubx66byZ4cva058nXoutHyv5/0Uvhi8MXoho3WIAQ0REROsFq1/WB4Yv/aHXql8YvBDRurewCoZhDBERrSRWvSyPXr44Zviy9hi+rB397C/187+UIKVXwhcGL5eAv+hEa48hDBERrRSGL5enH86VWf2y9nhN1j96IXxh8EJEXY8hDBER0frQbxfDDF+on6zl73e3Nz1i8EJEPYUBDBFdrv9z7Qj++MbNnUdEROfH6pe1w6qX1aGfMz/ry2N9/GffWXTu00V6w1s/2rlHRN2C5eO9hSHb0vDnful+e3cVVpHDgk7yz7ZRKvnwSwP4Bw8c7ixF/YDHl4vDi7K2bvxGvhdCI16XrZzl+t1e7t+Nbvu5ZcXLZeAfGKLuw4oYIjofPTGyLL3jQb+ZynKg0YgxOTWO39ldxnuvGdHFqA8wsKRL0W3VL71SqcPrsvVtJQLJbmt6xIqXy8R0lah78aS6+zFEWxr+rC/Nb+8qw81z5J6FIgUc10KaAZ4N5HK2lOtzucwQruvC8wL84NMz5jH1Jh5jloYXvYtbjovCXglGVguvzZbXcvxur1Y4st5/V1jxcpn4h4aoe81Xv8xPRNTn8gypIydHuQXPsaAlL7bcpDmQFdrsyIHj+nAdRx4XaDXr+O0dLn537yDed/1YZyVERG3dVv3SC3htRusVK16WCdNVot7FaoH1i4HZ0vBn+MJ+Z1cFRZYgtxz4KGBbNgq7HbjoiZJOVp7AdjykaQLIrQY1MheFLAukcCwLltyvVav4nkfHZR51Ox5jlo4XvOd3qd/6M7i5dLw+uzzdVO2iWPFCRNTlWBVD1Nt+b3cJhVVo2yJT4WLbtunnxTZBSi4nSxnsQiZ5Xrvc1aoXjWJy+ZfJy7IsQ57bSHWS+zOzc6bZ0u/vG8Yf37S1vRHqSgwtabmw+mX1MQy8dN0WunQDBi/LhL/YRL2PJ+BEvSm3bRRFAViFnBjlptLFVLLoLMuGZWszI216JM+lIYoshq3L2j4cx2m/tv0SZKZ9kixqOcjiBuqzdfzungH8wVVD+LPbdraXI6K+xfBldfEa7eLxM1sZDF6WEX9IiXobK16Ies9v764Buclc4Go1i+PIYwuplZmKFq18yYpMMxW5b8F1PVnGRQFZTuZr6KIVMiaI0edtXxa0ZXkLhR2YShpLpjjJMDMxjd/fO4gP3LgRH3v5vvYO0LrH0J2WG6tfVhev0VYfq11ejMHLMuMvNlFvW9jsiEEMUfezrMQ0GnJsC3kh93ILlgN57Mh8+SePHflnO44Z1aitU+HiaJMkeV5DmkJfnyNNU1iFrECWsfLMjIikQ1JrHzCFXcj9HFFaYGKmjg/csh2ffMVV+Ozrb9QFiLoa+9O4eAxfVo9eo/E67fz4Ga0sBi9ERJeB4QtRd9POcjVa0Q5yLTktsjUzEUmSyDwXsLQcBsjSFEWhw0nnJjyx9QxKQxl5znZ8eJ5jOtc1FTM6FnWeQTvo1RZKypF1ufIaWcz0CWNpk6YswUyzhVOTM/jQHVfgk6+6Gs98/xvaLyDqQgxfLt75ql8YzCw/hgsrSytdWO2yOI5qtIL4x4eof7AUfW0w+Foa/nye3/v31RDnualjsXJL85T5mhZkeYTADUzg0u7LpV3ZAtuTuzYsuW/CFcdDkSbQcY701rRR0uUdC66W0MjjPJOfV3mdI+vTAMb1SybM0SZKge+hHPjmfqUygDRPMDK2Ebf86ad1N2iN8VizdLyovTx60crAZfXweq1tOX5v1zJw6YbfGVa8EBERUd967mURXrmtjm+5somy9t/i2XAKmOqULC/gWm67+ZAGJxqkWJqhWHC99shGps9duacVMtqiSDMYW9ajr293yGshlSdkVXAcH35QhqwRfqmKLIlRZO1+YuIoRL3ZQiNOUW/MIZL5x06exMdefQP+/g23yVqJqB8wdFldDAq7O3TR35du+Z1h8LKC+ItMRES0fj17T4bxZoFmmCCOLbx25yzetKuO0dFhOJ6PAT+AK/+081wNR3xPmyUBhVa/5Kk2UDLBi87ToEWbHZnbztmV68irrQKePOFr0YsumUbyKheQ15dKATzPRdl34fgVM1y1npo140yW91DxHMRRjFazhQ/fczU++err8cU38aKMiGg56TUbr9suHZsWLQ2bGq0ClrAR9Qc251h9LP9fGv5sLu7wq2JkhQ/f9+EgMc18JucijA4ESPMCZc/GZ09uRbPZNBUtcaGd7cZwXNc0I7Jsx4QuWs0iL4Utj02DJe1N125/u6Ud9JrARXieZ27T3DJhjoY0cD15raxHq2hkvYGrTZIy2HLfM02PfLMOU1Ej87V/mcDTUZXa26tUArzyo/eb9dLK4vFm6XgRS92sn67dLvd3lc2Llo7Byyph+ELU+3hxu/p4IbQ0/Nl8sedelWO2nmJ00EdYj1Eb1M+o3V9LlgGe5eLwXAvbyiWMVSv42xPDiNMYUbMBXShLZCHHMUNNO5ZjOts1AYsmMCYW6ZxeaacvOkuf6rRL0g54LdvV5MTMd4ocnh/A8cumkqZcriJJ03ZHvcLW4CWTZTqlNHo/zzNYWQIdk6nIbXlNCd/6+SfM87RyeMxZGgYv1Et67TpuuX4/17J5UTdi8LKKGL4Q9T5e4K4uXgQtDX8uX+zYqws0whzVqg4WbZmKk3ozQqXso+Rapvrl3ien8Zprt5rSlWYzQXXAM/3lfvC5AFFDfvY0UNFRinKZZL5WsGi2AscHklhuZUaetQMW08mLPKdDTTuerFITGb3rwNNOemV7pjZGltVKF08765X5rlbGyHoyUz8jq8lzJNo3jOyIXWSIZeOZbNx0/KsBjuehXArwxs8/aZan5cVjztIweKGVdqkX/Zdz0d7t13LL+XvJSpeLx+BllTF8IeptvMBdXbwIWhr+XL7QQ7c30UpsbB0tIYpT1Moemq0II5US6nEMTytabB81y0bZ0/5XHORxDi+wTROkODR1Jvjb44PIUm3+0+4g1zQ5kvVreGLu5SngBrDyxDQtai9jwfc9s6wGNfIQjmxHq1ts3Y62UrJdeI4LLYqRHZFVWchlfUURy3I2sli2Ka8Po8SsQ+/LHsseac7T3gaKDKNDG1EbruAV//dr8gwtBx5zlobBC62klb7oX8qFfbdc0y337yIDl0vH4GUNMHwh6m28yF09vAhaGv5MvtCJ1+SYbWZwXQsl38PsXIyhqoUsl8eBNhty8LlnpvFtV2/RuAOtKMJArQzLBmZnWyiXyogyDWxcJGmMDzxThuMF7UoUmW9CFxODaGbiwNHmR/I/12uPkKQKy4U8bC+mVS0y5barrZdkKqFU0tzGgQ5dnWZaC6OFN6kJerSqJcp0JCWtfNGwRdZpFybciZMU2pNMqhUxGubItj3Zt4EBD2/49DPyDF0uHncujMELraTVvvjvpiBmJX731jJsWYjBC10Shi9EvYsXuauHF0BLw5/JM567J0GUAtWyBysvkKaZCVuSOIHteHCsDLltY9D2YTmWabajTXi0uY+2HJqca8HOgVq1bKpTcq046VS9VAINTmz88bM1pHFotmcqVbIMgeMjk3XLSk0lS57myAsNUQJ4joNCQxLbknUWsh3HhCu2LAtbmyTZcpMjke1pJUuUake7Wikj65D1a/OjorBMZY1W1ejw1VptU1ieCXV0Oe2SxpalU9mXsh9gaKiGN37xWd1Fukg87iwNwxdaKWsdBKyXIGY1fscYuiwfBi9riOELUe/ihe7q4AXQ0vDn8YzPXN/CFSNlFFYOr3CQIYFvW4iSzAz7rJ3tfuKJWXzbNZtlmRSOq32+tPtxiZIEduEhjEIMDZagxSsaizh2jnorwkAlgOt6+PKzU3jl9WN4z0MO4Jbg5ilSbXYkdD3a1YsXaHOjHIXjwpIVmdDH15zERSBTqkUyMsXaVYxVmKqZLI2hHfi2ktCEMlrVUmSFCVS0j5jnmzPJMu2xkCw09XnZdpaliBOZI8s5rpbJFMgsDZpy/MATU2bfaGl43FkaBi+0ktZDINALYcD5MHRZXnbnltYA/yAR9S6emBOtP3+1cw7bKjbSJEXJ02GcU7i2izjKMFItmSqSo1MJ7tg+jKJIETguWvWWvFLbBAFRlJo4w3ZsJInMldlxFCPNbFQCX9bpoOy7mKpn2Lm5iv/w+gA//aoI/+aVKaqlikweSr4NP3DaTY4sHT1Ji2C0IZEGONq3iwfP9eE6QCb7qeGL9tkSJxFCU/WSwbZsUy1jZZnctjvWzeS+Tu0XZCi0HEf2tSTr9u3C9CGjzZk8OfPL0wyxLKNb1X5ifvuKAH+4r4r3Xzdm9oNoOfALRqLutV5Cl17C4GWNMXwh6l0MX1YWP1+6WDfv8uEEHoLARaPZArQDW8uG5wP1MJH5Dp4+lWHfaNmEK0VeoFTSkYxS05TIyi2EUWpGIlJpqqMIaVOfFIHMS60CR6ZD3LDVMyGIBiKB68CX9f+jW2fxAzc15FUuKrIP1UrFhCxapaIJSNmVk7Jc+34pEBcJIP9zNDSRF9uObNt1TabSbm4kz+kkr3Vl/+erXTRI0T5pdLuWLa+zHLjyOnlopFkor5cVC51XmI6EtZpG30uKRmMOv73Dxe/vLuEDN24wy9GLsYJs6Ri+0Erp9WqTtaKBy3oKXXrp/2c2NVoH+EeJqHfxBH3lMHhZOv4cAo/cEWKmkWFs0EfZ9WC7FtI0gXa7EgQ+iiLBVLPANRtqiPMcvusiigsEZccEGYmWuIhWM8NQrQzHyRBlBaqBa/pPKZctlJ0Af/PQUbzrjXvhaPWJhipylpXK+rRaRpsjDQ+VoM2F1MRUE3/27Aa4so40Tk0Vi+P4cHRManl5Vmi7JF9e24LGKkmqMxOkRbuNk2YwuibXcUz4kmfa2a4Nz7FNoKTr0X0s8gSJ9mcjO6rb0H3Kc1mjhjK6n0gRR/L7JPtvy77GeWyqbJTj2vBLAX7kqTnzmM7gMWhp+CUjraTVCAnYpGht9NrnzoqXdYB/kIiILg4veOhiuY6FLaNVU21ia2lJlqJIclMpoqHDcMnFcxPt5j++lpbI/zSwgDbziWNEsfYF42OgWkJqxdrfrkzaZEfW7clr3ACnZlqouJ3+WExwkSPLCmSJdr6bYKDkI3ACOPIvl207ssyP3DiDH7t+Cs1GS15no+yX5OTMMRU3cRYjSZomVIkSrbopTEe62k+M6TFGmw3JZkzVjHC9kkyezNPHskSRwbVSWLIduyjgea58DjJp9Yx8BoXpM0YWK1z4QaB5jLw3WdbSIEf2QV5fJAniRhO/tauK3907gA/eskU3RYKBJtHaW42L8/VWBXK55t9Pr72v9Y7ByzrB8IWIiGhlfOP2Fk7MpCZkyLRvFdsx4YTjagjhmKGbD04nuGFrxVS3QCtO8rzTAW4hU45WlJrJDM8sr9XlNKyI0lzmudDU4vETc9i3rYa4FZs+WjS90SZHaaqjJ8EEH2b9yNFoJij7gA6apCHND93SwndfNYm37zpiwhUd0rpaqqIaVOC5uueAI+sstBNeWa+uTycdSTqOEySFdp7bHtVIg5oULmJZMpbntV8a3RfdtD5nmiaZW52v/ciYhUyzI2gzp/n9zjXY8ZBk7ce6nZPj7IiXiPpTtwcV3bT/vVhlxKZG6wybHRH1Fn4jujJY8XJx+v3n8MArtBmPq3kHCmTwPRdJEpnOc7MsR60a4DNPzeLbb9gsy6WmgqTVijA0WEZLi17S3CyvSuWSGQkozguU5X7YamJoYBC+rP5DXzmIf/qOa5CGsg6vgJVnCCNtplSgFScYG6qavmK075gokv0IZB0lF/W6ZkEyT5YpBz7mmhFqFRf3Pd3EI+luxGkMu7DRTFPo8Nd5HMlb0YBFOwiGrD82/cFoxYx2oKv7r02jHH1/sj1Hlk071TKppjUik/XNhyy6P3JjKmkg87UD33ZgpEGT7ptj+pPR+0lW4F8c5e/fPB6LloZfMNJKYtVGb+nVpl2seFln9A8T/zgR9Q6elBOtnf+xscCDt4b48nNNaBctlgN4vosoSkzTIGilh2WhVgL2bfSRaihSWGa+qXaRdWjHus1QAwqtWAlMsx2tDnFdH3leIPBc+E6GQ+NN7NtRhZvl0BGEbFkoz7VjXg0ucniujVSbN8mMONZ+Vgr4niP7JVMaQkch0nUprbIp+Q6mZhPsjR/G64cP4bWjB1AtlUzAo/vhuSXT1CnXYMVpV7Doe8kKnZd3OtXVgaVhQhcToFg2vJIHV7ajj/V96H+0w17tp0bzl0z2RQMZx+mMhGTWk8m+5+a96GboDIbrRES0FAxe1imGL0RERJfuf23V0YZy1MoW7tg9CM00tIKjVY9MwKGBRZY7KJd8fOnpOm7dMWJG/NHQI0ksBL4LbYmTy33byk2zG9eR0yYrRZhmqPgOMrl1A9MjC+47OIXX37kDzSg11SJJ3G6eE2mHtrKOig5frUGHTGGWojagIYuFRrOJcuCaZkJaqaL7WJZ11xvA4ckZ7B3zTSWKBiOvG30Grxvcj7dsPQpk2pzJkfelw0R75oROd893fVi22w5/vPaIR442rdJQpZD3HOfmc7F1ZzpngbI5M2mwUji+7FZ73/S1pjNe8w71yXb4QnSxWNFNK6nXO7/tJ738/yWDl3WM4QsREdGlcU34YOPrhyNTyqHVH1GSm6GkNeDQEMJ3LVlGAwkP9VYBzyrJ6xxYWu0hZ0hplsmyluYOsgodiyhFkTtwLAeJBhLyP408jk6Fpr8WTVU08DD3TGChHe26iGQ9uo72/AK+vF5naasf23GR5joCUfuUTEch0lGJpuYiE4bY2lmM7EKt3H6tblHTj++4YhyvHD6CN245JY9zOLKcp6GLZ5sOdz1Ph5O2EOitrE/fs/ZVo/uUZ7kJVQyZZZoYCX3PZvf1OX3bvr7Oa78ns7y8n3a3vkRE6wrDF1rvGLysc2x6RNT92NyIaHX9xnYfgaed0Ba4bvuwadqjzWzyTPMDC2mSmIBFmx3NhSnu2T2EONOKE61GCeG7jml+o/2jaN8uudwfKAdIc8v0nVIuOaa5UuEUpuLkkeOzuGprDVl4pm8U3Y72H+O5hVmv0tik2YrM+jXfmG3G8GVdcarNhXSOZigZLNm3A+MhRsoOWon2CRObcCRPc/ievhd5I4Xsr6lAKfDNm0/gVcPH8Zqxo+335rRDFb9UkXW1K1dUkWknvykSWY/up5VZKOQ50yCpvYhmOnJXHhSyP6k+KMyyWjGjdS/mTRARES0jDc56PTxj8NIlGL4QdTeGL0SrR3MH7SB2+8aN+MyBDF7gIy1SBNosSKtd5J/ttpvT3HewYZrd2NDKkwyu65mKFg1N0kRuZV2mMZGtzW7apSGaY0RxjJJrQV85Mxfizus2mj5cNJjQahvtK0abLIWJbF+rVoQ28dG+Zmx5XSbL6ehIOrrRfDCj69XKmliWOTobYvtwYAIQV5v/yKbjKJF1yEKyP0kme6zZSBzJI3lvXrtp1Vu2nsYbNhzFy4eflee00119vYNC3qPvazMkbXqk1TwFIg1zZHX6eWn4ouGKCVYKbXIlT5oKm8K8xpZtaDilTbHohdjPCxERXQiDly7C6hciIqIL04oR2wow3Whix8YN+OQB7dPFRsm1EWtQoZ3MWsBsI8G+sSqiVEc9SpElCTwTmsBUlzTC2FTJVErt0YHSJEWp6iPSyhnIOmW5Z483cOPOGlxdoTzWECO1UkRRDt/Xvlky06eMNvfR15cDD6m8vjEXIggcU43jOJ7paDdKNLSxMTHdwLGpHMMDPuIc8pzsj5yxObL/prmRvD/tMLck69IARwcoqpS0zxntvFerYXLTnOiewWfxbVsOIZ98DG/aOgHP88wQ1dr3i4Yvgds+EdTAR/dJVmU+B12/bifRMhtZuamAgYY3uv12iER0sdjPCxEtNF/l0i/NxBi8dCEGMERERIv7rZ0lObnR4ZMTZHmByUYTA7UAnz7i44G5UTnzsUwLmsICvna4ges3D8g87Qw3M0NFe46GJbnpaFfDCU0jNITIZNJ+Umx5HIUpAtdDKQiwf7yOa/aOIGtlJlzJ5SWpDoIk64nzHIPlwIwMpEFOM8zldVqBotmGK8vJNmUdgTyWh0hS7VjXxvHZDANOJNuV+bJCS/ZDO/Lt5B/IskTeQ4Hckg1pkU2ulTftoal1v5Uv++rLCxN9jbxU05XXbjqFN+yYwtv2NEwIo+9HK3w0UFG6PZPCdE4PLaddRWOaKslkyQKOwz5e6NIxfKGVtNQL+H650Kf1hcFLF2MAQ0REdBZtImOaDpkUwVSspLE2xfExMRfhQ08Avuui5FvYOVg1AY0OEV3SspLOWZFV2HjFJ0+YipagJDMtG1GawS8H0P5etLmNBjSO3E43I2werrSrQuSxbjVJtXIGaDRjOLqg0BCopGNBy2Lax4rnOGgkqSxXmLBGQw9tzlMqV3BiOsRoub0zmpmYpkBZ3u4wWJMX2UoWheb5INDXeUgjq9Pnizah0soZC65rIYlyVGRndP1aHdNeI/CW3bN4y74Qb7piFoHvm30zAYtWtMhyOhKS9osz3z+MBk/68pwVL4ticyOi7jAfusxXWjCEWRv9+LlbH//Zd5o/w9Td+A0CUXfgyfnyYJ85F6effu5+Z0cJjqtDQGv1iek2FpmOxey45v6moQoOHDuNe3YVuGXjoOkL5j9/4pB57bxPdm7bkcMLffGNO02fJyXXwUxY4PjcHN54xzbTca1lZWbY5yjW7doo3BQDpbLpnHa60UItaFeZTM+EqJV8tAp5XodDkjMxrUCZlXUNVGr4nU8/h9u3Baj4sgeWhwFZZLoRoVQKTOWLjrY018ghqzPNlWxZJkdsRjZKdLhoWV/Zd+FaOcZluQOnY+zbUjXBkiuTPp/msdwvQUd70mxFC2qakcxzPXx5ejsmp6eRyMwoC+VlFiytfCkKpPLoJ05oVERn43FpafilIa2kO9779c69xV3ogv9Cr6fL089BV/vrFOp6rH4hIqJ+91tX+CZE0KZB2jmspV8tZYDnurB0FB95eHyyibHhIXz9RIC/Hy8hlvln++bO9PqzJj1peuXHDuMVHzmEO/5mP545MYOrtg+ZahStDNGRkEynu4GNZhIisB3TVEc76i2SM99zuQFQD2NUNTmRzWtLH+24tlQJMFuP4KQZNg/4KPICvjyXWY4ZQUlpZ7mp9r3iwFTfaMe5lqur8U3wos2dYrRHO9LhsmfjDENlWaYTuBQmEtIqGh1uOkcq60gyxzSr0teUZJfuGT6Ed+7N8H1XFfj+a1yMVGso+bJ+2ZY2sSK6HPyykFbS5V7Y6+v7ORxYSf3+uerfXuohDGCIiKhf6UmNNunRhMXVlCWXebbe0Y5kHdh5bprtNKIMrufj2HSKX/y7o+b50JOpVNKXGC+OY4DXnjX96UNTeNkHn8OW33wUm37jYVPtoiMYzTYjDJZLJqjQTnm1895yyX6+2kX7iSnJtrR5kuVotQsQRdqsycOhySaGa9q5LUzwAkuHptZ+VeYrY4A0tTFYck2HuxqWaP8wnqsdBvvwAweeLKdJSyDzJpsZaqXcfA6+bMuytU8X2a58DtpJsPZ1gyJDkqeyTLuZUSPWpknySchztryH12+ewxt3ZfinR2U6wqoOIupOF3PhPx/AMISh5cLgpUfNBzAMYYio17Ccn87Fd9rDJevoQaY/E0s7h5Ubua8d6mp1iCYLmino/ESHERIn5GyoNFmCdzKEPbcZ+ewA8ulhFEc2I/nIMMJ7RhG6GlK0Q5yFXi2TztVpz+88jl2/8xQcx5apXZ2i4UorSs39PNfOaW3MNjUokRfIPmjAgjTQ7AO5LHf0dAsba257tCINVWT5NMlN0ymTIenytvYXY7ffr9sOabTPGB0yWmlVi1bfaFwzG2UYCPR0T57TFXTegy23Gk7pM7ks6GrZjDzWrKcZZ2bbqXxQOvi29kKj6yQi6kcMYC4PP782Bi99gAEMERH1g3ftr8PRzmqLHGmmw/20AxENE7S0RMMM02GsHUNb6zx7+IB5XUvuZ3m7s9pGfFKWmZPXTCMfkPsvn0bp45PwJmwkUyPIvrERMzeUddXP+6YFk7rm/zxjNqwVLtrBrqvteEQcZaYKZaCioUw7A9GgKMlzczvTSHFiNsQ1m0qmekZHG3JleR3BSCt1XHmNvhetXslkhla5xGlmOhDWkZiajZYJlRzZri6XJEC9oSM0acojdGamwWWrvXElr82K2IQ385/VtA6jLe9Q99WTffd1W7rDRERdYKUu8ucDhIUTnRs/oxdi57p9jG1siVYfO9e9fKx4uXj99HP3ezs8pNqkyHPNyDymCKTQypcMjuu2+00JAiRpjMef229eM2EBIzMaXvj4+IYYdXk8UwW8G4E93wFc81ZgwwYglfnlTl7h2DVNaxDujVGafOEQy5/v3B795zdjcnYOVV+2ixzNVg7Xs1EOtL8UWUDDDle3qxUnGZ452sIXHz+NN9wwjDAGwqTA8JAlt7LtJDav02BkfDqU+QEaTe2jJYFvtyt7kFsYHqmi2QyRIYGOdvSpJ+dw+7YSBiqldrIiskI+C6vdr4s2cZI9MDsSpTl82b+Hj9Rx89YBVHR7spNRlCF3LWz8pOwUnROPTUvHLwRppS3WSS5DgLaV7kCYn/PiGLyQwRCGaPUwfLk8vLi5eP30M/fQLS18dXoYWa4hQhmmDY8GHDZMZYj2aaId3mrfJU/tbwcvB2Xejmkgmg5Q2fXiny9tkKQnS0/J9AEfuP2HgJf8e3nNsD4LpPkWFC9vwHt8Dp0+cI35AObAj16HeiuUDQO252KgrAGQeWiGpdY+Z4YHK/jwvYfRqDdx+64BRKmOJQRUKkAY5XLfMpUumrBMNRMzGlK9FclyMCMVaQGL67oI3ByO4yNLIkw0gSdORrhtRxVxnJuRk7SPmMIELe1OckMdyUhen8qsKMlRrQT49HMzeN2uQdMPTZhpRU0Gy/Wx4ZMt8xpaHI9NS8fghVba2eECwwBaa+3aV+p7882R+IeQiIi62XOTGV62YRbap4r2cpLlqanaMKGHBTMscrvvlTOOdXKpfGbxig6NKHyZbpTpP8kib/stYGIX8OtjwNHDGnycgPflOaTfuEIXf94rO7e7f+fx9nDN8tqaqbrRpkXQgYkQyRNahWMlKY5NRhip6DDYtglmTF+3hVa56PI2PC9AK7dRCQLTVEorVrSJkE7aFMmzdQDt+WZJFmbCHIOBA9d1TAe8+nmkKZClslySmckuXNP3TGE5si/t1Kgke6aDPYVxhkSWKXKt2CEi6h4MWmi9YfBCL8IAhmhl8VtRopXxtZtauHpLBYHv4dVbm6ayRYd5zjV8kfuZ/NPHGnjMd3GialrSIrLDnb5QzkNDGD15ul2mn0yB6EbgP98E05mtt+cYwuN7TEe8Z3M1aRGZVSArZNJkQ2bVW4np9PdUPUKSpNg8qKFHJuuLTVBUFJEJXrTZlPZboyMi6b43o0TmW6aT3XbfNe39yjJLXlPA8xzMhhmqvqxPt+94pvmVBiiRLNOSbemUZO1mRqrQJlmyQCDLup4ny8o/DWMs+ey0XIhombDSmlaDhi/zE9FaY/BC57SwCoZBDBERrXdl10KaZ+0KDrl9zdYGtFNdM6wzdFye9j8NJhaeAHnzD8IFacwSXSXTvz0EfGQjcGgyhVfZj9LUhvaTYr7q5cb3PwtX9k+Dn3b0o0FKboaf1iGgj02EGAyAkqNDOReI0xy2WyDL26lQlqWYmJk1lTIanuhwz54fmA58lVa/zI+iZJ7zHEw1MgyWTC8tZhkNbHQ0pYrvo2z6nSmQyGeVZQVcuz3p5zZcls9MPreSp8Nrt6uDtKqGzo/NSC8Owxci6icLzzuIzosBDBERrWf3H49N57B5pqMa6ehGGV69eRqOowEFZF6ijW06S5/R1M5WROtrnTsXaUCmt8tqT+wGvv5JyHbHEYa3tp8UGr5obpHLPtVbsbmvLaFCHWba9RB4Ho5NhxiseMhtH2kq87XDXK1MiQvoAE1REqFUcjA1G8KX63sNWcxy2oZKV2h5JnDJC3nfeWY6zU3zAsOVMqzCblf4aGmMBj8a3shUCkrwHE/WncrrZE1FYoIbDV50+UzW7bmyH/LhxXGnLIjOi+ELEREthp3r0orhNxlE58cT9EvDploXr19+1p6+O0crSuAHHtx2Axs4dobA81Fxgb8+WIFWm8RJCNf18Piz7c51v1wC7jwJPP564MavmVmXbFKmJz8AvOzbgDDcgtLGE+0nxGdlOvAj15nqEW3So2HGwGAAV+7/7t8dwBuuq+G1f33S5Ci69zrNn6R97LXDiHOgmQKbh0uohwmKpIDv58gtG56tlS7ajCgzVTON0MaDx5u4a88g4jSGZWvTIct842ZZWv/jQFsRRXGMpJXLZ+bKZ5djtCbL2b5sPDXNjeZaoenrxfNc7PrCpQVT/YbHqKXjF3pE1C8YvFDfYSBE6wWDl0vDi5qL1w8/a4/elSGPUtiuyQxMNYddJPB9B7alzXoyHDkd4clsE0qui2bSxDP7D5vXPi6vuXrCwn27gLumL/+06FkbGDkOjPoBZu7xMPR43czX4EXt/+HrUI8SlD0Pw4MeTo038edfO4Jfeip8vhRZ90LehtazGPp4fs8W3n70dcPyHj24lla4ZHjTxybx4dcP41QDmGnmuHJTBbmsRCts5psL5dp/jFbWyPwoic2IR1p1k6cZKmUPg+USpmZbyGSdf/ngDG7fVsGuLVVs/TR/95aCx6ilY/BCRP1i/u87Ud9gkykiot5T5KlpfuPZLnxPG8zIxa+tncKmJnB49nRomtB8594M37qzDt9tdyiripr5L3bV5yONy3NlDnxlOxBZEWpfKTDrtoOvb5JJt5BbOtpSIfupIyIBByZC/OenQlPhokHLHTK9VKaXyfTyzvQKmbTJkrYY0knp7Zv+bhqv+ehpfMtHTuOtH5uEvqu3fmoa3/vlaYyUXdNkSIOXRFau2zZNjrSBkswr0hiuzHC1HZZ8SI6OhBSlmJ5rIZUFbNtBGEUYrDqwCu2Xhmh58cswIuoXDF6ob80HMAxhaK3wW1Gi5XN8st0cRgdUti3fpBIaMgRuYAbtmWsWqPo+4iyGdl77Xbs14mg71ukBt6ElJsvkjbKuP36b7kMTA1Olzty2vb/3NHzHQVzINlsFTkyHprpFg5c7zRJtoUyJreMonTEfwLyqM2mY8xqZtKZGjyiaq+jJXVWm7/nKJMzgSSZsaVcCtaK4ncDI1hzPk/1zzWu0895c7k3Lh6AjNNmWbTru3TlakX2McP/BCX0RLQGrGYmI6GxsakS0RPxWhlYCT9AvHgOri9cXTY1eohUvhek41pP/6LhFngPYroWyPD4yGWFzrQRbZpZcX15R4Bc+dcC89vEfBK76f4Ej24DdDTNrWczIZJ8AKmVgboeH4bl2B7Vve93deOjxQ5htzuGtd12J5w4+hf/4RBOvNc8C0zINTVeRW7HcS5DnFXgYBNwQ2alhRO+2YH/hJLA/R1CPYLWTlHP6hEwffsWIqbLpDIKEwA/kVVr2kiNOdPSkHK58Zvcfa+Hu3RtlCXlWOyPWjnn1X8XCtk/wd2+peJxaOn4BRkT9gMEL0TJhMEOXiuHLxeEFzcXrh5+xx+8uELdiVKoBtO6lKCw4rnZskiAJLXiBh0YjxehQDY6tVS85/vtn2h3fPvP/APt+BpgdBQaXefCeD+wEvvsxIItG4WzQrneBv5fpp2+7DcO1Emq1Gu77xiN47/HjzwcvulcbNbURiQ3E8iNf7RS+aBVPUeiDzjDTxTD8ooRw6wmUtESmQ+tTqu/aCvzhcczX2/ytTJ959Zi8xkKSpbAdB0WmlT86sLR8XnmBLx2O8U1XjiDPMtNRb2bqZwrs+RJPFy8Gj1NLx+BlffoPn3gW9913n7mvw+BrBVye67H1hccC31TOdcrqOuaX12XNa2Teddddh1/5tmvbCxD1IQYvRKuAoQydD4OXi8MLmovXDz9jT91VoMgz+K4OhazDJ2fwXNc0oXnsaBN3XjGEKClQqwYIUyBJYvz6F9rBy3PvA3Z9u4XTYwW2LGNzI/WkTJsPAQNDNpKxHCVZvwYvP3vbzSZF0YsSHVL6F+67//ng5cAvAzt/DHjwd4FjPwXMyryDm4Ctu4Hqq4B93yUXMVfBjHJUcgBHrnkefwNw473t15v8ZaqEkunGpoRweBpBJpuTRxq+/P03bUIqn0uWFXD1M9JqF1lPmll4djzDdVuq5nNL5aJJO+At+S62fVarb2ipeJxaOgYva+87fv3DaDabz4crF2Ox4OVCdHkNZXTktA/9qzd35hL1NgYvRGuEYQzNY/BycXhBc/F6/Wfs0TtacGwfnuPAtS3TpMaxNdCwkSYJ7j8Y4pV7h03A4ck8bYjUSOLnK17Gvw6M7AMOjwG7lzl40ZOsP74a+D7Zxul7Amx8uP3ze/ftt5z55rhw8IvfeMAEL6b+pFPtckj2Z8+C/dHntM7liN7Kdc4BeflNXwa2XC/rHpJbXUhM/5cShv91KJ9DZwY8RP+thsqvTplHH5Hpo68clQutHIO1AHEcoRR4mK3HsOVCKJDPsjCBULvJllPysPmT7ZGZaGl4nFo6Bi+r71v+f3/auXf5fMeF+3MvhZNbSBoRhlHG7KPH4T1bhz0Rozkxqwu1k9/zXHXOhzF/81Pf0ZlD1FsYvBCtYwxn+gODl4vDC5qL1+s/Y4+9JERheyi57eAliSO4nla+yPm+6+G50w3sG6mhpH3uOiVZJpHzfwf/5ROHzOunjgPVMhANAwNmzvJ6wgX2ngbyZAtKm9phz6dk+g+33Wy+Xf7lBx95vtplvyx7Racf26NDcr99d1GmOdEcUCrJ9YzXvq45Itc3WychnwHwG/LiV7wfuOubZduFj7g5Bmw50/Tor2T6+1dukGUTWYeHo9MRrhgtIw4B1/fkNUAzTBFUfOz4zIJ2THRBPE4tHYOX1fGmX/pzE25k2uP2WeSwYTr3flulgt9wXWydnTUjpC2l9kWPsfjpW2Cdb2ENmeV/gw9G+PN7j+AX5bj38VYLZd0fefrsehkdoU6bO/41QxjqIZ0u1ohoPeLJCBHRhT14JNbOTuRehjTPUMjZjXYIq/MOjLdw5dig6VTWKiyUfQuB75smSfOSVvsL2Rdfjpwx/9z5ljmXa1MgDQEvOIFp0/yn/cXv/AWQ3p9nb23fHvnr84cuauKHZZ1ysfP0v2hfuJwoaeiineHKvC3AT8r7uubtwPtGgFMzMYLKSZTmSmj9y1HE8n7fJst98+fHzTWRXnpNzmXw5J+pcnEtFGmGcslFGLbw7tFlLgUi6uCXTCtLq1t00pB3YeiiF4EaxPzRhg1I5Var6f6y2cS2WW3cuLTQ5Yyzo5OzaApuW7jlkWmMyTbeHYb4hsx7XKZfHh5GLLcLL0p1P/Ww9O3v/kszEfUCBi9E65yGLwxgiIjObc+GwDQh0s5088KWk/bOibvt4shkgpGKLxcdctIjy1iat+g1wJncxVTCaLOcsBOKnE0vAFoPlFEcHYb1SAXh3QMIKy8cIvpC7v/3+l8bsze1q490nfqtrqOJT0cod7e2+7JE8A/bt+dz9W+1byu/3Q6ENj4VQDsNvu+HgJs611fDMv1ACpy8AnjPX8qFVx7C/2+TsE/sNs+/Rabf+uoMCvlMJqIcqeyjXoxpSBXlGRKZKvIBad8PRNQd3nvQxbf+8gfP2aSocF0TtORFge8bH5cZhalwmacxivb/tCSysOYqS/FvT53u3GtX2czJdl8/PY2H5PYr8vhJOSaOagnfWTR8+Y5f+xv8/jMLY2qi7sK/okRdYj6AOXsiIup3owM+bMdGIWf/SVqYi4AoL1Ap29g46CNMMrjyvGu78OS5dtZx5vtcv6oXIA7GzlHUcVyW9/e0kNemYe9qwvt4BO94iPD0Ne2ObJdgv3asItvc/Cft4YneIJOGQ7/wtQfxOjNHtpPJxYg2G+o8Ph/tBiaZlUnehhbJnPi9IdjDOcZbwI1/YRZ5gVtkpW/8QeAXbpfXyNmf5R9ANL0ZYeca59c/cxIaCWmvLnoxpkGMGg9tvO/BFixniRdhZLAJKa0FDVo0cHn/+9//guqWF0k1Yj2//75Rh5V/MQ2M77jjjs4joQfcBcGLHr/iLDIB7kKFHJOvts99dNP9mZN9/kQYyjHqxXun7+ev/+qvTADzFlbBUBdi8EJERERd69fGctPKSK4FtJIdVpGhEtioBR58F9g7pslCIk9o0NIepSfOcrkIWJCyyF3XydEZsflFTsp6deSg5hzwR3cDf/nbMZq6Te9JBNODyBaWz5zDtdrvimzb3dp6PljRC5iFPC0/Ec/+LrD4Jc8ZT2yX9yvvb+rDQEseb/kHM4isBMd3ApX2Ii+ine++41ng/SPA6aZeK51E6fQwGt87gNj38ZWjIX7500fwR4+18IffaOFDzwCfP5wjKPnYOrISvd8QtbG50eX5ofd84fnqlvMGLh3/ZnS0c+/cfvzkSVOVoh577DHcf//95v4zzzxj7r/kJS8xj8/2Yze/DUXcwoPf/54XhC9O2cWsHvyKQg7HZ4Lvs+kzwXme1/ena9UqmB/9oy+3ZxJ1AQYvRF2OVS9E1M9eti2Uk/usPQSq/C/LctPcSAs0njwaYsdwGZac7diFK+f77dOeOJLl0zMxi/YNaaEwVSSLGZL1OvLSLC7h+x8F3vHTcu0wDHxwg2zSmgWmPCTPX6Is7qYU8GQdjq19qLT93AMPPX9fbzf/cXs7Qz8rt+3Zi9LLqlsead8f/8F2B7vqizuB285RtTPvBpl+WJfZ2t7/ieY0Sv87hD9hY2bToFlm99ZNGBusYKDio+xZcOXi6fRM0zxHtFIYvlwa7TT36NGjnUdL82uTky/ur+q3f9uEIviHnXaO2idM+x5+4Rd+Ad/yLd9i7p84cQKe5z0fxKhiQcnLt+99BSrVMfhyrGv3ONWRtJey3vIWYP9+4N/9OzPbSpL2djsqQbDk/mV0X972P/6684hofWufgRBRV2PzIyLqR7+2KTNDSOtpf5jkcp2Qdare9T8OjkzFaOpJvfC0F9rCMif0mfw3TtuXFBq2pLKKJLVMU5vFjMvqElncerJ9OaAXDxpRfE8KvPf7dE6G8PfbocX5mPAmj9HJSUzY8vr2XRyUye5cbQzH7dtz0bGYTB2PLDf2ByXTP81Xfgh47bR5ekm0+uW7Zf8/t1kuXk4npu+XoWdnoWPxzNTrCONUroUKpBpW6Y5aL7pMI6I1tLDTXHWxF3XPjIx07nX86I/K77kc3d7zHvNQ1zrft9MHPvABnDp1Cr7v4/bbb0cURfi3//bfmucMPSgK27Kxd2ibeXiqOYWs6BzURPlLs2Z+8dGPorjmGljvehfwxBMofuAHgPs6nVuJ65ZQsbOQvn92wkvdgMELUQ9i+EJE/UBH3xkqFXLm7cAuMlPtMn8BoF/VFpb2V6Jl6TZcz0Vhd0IYK0Arat8f0v+ksngcnDN4qXt6QQFM/NmLLwju+lv9b4KB75oyj89Fg5KTJnHJ4Xf28cwlCRBva9+efrC97PnEvyj7K2dwf/O6Era9I8RcDNz2F2fe+lLpSaD+tRgba/ff8tCfyGcjt+ZCTvt50R3UciH57P7lsYV7S0Rr5d1fm3xBp7n6e18LAtNZ7tn9qpztl37pl/Bnf/Zn5v61U2cds/S1H/vY8/f1+PDXw9o9N/BXf/VXuPbaa00Yq+GLBjK33nqree5F5LVxluAzR89UxOjx5NVfbVflaDMj65FHgH37YO3dC+tP/uT5pkd6hPXSduir29Dbc9F+YEqyLwvfsYYv//2+8x+LidYKgxeiHsXwhYh62W9sc+AUOR48nCCVE3XL1hNwy4QF2neK5QHVoCzXAD6ytDPikcYK8vzZ1yb6MG+ELziBX2jTde3bxv3ti4APmP+2XS/TXFMrWTR+OT/te0WrXqLOtcTCvli2/l37uYOv7sw4j2v+Rfv2O7+QIEzlNZvP3a/L+aTyht0pF4GT4uGPANf9aPvE0Hd8+bzknnyOtlXAO8/FDxGtHg1cPvnJT3Ye6bHM0twYc1Fkfne1Y+yzDQ4O4pu/+ZvNcfG//bf/hu/6ru/qPLOI7/keYLt2IKVrA948PW228eY3vxlPPPEEZmdnUavV8N73vhff932m3K99AO0cPHM5AF/3h9+N+77vD/BzX/q99kxhycHtP2tbS9m/YmwMxetfL8dqOWi+4Q0otOrlZS8zy9Vl3RrBaOe9DzzwgAlf0nNUwDwh878Qx/i6rFOHo5732c98htUvtC61f6uIqCex6RER9SpzfWE52LOhZCpb9PJDT/pdxzLPOTJtrbb7dck6bXjyvGW+UW1GMdxAaztMsQs0Y8ib5x61x9LrEDmv33KgfVGjr/zjf9JJY8Qz72vfRhc4q4rCdkAz1SlpmW9mpPtU0aGJxI26Q+cxK/sxf21VFBmOfwG4of32LkojkJ2dqsF1U3z05cCtcr2l72vfFdvlQktXKBdIsh1Xtpfli1/4ENHq+F8PNV5Q5aINLJ8bHTVBy9mHnbTywhj2N3/zN03Y8q53vQtzc3N4xzvegZ/5mZ8xz/3ihg3m1tCwZXIS0P5i5itQ5NaWbWj4olO5XEaj0cD3f//3y/GhcyB6EQt3/vEPd+636ZKlsGW2YX31q7A+/Wnga18D/v7v5aB3o9meHmVeUa+b5e+77z58z/d8D37iJ34CL7/nHhw6dMiEMPOurdUQdcKWXG4fln35m4GBMwdHoeHLbz661HHniFbeBU4RiKgXMHwhol6jQ5OqIHAQuD5cx9WoQC4OCnMCr2HKpkFPrhxiBH6ALCnMcNK2JRcSTo5AhykSepqvow2lg+cOXoq75OReNlfvlKroyZOtG+iwP9y+PV47/xDC8UT7tnxWHy6PbZL/yO58+ccu3Mzo1H9u74s6/TRQfYu81/bDJZv8tRpKp3KkRR0PjwHf+nB7/t5du+S/FgrbQVY4cOSzjDL5PDudEhOtNHaw+2J/l+7C3/6tadNo6G+j5rN7NCRZhN080xG2Vrlo8HLnnXeaflre9ra34UMf+pBpcqTP/ez4eGdJoWGLK0cTnToBhm5rSbFr+3B6bs810dADl6y3uOoq08cL/vk/N9Uulna0K0Ys6/nKva9+9at4+OGH8aM/+qP43Oc/jy1bt7abQCpZxwfn5nvKatO93SbzHpXbhVU/H/voR/H32e7OI6K1xb+kRH1ivvqFVTDryy/fdf4LNSJanCsXB1qFktgBkkw7h9W+XCwzmpGO7jzTyDBa0YqX3AwFHaWZzLeRRKkJZ+YvJzS0sOWh9bXOSf0ixjrFLSXteVboydPCb1+9J9thyMi3dmacQ21z+7YkmzrTWEAuGDoVMzve3749F81r9v3r9n1zjXQHoJnNxciOVTD0Qy20WsAjY8BNnRBo746t8lll5lNJdHxuvZVt6DXMvzx2oUZURLQS3vyrH8Kv/MqvdB5pFV/VhC7noxlI0al60aGXv/SlL+GWW24xTYM++tGP4t3vfvfzz72IzlswX9elfbpcUKf65FxuuHdOjsOdZXT9egD7xjeA669HsbsdjLymVDLHH62s0VGTtNrmyn378PRTT6EUnDlX+pq8t/Ac22vJ/PtkGpZ1zfv1X/s1vP3X/qbziGjtMHghIiKirpPnCVy3gs8+G6JICzi2Y879HScwowOdmI3lsQ1PTsDzLEG57MIubBSmGU3ZhDFKgxfHAWYfPPflTLatfQGi/fgqPXnSQGfe0Q0yTxZoPX5WKctZ/HL7NpJrgm9u3zUVN9V7YEYo2t6edU7zTZm0L5hHXgYsaCSwJPlx2XC1ibkwQ2MrcEfnLezesQO55cnnlKOQz0qDLPPldJbCNSEV0eph1Uvbt/3KXyDpjMo271ijYY5FL6IjBGlKOh9ILKh6me+k9j3veQ9e9apX4Sd/8idNtcu8FzQ3WsT/uUDw0m6G1HlwDv/q0MnOvUXkuenX5bimwUL37YYbb8TX7r3XvFftV2a+2iWS92F1ljPhjfZHcxY9TH4qDPGU3M7vlvYT8/Zf75QmEq0RBi9EfYpVL0TU3RwMlG3YrgvH81Bo2YqcZs/HBCcbKaKkPby0DgWtQYkOLe1qOYyYbz6zX5MXMfDsua8cRq6S18vt/BK6BtMxZMeuTopSf/b8IcX8s9UF3Q48OgToSNf6NfaFTsoe3Sj7Lcs+/vvAdU90Zi6BjjKdTwUoKjHu/11Zx2Zgc2dn2s2LhAZJlgZTPhy9zWSHigz/9CirXYhW25t+6c9Np+Fn02PPmXqUBf7gDzRhAd785s6MM8cbDS00HInjGJ/61KeenzfvBc2NFtKDp6zz+xoN3HzzzfiN3/gN07+LhjgLp4e+8SAe+s4/wMP/8I/w9D/6Mzz5rj/F57/rf+PfvfQHcPXIFYjCOl5blj0/TzpTkWP4/B7p+w58H3fefTd+6qd+Ci9/+cvNfH0/Bxauo1SCdccdsDSckvd2tlzWceZdttf7tv/x151HRKuPwQtRH2OzIyLqVnpCPd1KYMmlyCcO+CiyQs69cwSuhhMx8tRCGCdyYQAEjoMkyeHY2hipfeozX/Y+ooGHzIqfnr9MeTFnvmq98yXx+D+54fl+VtSe/6d9u7HdL+Si9GJJvzjWapVgwbXDNZ9u3z60r317Ps/NACeOAsM/ceG+YOa1XAvDcyUUdoSv/UGOm34KGJP52rToyt0ausgb0TBKgxf53BzHMh0U6/Db/+KEWQURraI3/uKfvSAYWUjndrLiNj3A/YQcEHbubN+v1TpPtIULHmtIci6/OyZHhflQ48472+vSfdBAQ24ffPBB/LN/9s9Q6TRh0v3TpkoaZoRhiDCN0UpCTIVzmIsbKLsBvvOq1+CP3/TzePiH/gzTX/gSrPvug/XQQ6Z5kaXrXRCiXL/Ivnmui//5P//n8/utzY2e79lFjunW/fejOH4chQ5N/a//NawFQVUk7/t62caCQ62h+/3W//5XnUdEq4vBCxEREXWdQk763SLDxsGanIPnmM0HTTVILmfa+u3pcMWDKyfnWrjh2racgFtwLAetNJPbDD/38UNmPRqI6PVF47HFL3SMsH0dMtT5qtmxcnzv/37c3NfiFc9v94eigca5HO2ENhrYeJ1rDO0ypnyN7IM8vqXRnnc+3ysb23Y90BkA6bz0c2j8ryH4Ey7G5cLoc1cAd3cCm3fdPIS37M3xuq2zGIlP4Tv25HjzHgtv3uvgVZua+KYtGX7sEEcDuVzsw4suloYu5wtI5h0dHm7f0fDi134NOHas/fjAgfZtJ9Tw6vUXhQ9n06ZI/2xmRg5IckTS/lfuvbfzjFgQjkxPT+O//tf/iquvvhqlUsn0s6V9sdxy262448/ehVve+724/f0/iO/48L/D7z/yYUzHdQwFNdhW+3LTVMho4PLe96L4xjdgfe1rsGSejkrkLFLds5AePh/W/VP6+fz4j5sAB3/0R7BuuAH4J/8ERadJlB6mXynv+1xHdN0Phi+0Fhi8EBGrXoio6+j1gA4fPd4IMTpcxpcPN81gHHq2HWcWhsseAs+Rh3KSLvNtOXXXcnvHzszIRvNmOoFIfI4SEr0E0mDFleXmL0GGf6sduqhDb2+vYPZrZ55fTK0T2kSd7gnUMdkvV643sgRY6iX6hS6ilF6e1N83iMoPNjEXJziwA3iNXFepH717CLav1UCpGQ1q52gVM/XIXByFSWr6xwl8nh7S2urHfl60edFSQhe1Y3oa/1erVJQeDDUwUV/6EvDww+1wQuhvcnzW8NJK+1HR46FuT/uRMX3JeN7zr8O///ft9epB1bZN0DIyMoKf+7mfw9NPP/2Cvme0893ALcvxtmJGjjs8dwr/+6G/xOs/+OO46g++Cy/9ie+AdeedsG6+Gfhf/wvQYZ+Fbqn4+tdh33svHn7kEURxbEKgxfypvGa2cx9XXw3re77HhDfYswfF+94H6x//43aCLm6V93Cu0GWevm82O6LVxr+sRERrhN+GEl06y9b+XOSfnGxPNXJoRcsnDspFQpFgtpVgIHDNyXeWFUjlmiTOcnz90Az+7okZJPmZb1f12kKNJotHGrqkNg/Sapr57iq/rXNbl81d+QftC5Vn325uzumJl7Vvp3+xfav897Rvn3hD+3a5xH9eRe3b5zA7meDxjcAdnS+Kf+iu4XbLAatAK0nlIqnAdZurcDwHURYjiQtYeqG1oONgIlp52pHuuZoXzdu7dy+eeuopE5ioN09MtMMSpfM0NNHg4qab2vM63LOGl/4v/+W/mP5e5ren62vKMr+6aROgowfpun7pl8xzZp0y/ffR0fbjxcgilpbYncONX59shyxakfIeOehdfTVw993ALbfACkM5ltumudLDDz2Er3zlK/ixH/sxs5/zYtn+7oXDRz/9NAptDjU0BPyn/2SaRhXyOn03b61UEMwf1C9A3z873KXVxOCFiIiIuk6ea8eOppgF2p4osx1zsv7BRy2cmEswVnHawUyRy9OZuZioeAWiOJV55lVG3jkTyhp6afBielkTdnKahd8bn5BVuDpKkJzuP/kfgLvO07+LXhDc1fkC/+Ffb9/qpdDYt8p2ZbM7H2jPu1yh7FM8MYbatzRwYrLA1B6gk/fgB24bxqnZFF98dg5hZKHk23jqdIjZOIfr2HJCKPMCDyV5w3u+2Pn2nGgN9UvVizYvWqwj3YX02Pbss8+aZj4TGrh0uAsqT54PXxZR2DZ+6id/ElEU4T/+x//YmasFLa6ZqtUqfvr0aU2qO8+80D8/fny+i6vFnWO76ue1pG8h3U8NfTwPtVe8Ane99KW47fbbMTg4aJ7+kR/5ETME9vd+7/eaUGj/fLh0tiuvhPXzPw/ceKNZ7qWy3JEFIZO6UAWRfu5sdkSrhcELEdEaYLUL0eWZP6GONVyxbFiFBccL4AUBvnHKhW/laDZj2HLBEiYxUrlAuXrzMO7ZNwBnQTl7vXNefq4vbPUypGRyGg/ZjLxudgTpbIAtUzLHD/HwnwDX/H/nP6GS3ZGLDdmWXNfMF7c8eY28Xl40I9eWFzss9GImr5TLotNDyP0JfPq7geZuYLe8t3/6smF8/63DCAIb+09H8GQx1y0wEHg4MRvJGy/g25m8RxdWLhdIS/uymIiWgVa6zB/LtizSJEj9q3/1r0xA8MM//MNm2c997nPPv0aPT+f9ldWQ46d+CpDj36+++90moNCqEg1b9L52kHuhShulWztvHLuwt/GFZD+vj8/dX9TL5T2nsowek6+66irceeedeOSRR8y+/Zt/829w7733Yu675YCm72MRpopGnvu9kREzutH8UtpkyfU8E1a98Y1v7MxdnH6WrHyh1cDghYiIiLqOnofnchpjFzmKLJZ7BeIklTMbB47n4ncfaiGWawFbFtTZiVa9IMJIZRDpgm91/c71wsA5vnDWE/kPDQBf+nKCVpojyqbgWhEaEfDZdwLX/li748fzye5s307c3b5VN7RHdcWRf9y+vRwzux0M3Z8hcGbwV9uB134E0EGS/sUrRswXyxochXGO2TDDjrGyaY3Qkscv37NJ3l8Cz/fk/citF6AZn/+bd6LV1MtVL//ygw88X+mix5DDzaYJODR0mKeVLu9+97uxe/duHD9+3Nx+93d/N376p38a/1j7NenQ49yL6C/60aPAr/5q+35RoFwu42Uve9nzwc3ZfmW+35hFaFhzLudan+U7mFv8KfNeTzXO9Co+/77f9a534Z577jHv3fT5oqM2fexjsM4REPmy7d+emuo8alexPP744/h//+f/xMzMDD7xiU90nnmhVNc/f19e86//8qHOI6KVMf/zRkREq4TVLkSX78dPyn+KBLk2MypspHlh+n0x3946nunw8S+ejM2ycRKakY1sy5PlEjnBP3MCP+TrRQtMk5/F6ImSdt9y1xvlGkauSR4ZbQcx0xuA13zswsM6N2QFmz7mmn5i9o53Zgq/MyjJDedporQUU7d4qD2YmVGV/m4T8N2dHih//FUbTasBva5z5T1ONxKUXQtXbKqY5kTazMizE3iuDc8p4MoUpQmYuywvHu9pMf/oDz9v+mtRGjfor918rJEXBe7S/kuEVqRoR7bHjh3DRz7yERw+fBjj4+P4lV/5Ffze7/2eWUZp8PHakZHOI/H617d/+bdu1ZVoD7ia4uCY3p7HzyxoxrSQ7uNHzhqqeqF8QZi9UNFMTcCyGH2HiwZGQoOQ97/2tbBe+tJ24DI2ZjrifX6o6w7tpvcWmRZGMjrSkvZhowHTS+X1i1X0XCfv5Ruyz4/pujrr0+qYf/xHXzb3iVYCgxciIiLqSmmhoxZp7yS5CV30DF9Psi3LRm65cIIS/uCBOZSCKvzARytqBzHJgrL4k9fohU67f5Tz0csVWRQvkWU1iNku0+KXDC904p1yslWkOP10Z4Y4Imdfuk0d4Oj8l0HnN/7/AYOfS/D/Z+88AOyoqv//nZnX3/bd9N57AoRepHeQKiAICoICCoj4t/8EFUWwICIgCkoTpUvvKkgLCQTSO4T0bLbvq9P+59yZt3nZvN3sJptkd3M+yWRm7ty5985s9r57v++cc7MmMK+S5lq+Rf91R9AJvYcATWqiUR2GHqBjF1MHRmClLToPo4kq5/fE5vhqFVkVC8fB1A868lSCsOvojVYvLKQw/Nu2tSwAvNfQgNerqpQlTCwWa1lFqLKyEk1NTco6pLWVyX/q6jCfBRtOf/VVL5EtXlhs4fspvbJ520rvfW1YvRxbX+8fbQ3H3CpE2TvJNvvJE9sRcniZ6XPoefgZXQ7Eu4GVduLOO4GFC5UYw1LPRNrcVuINx7HhVZjYYqa16MIT36WU/qD/Hprp3rm0z5WwYf16/0gQuh4RXgRBEHYh8u2nIHQd397oBc+FY9NfRw3S2TSdvyVmMUbXDQTCYfxjoYkMjdIpm8LM+3LW7evtK3aCpQeHeRz1Z+949b7enklf782NNn7BT9gOeKGionO94/lDdOzrzy+uO6IfspYL27Whh3UYAW/yURYPIxYPIRh0aFICTB0YR8bi2Dg0+Uhl6X3pCFMeQRB2Lifd/Lh/BHzqW7YU4qhNm9TveW6ytmbNGnz00UcYwFYsBWBXoAm1tf4ZwW46gwcrETafwhLJZi5uw+qFu8223CrzjAg3Q53c/h+t9k+2hLN/0o4I9HY0unmSyu0/+WRo++wDjUUkdsmaNQv7WFbBuDNs8cLxYqby8tV5cHmzqU0NraxzMpqGl4qKWt6LLDMt7CxEeBEEQRAEoeeiGUpwgWPSoIbFF1tNQFx/iOPqGirLi/DwvCTun5+Grtkw8iYJ5WGaTFDWnWHnkX0kSO3RsHw5sMGvs4G20d/2jsN+nJftgSWS14/ldgcwbLw3HfrOUf2QzmaQzvBKRUEYWkB90c3LtbJFSyygIxwMY0NdFkXhIGwrC3YEsG0HoWAAH6xo+xttYfsRwV3IcfwvH1HCMBMNhzG0gXuEPNh6I8+Cg3+z2U6PLVwGDx6MQYPY1m5rPv/5zyurGBaeeWlmtBGoN0dVMTvpdA5uSyGhgwm5BSSZoI4fsV9jAeJsjeIftyZD/XmIn6EVLt3jTpvmCTF0POfjj1UsmNbkx8jJ0YfeBzsRmQWuMWwJFPTdsFio/vxvnlLHgtCViPAiCMIes2SjIAi9j4P7J71VjWhawAKCTse2rdY6UhMRXu2oMWUiGI2giAbff55tIhSO+ncDgUqaTNA4fnOIx65hTZGG2IkuMraLkn2A3LoauW9VN/0HGNTWzKODROexu5WF0lu8yc1v/r1BCS2xcAAOBx3muDfqfdAzB2hCwZZANO9YvjFDk4sMwgEWrSid7m1KmzhrdfuTNUHYXfTGcUqSffxaw6LCZ5/5Jx5KfOFf1Db4+c9/jn/9y1sS+YEHHlBLQ+upVLurEFU3NbVpvcLc34a7Ebs9FSJgby1ohAMB9E8W7lm/3I4w9B61v03oPfzyxBPx3LPeKkS33XYbLr/8ck98bwNT1/F8MtnyvFo2C7CbU6t7ZtPPo71yBGFHEeFFEARBEIQeC8ePPH6YSQNmE7rGFi80sPbtXUJBbzLAAgQLMuFICGMGV+K+OZsnA+kJ3t6PddslsNdS/zUuDNfC7D507CUrVh7gCT3JL/kJO0A/qqgpSc+37+ZvlQP8zHrAE6Doj+tmkTU1RI0QjHAAQcpaWRSBpgWhBw31/mLhEMLBHYk2IwjCtjjxV4/5R/Q7y25AreE0VkZHjQL+8hc/0YNDULFAemsf6lDyuPfee/HjH/9YWXmw9ceXv/xlZbHB8gEvEd+e+PJZSYl/tDVfacPd6J9tWIwECqzHn5pdg8YCOkaUOukPGv0o4K1ga5d4kp00C5OORvEEte2GG27ARRddpCx8Lr30Ulx//fUFRZOhsRg+pvfR8rYpj/v00wDHqznsMD/Rg12OllF5uVLE5UjoakR4EYQ9HLF2EQShJ2MYNJZmqcUIqYC1vBoGNHbxoYs8AaEDdkHi9FTGxPqGLGJ536hWjABsbRuRdTtJ4g1vraNmmj9MYhXGh6MvTPZXNg3kpW8vWWp2nLaAvtldIcgvxJ9ucfgbfg1BSjIdC7qrY0NtFhP6xZUVjEtzpayVRpqOR7ztBR4WBKHrYRej/ECvfTnQUmty19ki4+9/p5uO9859WNr4VnU10n5Q2htvvBGXXHKJcl3q06cP3n13yxV5uM9rr2cb2Ib40R6n5i3/nI9eoD8bMbNw3p+UlW0VEJfhnmtlG8IOU0R9+aGplHoPzPz583HkkUeq52dXqyuuuMK/4k1wf1BaiqdyIg69U+2oo4AvfhF47z1g8WJo//63J3Tl0UB1jPKtcZTL0a+fVMeC0BWI8CIIgrCLED9/QdgJaAYcTccBVSmlNBhs9WKbCBps92LQQIedjjTwsqU86LFokG6beSLD3kBI6wIVhKinWc6mG4Mo2iuN9fNprD8AyP9OOVdrYh0wZOsQBp1mGjV71gM0YaEH47oVNI9wWGiiTblQJTneS0CtXhQI0nxjI7fCRTAchkP3204Q8chm1ytBEHY+1UlvtZ+zysuVJctW/Pe/nkhQwCUn3NwMt7ERP/rRj5TowDGteInpthjXTgDfrW1ENnNCRYV/tBmWdIO6rlYMysVSMbNZWFmTnof7Wb0l/fu1deoZ8+H6HmtjdaT7i4vRlhRUQmVOaiWSMI30HqZPn67ew2WXXYb33nsPuuviY9rOamjY/HyhENw77oD20EPQbroJmDpVneM//2kRX1ik/01ZGVbkW9wUqFMQthcRXgRBEARB6LGwVQcvV/RZTQKnjtdx3HBXxXzJ2rTXWXShPyreiYOMRZntrLf0NMESRJRmEixQ7ChNtBkPxlF+lYm0RZOjQ4AtnQKAzIPevmayt99ReBCX/bHX/oivHekGx3UJ0MQogEzGRixqIM2BX3RHCTTHjauAHvSGf6ZjwghoGPQGL2wtCMLOgK1d2uLJujqwo+AjVVVeQj5f+YpawWcr/vAHwA+Oy/FctsUSf2nqtihpo4xXeIWknPCw777ABx/AcF3qW221ZDNb1LBVyJw5c/Dvb/0NM754D94978+Y+cV7seziR7HfA/dBmzjRi6niwxIQi+CtManccU3ci24NLy09gba23KZYeNpr771VW/h4xne+o9yGtmKvveDSe3D79oU2axZw1VXAEUew4oL3S0txAN3zzwKikATaFboKEV4EQRAEQeixuLoBl6YuzbxeNMHaSlnIhcsCCyUpRyMaWMPJKrN7TQ+1CC0c1SQUBmy7PYP8jpH4agjFp9jq2+vFg4Eq/6vWfGfOwZ/39tFtGNiwMUy6tGNDtJDp7ZuP8p4hEvLiuLBRj65TaxwXoQBb/uiYvyqFVFZDJp2lyRPVQf8kk34BgtDN6a2u0dxnnLdpE6aVlLQbk6WFb37T299/PxKZDAqt4tOa49kixl+1pzUNicRWgXbZoqWyqgoZdkdiF6iZM4F99vGvetc5vgpbiXD93AKD9gHqj5n6TDMwfjzcBx4A5s4FXn8dKC/H7wtY0TAPlJZuZR3DcNp+0eg230uYnu2x559XQpF27rnU9xe4g1dKYgHpnXeASZNYsVFC0iVFRbiyoaGw5ZEgdCEivAjCHozEdxEEoaezcF0alm0hwrFNaKytBzScMDKEs0bnnIw84cEwImppacuxYXMwGIL/tdgDsFCAgg7CIom9oRj9f5+lCUwac4fR/MQ3IOEe9kTvEJ/4IR24zn7eYdvURhD8zEGBNU+2wqCZiUkzhsj3vLgPN728QcW64SVlNS2MZMaBEQqogL86AgjQ3MsIGnCsLIJGAK9QPYIg7Bzas3ZhXn31Vdx+++1KvJjT2KiWif9xnz6qnygIi8gstLA1DG0sc7Cw/GF5uXe9DViG0PMsT1qz2A+0y+1YtmyZsmiprq5GmOPJcH0+f/rTnxCJRJRlCQsvvP8zW43suy+0/faDTht4ied//IPNcVih8drM7k70rF9+8UU8/cwzyJocEN17Sov2U9uIN/PXigo4BZaWbk08FsM5118P/PSn9KA0vZ07FxrH+8qHn4PagAkT4IRCuLesDPvwe29u9jO0jVi9CF2BCC+CsIcioosgCL2BZjVV0VAWDysBJkxja3YryloazhkXUsKL47gwVaRZb7Wj3LoVHPoxFmXxokCgy23AJai4KjVl0KLNaMwAa/sD+/iW6t8/aZh3kMM3qlnwC25t27DYYgR4oqGjrgPN2pvmFuw5VHRwGkl/VOdaNsJBftwMonzAsy7LwaQBRUibGdi2DtPR0ZQyaY7ivQtB6An0trHLddddh6uuukq5ycyePVv9qv6iutrrLli0yMcXKhT33+8feOxdVweXrVD880Lw3VxiAVsQjGpsVEIIt2PUqFHKooX5xS9+oQQW3liU4QC2LMpwTBXOr+7hPeXlvc3WMSzw/Pa3SuBgKxkWZLTbbwdKShCgcgcNHIg5H3+MpUuXUtYslgSDBfvEb1D+P7K7UzvwfReUl+NNdsliYYVXLIpEqA+kjnHhQi9TPpRncWkpplNb76qv9z8JBGHXIMKLIOyBiOiy65HAuoKw82D3or4lERpUGypmCTQ2gaeJBk0OvjjWUOKL5mRpPB5SwR85BgzDNiKvqdAHadi8MFATlVUfhf1+H6T7B5GmItkeJO2LJsoFiLbm71ZBq4ugtJYu6PV443suGqkcf2VqPPHNCTj8hZVbDOr7raZJD1U79BY/oQ3mUlfhaSGOcgfaFqzNbKR2p60IYr7xSmPCpFdAEyU653gu/LjvLk+AF28KBkNIZx16DxxgNwCni1d0EgTBY1vWLgyvTMTixfr167H33nsrEYbhX2V2l2kRJNiChGFhI9DG7yzlZxsPtkJpCy43xBYhOVisUJ2l11ux8LJq1aoWoYWXqs4JLNsF3aeEGRaKxo71XH0++0wFwOXAuBwfJrlgAfVVfufls66oCO/R9ZbnLwBLQwupnGtZdPKSvOeZNk2V52YyAAfS5WTa4pR3Cm0XULmt48xkslkMGjRIPXNbiNWLsKOI8CIIgiAIQo+GB928kg8LLzxuNu2MsjbnUY5pOzhjBA/SA0hnTAQozdA2TyJOopnKvDLg4YOBRQvZ7D0FjKtGcLGJ4AbKXB9EsCYItz6KYEOcNh1F/7cJtp5GbcLC7Apgyl3AYL+8+782AdXNlmrTSV4SGqhNbImTavCEkvYY855/QBif69gwbeEtbPXSgPqYN2ngZ7fdEAIhFpqo/qSNYydUIJE2kc3aNBHKorY5g2eX8vvoWB3CjiHie9fRG748+trXvqbEjH3ZRYc6rcGDB+Opp57CXXdRZ9IKXiLe/sIXvJMzzlACS1twD5Bq7WLTChZXNvrBeVuXFQwGMXTo0O0XWraBKvXMM6EdcEBLgGCwm9GcOV4QXqqXW3R6c3O7ogtfm0vvpbmQUMLP9L3vecdHHaUsgZ4sK8NEyhtuQ1i55OKL8Z3/9//UykiCsLOQT1tB2MMQaxdBEHoVug7LpQF1gMbsjsmL98C2bDXA5wkNf3ObNV2cOsLFxZMCsGwTAS2AkYMHefcT0yjzhfOBEfsDM/sCf6sE/nU58PoLDj7ZZKK5yUSdmUJNUwILZjr4x7nAK5THHAAcRPfm1gt56OsTYJlAddOW0VnW+nOYGaPbF17Y6KZ0EpXrzw2qriocDHMr/sD/aLAO8F0TeFWnDE1ieElteh/zVifAcV/CRgCpjA3NNVBWVqqWmb56fQfMagRB6BTffX6Rf1SYu+++G6FQCJ///OcRDoeV687ZZ5+tVgpqTfWmTcr155HHHweefdZPbRu2d2H7kVik7d6m9v33lcjBSjWLLH15pR86ZlFmV6BcksaNg3bMMSroL7sGuXPmKFehvfi6l60gGWrvfNqS7QhQLi8T/b//UR9ooPn11/GLAm5FL774IhYvXoyHHnoIM2fOxITx4zGJg+62ww9eXOIfCULnEeFFEPYgRHQRBKHXoQWVC0+W/Y10Q4kwrmuoyYRjuzTuNmlC4SrLD3bdOW+cBtsyYVO+4YMHYdTQzQIM2yQcZgKX0tznrH8AR38RGD4aWDaULvQBigYDY2iecM4LwImUp7+6CxjQpwr9KitwzT/X459L49jYuOWEoP9LNP6nNk7dRrTcjwbShCMFvHM+wCtAO9M6ZiWRUXExHZT8kRemBe6ZUYdAQKMysggbwCEjy+nZHaSoUE7nBaD+tTChJlqCIHQ98+bN84+AhgICCAsp++yzD2bNmqUCYd9xxx1KfClEWVmZ2p/Pq/VQv9avqKhdYYLh3+wEleuGOM7VZvh3nvvG8ePHq/O5c+eqtnAg3d2By8s3T5u2OR7L4MH4bOlSJZgXIhCNYg49Q3IbfRe7FR3+ox+pZy2m98WuRK056uijlehy0UUXYS79vI6m86uvvtq/uhlfzlYsWtS+oCYI7SHCiyDsIYjosvsQE/Ou43sztjFzFfY4wsEAZqwFIiEDTQkTJk1ejODmAU42G4Su2QiHgmpiwwLIBZMCuGSyjojhwrVdZf3CAsyYYUMwehirLB484OZtugPwIqgx2ngKxWnTJk/FPtMmY5+9pqJ//74YMmgwxo4egRCV+diHqRY3o9VUX8lB3nFF669cW3HAB94++hz9Q5UEKre92gZzhL8giD5wcwUBeh+84tGc1UnWo+AgAMty8fhiEy+vcpVLAYtRwq5DPgu6ju4+psmJKB+Vl6OEBRA65u1tf/UhtiyZMWOGOmbh48orr1TH+XB6zuWnglf38a1RNjZ7IcXPrqxUli3tks2qPGwFw2JGrgy2rBk4cCCmTp3aUkdXEKLnvv688/CX00/3LGo6Aue78EJoxx+vYr80NDRg/vz5W4kvp9C7m5FKteuCxG/96yUlmKBpSCSTSkxhVn76qXqf+YSoD+Q0fie8HDX3iTkxmv9ly5pni4vxDh0/5LtFtSWOCUJHEOFFEPYARHQRegMiugiFMDgSrcYDal4yOkhjeAORYEQF3DUdF5ru0ACer5sqsKymR2lwbYGD7J461MXF00LKCsTQAv6kxMGYEcMxeuRITBg9AuNGDMO40aMxfswY2mg/dhymTJoMm5eltmggTnuN6rVoqJ7IprG6Jo1BeW5M1d4qrZj9ZW/fFknaAjSb4qWh2dg9bQJBLaiC+W6LtbTxfZqel1tzEA2HEKMJRcbk1rl4armFcCCgYkbwZOuaDd4kTNh1iPjS+8kF1eVJ1pS6OnWc42A/ECxvP69gOdcTYQpZn/2WVwbyqWtVDk//n6ipgXJGDHqWbu3Bn5450YB/93lJ6HXr1qnzruQH55+PcDaLal1HhM32OoFLz+MecABC1LZEIoGFCxeqtnLvvZj2N+QH0W0Fpz9YVgbWuD/gmDE+HMA3Go2q/Tf9wMU5+J3fcMMN/pkH13cllfMB7efS9QFNTar+sRyQ18siQXaF7UaEF0Ho5YjosnuRQbYg7Fxc24JBE4+mVJb2LgI0B3HUHMYCL3BEo2vaeB+iQY8F10mpAbdtOwgYvEyqhgMH2nSfhlDI/311bRpsO2pCxANxnac5Nvv+0ATJdWBmM8qNx6JzM+uoGDIsbBiqLh1Za/P0YMJSb1/+30i77gGLaA7G+tGKr3ouT6mNLOpk1fG2GEVb3Xo+CnpLXBOao2PphjQG9Y/j2RXAU0vSiIQC6FNehLSdxbc2yDe3Qs+mu45vcpYaLGu2N9H6cW2tEgy+6VvBtOaaa65R+5NPPlntC8G/xYZpYp+ysnb7F7YkyfFSNLrTLDeG8kpChEF9YyrUwRhVeXCfylY43Ec3NTVh2bJl+CgQQBP3rW3AT3IsPdPv6+sLWgDxEtgMB9BtC5Pez230DtlB7BIup1V9vApSyn+HbblBCcK2kP85gtCLEdFl9yKiiyDsfL622kYooOOD6gAyFpD212AOhwy4mgvD9VY60jRe98iFRpd1R4OJLLSAq6xiioM6Lpmu4eJpFmLhuAo6q76Bpi0QDHjfugbZdYctY6gMuhTiEZRtwnHYmsRBOpNFhs1OaBrAYg7Dw3SqXjHkk7SKnutuqgTq+qut8bDylsnSxMXevuQpT3ipnk8TN1dX31R3hNUqwK6JEPsXEU8vMTB7UxzPLzKh0/NUVRRTO3VsakwjQOUKgtD1vJQa6FvOAc9W0u96B7g9zwpmqu/Swm4vDAskL730kjpuC65tdn296jeS0agqZwueyrPQoHJPzGTwErXN6ym6loMWex3ZDY8+2uny2ThwPxY36P3tv//+Ko3djjK3FF6Dn5/7e6WlOJj29e24IL311lvqZ2KaphfU14d7waNKSrCEOvSPaTuE3mGGO3faeClv6vi9jD5/zHMTE4TtQT55BaGXIqKLIAh7DI6LUDAM17RUQN1NjSnoWhjRCKWxKxLjmnBpwJymwXTK1tRqP/wtZjJrQzdcmLRPZEx8aXIWF07yXHaCATYf4WCUdDsvC2ToMAIGgrxakB6AptMxDaV4IK5TgRz40qQ2mKYnl/BEgC1Z7i4F7jgSmDsD+LSuBklrPWx9PeLP1XliTF0lIoGIchcazPMOum/tI9w+KkuZ7WybT/7q7RPTPaWnuDiGPqUR5WbF9jjV9UlY9AwcWPja3RNHUxB6Pbfeeqt/BJxSU+Mf+Ywdq0QFvMNRQwrzcVOT+v3P+sFgH3rggQ5P9FnEjadSKp4L/eLzv9RnUX/A8VaYr3+dg7uow+OpbVxqZ8WRbfHolClqb7WKp7ItWHQZRxv3yQwLTjf89KeeAH744Z4Q4sM9ejgYxAHU377e0NCupQ/D7++ZZ55Rx8uXLVOi1vuRCHjl/lsaG9FI5ajy/Xem8XLa9N41Xro7j2Pz3L3E3UjYHkR4EYReiIgugiDsSXCclUA0hlkbAio2SnXCojQLiQy7FekqjcfVWVODa/HAXoPlembwqbSNvjEHlu0gFArAtNKIRIpwzSEavnWwhqsONBCPxxANR9WkwDJtupv+sDsSDdh5rK47JlyXyuBJjc3ihovJY8dgwpgx2Jvq4LCZV38ITDkOGDAGMPsAC0uBx2n7Lc1Tnv1lDT74MI3F/hfkPDgb9iRPQoDkAAPpCRE0Ht4Pya+WI317fzgL+sJZW4L0uvGe9UxjFU5bG1f3Fj3k+Ro1J5qwoTHJzfEmbrTnyYx8WysIO4923VDYGqRvX4Am/zj4YOCTT3jJIv/iZpT0wGov8aVLLkE6EvEEiA6iBBX6PY9Fo3Byq/lQOfjzn73jPLpSfAlQ/xKiPlAJ0J0QXnKii/fEm3nu2Wfxfz/5ifcuPvgAGj0L592bzieb1Od24p38389+pgSXxoYGvJdOQ+fNv8a4//0v8OCD0Ohn455yCrQRI+BOnOhf9chSfeySxIi7kbA9yP8aQehliOjSPRA3I0HYdfBKRk6WBtJGGO+u0VDdZMHVWWyggbJjoymdRYZO2dWIl1Lmb5M5fgqHbWlI0QUaDVkmDajpL6/+EzY8ASVLkwjHMfHFcSlcvFcSASq/vKJMWb0Yhq6saagKOGztwm5NdEwpdE71WFlYtqVWOlIbB+sdMwZTaSulNk+m7VzavvMZ9du/BqYeDUzjWZAPh73keUXlPBfB99KIP7MBkVvrYFy4Hu6gjdCLG4HIIqTc9dTmTUjrCVRT0oz9PGsdjjnDm2ul1aSNxSkWh66rkaGfIOwscsLm9LgnhG4B/0Jz3BOOOcIT/b/9DUil/It5sNjAea+5RgV2DafTqk/hKf/Hpdx7dIxkMrlZIOC62iCv29kh3jrIW76NWt5hUeR9ep5CokuOF55/HsXFxdTX6ogsW4axlBagsjtSOr+7vUpKMJ/e3Vy637r5Zu+9XnaZlyGfww8HfvlLuKNHQ7v1VrgsjH3wgZc/jykxXttu889ZEDqDfPoKgiB0MSK6CMKuxdAN2BxklwOv0MTGdEyYFluvsPWJjXgwqFYgytp0nQbhHPtWtwEOoVuTSiNjAtEQr2rkKqsXW9PhUFaL0hMZGujzaInG2ZfuncA5o+pwyZQ0BsQ1xGlypeK5aBwThtpA9yuXJMtzO3KpHJfqcakw75gKoctjR43BuDG8jcb4cWMwdeRwTB4zEmNHj/EeiBhB24MTgadG27hlIPAnmm/9qwR4qRx4rg/wcDGwkI5XVQCz+WtgOi4aAhxRA/TvUwXbpWdg6UUPqQDEcGz8v9rOmf8LQnenO33Z9FxTX/8IeDFcYBxAfQLWrAEOPRTg6//5D+AHo22BLUV++lPv+A8qcNMWTPVda14vK6M+p2MCBJTLZPuw8NGhstrhxZEj1Z7LylnstAd3W9+g59lWzgkTJqh9KplEJmfB0w7c955dUoKFdHxPYyNSOfHkvvvUzv3+9733nA+9I232bGg33wx31izg2WeV1Uvrn8+t2xEwWBByiPAiCL0IsXYRBGFP5BtraSqia8jaWUQjBjaZxahLW3DcIGzXQdpyYdDcIxS0EKTxNn9ZqVECW4Ak2ASGDVx0XS27HKXrRjDghULwdBq1ZU26j8vRDLXixRnjbVw8MYGQHkK/0mIatwc4BAzYqkatXg06dy1oVC7XydMRDsKrAvXqvPGKSlQFtcUIciyWkLo2ZuQwzqyElwtXAV+oBn6QoGek8zNpO5XachrNPc6nY3Zj4m+AvzBoMCb0rcJY2gb0qaRXQWXT9ExzTOVeZLs2XG3bky9BELaf22+/3T8C+tTWbm1JwpN9FkFefhl4+GHgzTf9C3mwSJCzpmhlbZGDJ29H8co71F9wzh/7y1Lnw31JC+xn2QG4rO0VX1jsiPgiRSYY3GY5bbkXFYKtS4r8oMMrP/10y2fz4XdSEYvhY6p7Br2373PsFu9SC24oRP0+/Qzo3bHb0lZUU2f7ox9B48C+HM+FhS86z2cI3ZtD4rwInYX/nwqC0AsQ0aV7INYugrB74LgqgUBcBc2NFRVhxnoHH60zleUHr2jEcw/LpgmBoSFoOEooCQWCaMpYyNI9PJgPh8IwQhFlsZLJZNX8JxDia7TRTIIXA3JgUm10gc4zlo0vTmzClyY14LjBDZgQWYeqgIlYNKRckWxeUcmh8rOuWs6VWoKg7sKyTGRNS7XZ4NWW6JyD3ir3IC2AUSOGYeSIERg5fASGDxmCYbwNHkz7oRgyaBCGDOiPIQNp378fhg7oC9POQtcDavUizQiqtplsZcNhNh0b120yaPPekyD0NrrL+Cc/Dgsf8bpEvA8Fg3i0Xz+vI6GOSMkGX/wi38BHW7J8Oc3OqKOZOdPL3wF+7i9Lzdsh+a5I3IF1ItYKQ3eoNneWT0aPbnEvYhG7PWZsw72oEBPGj1d9dGNjI/Wd3Ad7cNyV+6i/50C5rySTauWi9mp3Fy703u9zz/kpm3EnTfKsXe64Q7kjsVBj//rXSiTKFBfj62VlYJvEXLslzovQWeR/jCD0cHjAIaJL90BEF0HYnbhwsinl6uNYGQTDYaxJGeDVpV03oPYciwV0rLNpCk0vTMpfHI6gNMbWJo4SSxiTI9KC0ngWoixfWLjhwLQGGpu9iUmagzvaDq/OCkPTsbbeREU4iM8NasL+RetxbN9NOLpvLYojGqIhKo8Kc1xbTQw44C8LMEp0cTj+ihePhZeqtm1efYmzu1Q+5WXBhjaedKg4LTSZcjmAL+/pLmXRQu3ha1mTjqlNnK5TWddWu/i2xHQRhN0Cdx8M/86fu2GD97tM52rTNFxTVdXiBtRikzJ0qLf346V0lrcaG1UfoeBgurnjTsC2IJ0RX1hw+du++/pnQFmeMNIajulyZQfci1rD/d+jjz2mjhfMm4cvlJXhI0qbQ9vk5uaOT2jPOcfb+25R+Th1dYhPm4Zl//d/ODEWA6/PxEtVs1XhIU1N+ICX7KZnzb2bQpY3gtAe8mksCD0UEVwEQRA2c9V6L/ikEihYfLAsFJcF8fIKG580uzT/oCGPRjlo1Gy7ITSnUwiE2erFRRqGih0QDbGVCOWhrIGAhkgkqIQVdt3hODKuY7NHk1r22UAAaQsI6iFsbMxgdX0GlSXs2hRA3Ndg+QvRQ8rrcfzgOpw4uF6JIWHdBgfh5XgyPG7noLxBgyZktFcBNNm0hnBsSy3/zGk2bbxXcWN4M3Q65sC/9Jwaf6Nt0GNpyn1JowaeMMTFkYNkiCcIu5L2JuI564hcDs77h02boFE/xVe4y+DffFUGm+fRvkWM6QxsdcJiC5fDQXy3A5aCWDrxeqJtkyktRThPbBmVSPhHW8KiyxUNDR0utzW/vuUWZVVkU13fq66Gxc/aSTTu0LnfTKeVJcvzJSU4IhDAFHpfB1J5E2g7t7ER1fQM/DNp72fQ3s9bEAohn8qC0AMRwaX7IdYugrD7USIFTVpU0ElNRzaTRbQohGX1OtanWDQx4OomzGxGzUsMjvNC94UMnusYcPzgt5rL9/MAX0ckHEFJSQTxOGWicT6LJgaNxtldiA1jdN3GukYTIddEwLDoPgtBmrmoOC90PUhdAws3HFLg5KGNOKQqgWP71+GUoXU4kfanDa3BmSPq4JgZ9oVChCYB4aBBZXGcFm4dux9RGdRgXsKa26bG+3qA2m0gSLkO75tAH60RpwzXcNJQG8msjb0+4kxCd0Q+L7qe7j4u4n7p97//fUH3FP5NzU3wlbsS/17TLzn3BSdWVSHlr5DUIduVJ55Q96tOYwfg7ovr60gpGV4BKI9h69f7R5th9yIOpLtjrQKi0ah6Pu13v/NTOga/Y44Sw+3Q2cqI3s8w6pSvb2xEs2UpS5ZC71fciYSuRP43CUIPIGfdktuE7oUMogWhe5CzemEsdg2yaHzt6igujWFONfDw/IQSXzimC4smYV1DhH59DY3yao4SSFS8FdOCZjtqdSS6gg3V9YgE6RrdFw5RmXQfB9gtjgARmgRsrM8iyO5IWggp0xvk8wyDg+pymcotiM4zaQsxup/H8hyHMugfm1ngjFFJnDm6CUf2r8ZoYyM+PyqDsyY4OHOcjVNGWTh5ZBqfH2Pj5FFZnDoyiROHpHHooCSOGWEiGg/hoJEVSngyTRf7zJHhnSDsSu6c7y3jXogvf/nLSlC57rrrYKmo3cCDDz6o9vmcey4vMO9h0e8y531p0ybEEgklWHDMGHZROi4aheWvrrOVRcbpp3v7n/3M2+8gBULQbgE/F7tS5TNuyRL/yIPFju1xLyrErb//vXdw0knevhWqDnp3MepY34tEsD+9p73ofH9K5rgyV9bXe+INcdKJJ6p9a/iZ2ALS5Pf/4ouIUDmC0BXIJ7MgdHNEaBEE4HszWi25KQhtwOKLinvCqw85jho8s5ASjMZQWVaGv8+zUEtzJP5GOUnzhZAeQcIylJuOETC8b1ODQbi6pr44NjMWSovL0JigAXlQg0VTIIeGT+pLU7qeobpW1JoYUhJEotmETiN/qo5j2qr7Oa4Mz7UiIUrgMum+CM2ZwjSLChhh2BbXpaOJZji82tHHa7MYM6iI7qMJjR1Qgk0wFFBtS/O611ReNqPTMzoI65Su6VSnhrSdpXZpmPyRDO2EPZPdOV56+umn/aOteeCBB7B06VLlmhIKeauXsQjTmltvvVXtf/Ob36h9a9gig+99NZVCMJtVYgx/7cP7weEwPmHLGLquyC1JvYNsy+2ouLhYCRU52DKvIm/ln5zo0tb9neWee+5Re3YV4ncRoK2Y+s8HolFMo/3edL4ftWci9f3fpDwOvacAneeLPnfffbfaf/vb31b7fCoqKvDaa6/hyiuuwMABA3D4kUdSX76VvNXCqb9+0j8ShG0jn86C0I0R0aV7w5YuYu0iCN0PFl68AJMu7V1YdMxyCW99q8rw3nodDy0wYdkO4lEN2YwJDqybMmmvG14QWxrAG4aGomI6t9MwbVOtTpRIu8hS+Sn+gtsCVtVnEQ2kEQ8aMKkuGvtTfpqseDqLmrXYlE+ncoMBQy1L3ZykSRRds+ws0lQum9KEKPPijS5KQ7q61+KbHBOZjAMra9HepDI0upeeS3cQ9kxvsHB9EmaGA/AG0JgVgVIQuhsfffQRRo8ejffff1/1KxdeeCE2btzoX93MAJro8/WfdcJaJScJrMlkMJE7HhZBuO/LE0N2lJz4EvMtP9j95uqrr8Zll12G8847T6XlYIGDRWzmwHC4S0UXpqUser6DAgHsRftx9Lx/YDGK9q1FlkL85S9/Ue+ZfyatWbd+Pa688krc9ac/YfWaNcrC6IMPP9xCXMqnrXRBKIQIL4LQTRHRpXsjgosgdF+uqdbVMs42RyrQNeU+xH5HbAGTSJsoKomipCiM+2Y3IRLUwDF3w8EAHUfUakWZrAlH08EW9M1NLKToiIQicOmcFz5iqxUOsBuie9bXmuobV4eq4tguysrFdpRVi+PYKl/GAmheoKxhqFhFQA/SBCHgxVKgPCWRMFY3ZDCsqoTOOa6LQfVnwSshpVJpysuuBQYiERZwAmhMZGBR+aOromqVppTtYv+PeYokCEJ3waAOYerUqcrSZb/99lPuQ2effbZ/dTO5CTz3UU1N1OlsBz//+c+9g5z6W4DLL7sMX//a1+AUFfkpVCeLFdsQELifSqTTOOiAA3DppZciTceFRAcu50fnnINLJk2Clcl0qejC8PspKeGwuNTPf+tbat9ZauvqVDnJZNJP2UyYfk5z5s5Vx/369sUxRx+NF16U8bjQNWgv//DcbQmDgiDsIkRs6RmI6LLrEVejHWNP/T/7+/68+o8nkPAyzYFA2Jss6IYKkhsKGKirr0UmC3zn6AroQRcBm118bMTDYVhuBkYgiFTSBC+KxF+l8n1BI4ikaaJvSRgvfVSNYiOLsji7NnnCC8952BWJj5N8r8urHXlBfDmdV1gqigaRyJqIBnmfxaYUkEo7GFAeQcAXZzhOTdbkFZlYiNFhOVQWLz9tO4jFqX10zXANrKxJYmGqCNest7wbhW6P9Gk7h1eeLhy3Y2dz/C8f8Y+2hvucLP2OB3lFHYJjouRcjnKwFQmn8357rSjq6+tRWloK1NYClZV+6paw6MLwCmm82dRJpagt3OX0pW3Kpk2Y8OGHmLJmDSLpNHVCXp/C4gy7EV1x2WXqWKVRh3fiiSciQGV88sknePfdd1X7GX62J598crufpT3eeOMNxONxNDY24qijjvJTOw7Hb5k7Z45q4wEHHKCeY0d45jtn+EeC0D7+R7sgCLsTFlxEdBEEQehavrXeUYFws7YFVwvQbMBW7kYBWDRBoHQab5eWlGD40KG4/X+1uO3VOjRnMghGaBLkZGhAzkFwTRXHRS0rzV/7Gjoc10QqnUWTmUVNQxqxkKbmJ+w+lFLRKHn5aTpxNWQsHXG6lzcuz6aNL2WsDGzLQZJuiIbDWLohhQEVEfUNsUnzsaxpIU0N5KWkeXpm2S4yJl81lOjy8eoUHRlYXZfCRw1BFMdEEBaE3QVbtrQFT/BzogvTWnRhWKDIpW3vSjpKdGEeftjbF+DI9etRRvtbH3sMMWqTQX1bjPq8CG2NtL1dXIx7Dj8c15x/Pr5+ySVKqOHtG1/96haiS1lZmXKJOuigg1S906ZNw+WXX44i35KGn+eCCy7YKcLL0888o8odPHiwn9I5ItTfxmIxJbjsaPva+7kLQmtEeBGE3YgILj0PsXYRhJ7F1es43gsNrmlSY9G8xnZctZlZE5Zy5QESzY0oreiL4SOH4e73Evjly3WcXZGhm3igHtKDyt+fLVA4EG7fsjjWbMwgHrSh8+Cb8nNAXRZWQiGHTimvZamYMc2UP0PXWbhxWXgxHLoWUGIOx4VZXduMIWWGqpOD8Tom3U/7gB6ggZqORNpWLlDRSFDd896KJkzuX4QV1Ul8UBdALBzEJSsSXoMFYQ9md4+pzuU4LfRLygGznWgUtZWVWFJWhn/Rtb9XVeH3dP3i4mIcEQrhQEofSRsLLRyXKie4FBID+Ao7EvLGU30+562gbPDQQ/7B1pz3zDO4+c9/RrS+Hr+96y7cce+9uPuvf8VoXjmplRiUj8PP47eLRZdvteHmc/7556PIX/46lUq1rCDUlbzwwgtKpGK3rY7CLc9tHAeG33XuvXNZ7JiVoX1uy1Iek67zxlp6GT3H2JIS7EOfBacVFWFoLEapgtA5xNVIEHYTIrj0PER02X2IWf6OIf93gdsGBJTbEVvABGljixfe+E8wFFTuO0ysKKIiSa6v3oCMncX5exVjYHlEWasEaabDgXU5SG5VcQQvz90EK9WEfiVRut9Vqw+ZWQs0p6LJE1vLsAgDpGnPpbOrEVWFUCCIpoyJeDAAtmd5c1kC04cXg5eD1lx2S7BUHJeUlaFJgabqDhi6ypu12A0qhmTGwuurXISpzGuqeSom9CSkT9t57A53o5NuflxN4i+trMRfamr81E7Cv+jccbA/IpXF5CZpvM9tLB5sJbrwfXw/9SFgq5MC8Uu2Ra7sx04+GS8PGQKDyyvAzTffrESVHEsWL1biRY5wOIzbb79dHWdNE889+6w67iq4/Lfffpv6ch3L990XMepkSwwDpdkswlQfk3s3bDHIb5IlGpvekXqHdJ+xcCHcxka4dL96d0TuHo2eWz2PEtQ9lyy+J5/ry8vxfF2dsnh56trP+6mC0D4ivAjCLkYEl56LTF53HzJJ2THk/67HHwawub+LgK6pWC1htYKQhhALL/ztKSWyhUogGEVxNKSC7K5dt1YJMBqN3q87ug8SNN+oKtGU1cyTs+swvIhXNIooi5aY700QoHLYNYiLdHUHFuWN0QCdV4OmOYOyirH87dPaDAaUhhEPBxDQKA/VowdcpJIZ9c121qH2BTUEeBUjm5fG1iiPq0QXtnT55rrCkyOheyN92s5jdwovXy8rw5/yllPuFAWElw7jCy/sPtOV7i/77ruvioPC8Wdy3HjjjVtYm7QWXgLU/jvvvNM/Y+3CRSQSwYa5czFqxQq4O9g+Dux77bvvqmdWwkle3R2CRZSFC4HGRmD6dO88B7/H2bO99GzWE19mzoQ2bRpcVtF9flFcjKeamkR4ETrFlvKdIAg7DXEr6tnIxFUQej5Xr/OCWvL3nix6ZExebpomK6yE0IDboGERCzB2NoXG5mZK0jF44CBMnTAZFVX9cPt/G3DXO9WYtSaFVbVZxIJp6JSHVzli0YXH7DyG5zSeQ7HIwmXSTENZvNh0mKb5VMKfc/O3sdAMFEXDSJu2Z/ECE4mUiUCQ7gwGEYkaSGdtmGkTC6n9r69y8PZ6HeFQWEQXQehmmOwLuC26UBhpDbspdaV7z6xZs3DHHXdsIbzkx6spRGvhh9uUyWRQNnYsqk86CWOnTsW3amrw9aYmXL4d27dyQgl3uDtKgTJUCseP4dWNxo3jaMgqPR9nJ/4Mhd6LCC+CsAsQwaVnI6KLIPQeLl+ZxBVrLBpvO148FRZhbBu8chDHe9FoaMTfn2btLNKZJJrTGazfVI+K0iIMHj4Ye03ZGx/VVeDR2Sl8tC6EF1bomLOebvC/dOVxvO1y3ADvC1MWYLhg/v6aqlRxYNjdiJPnrclgZFWcJiUOpYWQMm2YTgDhoA7TcpCxbCqDo7wA/1kFrE7TjUYYBuWVFYwEoftR38olRSmx3BnMnOntf/tbb6Wg1vl2FC6bYJGDA912NU888QRV4dVx0003qX1b3Hffff7R1ujUIb7Xrx9+ct55uOnMM/HwSSchQOVuaznrLRg1Su3cSKTluTtN3vvaAm7L3ntDW78e2sSJ1EnPg7b//ltYuzANXf3zE/YI5H+NIOxkRHTp2YjoIgjbx/dRvdXWnbhyjU2D/aDSS3ipZx5/W5ap4gawCMNKia4bCBk64pEAsmYWqUQS9U01iAY0DBk1DJOmjseIEaPwWXMQTy/X8fhCHf+Yq+PZRXSvYSDIIgyVxSscpbO8p8p4o/TP6rIY3S+KrOWvvJS1lOWMptlIpWxsSgfx31Ua3lwTwNubimCEYogVlaoyvrGawz0KgtDdeLt1fBelvBJ/+pO3v+46b99aMGALipx7Ue6e7YRXE+pqmpqa1EpADC9b/Yc//EEdt+Yf//iHystwbBRegro9Po1E8LOzzsLNp5+OP9DeLCrCT7/4Rdx95pltiyonnqg6bG17rU64XH7HtG3l9kTXNP45LFgAl35W2qefenlbtWU+uykJQieRGC+C0MWI0NK7EOGleyDxEHaMXfH/uLWwkr9KR47W3y7+Cn38o93Ln4dFlZsPja6VsBEwONiujWCY97z0dAiRUIDmRjq0gA7LZGsTyhswlIUM/2GtxtUclJRUYfWqFWhu9CYf/C0xl225/rvw51Ycx8Wx/PdBY3+OOcPBe3lCQdMVJdzEIzHae6t3sFUOm/uzkPOtjVu+R6HnIX3azmVXx3k5/pePqD3HMkmm0567So6cqNJ6nw/3lezSwvvWVhh55CQZvzeBEwrhlVgMj6RS+P369SgtK0NdXR0qKir8HF3LpZde2tKvczyZk9hiJRDAyk8+wVtvv91yjUWXHz75JGw6D3JfShu75zSVlGBZZSU+GTtW7eu5f6T8YerjOJiv6oX95//ZP/+JdCtLE8V//6sCCLtNTSg56ihk6b4k3cM1d6hnzGahzZmj+mYccIAnrOTguv/8Z4CtXnh1Kvp5arS5w4dzZ66y8L8HUbssNmkknvnOGWovCNtChBdB6EJEdOl9iPDSPZBJyo6xM/8f5wSX/OCKHSUnxHQXAebeETHl4qNrrmqbziqMZtBfjc51GtS7ailSXlXDdEy4DuWjMbuykqHHd3nZJIIfi1dMYpGFJyX8bsLxiFqpqK62GVkziURTSmWMhkPKNSkYNOBwEBg6tl2qyaXJAQxVB09wTNuEZdn49iZeUFbo6UiftnPZXcILwxFBOv1byp0GCwA2/f5TP9Fih0F9y4bSUjwUi+FemugvratrCWzLebjHyckGv/nNb3Cdb1GzlQtNF3H4QQdh3JQp/plHUwHrj+VLluDeefP8s7ZhkYWfgYWZED0XCx0/Of105ZL0g6eeahFhtoDK5sC4f//733HbrbeqWFm8/HNpMIgj6fJX6f1NSqdV/C61yD5dyy9Fo/fozp4NLRRSbkWF0EaPhrtihXdMG5eVgyWzvWjLfaqK8CJ0FBFeBKGLENGl9yGiS/dBJik7xs74v/zcoePw1ltvbZfg0hqeJAwcOBBXr906iOHu4J5RJbCyaYTCEWiODT1owHZ4WWcHoQAHynVgaAYCAZ0mBrw8dICu86TJhUVTLjubhEETJk7je/ibUv4mmK1W1DfCdM7iCt2OrGkp0YbTTCejymU7GovOLcdU1jQm5b12vQzXehPSp+1cdqfwwlP0QrJHzsZFiSrUZ7ClxiOGgdvod31hMIhEMqn604rSUjQ0NSlBojNwUN0klaH6qVAIbLXXlcSo/AQvI01tvuKSS+D4okhOeOG2s8XPgw8+qATnYDiMtzLe6mydgQWYLN1fEOo/9fffV+94//339/rXdmArGM7Bv23c9x5dXIyvxeMY//TTQEkJHA6ey9fUvx2Dfy5TaRPhRegsnfl/JghCAVhwEdFFEIQ9CbZy6SrRheFy1q5d223iwFy6vBGXr8qqdhmhCFJpC2aGv0H1rE/Aqxa5NrKWCYtXHOIViWwHWdOEY6aUhQyLLPyHYVcjz5WJnlWVwasp2Ujy+tI0RdNYynEsaDYLPIBJdaiVlmyNJk+uiC6C0ENgKUIrKsI7Awfigv79lVih0mjjiTpv6tyyEKbf84uoz/iAjpOpFNatW6dE6B/8+MedFl2YFJXBfRYLDF3VN+d4uarKE10YdpXKg+t67rnn8OSTT6oYLyy6MGYmg/3oWmflnzZFF4JrZiGF6+yIsMR5GX7vQXrfbzY04P2zz6YfgIYNy5bhQErnjW14podC+FI8jvf79FEiVhGlUUVbtT9OaRH/uKvfs9C7EeFFEDpITmBpvQm9E7F2EYTC7IhrUXvkyusu4gvz1eVNuGhRjVoJid2LeMZk0mDfosmSlTXhWF78lTRNSLIZk8foKv6LlbVgW5SPrvHKSYZuKDchngWYthevha1cDM1Vy0hzYF1LCTo8mfBEF5M2nlhcI/FcBKHT7Orx2Wmnnab23Itpzc04ZO1aPLx+vRJDcvAEPjeJb73kMnPttdeq/Xe/+1213x5yLkbXX3+92ncFr1RV4bhNm/wzoCYeb7F2YZTrJfWJhdybdErbHvGlLZxLL1V7tqzZXneqK664Qu1/97vfKWGGNyWIZbNYlEjgyupqTKKf23hK24/qOJj27Fo0lY4vKC3F6/Q+cpx88sn+kSBsGxFeBKEVrYWV3CYIgrCns7NElxzdUXzJ8ZWljbhsRTNNmAJQYRxpbzkasiy+2BYcx4ZpcfBbLwguPwkHzzVNF+kspduehQxbzPDGLkYZZSmTVTFebCrVtCwVS4CtY66t1nBtjcRzEYSewJWTcjYQhQkGg0pYWb9+vernWJTNBaLN8cgjm92VOiMqcCks5LxVVgY8+aRK+8lPfqL2OwK3gEWXY/NEF2bm2LH+kcdzzz/f7mdCTnwp8c93BPdb31L71159VQXw7Sz8XnNi2AsvFh7b5/9cuAYWjbgnDlF9ixsacFVNTYtF0uUT5Us6oeOI8CIIPiKwCDnE2kUQtmZniy45dnb5O8olSxuUJcxXlzXhshWNuHxlAkHNoMmFZ+3CQV+UMEOjdQMspHAQXs/CxeU/9HzsasTuRexNxLlc21ZLmH6rWqdNEysXQehlNDc3q9WGBg8erCb/HIOlUHwSr39wtim85Oxlfl1eroSBDPUfh9TXA1/4AqiALulH2b2otejCLJk0yT8iqJ6aDiytzOLLaMq7I5Yv/EZ0Fk3o+Q676irMp/NrSkpgctwXlWPb8Htl0YvfT5h+BvnwNXaVmj9/Pr73ve8pq5rW4pgg7AgSXFfY4xBxRWgPEV26JxKIcsfoiv/XLLzsSlGEB8HdZbUjQehqpE/b+ezqALsn3PRou31kY2Mj+vfvj/r6ehUEt6qqSokA+eTu5zgp+TFMWHTgK1OKizEnlYJN9xUMWsuCjS/o3HXXXbjyyivVcWdh0SXfvSifb159Ncx0Wh0nQyE8dPfdCHO9HYCt+WZS3oJt3xbsgnXOOeqzwd13XyX65OAntqgtXw4GsaS5WeUpBFsVfvzRR0r4mjqVQ+Ruhq/99d578Y1vfAOrVq3CkCFDMG/ePIwfz05HW8N1PH3d6f6ZIGwbkfGEPQoRXQRBEDrPrhZdcvyqrHusciQIQs+jO435uP/s06cP7rnnHhUTJR6Pq/PW8ISfef/995XYwgLMyqIiJSxwDzynqQloS3RhuJ/2RYevf/3rnbbY4DtfbUd0YRryLHV+/vLL/lHH2F63I4Pu09iah+HlrFt9HvFThrJZ/CORwCzKu5jOby0uVstM50swj/zzn2r/ySefqH0+AcPApZdeijfeeANHHnkkzjrrLOUi1hZtiTuC0BYivAh7DCK6CNtCrF0EofvAExX+ZlgQBKEn0J44XVZWhnQ6jfPPP1/lY4sLXsUoHxZTxo0bp1yN9tlnH1i6rqwwhjY3exk6AbeERZfOLCnNMgJLKse0I7owAV944Rgrw5YuVcedgcUXXsS5M+KLvXAhXBZReAnodsQQhp+jibbDmpowh9o4k7bnYzGURaOYNGmSer8nn3KKypsPCykcK+eQQw7BokWL8Oijj2LUqFH+1a0p5ComCO0hwovQa2GhJX8ThPYQ0UUQClPI2mXJkiX+Uce45ZZb/KOt4W8V24Prz203RHg4LQiC0P246qqr/KOtrSEaGhq2SOM+NXf2i/JyuDThZ+ezZDbbYqWid3Jiz730qpISVS6LGzkKraDUGs7dkdpY/AibniVi0l8qe3vgtnZUfFHvwxefJg8fjn1o/1hpacfjxVCb+yWTeJ1+BixE6WVl+EVVFTJ5P4NCtCekMWxRJAidQYQXoVciQsvOofasvtvceiIiughCx8hNHMb6q1rweesJRiF4eVT2ly/Ek/4qHDlaT07yN/7GWBAEoaPsyvHgKcUb/aNtT9pPKC6GE4mAI7z8sK4OsG3PfYgtVHJLQfvLS3cErq1vPI6hBQLdto4j0xrucTmmS0fgenKrCV324Ydqv71wKRxwd5viy8KFaheLxVRAXHY7+lVDA6YbBoq28Z634MtfVjvtpptwMr3zj6mc96NRTKByt/XzKsTJeT9vQegIIrwIvQ4RXdqmkFDSma0jdDRfd0FEF0HYfnKCyFe/+tVtCjC52AWc76WXXsKgQYPUMd/P38jyce48n/xyJ0+e7B8JgiB0PwrFVOEUjhXSxBN8OubtRY7Vkk4XjtXys59x5wr87nd+QvtwD8nlbEok1HkO7jtz7jAXX3yx2reG7+UchVYvKoTOfb7fJx/21ltqvyNsy+1IO/FEOPSu+DlGjR7tp3rtDtg2xtP9U6lN0W1Y9Wj8Hr7/fe+93nOPSuOfi5ZK4cFkErPo58ZxYe4oLd2mJQzT2dg5gsDI/xqh17AnuBS1FkI6uwlbIqKLILRPR4Pq3nvvvSpfvkjSFpzvRBpM86oeubI7GoeAV5gQBEHoDLtybJgf9+OxkhIlsmR5M00UUZ+3BTx5b6vPzKX7IkFr0tEoDLo/d3dbvTTHkmH++te/qsCx+fC9HXEvag0LL+ltxFnpDNz2QuKLxnFYbrxRvYu999lnq+Wfc4To+iT6DJlCnyer4vGC78Klclx2kSotVW5dW8Dv8d130ZzN4oCGBsyl6xwXZn4ggMpIpKAII/FdhO1BhBehx9OTBZdC4kh7myAIws7mxqJUS0yVztIRkSaHBM4VBKG3cW2ee1DEFwoK2mKwsMKukzyBL2StkRMZvvIVT6AhWJ62w2ElBERTqQ5N/lnUrnn+eXX8l7/8Ra2SlGO7pAP//u+8/bbadxU58WVmiSe/6PRO3Btu8D5T/v1v/L2iovB7zIOXtD4jkcC+dE9jJLI5Bgy/vxNOUIdantVMC3SfdsYZwNKl0PhLgBUrgL59kbIsvEw/oxmUZT6VeXp5uZef+MY3v+kfCULHEeFF6LH0dAuX3iqkVDzRM3xexdpFEArT3NysBrtXXnmln7IZTu+IVUtHaC3S8HnrNEEQhJ7ECdG1LX3kqYXcd8aN487OcydiceXyy724Lq3xA9gqUeakk/BKRQVYiglkOARvx2CRhXvUyrwVfEwql91ktneh/st9l6WV/fqpfVfCbb28sRHvh2l89v77Kk0rLQW+8x1MpvR36NwqJFK1gt//Uek0DqbjZ+h+7YgjlPiiBYNwfRFrCywL7rp1cMeMAT76CBg5kiMl+xe9yXKKynykttY7pzKOj6xRx4LQGUR4Ebo9OYGl9SYI24uILoJQGF416Ds0yGXuuOOOgkJIZ8QXzsfbfvvt56d4dERgaV0Hn/MSq4IgCJ1lV44bc/0bT7K2sipZvBhYQ5N2tphgwYWDjrO4UEhQuPVWb//sszieJv2dsVDhmDLp/KC6ef2pTen5li+dIRff5cXx49W+q2H3qcM//BAOf84UFwNsoeLXyW/oA3pnLL5s+xOEnpO2nzU0IPrHP6pz969/Vft8NBa4Fi3y3IlYmJk6FXjhBeAnP1HXc3B7on47xM1I2F5EeBG6NSKw9Cx6grWLiC6C0DY3pIvxm9/8xj9rmw8++GArYaQ9TjjhBJU/t7XHZ599pvIUEmfO+dAL0CsIgtBdefmH56o9T8/nV1So4y0YPBhgt5VvfAP40Y+AsrKtrV4MA8b/+3/+CVBZWekftQ+LEy9TnRxTZispJyfucB+cSgH9+3vnnaAoGFSrMd1x221+StdRQe2eMWMGNS0FjQMRT5jQIvTk4Cf4mN7VYl3fpusRU1xSouKJldB+2u23o7iVwOVyrBoWkQ47DHj1VWUVoxUI4r60tLRF+HrmO2f4R4LQOUR4Ebole4JVS09xyektsOAioosgdA1sefLYY49tU0TJcSMHNnQ3uxL9+c9/xqRJk1qEmNzGDB06VO3z4Wu/Qh//TBAEoXvDK7UxUwtZqgwbxmYxwN13eyLIypUqmXvHmpISZX3BsUYc2nL94qZNm5SLS3uwFQs7Ih3nu8RsheMgU1TkHbPFy7p1wMcfe23oIL+94w785Q9/8M+6Bn7G+x94AK+y8EHHpaWl2H/yZBS3FqN8+D0107Ow61GW8m8t0Xvw+/r366+r42HDhyNI94ylMqfQeUMsptIVXMb//gftmGPgvvEGMG2af8GDP7fObmhQx7mfqyBsDyK8CN2GnNiyJ1m5sPiS24SdhwgugtD1nH322QWtUjrC17/+dcyfP18dH3fccXj66afVcQ5Oy0dEF0EQdpRdOb7MX/r+731a9V8stLDY4fefLC80FhUpC46qxkaVlk8uEPkjjzyi9q3h+56srIRpWe1agTRGo4gkEkrcWLhwoZfIrjUscFRVeee7GLZEmfPxx5g0caL6PFm9ejXGjBkD23EwgdpZG4/7ObeGn3UO3TMnGCw4ob3lllvUs7IFTW5FJJaYeER4dDKJveleh95JTt5R8V8+9zm4rWLzPFtergL3MuN3kouVsGegvfzDc7dv1CQIXcieJLZ0hJ4YeLe7ikciuvQOvjej4wEFha3p7O9BR5eR3havvfYajj32WHWcKy/3DW4hOA9fz6+bz0V4EXob0qftHl55+kT/aOdz/C83CyVs9dK65+MJ/wNVVbiMJvp83Lrvy8FWFplMRu1PO+00PPPMM/4V/5ptb9Pt5pDycrxTV+efbYbjlWzRJ7NFB6V1BnbPyQkTHYWtUVj8aWpq8hICAUyZOBEhdvXJK4vfxsxwGPq2ggrTe2NLFl5amu8+7LDDcOutt6pVnQ4+6CAl5OTD5xxPhuF/by0txUENDVsJOFz/fvwz8dskbkbCjiDCi7BbEcGlY/QEIaY7Ci+9WXQ5+K6TEY/Vo7jCRMngCkTLyhAtLaFePQDd0OE6LqxMGrf1u9e/o2cjk5QdY3cJL8wWg/ptIMKLsKcgfdruY1eJL/nCi7KmyJv829EoQplMS6BWFiJqa2uVwDJgwICW9Bxs7XLOOeeo9FAopAQFdi3iALrbEl1q4nFUJRL+2Zaw+LCFcMP1cvDfnDtUB+is8PLkk09iyJAhmz8bSkrgjh6N6XSuFyiH2/Y+taV1vJfW8OfGGUVFWJdO491331XvlN2XfvCDH/g5PLje//73v6irq8OZZ57Z8q45aO9SupbIC0pcQudj896DCC/CjiDCi7DLEbFlx+iuIkx3E156k+iy702l6D+sAkOnTUBsYF+4CMFxI9SD8zMG1bmm8xZW387oOk1cHRuaQQM9l7/N4rEUf59m0mkGt5bcyMX2KGSSsmNsz+9DV4kvl112Gf7yl7+oYx7gfvGLX8Sjjz6qzgsxmgbgS5cuVcciugi9FenTdh+7w+qF+zKL+lM9HIaWZ73B6exKxC43LBTceeedSijIuRfl09If855jtLQSZwqxrqgIA5ub/bOtaYzHUZwTZQr19zfSeCG3wk8bnwftCS85ceVLF16I//vxj9HIFi65cjiezfDhXoBbyldCSRNoy7n+5MOWKAsNA03sFtUeVHZs7lwks1mE6V1PmcJ2MFvCn0lXX301xo4bhxXLlyv3puLiYhx44IHqeobK+JTqaqT3O5XOc5+eIroIO4oIL8IuQwSXrqM7ii/dRXjpDYLLxFtPxfqF/8EJZwxFrKISRZVV0OMRGpyEqNeOUo44XK0MmhGDrtEALlsHK7EJ6ZoNyCTTsNIWsjSws0wTppmF7dpwaShjRGOIlVehfNBwxKoGIWC4cOwm/LbYX7KyGyOTlB1je4WX/fffX60ysSPwwLstASc3KM9HrF2EPQHp03Yfu8vdiMWD1lLJCy+8gJNOOkkdc9931lln4Sc/+Qn22msvldaalv7x4ouB++7zjttgQkkJFhWIGZOjNB5HfWtLGOpzN336KY0TBhUOJHvXXcC113pxYXwRRAkvvKd7eeP7rrr6anz1kkvU6kq8fHUOttRZu3YtTjr5ZMz1BZd8WJjam8YvhWUcYCk9f0Ore1rgd3PKKcBPf6rEnOP22Qe1VF9+bm7b/fffj6985SvqiwB+n2mqr3rjRgzm1aZ8+C3zNfVMXpIIL8IOI8KLsEsQ0WXH6c7uRiK6dA1FF0eQTiZx7iV7obhPBXQjhGBRMfR4gEYLRbSNgBEug26vQ3bTcmSqNyDT2Awnm6YRgg1XDSLo0HHVMVye8FLBdO44Gmza0paOpmQW9Q2NyGoZjJy+N0bvuz8CYarD3oRfF3mWCd0NmaTsGNv7u9EVVi9xGtwn2jBzZ1qLL7n6jj/+eLzyyisivAi9EunTdh+7Unhh8sWXQnCfx25GuSWj2fKFBYr8vpElEHaFUWIHf77zNRZeWIApwLiSEixpR3RhdyW2CikgrYBGA6xQqPYsWLCg/aWsqS3zKU+u3+Y2F/rM4Fgup59+Opqbm9WzMUtoK9TCfcP0eZVnFZQPv5FFVH5Tq88NxQ03AKeeqt6RNn06XHqGBH3+HEGfP/ktOuKII3DHHXfAsiyMnzABSxYvLmgZk4+ILkJX0DqGkCB0GSy25DZh+2CxJbcJ7dOTRZfYl4OoOTKJo08ejq999yjEKipodGEgWBKDUVoBvehoOp4MNM9D88cPo+6D59G0Yj7SDTQpdlLUk9Mghr2KaCCi0YCNN5eGJzzQ4I2/YXM1BzptESODvsXA2EHFGN+vL5KLV+GZX92J+3/4Cyx8dym+k/gON0kQFCx6tBZGOguLLh0tI3/ALqKLIAi9jUJ9IVth3Hzzzar/4/6S47zko0QX+lxXogvzxz96+698xdu3YjGNIdoTXZhMG6LL1LIy5erD4sjGjRtRVVWl2nzjiScCs2Z5mRi6rr7soWu5fpstSNQS2HxSWgosWwZceCGm77svjjzySDQ0NLSILsxFnKcAC9Np/2hruKaRtMVaiTsaPQ9OPpk/RIB//lOJLkyc3udbsdgWE97//Oc/mDRpkmr30Ucdpb4cEIRdgVi8CDsFEVu2n54osuxui5eeKrro52lIJW2UlAdw5XeOQFNTFnogAD0YRKgohNCQi6C7K5H55GVkampgsxELDRRc3rMVi2XRgEingY5v3cKDIJuv08b5qHfXKF1dp6GQCiBHaeoapfEpJ+hUBlsCr6lJY/6iTzFs6ggsuHYNX+w2yLfDO8aO/o7sqOXL0Ucfjddff90/25LcRISXkH755ZfVMadx4MgbrXJ1Lgi9DenTdh+72uKFac/qJd/Chbf8vrbNALocK6WoyBNjON6Lz+CSEqzZhuhyW58+uLq62j/bDNfKJamhQStUYNtcu/iY2nxMJILXWVinJH6GII1djqmsxE00XmnJSyyJx3E+5WsNP9M7/r41N5SV4bkCcW5y8D2zqY4svzN6P+4HH6j3oJkm3AMO8NqYh0F5DwqHkcpmPWGI4PfMrlARSm/v802sXYSuQixehC5HRJfO05MtW0R02Q6+4CJ4PrBocRPOPG8CvnLlEaiv40G4DoNGPbGBExEZeS3M5X9A00f/RLK2Do7GwwweLtDG4wMaJOi6ocQWHvAocgMHHoholMbiDKs0dM6DCr7bVapNLg+Xxi5IPMyyMbgyiOMOGo0+VFfkSzZG/qI/vtN0OS5+5WD0u3Yylyzsoeyo5QuLLtu6Pye68BLUjIgugiD0Rlr3hfylCH+OsytOTgDgT3w3EIBZSHRhiou9wLds2cHfnPTti/4dEF2YQqILc2ZlZUHRheu384UJPrZtvOFb5rDgwgIRt/3DVqILM7WN4L5s+zKD2lyI6+vrafyyZTn58L178ziG3oMSXfg9/OUvcDlAboHPGpvS3s5m8QLlz13ln0M4FGp554KwsxGLF2GHEJFlx+gNLkS7U3jpaaKLe5ZNAxQD85YkcOGZQzH5sMnIpjPQDQ2hsIvyqRfBiPRBZtktSDf7lis8CqJBQc5qhcWUFssWSmfLFTVmoM2hNC+ei3cvX8hd43vZBJiPbcrHjkiuS+WpbFy+rfJyGoszLMjwxXV1Wbz5znKc/d3T8NqvX8J+F/8M/zvj51zgLkW+Hd4xuup3ZUctX3igy2be7GPP8GoSvKxofpmcR1yMhN6O9Gm7j91h8cKc+KvHPMvTbcAiTJbyFRRcWvO3v7W4HB188MFqGeW24E/1tmpnISNEW6HrHA+GXZNakxMwQsFgi5ikRSKYkU5v8c0+9+77Uh/fWnBiWFyZS3uzwLX2Vjlipk2bhr/+9a/e58dzzwHXX88fIP5VH3qX2rJlcP/3P+89Ud4QbZOozQYLVu3AP4d/ffs0/0wQdhyxeBG2C4ndsv30ZOuW7kSPEl3OpgHHF1xEIwG89WEDvnHeYIycNhLN9Y0q2n+kWEflQXcDmQ/RPPeXSDfT2IDFE38u6okgBCXk3IjU8tAsrqhkOqc/epTyFmsIVAQQ6EODij4BBPsG6VyHUaJBj+lwdR788D3smkRl+X/YQobry1nE8J7Hh/1LQzj7xImY9cjbOPa64/Dh33+Okb84XNUr7HnkLF8KDaA7Av9fzYkuDK8ikRNd2OdeRBdBEHorL37/C/5RYVho4dV42Aq1Q6ILYV98MX52442qH33nnXeUENFiBduKxW3EVGH+r0+fNkWZt6O8muKWsBhSqI3pAvFZ+NOiqI04Kjr1+W3FemHbnffZDcg7bYGf70Z6Zn5WFrL+eu+9KOHAugU+l5RFzIgRXhBiHtSwqEX5PqKx171lZX6uwojoInQ1YvEibBMRWHac3iyy7A6Ll54kuujnUkdLAyIeB706ox7fP78f+o0fCYfOQ7EI+owaiNIpv4S14htI1WZp8ORNTnmkoSxYCM+6xYHSRNhqhfd8HqSBTzSAbEaDkwTWLGlEU6OJdMpEXLdhaLaKC6OHgoiVRhAqj6FkQAxxHms4JhIrm2DTfY5FZdJAxGYhhgYmmtLkqW5K867pNDgC3vpoA4w+ZdBr03BClai+7RPVvl2BfDu8Y3T178wDE/uo1S6uvvpq3HbbbX7q9pMTckR0EfYUpE/bfewuixemrVgvLGK0rFpUiNtvB+68E1i40E/w6BePY2MigdNOOw3/+te/VFoqlVIBY3OiNjOypATLGhtbrFRa01Y6s7mUzbBIQ0MQtc+3eMlQnR/TcWvp591YDFclacBRCLpnJt1TqA1c9zS6HvLL53pmzJihAhIz11xzDd566y1lOfM+XWuJdsPP3oc+T+rqoH30EVwWhC64ANprr8EdNkxd5xIXlZXhQnZr8u7aAontInQ1IrwIWyAiS9exJ1i0iOjSPsHzeJDArsc66muSmDIigKHjB8OIxhAujmLI9H1QNOIKZBZ/A5kkDReU64/nOsQDJhZaWPjg4YhKc+gar2AUNrD+0yxWL6jB6oXrsa66CcvXmaixgCxdzmQ1JOn4G0caCAYM1DdbqGt0YGccFAU1VFUEEaJB2LhjJ2PohBis5iSaP2uGlWSBxzMHVvXzRs/BQyjlg665WFWdxv9m12CfvQdjzSf1SN5f2He7q5FJyo6xs35v2PUoR/4gv6OI4CLsqUiftnvZneLLSTc/roLpMmy9cVFFBe7ZtKltK5f584HLLwfYXcaHnWT6RKOoT6W8BILjrPCKSDmLl1z/yv9y/tZiSI69ysrwcRuBbPke09+3xit9S+HFos8Bdh3imCr5xCl9Iu1VkN4CzIhEYLSxmlER3Tue7rPonS2gd5HNZtWYZJ/p0xHwBRgmS/mW0j7FdQwZAm3vveFyDBm2eOHYM5MnA1VVwHk0OGPrFx/+SRxI74zHWIy4GAk7CxFeBBFbupg9yYVoVwsvPUl0iZzP7hh85KK5PoOPVqZxxRcGIlpchGhZEUYfeQzig05CavH1MNNBzuZ9q8R7FbeFhRc+ceFYNBgIuEjR6Gf+/zYg8elK1NclMGcVUN3MqxV59/EoiC1ceAsZLg6aHETIsZGk+xJZFmR4qUcaVNAWDQHTBrqwwyEkS4fgwFNHo7TSRf3iOpgNlE/LWb7w+IQKpPK5ORptTRkbj7+wAkedOB7L525A6sG2l37sKmSSsmPsit+dfBFGxQRotSQqkxuc5xDBRdhTkT5t97I7hRcmZ/nCPSJ/hBeEVyvifpRdcfIC1LKIwtYmheA+NhdHhscRa9euxaChQ7cQGlrD0kVbVyORCFKFBBFeQciPkbJFjBfa5tPW2raFy59O97QVV4UtZea2+nxoQdfR/NJLiJeXq3qi0SjGT5gAwxeY8uFn+YDKUtZDixcDU6YA++8PHHUU8MMfqva59PmUT5jyT6VyeRjFiKWLsLMQ4WUPRISWrmdPjdeyq4SXniS4MNHz+QOcu1YNZiqLV+cl8NWjilE1uAwlNHAYd+JxKB58PFKLfgHL9CPq818/ZgubzGo0SuF008wiCx0fPr8C6xatwuL1NjY2a4gEXBr3aKhPuuBFDMK6i8qqKOKlYUTiBgb0D2PfaYPZ5hibPqtBsi4BK9Go6kjZQF1CQ5zGHkX0akcPpDFURMPCxiocdMYU9Buio3Z+LbLNDjQ9FwvGa49yd6I/LO7887klOPyEiVg2twbpB7ZeKrIrkUlK17Arf5fyhZgcIrQIwmakX9u97E7x5eL7/qdEEaZN8YVdYp5/3hMPeJxAsGzBsoF31ja8hP+rr77qCSJsXcNxWlj08MvJ8YXKSjzO1iBtsL60FP0aGvyzzbzRty+O2OiNAfOFF5ZC2BmqSZ1tydLiYnyRl8EuALeKrVW2WJPJL1ObMQMuiyzU9iuuvBLvv/9+S32FYPHlfR6vcJ6c0LNiBbThw7cSXdgShwP45urq178//vKlg9SxIHQ1Irz0ckRk2fmI6LJz6WmiS+hcb88iRX1tCks3WTh2ahilFREMHtkX+3/9ETi1v0dq3Tr1rRS7EfGKRSq4rbIs8b6tsk0Ty5c24OE/fYwp/SxEaKzQkAKqN7mIVpTg2ItGYcTUKjhZBwEtDCdB/xfXNaOpKQM9ABSXBFBaHEAybaqRkB4JwCgOwoiFkGywsODdGjTOnocxVVk0NGkwaVwWDrnoVwl8VqNjuTMUX/zONNTMX4fkeiqDxyR+25QMQ385ds2nG5OYsyqFYCoNPLH1t09dhUxQuoae9vskCL0V6dN2P7vb6uWqx2djyZIl6pjFArYraYlRUghdh64+gz3mzZuHyew+0wbHlZfj5QULgP79vQT6zEYsxhFw1SmLPSxD0Md/m7Q1STx+wAC8QuMYprXwMpfOUzSGaQ1blkxpRzBhUWRmlr9qIiif9uGHXlw7pqYGzrHHKpegQiIVr7q0RTuoroV03sTCywUXeKs/tRJduOSD/T0zatQo3HrGVP9MELoeEV56MSK67BpEeNk59MQJYuALPBzwPvRdM4snP0ji7H0iqKgKoLg0ilP/73YEMQ/NK2aqfDl/YqVjsFWJ67n3ZLMZbFyXxEO3z8CmZg3HDHORzGgY/rnhmPr50bCqkwgE49D7j8QHj7yPmc/Nw+zVGcSKi9Gvf1CJNOvWpLGs2sJF5wzF8Yf3p0EJDS24tzdcaGENodIggv1K8MELqzH/jWU4fFQzokENjQkXJcXUCs3Fvz4M46RLD0G/QQ42fdygBCIeVvGKSsr6xdVg0OMuW9dMdWVRQVXUPLBzJhMySekaRHgRhN2P9Gfdg90tvDAn3/IELN8qY1A8jtWJwtajrS1d+DO4X79+2LBhQ4vYkA8LObwANK8ahO9+F/jlL5Vwo1yOeMnpww7DWhozDGKT2TYoKipCY3OzP6rZDI8EimMxJP1gufmCB/O/SATRAu5JfN+B/r4QBj3TYiqn/p57gKlTN7f3j38EHnyQHxpPlpXhl63i0fC7yJomli1dSrdNbYmfw18OvUd7o8D74ZSjqJ0Nfjs5Ps6T3zpVHQvCzkKEl16ACCy7FxFeup6eODk0zqJhkeYFoeVgb8/NrMcBwwPoV6mjtCyEoaMrcdS3bkNq8R1wbIMGCvytlS++uLRXPjwcPC6D2f9dg38/txjNto5Ms4szLxqNfY4bDrsmjXA0jmzJ3vjor/dh+Nh1KC03EBvzRZROOh6ZDR8jUbseZiIJy8xi7cpVuPueeTjpsFGYvnelihXjsDsTV8VtjgLhvjHEBhVj5nOr8d7zi3DUmBQqy3mso9FzAG98rCE0YgROv3oSVr7wGT8ieKlLjvVCYxpVDos0c5fXo94JYnzfYnxwg2c+3ZXIRKVrEOFFEHYv0pd1L7qD+HLCTY8q8YC5sqoKd2zapI5zsOjCPXdOsLjiiitw5513KrHg008/Vcvyv/jiizjppJP8HECquBiRfLceFjG+/W3gV7+iD3/6cOexB6VxGVx3Li5MPs3xOOIFhCDOycJOjtbCy32lpZhcwD2J2btAnBe+16S0FcuXo5FFFW4riyf0jNoDD7S8mxxT6Dzs18fXvvKVr+Df//kP6uvqlBvShAnKeUix1WpHBJf2y5ISPOWLTlz/09edro4FYWdC/7OFnoyILrufXeVys7Pobu3viRND/WxbBZ71Bi4a1m1Mok+JhrBBifyBHwrh0CtvQWb5bZSHRRe2FqEPfxYwqBtWgwq61bLTeOuJRfj304tREtLRt6QINz18BKbt3QdhO4y+e5+CJW9tQnnodRx77XiMveBODDh3BqL9irB29p+x4J3XseTDBVg+fwVWfbIGw6f2wXeunQydRkis63BbeMTBcVv42E64SKxoRu2sDZi4VzGuufsELHCG4uE3qI3cHtqO2MuFvnI5bv/2m1R/qbLM4W/Q1DPQH8ex6FjD1FFlyNQ2IxNxcNjdR6j3IgiCIGxGRJfuR3cYR7/0g3OUAMLcuWmTEjJytBZdgnRt1qxZ4JV32LKDP4tZOHjnnXf8HEBlLLal6MLw+OQ3v6HCqLRf/KKlPLa24Y2XoOYyc8s0s6xRSHRhePLY3gTywwKB1XP8ubiY1RJVF1upvP3225g5cyY+mj0bjY2NXrvuvRc4+GDg/vu98VErltPG1iwMP/t9992HF55/HptqajBq9Gi1vDS7HjE8XplOeT0bGI+96Rmf9EUXfu8iugi7ChFeejAiugg7Agsu2yu67AyxhgWXnii6aGey8OCf0FBFo8HN6wvTGFhEA5igrr5ZOeDMQxCKVMHMhDcPInhHmxo00R/TTuPtxxaiecVaDC8DBpaH8PX/m4RY+b5YW90f//zxW7jjrO+hfvkcpNKfgzHseerBm7D+vavxyG8ew7tPrcLKhxZh1d/mwn5uLuJvz8HrP3kTbz6+BvtMqVT15Op2lHUNyyYEja6yzRaalydQ8+FanPGNibjwh4fhz29F8PESuma62Gu8hsFuA955fRP6H1TFt/JoR7XbMAJUDg1qaFRz9H598MrzKzBoeBYnvvorLl0QBEEQhG3w/HfPUmIEY5qmJ77QFqHznEjCsNjCVh3s5nPRRRdhyJAhKv3GG29UexYSNvguQAWh+50f/xjRUKilPh4b8OpFXDavRsfn3/je99Q19YUNb/nQfa1StmB2PO4f+ajxAu2yWRxw+ulYvGQJ3nvvPcz5+GOEw2H1pVWU6p86bRoOPPBAXPH3v3sWL22QpPIW0bvxRjRcvIZpdC8vNf3eu+/ia1/7GiIsMPkE6fpe9Ewh2vYyDASobG4PP7+4Fwm7EnE16qGI6NL96EkuR62Fk862vauFl57q/qCdYSnRgQPj+in4eFkSrmZhULGGkiIdw0bFcNEfFyO7+HxkEiFlMcL5vPgu/NHvwqSBzjv/WoThWIeVnwED9umDwYeOhh07Gwvu+RkO/WJf2CkTZmOWynBgDdwfn61fgoF9S/DiY2vhrKhBqCKMQdMG0mDNwKb1zVgycy36G0DRpDIcetRIGsPwUtIsuKgq/Tb45sV0zgMtx3YRCOuI9A+hfFx/3HrV62jY0Iiz9qP0oIZH3zMw/oBhOOWCYVj37iZ1D4/H2H1JWcLQIMai/R3/XIEbf3kc/n7821xRlyDfFHcN4mokCLsH6cO6L93B3ShHvtvRtvA+gzdLIGyrwv/LWtyAqqqAVm5LzBUVFfhTba1/5gkQbOmSSCTUPifIKHiMkDuvqwP+/GfMffRR7DNnTktsmnz4/mkjR+J+dns6+2xovJR1UxNczptXLo89uJ7p++7bYkWbg9vP9jstz5EjHIa2eDHcwYNZYcIJ0Sg2pVL+Rc8Nmi1npk+f7qdsiTfi8hD3ImF3IMJLD0REl+5LTxBf2hJNOtP2rhReeupEUD+bBg42Dzr4o5xXJTKwqSaNOWszGF6qoyymobTYwg+eWYbs8iuQbfL8qD2RgzdP8EgmE1j1ynz0D9YjoZUhfswklBUNwyczXEw9u4EGF/RziY6lKnjN5wl475Hv4p2X3sXi5Q7mLcvirBOqcMklk9FcS8MtNargAQxlt2xodOxQmorHQgMSVS+LLXSgsnI+27O4yR/0cCwYLQgUDY/DjBThN9f9BwODGUwaAsxfBTQE4/jB3cdj9avLYKYsNYBRt1OhLMIYuoHfPbAEV/3gKvznvPu8QncQmbR0HSK+CMKuRfqv7k9PFF/++Mc/4sorr2wRSv7Ypw++Ue0v48/333UX8OGHnuuOXx7/myerbIH3We5iv/32U1Y1inzhJQ8WTjgvb2xpks8Wwk0Oyq8ZBtxgEBdfeCFmzZyprFLaes6ZkQg0P/CtZppweTnsjz8G9tqLB07KGogtWKbmCU9M7hnaQ0QXYXfR1u+e0E0R0aV7szNccLqSrmifiC7AqFtOget4pqo0mqAPcR2aa+O1+WmUx3QYuqbEi9OvPhtu4hVkm2mwwX9oMKDcfNTQR0M2k8aCV1dgbN8mZPQKRI+YiJLYQKyda2LskZ9Bi08BopMoaykNMkZj1ayHsOKjeYhGAygt0rG2wcVXL56MZKMFTQ10fAGE/uE4Lq5Gezr3AvluRudrDl/wBiAe3D4OvsvPQ9ctDU3Lk9Dr63DdbcdgoxvGhlpgULmGTEMCv/7maxh89HDohlcvF5Mb69i2iQtOGYxRw9d4CYIgCHsoIroInYVjvhQUL1rxzW9+c4t8LaILp02c6C0jzbFM8sSTxqIitS9ETrD4cOZM2PyhzvewyxMfsxXJ3Xe3LEXN9bJ1C7s2sZsSuwxFo1GUlZWhpKTEE02eeAIaL+U8dSq0Aw6Au+++6vgbK1ciHAq11FeIqb4lC7snuVddBW3GDICXzr7nHi++C7UpS9v3y8u3GN8UKnPzOMdrt4guwu5i27/VgiB0iu4ovnCbulu7evK37svf+ZcSKXjj4LgsVtQ2WCiJazQgoHTHRTRsY8Kxv0Z21eOUjwYDSujgzRsYmOkM5n+wAYdPasLS5WEEDxuLYjb13TQQAyZ9iuiQ/eFqfWjEEKOeejiyDTVY8uZLKC4poi0KNDuI0Su0s767EJEbcHh7GmjQYIMFn1ydSvTh8QedbyG48B+V5n8kqB0lUJubP8sguKkWX7n+cLy52kBNk4vBxcBna5vxp5++jwHTK9Wz8f1sLszF6kYA/crDuPXWzcH+BEEQBEHoGC9+/wstAXc7An0Eb4Y/kK+4AjjjDOCVV4BDDvHEF6KsuVntc0F0C8HRVdRVLse/T1nOXH45EI2q8UP+xks4c4yVKVOmYOzYsRhGm3voocBNN8FdvBjIiSy8EYfX1XniSTuEqNwSPqA9zjoLLpWPBQugvf22sprRXnpJxdQ7m8qaxgF72yE3NuJn/te3T1PHgrA7EOGlByHWLj2H7iRydEchqCeLLgN/eCANcDwrF15bmT/QgzRCeemjlBJCaBiihIjTv3kq3KZHkU2HvBGRP+ZQAojtoCmRxpT4erz2TAL9TxqDiJVEeMDVcFPPoXTK0XD1wTRKKKEq+kIz9seCf/0E8bJShMMhxAJBzFuVRUWcOnHddxWiP6pN/gDDG+SoQ26UQucunwYxfM37w/m8c6XHqD2fq+wt+8bPkqhymlBRHMLsag1NWQ2DYw4WL6nDjLlpxPsFlfij6iRYkOJwMkWWN8ATuhfyDbwgCMKWdMcxNgfc7Yj4kvuoV4wbBzz1FHDVVZ5owXFZ3n3XuxbhUL1eAN78+CytRZhH+vXzj7Zmi7p8cp/9ObYlqjRTuxy2pPHh+3m1Jr4rVxaPSUZTms35OLYLpz/4IPtXQVuwABg5ksZJ3jT2nqambdbJz/jUtZ/3zwRh9yDCSw+APwxEdOl5dAfBozNt6I4CTXdkzfw3aSxjqNgoapRAo4N02kEwxIc0mHAoOWNi79N/iczql9UgwlHR+TcPCuxMFqtnfIrls2sx7ZRhMPQAKve9FcufuRiDTz6LcgyiUUIxFVgO1zgCa9+8AsFIOYJGANFoDOuWNUMLaehbFmOjFMJriwrYqxQU2vkCC5/wjkUZJba0CCR03c+vzmkA40kxPnw/7dQ1+tu0Mo0b/nkK+pRGsKTWhUmPZFhZvHT/bJTsNxKBEA3cqCxP/OECXBx3YNuDt84icUkEQRCEnUl3FV+++93v+mdb8zQH0M2HLUxOP119poMD6LLoQp/jbLeSi5nCS0dns1mMGDFCxXNhEcYbF3gTw3M2bFDHhWixhmmHMAsr/nEheJjyeIgGTT68rDQH2Z31/vtq7JJDp/R0PA7tsMPgLloE/POfnvXMpElwR4/2c3ltzl/lqDXPfOcMEV2EboEIL90cEVx6NrtTzNgZdXdFmT19As0WIp51B23K8kXDm/NTKIqyUOF97B923HC4mXmw0kE14FEDCbrEAxu2dlm9tgkTQuuASBGy/QagbMyJmH33uZh6+fmUZyhcLUIjkzhtw2A3zUPTmvUwNAeBgI6Q5uK1WY0IBYArLx1BAyhbBctloYRRddAfb9UkTvAEGBZ/eM/iEOf1Bjee+KJr7C5lKdcifi5urHe/33babNNB4wef4gv/70CMGBpHTRYIULWfbTLx+2v/g/7T+8ClZ/Pu53aouxG7QD5mBEEQBGF7OTqwEqeeWnjZ41MKrFqk4A/h88+nAclh6nRxWZnaM2+88YaKybJixQrMnDmTslE+H5c+77dYq4itYfIsYtj+pu2Fnj280ciWcIBcsJXNF7+ozqfmLXkdoPJvuP56XH/DDTj33HP9VI+D02nVJhxzjIpbkxOIcmOeHM1UNg1LtuKEE7tP0GRBkBFxN0ZEl97B7hBfuqv1Sk8XXZzTTNYxlBjBe2gGXNPGpiZvGMLDASdl4vyb/ob08nuUVYyK7cLpvKe/iWYaRLz1Id6ZB/Q/aR9UDZ2OGffcg32vpcGIMZlysilwnLZS2vpj1fPXIRzUENRdREIBvPXyUv46CSlTw95TqrzBFUN7HpBwfZ7rkZ/M8gcPUFR7NS/OC13MxYVhvIC/bPFC8LN5B/wPHbOYwmcamtZk0CfVgHN+cCgqyiOoo3FUOTV19qJ63HP3clSOKVb154QgruOQvfuocnYUcY/pWuR9CoIgbE13HXt/c0oML/9wS1GCCfBnrX+8FS+9BPCXLnQ4sb5eJXFw2aOPPlqNF9jliPePP6Fkdn0AAP/0SURBVP64N04gXqiqUuJKCyyWsKVMTnzx3XsYvicX4LeysnKLcYUaRgSD0NhS5dNPPWuV8eOBiy9W1xtoy5XEbkDnnnceDjvsMPzsZz/zUz0C1H5evQhshfPcc2ps0Rqdrk+h9NYjTLZ0uXKS514lCN0BEV4EYRewq4QQrkdEl50HSxoqfolyHWJhwcX8zzIojrAFCQ0eqEfde0o5XdoIOxNUA5oWkYOuO6aNhTNWYvanLkYfMgRhJ4VEYhyGHDyYrg+lrFSAy90yu+0UofGjHyJghGlQYdHgisow0zR+aVZ1nXPyYGQynijCuMr1iWUWtVNCiapeXacy6SZlxaLSPIFG5c4NYiiN3YSUaMLX6Q9f0nQebHE+/tdButbCwHAWbmkJTCouQ68iEgTee/MzxCYOhh7Q6T4uk+6nwZidNxATuhcivgjCzkV+x4SuhsWXY4891j/jj2tXCSVl0WibAkxz3kpGalxCsFgyatQohEIhHHHEESqNOSG3MhLzyCPAwQcDQ4YoAYdpqKhQe4atZe688058+OGHymrG9OPGcA1BrufXvwaOPx7a9Olwv/Ql4LzzoPl18UgnnRt/EInmZtx9992YO3duSxtznN3GSkyc75BgENOpHCXO+Bxx5JFKdBGE7gb/vxe6IWLt0vvY2YJIV5TfXhndVdDZlfCHvK4HWFJgrxzl/rNwlYkA96R0zmLG5y86DvbGl3xxxofdfejcMjOomblKfWFUMmYISsefhDd//12MPvFIVme4AM5MG4sdQ9G45COqk8qheqkErF22Dk2ajtomB8ccNbClDs9ghQcwnguRkj0o0dc/1LFqMF+hRD7ivRJIqOzNAgzX42XlUliEYbEmN55RsW0sF7WL6vHTv9DgyXRR10xVU3NTjobffvc9VIyiAZKfn92XuOzjftvXSxC6HTwxzN8EQega5PdJ2Fl8Z7+KLaxf+CO3IZUCh6v9Yd++uY/gFkr8lYwYHsfwZz/vlyxZomK93HXXXf7Vlo9vj5tvBl5/HVi3zk8Abs2LzTJ58mRlrcLizYa8uDBcBrdF4wC/Dz+s7leuRl/6ElzKq/kCzd/jbN3rYdJ1dn867fTTvbFJHssSiS1EJYPa/seSEhxA+TJ0X36bWXD59vTNblWC0J0Q4aUbIqJL74XFi50hYHR3UaS3BEa1bZcGBxyEDipWC5u38hCDpYy47qrBwNjjTka2dg0NHLwVj9QfFj7ofO3qelQnXIzZbyAMK4WNq2KY8vnxcFIGXCsN18nQlqXNhqtX0haj8j1BxDA01C1ZjwZTQ2PaQFlZWLWDBRMepKgYLpxTqSZ8jzewYgHFq5+T6Ziue0Oa3J4veXkZdQddYOsWb3BGe51FGC9+i6u5yDSbqJ+1CseeOwHULCRSlJ/SZ723BqUTB/OjqjLYWobLtui9FV+QJ0QJ3RYRYARBEHoGLL7wxtYrDIsTN23cqL66GZ1bYjnc/viL7x3tB6odQffkxgUKXkKay0nRh7zPr3mVJB92VeJxAn8JtHz5cnWcI8rHPC6J0Timj+dyrASXCRPUWIXZr6nJP/LGJ4sXL0awwCpO/FzPlpWpMdYZ0Sj2obz3NTa2iDH8DCy4iJWL0N0R4aWbIaLLnkFXCiUiuuwasqeY0DW2ePGECYM+6KvrHeVmwy5GAUPDwBIXgWAINs1bc6IHjzByosbslz5DygaG7TcUxSOn4e3f3YTRx9AgxGLlIk2DlBRc2uDQsCnxphI8cqOgbNpCU30GqYyLg6YUIdFsq4GKchly6NgfeHlpDlXLgg//64k+bHXjUD6G49Nwi5QbkF8+P5RyM8pB58qiRt3Lf9U//iUNjauTuPiqqWhqdqlNdMnRUFSs46E/LUKsKqQMePy7lGiz/xSxeulJ5AQYEWEEofPI742wK3nx+1/A4MGD/TPvo3o5L7FM+7BvXdIWufEJ8zIv3ZwPX+P777/fTwBS/spIDFvL8Higrq4ODQ0NeOKxx/wrNL5gAYWtW1h4efxxleaecw60Cy9kxUadJ+nejk5Ef15fjym0X5WicZKXpBg4YAD+9e3T/DNB6N509P+7sAsQ0WXPYkcFE75/Z4guhcrc3np6i+iiUBYfGmzLUdYufL5odRaxkIawwYMHB4ccMBxuYjZsxxMrPFcdFxqLHpaNpYsaUVYcRjCoQy/fD+G+PPigjG4Crt1EIxXaNBqw6yVIrXxYCS88cGLrmWQqifUNNOgxgSMP6QebVxDyGqZEktyqRcpChfLzYIi7eJWH0nKiS05oUZfVMVu18J6yqQMWS7gc/hbJUGm8ShI/A1/jFnHMGitjY+MHK3HeV8bx2IqeFWhMAq8+thAD9x/ila+ge6g9rk7PcFr7A0Che5IvwuQ2QRAKI78fPZ+eOB6/96JDlPULf/az+0+OLH+B4uONC9pmDC8/nQ/n5+3KK9WpGiHkBgxEPB7HrbfeisMPPxxr165VAXJzNFA+lX/cOLgnnKBcjLBgAdwf/tDLQPAkNON/adQROJAwwxYu3A62cPnTBQeqNEHoCWj0S7r5N0jYrYjwsmdSe1bnLQF2huCyM+hNwot5UsYTQuhznz/w2RjlX281o7xIQzzCAwIHt953GcpLViPTxCII3cQDD39vZzK4+Xtv4pJr9kK/4eV44c5NOOv7QxHsY0AL8vLRvMWgBfpALz4e65/7NmwrBLZeYeHisznL8Kd/bMTMdQ5ee+AgOCyqOK4nAik8ixYacrXslYsR100DL47PoqxjeCjkt4mDA6v2UW4+8AZUPLChY3VNXVR5vOWlWchhAYoTqIaQjjGnjMKJBz6LkGFRPRr2mxDF3qdNwYRgAplm38LGL6e+JoXZNyfUcWeRyUz3pleJrMIezbb6mvb+r0s/1bt45emeuxTx31ZoeOyxxzzL1VawAJP7XM5n65Qt4a9Oov4+nxCvXuSLIjkeKynBiMZG/6xt3isvxzfz3JfagwUljgHzlRG5cY8g9CxEeOlGiPCy59IZ8UVEl92DfWoGGg1UWHzxhAcdz77ThMpSDSHDRcB18I/3f43EildgW7qyCvEUC28wkqpvwh+vn4HrbjkMJRMm4+Zj7sIPn/08bMNk1QZaIEJbEbTQEOixvbDm6V9DN9hlx7MyWfHObPzm8SSW1rh4+4lD0dhkqYEOL1nNePkIrlIJLLx31DELN2who1DZWVihfzkv/eHylYjDiXzVr5Ov8TEVoO7LxZFRgzZOpzzlw+N4/eMUZjwzD59ucFFVBJT0KcFPfrYXVs+i/6v8zvxBHr+/lXYcy3/4maqnM8iEpmcigozQXZA+RNhReqoQc/wvH2n5HC4EXzuuvBzP1dZuuZR0Adg+pXUphYSXn1RU4POtLWhawZLQILpvKLVrW1KKxG8RegMivHQjRHjZs+mI+NJTRBemt024rFPSNNpgMcKDVzJ6dWYzimMadN1FnIYNDy76LRpmvYycV48nvtBfx8WKOWvxvxdW4oJr90XplIPx69PuxA8fPBCO7kDjwgIGtHAp9OhY6pnLse7VJ1RdnmABLH51Fm5+3sTqOgdvPfE5NCdtKtcTVny9xKuL/3E0JaKwe5Bt83dTPCDyBkWuclHiP554osrna7TnY66T83oWLv7zqsfwr1O6ch2iPT9fpDiMYSdPwJXHP4baRksF9ZswthQ//utxmP+Pj/28nvjC1Sxd0YDVd5lcaqeQSZOwsxBxqPcj/YfQVfRkK5iTbvZirRS0gqGNP+/PLC7GH+jzelBjo7JsYaGlxRmI0vkLlNYUEl7OLivD9+vr/TOvbB5VlNL9q6iOm6gNLyaTiNF9W7fGs27hL3ueFsFF6EWI8NJNENFFYNoSX3qS4ML0xolM9qQ0OICt6jBdBwFdwxsfNCMSZn9qoCxs4C/vfB8N895lDYNgMcOLw2JnbDz/+CJUFgex/9FDkQ4OwwdPvomTLhsDPeBCM3RoQdqiYeilB8Gq34iNMz/gitRIha1ZPnhiBv74NrCp0cG//3kompMWvJWmKQ9XoqrjYz7ggRVbxFB7OSknorBCQ+eeBYwnyKh71DVPHOF9zn1JyTBUHv9hkUW5MHHcFyXY8DkHEzYw9qTR+NaXXoaVyKKh2cFeU8tw/vcPQs3/VvjlenUyq5dtxJI/bTlA6wgycRK6MyLedF+k7xB2Bj1ZgGHYCmZb8BcpOVGksrgYe9GH+esF3IcKCS99QiEMpTHTMto2JpPgHjK/vDahMcMz/+9M/0QQehcivHQDRHQR8mktvojo0j3InpL1RAT/nCWYtz5KquD8vA3pH8Hv/vVlNC1eSlc0JTZ4AW81OKaFW26chYvOH4F+w8vw/vs2+hfVYdyBVTA40C4H52V3o1gIwQHHIPXJLNQsXq3qYtHEygJznp6B373pojGl49W/H4TmZovVDLrOraFu3OGYLdQuSrMpka1duL2eSKIKUgFw+YTTWWzxNq+dnkjjfRwoSx26pu6npJxw413j+DHevSo3ZagaW4oP5zTg3dc+xZpVSfSnd7Hv8WMwMuiteKDem79PNabx3s+b+c5OIZMnobcj4k3XI/2GsLPp6QJMjrP+8DyNK5pV4FpvDNBxCgkv2yI3JuB7H7/mFD9VEHo3IrzsZkR0EXoTvXnikDklq/ZKyKA/Bg0Y3vgoSYMHXk5aw7Tp5bjx9hPRtHK9ysewRYgim8VXL3kXt926N4r7luLh2xfiyBMqMHB0EYyAJ7roIQNBFl6GUxkfv4bGtY1UGd1L9WSaTcx8chb+NBNoSLp45aFDkExykFvP6kQNYFRdvPfSOQYN38vjp5ygwgXyIefhYLveSkc8yGLhRWWnRquMfrwXTQk4anUmOlfN8VdT8sZYXr2x8jBK9h6Bu3/0OtZ80qiEpPFTK3D4Pn1U+1gMypVnpky89X8NfHOnkAmUIPQudvTzQvoEobvRW0SYHD96ZTlmzZqljnmckRNlNo8pPAoJL7n8nFfdQ2kTJ07EzSeN8zIIwh6ICC+7GRFehN5EbxZeUidnfHHDEyg0On59dkqtbsSpF108Fhd+eTyaNzWxXKGECr7AIo3dlMRFX34PDzx0CGL9yvD98/6Hb/14KOLlQRhBTYkvRshAtCSMyMRTsemt55FpsuhmT/SwkiZmPfEB7nzfRXWDgzcfOwxNTaZqh1eP982RcjOi+niQw23wRBl2K+J4MNxK79wTj7wHyZWRE29yli98L+85nQP4Ugpd9+O7UNnqRq866PQME87aBz//0hPYsCEF03RRXBzA1y+biFRDVuXzxB2u28F/v9t+wL22kImWIAiC0J3pbeKLIAhdR0u8JGHXI6KL0Jvo7WbyHPeEhQgWHWzHps2FabnImC5SGRd9+0Vhm6YvZviiC4sTLJ5YjlopIGBQl0sHtWkbrmUjk8jQZvpbBtk0x2VxqBxv9SAliNCRckXSNBiUyCk2lZfDr0r9w63jY8qt/lXJqgyOQ6N7MWr4Bu+SQj2R5n0UqDrVH4Lqy32DxaKL+vbKMLxrfhnq+fjUBtK1jRg8NA6qAnpAVzFoYpVRz9KF8qrVoOgPx7M55OYKdZ8gCIIg9CZkbC8IQluI8LKL4Q45twlCb2FPiE1gW66y5DBNG47tCRJK/tC9iPyxeNCzCOHoL761iBImKCtbjLQs0ahpSNo2Mqk0Ms1ZpJtSSDfTccKEmcoCbnbz/ZSdNxZejKChRI14CPhkZcK7RnmUOMInOaFE3ecqwYNPGWW1kmsPt4/3Gp9717gAjkVDZ/41TvIEE74vVxA/h8rv38PHXJdNz53e2ISRE/rApbaGgi6SaQeRirhXFuXhA13n0HqECuwrCIIgCL0PGeMLglAIEV52IdIRC72RPUF0YRxXyRN5ogj/8QQNx+E4L+waxMeeZYwKTscuQLYX1Ja1Bsd3BcrYLlKJlAo0m27KqC3VmEI2SZnshCds0MZWIoqADks3EA8AxVEN78+p98rPQwkmql0eytVItZk3z7+a0/hYWbhQW5R+Qin8HNQ6JaQoMYXL4oveTV4aH3ISCzq6rtIYLouPsk0pjJwyAImMi2xCQ0bjmDURdY8qRNXjiTlclyAIgiD0VmTMLwhCa0R4EQRhu9lTRBdGyRMsWLAYQpsRMJRAodNx0IAXR4XVCc5Hf5RAo4LXErw8M93GabBdhCh/IpFGsiGNhNrY6sVEqjkN1272BRdPqOAYuTpVkDZCqKTXbWgaXvjPekTDnvWI5zpEddI9LALlBBFWPPhQ992IVHncQBaDfOGDm6s0Fj7hzFSOFwSX4AtUpie5sCUPoYpiYcZzhWJUG+mPmTRRNqIKDZvondBzJptdBGMxv1ze8c1eZWwZJAiCIAi9mZyFu4gwgiAwuRG5sJORTlfobexJoosHSxC+eEHH7PYTZBcgOo8EgebGpLIE4cvK6sVhIcYTMjwrEr8EusYiSVMig8b6BBJ1adoyaKYt0ZgGrIQSPJRAwTWpvYNwURj942w142LNhiyCQRZ+OIPXjXuBbzWvbr6D66d0x7E8QYZOlMGNyu65GynrFW4b30/nyq2IKuZs/Cxcs1cFx4dRqdADLPjQsWqXL/RQJjNrUhvLUErvopT+a5SHNATCUXVN5eUGUF5e5UBVIAiCIAh7CCLACILgjdgFQRA6wZ4mutQeze4/UEKHq2nKuoXjrsRCQJxeRb8yHSsWboQRDCgBhDfHcmFbNisllFdXcWBcjg+TttC3JIC6Ohs19RY21WVQXZNC9cYmVK9ugtXUiFBRBA5b0PAfup/LGTGuD8YPCcBwgKoiFy+8vs7XLzzhg/fKokaxWdng9jJsY+IJQKpUlcZCiHfGFjPex4HKzkXyRnlZcGGBJpePrV2UeMLZaK/y0Ltgl6pIrBTHHRjDxBEB7DeScwfVtbzmqDKMwPZ99Ox5Yp8gCILQmxDxRRD2XER4EQShU+yJk9+c9QeLEgYdB0MBcLyWiOGiKKIhWqRh9aostIgnvPAKSCyW8J5uU1YiWkiHmXWQTZoYMSaM2jobDSkX9c0OGhIOmpK0b8yicWMdgkVhr04l9Hht6D+sCKszOgZENQQCGu546BPEiwxqHFu3sCDiiyNKHfKFFX+XUz5a3IhUTjr2VRb+VwkoHK9FiSl87lnm+PYv3nX/E0NZr3DZKo2uq/wuAsEw9t67L4aP74Npk6vgmL6rFUP3cnWqys0N6zQivgiCIAg9GbF+EYQ9ExFeBEHoEDzh3VMnvWwXwgIDx3PJrQbEYkcopCFeGkAwEkLtJht6lNcuYpGC76J8tuMdGzrKyoNINpuwMjaGTypHbT3UMtSNSdpSGmoaHdTUp7Hhkw0IFkd8VyFWNFjUoM6a6lqVCuLg4VS+CRSFgEXLGqG0FCVmaL6wwQqHl+ZwLBZlBeOJRn42VWBOTOJzz43Iy6fEIpXRcz3idih3IoLeAP2TE2Fo7yVT49gFSRWE8oExDOofxLCRJbAzGSrFK5eXw1aiDreHrWB2ABFfBEEQhJ6OCDCCsGchwosgCO2yJwsu+bDQomKgsI7gB5SNFekwQgal60ikbQQinM+3KqF87JKkrF/odOTQMGo3JFXafgdUYfV6F6YFZE0NyaSDVNpFXQOwcslGhEtjdIdGZXgiB1ufZDMuLj5rGCJVYZTR1WgQuOYXi1BMbeA6lUjCzVP5VSOVCKNEE9pUnBcWZfgSF63yqWx0ja1bPFGE3aJUFr6P032hhaEauCgVsJfbpFQfVbyGYIg/TgyESsMo7VOMaJ8Iss2NXjm8+fezWMPBggVBEARB2CzAiAgjCL0bEV4EQWgTEVw8WIwIBAwYuuZv3HW6CIXZNcdANmtBD4RhpmnP8U5cT5jhv47NaTrGjyzC/AV10Cl/v/EVqN3kgkPAZE0Xpglk0kAq4WLVZw2wLBMBXvpI1eKomCpc3sCRJXhlqYVTpxgImBqGFNm464FPYVD5Hp5Iw+5BLKawYJJzL1JiCf1RGghtfE1Z8FAaJyrLFmo7izhKbFF5PcGE9Rp+Bm57JpWBwdYtXIv/HpTwEo/CtSwY0QACRUEEi4PI1DdSNhZtaFN1cVW0Nzhtx5D/m4IgCEJvQwQYQei9iPCyC5AOVOiJyMR2M6wvBAxvCWlPhOA0AwbtLYuFDR2xuIuFC1YrkcRbOlljdcOzlIGLMcPjePfDeriUP5hwEQ25yGZZeHGoDCjrF8vSULPBxobFqxGt4KWY2UXHs2jh4rJZG1dfNAZ1xWEMj1AZmoY3316PNWuTqp0MuwBxfewWxCJHzo1I/fFFGH6IXIBczxKG83B7vZyeWELXOZ3z0Z5TYkP3xvQvHIhV69chk+F8dJ3K4rg2sYpKuJlGBMJB6GEdkfIYkrVNXhv4fhaE+L1QfUYoyFXvMPJ/VBAEQeiNiAAjCL0Pb+QtCIIgtImydgmw1YuGcDjgbwaKYkGYJgsKLsLRIO7/3RKEyyPKZUcJHiyCWI6K9TJkdDk2fJZBpi6FurVNOP7zg1DTwKVryvLFVJYvLhprNbz8yHsoGVlFVzzBgy1LcuJI32ExjJ7QD2MPjGNqXMMAquOeuxfiV7cuUlYpyh1KoSQU9S8nKeHDb5NaeYn+cAwYJYqwjxJrIl4Vm6EbeRUj2zUw7vSvYfgBmwB7I44++0hMOyOKupq0X76DouEHw0mtQoDeTag4isig/kg1JNR1LpOfRQk6VJ8RZVeqroHFFxFgBEEQhN6IiC+C0HsQ4UUQhK2QieyWhEIGgkHaaM8CjBJhggHEIuy+o8FgFx3bxtzZ9SjqU+QJDZrnhqTcfViIiQZgUfrbH9TAzJo44fyRSDTZoEPWN1Q5Fh3bFrBumYkNn671RRRXCSOe65AnmEzZvwqrqw3sf2op9u0PGGkgmk7itX+vRSwWVHXynazVsOUL29x4bkGeK1EObh/jWcJ4Vik5SxiOY2Nms+h/4GmYfNwkevZXoJn07FYAb/17LmJU9pqVDcqDSGfhqWI6YDYrVys9HESoz3RYthczhlGiDzeK/gmXlKs0QRAEQRDaJ2f9IiKMIPRsRHgRBKEFsR4ojP44Cy0GAgEdwQDvA0rUiEaCsExPrGBBw3Q0pAKmEhlyIoYKWsurG1FvmwxoeP619QhS1xsNBGEnDGRtDablWbvYLrv+AIkGHbNe/BChuCfccE+tLEaoXBZS2OXom98ch3+9kcJBFwzCYSPpelLDwjfW4be/mA2L7uH2cpv4fs/Fx6FzW4kfvvFMi+WLcieiPWezshmw91Tf6UdjyslHoaJyBvTyZrhs2VObwKrkEPzz/kVATEc4kFVtisSDcEMV4AfQ6R3pQdpH96bjoKqP62LYuoZXP3rutDlegiAIgiAIHSZfhBExRhB6FjzaFgRBEMFlG7BY4YkgfpBaXUMw4Akbpmkpq5SKYg3/fX4ZAiEWZjSVJ3efZdmYMikOa0MWTXVpNKxL4PTzByDDLkYOx2XRlODBFjAZG5j5UgLFo/pSqqdaqEgxLJ7QxnUl0iZ++L2peOLFOkz+8nic+rkgdAsIJi08/IuP8NIzS9CYsmAE+X7f4oXbZPA51acEGTqmsuxMCq4RRnzoBIw88mRMOGAEKisXQo+ugWYGgfVp6CsbsdE+CPf/6H4sX0NvgMoZNDakVoauGDUUmrUGgZIitWKREfMsd7QAC1B+PfSX35se2mxx05XI/19BEARhT0QEGEHoGYjwspORjlDozuQsXGTSum3sh10YHE2XxQMWEohQKIRYRFPWKq4DBAPAX/+4EtF+HMOErWBYoPG6WQ6Se9rRA5BxNDz6wip1/fgLJqB6rYOMpSFru8iYQJbKyVhAs60jXbsJwfKQskzxlQslZPDGwX2TGRtXf3My3n19A6zpw3DykSGUs8ahU5uWNGHZI3Mx46mFWLmyCQ1pHW60BFqctuJSRKr6omjERFROOQAjDjwcQwaHMWRQHWLBBQhEskCjBWvJRlgcMNjoh+rSU7HoiYdw0D4D8NDdI6GtT2D2uxnYpo3yiZ+Ha70JragIRtSAUT4adQuo7+N2GlQvi0XceMJy6SF3EvL/WBAEQdhTkTmHIHRvRHgRhD0UmaR2HuvvDpTbDluO+FtVGS8n7ao0DpL7yeJmRPtE6ZQtPbz7WAixHQeTJlUiFQVm/LcGesZC49oUDj+8AlnLRTrL4gto7yKZBRK0/frr76BiXD/oavllth7JiS9QMWWYJGU+5YyRiKc0GIeMxYU/nYK9xmhINrmobqK2bkwjuGwlgisWwFn0IbQV8xDasASxumUob5qNSusjRLMLEIs6sNbXITV3JZKzFiH7yVoEhx+G5klX4I0n38eSR++GFggiUuJiwIRyvP3UZzjshGHQA0Co4gRo7nr6RKGGhQIwys/Cuo//o94JCy6aZlDr+WVo0GPFqt2CIAiCIHQtYv0iCN0X7eUfnssjemEnIZ2f0B0R0WX7MS5gkxKWEbw9W6P874MGlMQdNNbYyk1o4sFV+OFVk5CoSal71KpBLMRAx7K5Nbjlt0sxaHQE139vKmJ9IvjB199GE1yYtifWsMDCFjQ2bf3jLn771Imo+7QO6dos5WLrF5YwWNTwUOXTX0PXsHF9Gp+sq8Gkg8di3MQhaFy+CqtmfIrqRRthNabhZoFQUEO8FCiq0lA6pARl44aieNJ0hAYehKaEgZXvvoTqOe8iEo6rmDMquC9tRszCwadXYeErn6LR7YeAaWPS6RchUmUA9bOA0ijcZBpp8/OY9+jP1NLSSiXy/iIQBV66eKPX6J3I92Zk/CNBEARB2LN55ekT/SNBEHYnIrzsZER4EbobIrrsGMaXvKWdcy4/AcPArHl1SlhpqrHQnHJRl3Tx3tKzsGHmWhXg1lNI+B4HQUfDt34wC8EaG9f+ZBIqB8aglQXx7S+/g7ShK5cjlmhsx1UWMGzYctU5/XH69/ZH7eL1yNSZXJQPKxr+SkUuu/RwRewKpcPMOtiwvgks1ZQOrEL/MSNQ1rcK4ZISuh6GptP/Az0EM5VB7WerUf/pAjStWYkwPY+mBZTQ4nC0X8K2XAQrDEzfj56/NIKbrvsMJ588UNW312VvAg1fhd2UhlHSD4hdgEVP/hDJOl908t8TC0VGiYWXv1Sr0nc2Ir4IgiAIwpaICCMIuw/jwsMm3+AfCzuBUeOX+UeCsPsR0WXHcee40KYCarlo2hzXRjxqYFOdiXTChu1q4Hi2o6bE0TcWBC8kBF98YJ3E0TX0LTbwvw/q8dGiehz/uX6gkmBlkmioTWNtA5C2oFY7shwNLuV/a34zjhwRQ//pA6g8E2ajqVZMUuU5HHRXyTqb61HKjIvikjDKSkKI6S6y1dWoX/EJquctwMb581A9/2Nsmv8h6pbMgVmziipMwggEoBsBfkxVApvfOJaLUH96jg31GDS5DH+/cRGOPX0kktSGUUcdg3B5CGieRQ2hRgciQPgULH/1XuihvHL4X25uJIwVTzSplJ3N2/cEcOhlnjuWIAiCIAjevCS3LV88xk8VBGFXIDFediJi7SJ0J0R06TrYZcgTODxLDhY3XBgIBjXYakllDT/99kcoH1UO17FVHhYx1Eb3Td+3LwYNCyBaZ+KN9zbAytg472tToaeAyYN1sGRBRSBsAHHaSuMa7vvzR1j/YTWKqspRMrYMNq+kxG1RApCm3IE8zcULZqvS/Bay9Qo3wQgaCMVCiMRDCEeDCIZDCAQDbDRD+TxLGW4i5+UtyIGDKwyk12Ww1z4aVn28FgP2HYFEk41AREfZuB9DSz3M6g99mtDHSfw0rPzvDxCMR1QRXIgXVtdFqFjHa+evUam7Cvk/LwiCIAiFycWDkfmKIOwaRHgRhD0AmYB2LQ4vz6wUChYsGA1lRTqKSgzoOrsUudAyFj5Zn4AR1OFqXi6GRQjLAC4+bzRWUfJrT66C2WSibk0zfvngoWheb2HiYB2lIRcl9GOriANDSoBwPIgP31yGVXPWIpKJoGL/AdAD1BKbLV64VNY+2KyEj1h0YcmFK6Rzbiv/9ducE2VU66m9DAs43E7aUZKG2MAQau0gjISBsWWrgWgE/3pNR5+4DitlYsIpX4Jr/QdOKqlEH00JOPtg/Zw5Kpiwy3W4DgzdWwnKdNKqnl2N/N8XBEEQhPYREUYQdj4ivAhCL0cmnl0PSxX5IgYzengMjm4goLsqyG04pOFbF76F0lGV4EC5yiJFBcbV1PHgkcU4eHoctc0afnPXAuhZG4k1Sfz0bwfBrLMxYqCB0hhQHAVKojqCwQDqNmpY90kSy5dsQGpRmsrui9JxHLOFiuWAvKph1K17DaT6XK99vjDDQgijhCFO53wqD38U0J4ux/uEUKeZSKSKELIdlFbPR7RvMeb8bz2O+1wfuJaG8hF9EO5/BZB4nAPA0L02UHoVVrx8OULFMfV8/NC8/Lbt2AjFg3CMcq5styC/A4IgCILQMUSAEYSdg8R42YlIfBdhdyMTzp2DPk1TwgVbdijdhf4xAgZctj6xbVimy85IKIm4+HheE444uh+yCZO1Dd8ShAvRsPe0StQ1NWP27CQ++HADDt23DwJ0/YxLx2LeG+th0P0GlR8J6wgEgIBjq5WNGmosqBWsnTia6yw01DciXBFC2ehSGCHATttwLdcTQLg+rpjgPbsTecIIt11HqFhDtF8E1Q3NSKQjKO5ThWCgGKv+/T76OxsxeFQIt/0lgwNOGo9Eg4WiIeUYfeozQONX4aaz9LwW9KqLsXrm46hdtlTpPgr1YngPWME0/v2l9d75bkLivQiCIAhCx5FYMILQtYjFy05ClGJhdyOiy87DMAJKdGEcZT3iiRlDBsXgBgIIaC7CHO/FdLH8ww1wB5RDN3yLFMLTJFwVaPeCs8di7GgdmTrgN3fPh552Ube6Cd+4cV/Uf5pFOBb0xBPdQLMNJLIWsvUp1K1pRO36egQCcfQbMQGB0CAsf78Wn86tQbOZRXR4HOVTy1A2qQilY+IoGRGlLY7ikVGUjqP96CgaXRPLl6VRvdZAn37DMHhMPzTWpLDk2bdRpmdRWu7itoc1fPnaSUgkHNiGizEnP0KNuA5uKgtYNvR4f1jmYHz27jvQODCNej7eu8qyJlquIxQfptIFQRAEQehZ5CxgZG4jCDuGLCe9k5DOSdjdiPCycwl+OaCEBc9dh3dsWQJsqM5g47ompJodBAwgFtfRnAri7iePxMb51crihFdCUvmVRQrQuD6FW++YD70BKBkXxlUXTYJG95WOLML/feENWJVBlMU1BAM6SmJBlEbD6FcVRtmovugzpArheES59XBZ7E1kWRYymQzSzSlkU96yznyRV0DSAyEEwhGEY2HEiwLQnIx3HwLY9OlaLH1+DvqWAEMGufjXJ5W44LyhSCRsZOoz2O8bD1DhT8FtmMuVsAkO9H5/w7u3H4ZIPMaFeO/Er0/TddiRFF7/Ur2ftvuQ5aUFQRAEoeuQpakFoXOIq9FOQtyMhN2JiC47H+djB/o0Q1l35MdLKSsNorrGgsGxTYIGAoaGynINmUAEg8p1FfMkF1PF0yhchIsCGD6oCO/Or4FRbePj1TWYPq4S6aYMTr18Aj55ez3mrMigf78QMraLSMhAcTyI4r7FiBbF1GpFukFt0dnBiZpC+0AwqMSQWFkJ4ryVl6C4vByx0iK6J4JgmC1pDLUEtJWxsPSND7HomRUY0kfDxkYXDRPH4Kj9KpDOOsg0ZNF3rxEoH2TBrZsBN5Ohx41D6/9LLHz6EmgmPRPX7XpBh/kYjotYXx3B6DAs/sc6ftDdiiwvLQiCIAhdR84VSdyRBKFjiMXLTkCsXYTdjQgvu4bgVwJKaFCrCtHmiTBAU5OF+poUUk1ZRCI6QmEDm9ZncdNfD0XT6iTdSd0u3+c43lLPbB1CaXNmV+NvD61EP11HZIiOqy6dCi2qI1xkYOWKJvz6JwswcFwEwwdFMbyyBIPGlaBk8EBEYmEYQRZSuFhlvqKWcVYuUNQuRwkilEZ1GUaQ0lj84dWGbNQsX453H5sHvcHB4H4u/l1XhP/34/FoXJdWy2InazIYtN9YDDns97BXXOq13a2CPvhMrJ37H6x9738wogG1ElKLtQtnoS1lZPHWV+u8tG6CWL4IgiAIws5HLGIEYUskxosgCML2ogQXR60qZBi6Wkqal3QuL4/AdnXEYzpCQR10CYOGRfFZDRCIcohbdbMSXzyVgheodjF1Wh98+YKhqKGzupUOXnxzOcxGG5kmC/0qo7j35cMxtn8Mz79SjzcX1GDT2iboVkaJKOxG1CICUbHKAob2GlXOSzorK5hAUPX6RiAAJ9WAJ29+Di/8cQ5Qa2OeFcaQi6bhmm+OQtNGtmjR0LAxjbEnHo0hh/wU1tJr4GazcDLl0Pt/DtXLF2DV/95AMB70RJfcM7H6Q0TKAhg5eW91LAiCIAj51J7Vt2UTeif5sWHkS2lBoBGyWLx0PdK5CLsLsXTZtVT9YBKaNy6hIxYeeMUgFj7UqRJhPv20GWEn61mjKCsTDRMOHY7PHVqCJIsbbJHi/2HXHAXdazU6ePHfS/HS60kMjbqYeGgMh+43AiVlIRgRQ1mwlA2MYuGMNfj7P9ZjzuIUBg8M4+IvjcXwCQMQL4mpuizLRiqRQt3GRqxbUY0lczZi1coENm5wEYzr+NyZg3D8sX3hphxkUuwupMFOmWhqsjHu2KPQb/LZyMz/HTJ1LkLRWgTK+sEYdSPeuesLiEfZwobarJ7ZpWb7og9t0XID1ZtcjJwyCX8/5HXvuboJYvEiCIKwe2lLbKl4YqN/JOwpiFWMsCchwksXI6KLsLsQ0WX3UHR5HLZleeIDxzZhEcX/l8WX9WuTQDqj4rA4vBx00sFXfnoQSrIJpBtMJXZwZiVa8H3KLciAm3Lx4D/m4I33bYwudVHS18ChR1dh1MA+iBYb0EOUBw5C0QCipQGsXdmI559fh7nzk6husJGxuFAgQuWXFOnoPyiMoaPimDq5FGNHxBANBdC4Ka2EE8bJuGiqS6F4aH9MOf0aoP5dbHzvPThUTkkFPVukCKGp1+OtOy9ERWURXCqXXaVUvBpfcOH6AhEN9ckmTD7oYPx56quq7O6GiC+CIAi7j/asXER82fMQ8UXYUxDhpYsR4UXYXYjwsvuIfi2i9ixhsP7AB0qI0XSkUxaa6xNwLQc6uyPRteoNWfy/e46FtmYD0s22L7Z41i/qL21cVqrWwjuzP8ULLzSphH4BF0OnRLHXvhWoipegtCQIPaYr8cbhpZ2DQYRCGgJ0rhlUmlo1SYNlOjCz3qbQWRSi+iwX2UQWTc0W4v0qMOnEcxEOJLHhP0/gs/nrUNKnBJX9SxAdWIXifW7Ev285C1UDS8BLaPOf3PMqFydVlwM3nka/ofsoF6u/7vcfr75uiIgvgiAIu4eOuBeJALNnIeKLsCcgwksXI8KLR2sRQCY5OxcRXboH0a9FlUCSE1LYE4fjrdRWp6FZWS+NEkMhA5+tTOCGf5yI5gWfIZtg0YL/8pLPLGlw3BgWYoiMg6UravH2+xsw8/0sqoqBOF0ZODaKaQeUo6IkhrAWRCxmIEwbiyosxChhhAUR3lMjlEUNl227sDMuUsksMloAg6dOxIiD9kdm7TKsfPElrJizUQUHHj2lEhUDizHo2CuQciL44MFb0GdQiYolo9qlynO4Mjr2BJ1QpYlAeDT6Ub4/79V9RZcc0i8JgiDsejoT10UEmD0XEWOE3oYIL12IiC6bKSQEyCRn5yHCS/dBWb9o3ipFYNcjdsfRNXy6tBFVVWElfui6i2DQwKfLGnD9349Hw4JVyDazUAIlanjWMt4JCyccO6ap2sLydRvx5ltNWDovhT5lQJzKgWFg7D6lGD+lBMWlcVhJE7pL9asydCWOsFWKw8JOMIBISRyVwwdh0LhhsGrrMO/pN7Hs/ZWorgUytoHyODBpL2DcSaei6qBL8eGjN8CurUe8gtrOBfGTKfGFyudjlQZE+mSQSg7A8HF9cc/0/6m0noD0S4IgCLuWzgbUFfFlz0YEGKG3IMJLFyLCS/sCgExwdh4ivHQv4lfEPPGEjlmXYAsYZuO6NMrKgsqqhYWZgKFh3WfN+PadhyG1shqZerYgcdU9DGsvSujgstg1KGth0wYT1YkGvDczgXmzmlESsVEWB3S6lQ1QiiuLMXBoHAOHRNGnfyli8ZAK7pvN2EjWprDuk0asWrEOy1al0WRrKIpoiIU1BEwXew0FjrjiFAw95jzMf+k+1C5ahsr+9CysASmxhff0rzpXZ8qqJ9LPRGNNGUZOGoS/HfguN7pHIX2TIAjCrqOzwksOEWAEEWGEnowIL13Ini68dGTyLxOcrkdEl+5H9Gu+dQhrFBq7D/GKQYaK77JwQSPGjC1GOplRcVZYZWEBJpPI4Ko/HILq2euRarShU5onwLgt1i++EgNXozQbaK610JjKIulmUdMcxj8fXofkpiaVLUZFh0J8D2C5GgzdhUEXTMuFmXERNIB9pg/GyRcfir2OmYLVi5fj03feQpDaWtY36gXPZcGI6+VHUY3hZ3Hg8vO4OmL9LSyd24gpB00ETBuPnrSIm9cjkb5JEARh17C9wksOEWD2bER8EXoqIrx0ISK8dEwAkAlO1yCCS/cmfnlEiRRsLqI6WdeFbbOI4irxZfSYYlimzbqIElk4oktDdRpX/Xp/pDbVI7neVGKHrvNqSLngu/7eU2ToWFObk3XQ3GCioTmLoqooQkURZOwgUpkgMlleflpDNBxGcUkY/frGEK6KQLcsLJ25AM3rNiEW1lFcHoZBey6arVhs2/bqpj2jBBdK53NNcxAf7GDlPAfDRpUj3ZDBq1+rUfl6KtIvCYIg7Bp2VHhhRHwRcogQI/QURHjpQvZk4aUzIoBMcLoGEV56BtHLPAHGsxTxBAwWS5Yua8awYXE6hnLjMQxd7VPNWRx8RH/sdXxfbJpdR/lZfOGIuZ7LkVqNiP6wVONwEF/6o8596xnXsuHaGtIpG9mUBdO0leDDS1szgYCmgvuGYkEYISqW0tkix2WBiO7nXErYUf5F7Pbkb9QO27QQLraR0tNwUpVI1TSicaOLpbdlVdk9HembBEHYE+kKIWR3IQKMwIj4IvQERHjpIiS+i4gvuxoRXnoOga8ElOhi2yzAuHBpbwQMfLYqibLSAOJFASV48D8Bw1D7TH0SX795GmoX1iLd4FmfKIsX2rMg0mL54ukjaqlqL+4Kw3sWaDxhxstDaZyd7stZsXixZ3TvWIkvKquC86h7+JjFHDouGmLhk0UZFBnFWDJzE9KIIPWYl6c3IP2SIAh7Gj1ZdMlHBBghHxFihO6IN+IWhB2ksyKAiAbCnoR1nwUzayGbNmGmPSuUdNJE3yqDjh2sXctLTbPowbIH/eu6iJbHcPt1H8MKBVE5pQTBKAs2vNlKYPGEEYf2LK5AiTlgUUdZ1vB1qyUf5+HNs1oxW/KAPaGoDNviND7nfDadW959lg0zlUEglEV0UALrFhtYMSOLf7+wHnWPhXuV6MJIvyQIgtAz6S0CktA18Bfi8qW40N0Qi5cuQn65t2/SIt8wbz8ySeyZJE+1WtyN2IrEs1SxsXKNjdEjotQrOzB0DUZAV+5H2awF3bLx+a8OQXFVEImVSWQaOd4Kux9R962xXsKuSgalUQW85cxWGDrOpXN9LO6wqKLqh+f+xKIPiy26xvFkWHDhdBvBmIlglY1VS23YzUVY9Mve//sqfZIgCHsSvVGwEOsXoRBiBSPsbkR46SL2VOElf/LPE5bOigEyydl+RHjp2dQdk1KiCysiuqarGC267mJDdRbFxQHagjAMDYEAXYPnmsTWMbz60QFHlGH8QeVwTAvpTSaydSZsU5WkhBalu7CawqU77E7kiS4swOi+4MO5lSUMi0B0pms2AsVAoMhEU8pE/aogMqkoFi9ohv6vgCpjT0H6JUEQ9hR6s6WICDBCa0R8EXYnIrx0ASK6bD8ywdl+RHjp+bD44pmjeGqJsoDRNRXwtq7BQb++IXXOli+8khBbtei01zQDDQ1pFMcNTJkex7BpccRKgkhvSsFstmBRsY7JbkW5uC0ciNdVLkz8hwUdBFyEiqi+KJUddtBQYyJZrSHVHMa61SbWrU8rYSb+csRr7B6G9E2CIOwJ9HYXHRFfhLYQEUbY1Yjw0gXsicJLV076ZYKzfYjw0nvYdHhSiS3s/NNiBUO75iSrJhrKSwOUDhjKKoavswijIxA0YGVtpDMO7S2MGhNB/8EGqgaHES2lGwKuchtifyIV44Xv5CWtocNMAjWf2UimDNRvMlG9MYtMxoZlsWUM53RR9EqU9nsu0jcJgtDb2VNio4gAI7SFCDDCrkKElx1ErF26BpngdB4RXnofm45IgGOvMLxjEYZ1lqzpIp22UVwUQDRiKPcjVlF4aWi2iGFvIrZo8QQTTQkoHCw3FAogFNYRDBkqbgznsSwH2bRFefxYMoYGm9I43bY94SVYVIX4synVjj0d6ZsEQejN7GlBaUWAEQoh4ouwKxDhZQcR4aXrkAlO5xDhpXdTd1SKemi2fOHgu46ybmFhJZ2FWm0oFgshGgJCIV5+2lXWMJbN4om31LRadZpXKtI0Jahwus3n/JfK8eLy8jUHWdNB+X//P3v/AWDHdd33498pb17bXoHFoi9AEFXsJNhUqWI1S6L0V2LLkRLHidP0+1t2EtmxHcc/Oy5SnGLF+luRbcUxLSuWLcsSRahTJEUSBBsAkgAXfRfb39vXy7T/OXfe2327WAC7i+17PsDdN2/anZl358653zn33HglZ2E6UjcJgrBWWW/CCyPii3AtRIQRFgsRXm4Q6Wa0cEjjZm6I8LJ+Sb+NuybpyjvFcVlA8RG2TBg6iy6AaegI/X2osrawEEj9JAjCWmQ9Ci+MiC/CtRDxRVgMOFiAIMwaaewLwvLT8O0Y6h+LoPm7UbT/IIq2H9D3IxZi3woj+mhYRJdFQOo+QRCEtcN6FZyE2bFeezQIi4sIL8KKQRo2giCsZLiOqk2CIAiCIKxNWHypJkFYCER4EWbNUjQ0pDEjCMJqQeorQRCE1Yl0NRLmgogwwkIgwosgCIIgzBMRXwRBEFYXIroIN4KIL8J8EeFFmBVL2biQhszskGCfgiAIgiAIs0dEF2EhEPFFmA8ivNwActMJgiAIIhYLgiCsbFhwEdFFWEik65EwV0R4EVYk0pCZHeL1IggrA66zqkkQBEFYGYjgIiw2IsAIs0V77NMf8SvTwhxZLzfZcjYkRFi4PtLQE4SVidRfgiCsdNbysMoiuAjLyZGvvbMyJQgB4vEirGhEVLg+0rgThJWJ1F+CIAhLj3i5CCuBqieMeMQIVUR4EVY80ni5PiK+CMLKhOuvahIEQRAWDxFchJWMiC+CCC/CNVkpjQVptAiCsNoREUYQBGFxEMFFWA2I98v6RoSXeSI3zdIjDRZBENYKUpcJgiDcOOLlIqxGRIBZn0hw3XmyXm6Wldo4kK41MyONOUFYXUhdJgjCcrKQwXVnK4AsRJ4itghrCQnEuz4Qj5d5IAqlsFKRRpwgrC6qnnzVJAiCsFpZqhGSRHQR1hriAbM+EOFFENYYIr4IwupFxBdBEISZkW5FwlqnKsCICLM2ka5G82C93AwrvQEgAsPVkcabIKxNpN4TBGEhWWgvldkII3PNU8QWYT0j3ZDWDuLxMkdEdBEEQRCWC66bpX4WBGG9IKKLsN4RD5i1gwgvgrAG4bfi8mZcENYuIr4IgrAQrFRhg49LRBdBmETEl9WPCC/CqkUaHtdHxBdBWLtIHSgIwlpDBBdBuDoivqxuRHiZA1LYVx7S8BAEYT3DdWA1CYIgrGZEcBGE6yNdj1YvIrwIqxrx6BAEQQgQAUYQhNXAdIFFvFwEYe6I+LL6WHWjGt3+pWOVqUme+9htlanFZT0V8NVgvIvoMnukMSYI6w+pIwVBmA0LObKRCCiCsLTIqEerh1Xl8TKT6MJcbb6wdpEGhSAIwrWpesCI8CoIgiAIaxPxfFk9rBqPl9mIK4vt+SIeLysLEV9mjzS8BEG4FlKfCsL6RTxeBGH1I54vK59VIbzMxaNlMcUXEV5WJtJguD4ivAiCsJBIvSsIa4eFFF4YEV8EYXkQ8WVlI8F1BUEQBEGYEyzmzpQEQRAEQVge2ElAuh6tXFa8x8t84rcsltfLeinIq9F4lrev10caRYIgrGSkHheE5UE8XgRh7SHeLyuPFS283EjQ3MUQX0R4WbmIwT47RHwRBGEtIXW/ICwMEudFENYeIr6sLFas8LIQIxUttPgiwsvKRYzv2SHCiyAI6xl5VgjCzIjwIghrFxFgVgYrUnhZCNGlykKKLyK8rGzEoJ4dIr4IgiBcH3mmCKudmcSUq4kiIrwsH4tll0kdJkxHBJjlRYLrCmsGERRmhzyIBUEQrg8/U+S5IqxWriakLKTAIsyPat2y2HWM1F/CdNiJYL04EqxEVpzHy0J6u1RZKK8X8XhZ+YioMDvkYSwIgnBjyPNGWMlcS2CZySNFPF4WhtVmX0k9tn4R75elZ0V5vCyG6MIs1n7XItIgXx/Ig1YQBOHGkOelsFphkUU8XxYGrgdq02pjNR+7cGOI58vSs2I8XpZCHLlRz5e1XkDXQqUrgsLskYesIAjC0iHPp0lW0vNnLf8usxFXqt4pS+nxMlNeq8VLZj3YTlJXrS/E82XpWBHCy1J6pNyI+LKWhZe18iCRh8XcEPFFEARBWKxn52p/xqwVm2I5vFuuJqRc61hWqviynm0lsavXByK+LA0ivMwBEV5WPvKAmBsivAiCIAhXY7bP1LX+LFkLtsVSiy+1Isps814JwovYRTMj9vXaRoSXpWHZhZfliL8yX/FFhJfVgTwc5oYYGYIgCMJcqD5n1+PzY7XaGMvh9TJXllN4EVvo+oh9vbYR8WXxWdbgussV9Ha58hWWBnl4CoIgCMLiwc/Z9fqsXa3nvlK78VRZ6ccnrO/7XhAWgmUTXpZb/BDxRRAEQRAEQZgPq7ERuhLFDT6m5fZ0ETFhbsj1EoT5sSzCy0oRPUR8EQRBEARBEOaLNNznj3i5rF6kzK89ZHjpxWdZuxoJwmIhD4TZI312BUEQBOHGWC0CjIgdwkKxWsq8MHtYfBEBZvFYcuFlpXmZiNeLIAiCIAiCsBBIQ3R2iAC0dhABRhBmx5IKLytV5BDxRVjviNeLIAiCICwMK70hutyih4guaxMRX9YO4vWyOCyZ8LLSxQ0RX4T1jogvgiAIgrBwSENUWG9ImV87iPiy8CyJ8LJaRA0RX9YWUvnPHRZfRIARBEEQhLXNcnmdiLfL2kfsb0GYGQmuK0gFKQjCiuaWz3wc7/nar+Lh47+Pj/X9MX5uIv0+Hv7imytrCYIgrDxWso0lIoiwWHC5l/bF6ke8XhYW7bFPf8SvTC8Kq9GL5LmP3VaZmspaLXxrvWIUD475sRTl4pZPfwDRnkZEK98DGhHraUBETTcg2qwmCFpvYrqGZAqFZB/6e/nzAp76he9VFgT7b+nZQqmBvqWR6L2I737iq8HCOXKYGv+bHtqHluZGyidFx9JIc1NIHPkmvvKJIM/gfLZgE+eXpBk7NtP6dFxn00j2nsDX55A358fXJkZ5jNG5Re84jE3NtJ8jT+DrlXPk/LrfsR+RZs6H59DxHDuJ/mfoOvzW5HW4Huo63UXXqbkBxeQllR+a96PnoQYUjj2Fr7xv8rhv+cwnceChbroGJ5FIbqZjolOlcxvrHZ9TnlVYVOnu2Uy/N/0+Yxdpv6Dz3q/OJ/GtJ/Bd2udbHv9j9Oyg70ceQW9vsF30rnfhwG30G9DxXj46t2vLVMteK+XdTOcd/J6T8G9cOErnPs/ystZR16+18oWovX4x/j35ms5wz6rrevbaZVSVx6W8b7/IZXrfZD3EZarmPlsqDn/mA3Tf0TVrDe7nKF1D9b2yvEq1bPbTvfLUL8x8Xab8PrX7qOy7ispjgpnrWJUf1bFFqhfGaLrKSsz7aizktZ0vK9UWSXywozK1+KxEoUfEgcVFbPDVz5GvvbMyJdwoiyq8rOauOzOJLyK8rE6k0p8fi10uqo3pAjVyuLF9dbjhxQY3G+D0MTaOgprPNJEhTcYzNfQ23bYZ0eRJHH/kZdWgY+O/+6PvRFczN7LIkMYWbLqDGmCYW0Nd7ecdh9G1gxpuxx5F7zNB/tMb/n29mJofH2tzJc9qg+LsU/j8A39S+TIzqtH5jndeVWhgwaP/yMv4LjUKawWJ/uRWamAeDvKiY+qlhiOvcy1UXkpwoX0cfRmJscoCpuc+3PnQZpoIzocFiMlrSrPpXJ791gVqTB3EgY9Qo1U1Vum6zqGxcvhrv0rH34Dk0W+q66do3Yqej9B58LTa5yVE1Hc6p889gYRaqWnyOBTBMhZpqgTCFTeyasS7qzW0zvapxn2CyhYTpWNopd+Nf3M+z+N0nvMRlRaCW774qzhAvwMLYMHv06gECW44sohQbZgm6PqxYDmTiDQhTtJvfL0ycTVuoYZrS89+bKLf64r9XwHnl6bf9RI1li+gUClX0Va6X3kffK8qkXCqqMcs331L3798AmMT92yKvn9zwcSXw/Q79tDvyPdJQtV3NeWSoesV1GvT6jvQcdfcl+oa0jG23NFNxxiUT65Tau9NLhOT+5sG5197n3PZqExOz2sSrmfpg/JrbQ1EtRa+Nyr1baHmflzqvPm+XLRrW/gCPr/rmcrShWMl2iRLIb6sVO8aEV4WH7HDVzcivCwciya8rIV4KdPFFxFeVidS4c+PxSwXymtCNdarhvsNUm38qy9Bg6mvuSIc1OZRsx43xr40rdE3E7UNmlohpOUdH1WiRwA3/C+h5ecPo2WGc4r23Bc0DLixWRExrsas8lOiR2qiwTghSEy5DleKEVU4j0nBpSI4tG5F9x3s/UHHWdtoqcDHwh4Ch7/2+0HDtUYImWjMVq799RqrKn9qFPP5qN9qovGzFT18DSvfplAVepgJUajCxLImtd9N1DBTQtDZivfOFLFu9kR7DqKHGuFRPtdZCFkLzS2f/jh6PloRnR6pik7ToN9tQtiboUGpGpN38LUOfp/rlb/psEdST8VjJIDyONuHZI0HQqEiWM2eGuGsIhxUYaFpSe/bI1ScOL8Zy9fCiC/qd7xK3TBfJu85gvbL57GJr1HteSwWU+4/voZp5VW0LHl/mepdFmYX69o6jyI+9Ag+u4DPQxFeVhYivCwdYo+vXkR8WRiMn75//69XpheMtRKktuulAVw+1FX5BuzcU7Hc1hhPfsGsTK1N7vtZtzIlzAW+botVNvb9yj9GJzWICq8cQ39/sTJ3BrjRuGk3Nty5C1vv2I/OB27HtjsOYFMltbRmkElqaKCGJe8voITMyddhHrg3EBZ+9F0MV1qsLQ++eWK9UNcu7NifwytfOxfMuAob778bHQ+waHIJ/Y9drBj2TWi9Yxfqq+4TZ6nhg83o2dk44zk5iYsYTjZh084ORHfuwr4HQ3jpL1+tLJ3Kxve/HVtv70BoSn7szcLHEFA4ewLDxS3Bepy3eos79fyUZwRdn2N/8mLle8DhL34S296+GVrv6zj/LDWS6Ppue/ub0XP7ZtRT4zpUzYQb2IjQcdDnse/jkY9+U81t21EHrYfPnRomyRNI0LV1+kcq8yKo36Qj3BzDpR/NfF1VQ/79b8am6Ah6/+S7GJpoKXFj/M3omMifuYTE2UYlBCWOPqHyYlruDH7bAGocH3kO6Rg1zj/O5aCEkSPfx6uPn0a6PwWnUIRTWXOCiXJ1G7Y+NK1M9TTBGaDrTsflJIbgdNO8LrqW+w9c83dbDDZ+/L3o2c9l6ilcuNp9UqDfJ1FNdK58vjWtT/5eoN+60Ern0RxR5W825Z5hT4Kb37cfDfS7smfahb/7Jnoffx3DvUNIU35BXtOOiwW8B++ddl23UFksI0PlNPgtikifyCB6B4t8m6dc132/8FNLet8mWird2mYsX1Se929B1yYHp49c/3pdjR2f+ils66JrOIv6rmVTJ1rvPIAOqu82HaBr+MBk2dzUswXR4ggKLbej536uIypES0g8PoxQKxWHCa+OucFeXhv4d6Prs43q2Yk8a/OOlwG6H3ru3zyZN1F87hIQW568EetQ5XrRrq2eg5X5MX68gM9Cfq6uNLsk+pEcCn8Vr3xbeFZyLJm1bgOvJMQeX71wG/jMqV2Vb8J8WRSPl7U0OlCt18ta9HhZL0q/qOzzZ6HLyMTbX35bOdF1hODGMPfz5+4hOxrImK6+YZ8rvN+K98mUPKZ5U1TekF6vC8nEG/jat7lTPEuowXHsUfQ3c/egireN8jag82EX+Rpvi8m37Vd/kz7hUTLjG/gA1bWold/K1nqMXPv8qp4LPL+f9lugxk5PtWtSDSr+xnW6pMzXK6Hq6cTn1svHUJk/xQNigpq32ZXrpc5z2rUPjiGFTerca68/Q78BNag23dFNDfwruxldncp+ql5TVei4r9dVbCEJupJNLVMtdwVCwQTJNIrN3WhmL5/KLIZ/x95vTXoATHmLP4vzmPiN6Vqwl0xvb61XS+W69vB1pX3P9l6tLS/E5DFV79NqGV6q+/YkCrcF3Ziumd8Rym+eXi/XrO/ounH3meZZdd+6OtX7jc+Zu6VNKQcVr6RJ0jSPykzvRfRN/KbTznkOVD3hlifvp8gwW9xra2R+HZ+7ub/ybWFZaXbJYnq9rGThRTxelhaxx1cv4vVy48ioRoIgLC0srPDn2UuThjILCx95JzWKDqPnNo7LMZOhnKLGJMf8eArHv/woPt/9s9Qg4gCvNH8iUWPzy2SAz5hHZV6FwtmL12+8cXeFO4KGd6J30oU+yg3OyjQfV7K3kY6Zj+/kRKM/etdhOp93UuM0+M4kjlJDT001ouuOrWpqOtVGQm1+LXTsk9A59TahtTmNxNk+jFVFhmnnxzFbOC8+h7d8LWgUFbkBzY3Qu+5T17q2Aa8a6l9+BF964A+u36Wm9wQuc5eW5n2T5zf2MnqPBQ2t6G2H8Z7PTB1tiAWlO1l0oUYix0yZEF24Mfzz00UXFhu4IVURE5KT59miuv5Mos5z4veevP6qQfdRKlOVbjLVmCLHP/cIlZtLk/kTwbnTcVHqPctz6Pd56F3qmtVS+5ssNtxgV2Wq5tzRsz+4PzhoczXdFsSiqb0mTJQbnJVpZkrjk6YPf/rqo0EpsaBy7hyEdlJ0YeGHyg79Xuq6cr6V/Qb3H3soBekyX+vKffrsl+k+5ZVqy8sUNmPTXU1XqRsq8yos6H2Lhuvmx+VrvqKLYsZzqtR3Dx1GF8e7qf1triCoV3qPUPmksvvsl5/C5bN8rYPrfZnmV0XOFz7xG6ps18L7nproeHbsQ3M1+C3DcbIqk0yBhdHK/cC/XzU9+7lHg/ue4bypvqgGKF6OvNnLcLGv7WKJLiuRxRJHVrLoIiw9LHSJ2LU6kRGObhzxeLkO4vGyNhCFff4sdBmZaYSaqXEXCG7AqTejlTgSY3MbMef6eQReBNeNRVKNRXOdN+K9Z7upQdxYk1/NOtPe8l/L62Xmt+PT8uM3+Ecb1XEpEeOZoFF8RewK3l55tdR4uczoWULHceSpOY8KNKNnTu2x0vyJoJ8qyOn0eC7cEK7Gvqll8rpc4bUwo7fLy4hWzv1aZar6Zv56TP7mU5ltbJGFonrunO/Mv3FwnfrG6De9a4uak+99mcoMXaOHuulbH3onyt2VZfZaXiMTga9r8p7RK4kbp7MIeHu1eCvTvXB6EcT9War79nKSRatr5RdsP1OcpNkyu/ouVanvLiHPjf451ne1BPfb/mCUsKNcHpqmlOXWh/h3qJadYN6U3+E615iDLKv9zXCMS5k3l+vqdVyqa7sYrHWvl9UguogIsHyIbb56Ee+X+SEeL4IgXJOFfDCqt/jKKL4EHoUlYGtlXgVusB/4DXzlgT+gBt2fqCE952Ioz5xHE2JTGow1XgTXYMK7ouaNavQu7powSeFsCjHKT73tr+ZX+9Z82lv+BDUAAmbwepnFG39+g99yR4Nq9PZPNIqnXUNqaCivlof2oXg08HJRXYuuaDhTA/xz1NCZo+jCFJ6peDHs2IfuiTfYF9Bbfeu94zA+9rVPVvLsU/lMii4cBDfwKKltmE0cT6XhFW0NhpvlN9DcfaCbzqd2/apXT0AKxeob8Suux0n0T5SFa/PCL/wBer/81OT1p/2yp8xst18oAi8n9qa62m9cLcPj6HvmZZXUiDHVUY3OVuOaENPK0LW8Rmrvn8nyxQ3aGcrOI0/Msuw0IlK7bYWp3gh0jJV8l+a+BSJX5De9Lrp0Q6LLrOo7dR2/SfXdb6j67rtzrO+m88JvfRVfp31x/cmeay/w/iqpgC1o5us55To2oVUFXq5wnWs8sb8ZjnFp865ex6W7tusB8U4RlhIRvYT1xqIILzMNxbwaWSvnIQg3yoKJL5UGYOHYiasKC9zIPvzFj+M9X/tVPHz89/Gx43+Mn+ubnn7/iq4sE1T3l6wZ0rS1YvRXmF13hWqjKYXLR6seHdMaCtw47W2kfTcGQ5lW5k7tGsQNwYOTgkG1mw6zYzPeUtPlo7rdVbsZKQGBGhc0qYSeYC6d31R3fRZ7enak0X/km0EsBeUpcnhq16Jjj+LzB/5g3g2RF37rT5CodsupFZB6n6h016HG7m3UAE4+pbwrJn+Lg0qMCUbZmWSm4yn09tF58n7eqboPTG/4B2JItbGVRv4qjbbZ/N61PPULf4L+ie4On8JX3hc02pYKVfau6GZ0pXgyKTpVaap0sakVbKrzqtQum4FKPlPv0fumehGcDX7TWV/TiWO/eiO5wMME88RS3bdjs+hmdKNdy6r7q81j+r3K5btna1DfPc71HaUr6rtK4mVf+/g1u4ldi2pXqyllZx7XeD4seN4r7NquJRZKfBERR5gNIr4I64lF83hZ7aKFiC5rC6nYb5yFEF+ufItPhjGloE990K++0Lwfra2gRjQ1jjgmyZFH8Cz3v6+kII5AI5rvOIi3zCC+THhJ1Br47AVQmbxuw7NK1bCf0vjdP6Xxz43TQqVBMdlIm/bWlZni9TKOsbPVoJOUR2U+d4/YpLa7RuOUz4mPawddx6vGruDjehTPUsOYPSC4Ow/HVqk9/0RNXIgbYSJmzY7D6Kn16vnWU5VYH9RAn4jnEni58LFMDQ57KYgtM8PxsPfJ8UdqYjsQXE5UrJZqw3+isdWA2DTPG+UpQ3DMmY8d58bXVRI1uKaXpeqb+mWBf+NpXivVch0wUxnm63uYyif/vrVdOXheMK24jlfBlffodOGGfi/6TefSOK+Kh7VizlQPFL73g6mlum95PeaqIueU+3B+VPc3XcDhWFXVWDjV66Hqu6Nc33GMk6l1nqr3OE4OC7xUlnveMXPddy24G1AgPk2rf6fHvZnNNZ4ji5H3Srq2N4LYJoIg98FqROK9zI9F7WrE4sW10nIx07FMT4IgLCwzvsUnCr1PKHfwID1Bjbon0PfMBWVQc3/8wrRGIo96pD537EPPR+6b4jEyaeDTfmnbKlMarddpeDIqVkE1OOdEd5YrG6D9z1C7fwflxd4nlUba9C4NVWq9XpQnR2Wa5/Nb1ok3wtdonHLDhIUa1aioaRROdtngGAnUkKh0EVHxEypBUgOCGApfmUfXohkZu4hkpcE8xauHhQ/6HVUgXyLaEwTQvdLLhQWUJ1S3hKuhui8cmAyy+aUDgQfKRMN/jMqUmgg8byaOoVKugsbVZNmako6eoAYZX+/N2PTQR8GeVA9/8QOVHSwfV4oftb8xk6bEIwttpXXZg+hduPPnD2MTTlIjkoPh8jocCLc2fgZDvz+P0HMV0YTLfWz6PTrdK4HK51y639QKirVd4zbVHhd3jauc35Lct71brityTvG8mQczdzMiOAj1lHL4sqrrJuu7K+s8pkD3WrUrnar7HgrqjVlT/R2nXccp5WoW13heLHDeK+7arkFu1FtFvF2EucLiiwgwqwsRX+aOxHgRBGFpoMbk9Lf4k1AjkocAbeWG5FZ0v+M+9HAMEGpQHvjoR6lROZmmBk6c3jiqxpKoNcindjOYlTv7RGNzcj/TPQeUQKLepPM5VcWS6V0aWOioeGxMGQFoUrBAczda6byDhmhtY3um+Ad0fZq5MUrHFcwlmhDj72eD+Ci1wWunEogu1wtMOhdYFOk7UvF64e5NPDJNLXRe3SqWy9TYLJNeLjUCyjzhLk/Ku4W/7DisykzPXVuD8qTWuAaVxljiGRZpHsHxY9RgeOid+Lnjn1y2hteEUDFlhKbpsU4aEOmpevpcVF3KlLjE3kW0DXs5HeDuXNNFl+v9/hPl+Qa9TmqY8GqovVe5LqhMMoWzLLzw1NLct1UvtWt1M5pVftdgQjStzaOGoL5rUvUdjxTVQ3XeTPXdnT9P81R9ON1zKTWn45sQdqfUv1PFphs956ux0HmvtGt7o0iDUxAmkXtBWMuI8CIIwqy5ke5GM77Fv4vf1LMBzENJczqMHh4GVA2VSw1LagRGaw3iafBb7esayNPf2FND+1rw29RqENdJ75Npb+ipYcdv7688p2lBRJVYMo6+o0HA2UmvkNruRo3o4vgrPFnb2J5+3NxoqYpXvbXu9bT/ytvdyUZNQOEZaoxXRYlFQgWjrRlGejLQLp8v/5ZTG/8JFcvlN67p5TJX1FC2X64KQI1ooeNQ5WlKI+vKdOCj96Gl5ngLzzw1IZIdeMfMw30vNtVGKr+ln4R+40dqukc88k30VrzCElT21Fv8isilzouDFk8pOzxc9vVFt5nu0WqXjoCrx9G5GhNeDdyVMJiiRvH0blPVe6GGRbtvadeVMll7jaee59wFplpqPe+m/I7c7a9a9lR9905V31WHCJ+5vqN5lfqwCv+eLLLNlsnjmXZeXJ9UJqt12kKz0HmvtGu7lpmv14p4uwg3iogvqwfxepkbIrwIgjAn5iO+THQzmvIWf3qjaAa4scbdePjNJqXLxyr99Ct99a8YHrga76Pm7frEG3cF7afWNX0maB+qwcfxSSa67EztPhQ07Nj7ZFq3jCmNCTbiK29xqwF1a7xeuJFfDUIbkKoJBnrlcXODsbunYUq3pglqGt13ThMMVFcuJUqwwPOuqwclvgHUCEd8fnTdJxvmU99oczBcbvx/ZZGGZFbxYHg0oqon0SyINm9W3dUmf7Nx5Kvb7ziMh7+4tF4vQaOSrudMv/EUKh5ilW+KsQsYm3LufL9RGWbPosooM9diwtOmtjy3Hqx0yalA9+CcuhlNdAmpbSTP4MnFDWA1vQT37QxeMVeW1ZprMB9mzGN6l6dpqLoudWU9p+q6INDz8c89EnS3o99zTh4Z1eOZdl5TxKY5/razZqHzXmnXdgFZC41NEV2EhULEl9WDiC+zR4QXQRDmzJzFFxYkmhtRqHlDOb1RpBpM04zgzx/4FL6khpYO0td5dBkeFlQNDTqDcVzpFlHr0j41jkDl81pU90GGepUp+1AiCDXsKudU2y3jam/NVZecGbxeEt/i7i3UKKBv1xSlqMGgGozcYOVGeWU2E+Vhoz9S41nC3W2me2uMvUzXdVJ8WXBBQV0LPoeqpwExbYQR/k0W0stlJl74hT/BVw78LJ79MjWojp2cEOxmTBO/Lx17TWDgWrirwpKiGpXTf+Ot6Km8yZ9MFQ+xj9bG1aFrzB5OFe8j9k7pP3oBT83yms/UHWRiWGbFVGFwNkzc4xMjUDFTvcJULJYlvG8nBB0uA2o+weW3MslMCKbzZOY8pgb4Deq7Sj03Udd96sp6rjoM8g0MhTzTbztdbKq9bgvJQue90q7tQrPSGpsipAjLiYgvqwcRX2aHCC/CukEq8OWj5QpPjRlioahG4vyNYPYW6L4jyGfSbX3am+xa4/wqVMWTya4N0+JrVAz+YL1a9/nrvDWfweuFUY3lzz0y1b19WkOQvQWqjeBa8Yrd6w/ctjloiFRQwy+z+DI93kqN+NLy0EcXTHwJrvv0a1HTQFJM62awQBz+4ifVqETTvXhYgPnu+/5gQrCbKfU+UulWRMdWDax5xW+9xAS/MV2rWs+n6QJlLTPE1eHy1Ku6sQXePLXBp69FIFLU/k7T48rMzQuEPWiCGDN0bx+Z7AY39Xy4TmBvhaW6byfrnaXuZjQ9j6C+W/zG/uTxTDuvKXXM4tyfC533Sru2i8VqFV9EpBEWA74fxH5fHYj4cn1EeBEEYV7M1usl6GZEE7Vv8SfcxSvcqGs/UwkMGq3JZ6auBtdyaT/8xV8NgvfWvqGfdqzq7Wy1C0bNcV+R17S35jN7vczM1IYEN04rDdEpngNXutcnjjyCLx34WeX1EL3tncrzZUo+E+IL5bFQ4kv1+kz5DacLa3OPDXItDn/tV/Hw8T9WQXs5fkMwtPgHbnyUl+nlcgmZ6JYz5TpeGaOkt+IN9mzld5weV4dJfIvFF57ajJ6fn634QuXsbO3vND1e0ewDjvLvc0ANYU6N4C/XBnyewZNrSe/b6jy+p9Rs4jqC6VxZijzmwkzlnJhSxyzW8Sx03ivt2gqCsGSI+LI6EPHl2ojwIqwrpOJeBvjtJjWsaj01pnZhoIbibILkXodqwM6rxpIgY/1qARz5Tepbvvb7laGXp76hn97dgt/OXuk+f6UHz0xvcTkIrGoQT/N6mcK0uBoqLgVfQ56uddefwb2+GvPmqfd9SgXVDUb5mSbysPhSCbjb8tCNdzuasSvBRAOpAjWwFyp+BAsUm3Zwt5KTk0F9eQjYOxpnLwywN4YKxDrNG2OKl87Ut+qLTVVsqL2O1xIgVEwb/o25+9hDVwp5iW89Oim+UBlYjFGa+L45zIIXpbd88ZN4z+O/j4/1/bHywuJA0RzTp3Zkpu6PVoJIKy6Bhxtfjvt2ajeVqd5l0wXT6vnNmGa6ptVRoOaQx9W45TMfp/P7JF3b+Q9xPuP9eYVYsTij+Cx43ivs2i4mq83rRbxdhKVAbHhhtaM99umP+JXpJef2Lx2rTC0tz33stsrU3FiLKt56rcRuZHQeYZLrlR9uGHV/9J3oaq59880xK6Y1wD73xA03zN/y+B+jZ0dtPtzQ47zVYjLWn8LxoylqDOynhvvUUV+qcJyV/qMvI1FpLPKoSwdq39AnT+L4IxfROv2cWg9W3vBXUOvNLCZxFwy1bmWdyQZJwNQ8OY+nqPKZfg3J0H1H7dDawbLpo9Zw46JHjZg0dVsFjwJSbbDOsO1sufK6X3nd2BPnikDI8+Qt1Ljn8w7ym/obczDZXvqN0bwFrdTo45g4E78Jobph0brcrSVJjbexZy5MaRAuRrmcDTPfJ9PK71WOJ7j+NEHn/uwVo7HU7OMaZZK55YsfR3drI/LPUPmvzJv+Oxbomql4LOyhUpk3CQcwTat1+nuDYa0nmX4uk2Vu6e/boDz2VjwmrlyXYy7R+c2QTxX2nql2zaqeR5Xq71Gbx9R7teY68pcZr+V06Lf/Mv32c7xHZy5Xi3t/VlmMvFfStV0KVpqdkvhgR2VqKqtddJHG/OpDbPiVzZGvvbMyJUzH+On79/96ZXrJ6XppoDK1tFw+1FWZmhs790z4tq4ZnvyCWZlaX/B53/ezbuWbMF/4Gl6rDG18/9ux9fYOhJJncP7ZITg8s+cAenbWNHSo0fSVT/xN5cv82fHx96KlOQL78gkkVMuxiPSAjuimDkTZ+m7ejM79u9BCt79THEFmoA/Jo70YOnMJiedOoPfx5zDcO4SCaok3kUH/Zty8r+Y4icSPvothbfcV5xQ9eBs2dUWClQhe77FPzWzIDx55Gm3vp2Pt4n1Uj7VKEzY8sB/11dbC2efx6uXOK69h60H03E/z1EoErfcXH73yGg4eeRHhTW10DXah4/YDaGnNINObCvaRuIiEvgWdXY2o39+EpoiBcz86p7abLcr7hIcuxgiGHq++1d6Kbe/bNdngoUZv7+NDuDTHfc+Eihty/+aaa0G/8Yk+FPQIonQePEoR/8adOztQjxKcgTMYOXoM5597DhceP4HhEyeogc6fF5Hur1wHItpzEDf/f25D7SDHhWNP4W//xTcr3xaXGe+T1ko5U2tc/XiaNoag9exCfddmtOh9GO4vVpYwfH0yiN5Bv1G0A530+x/7kxcry6aycd8OmPyjaanKPUD3Sf/rSCSb0NDSiBAtC3FDNhqh47yEyz96Cucfo+tK15Ovaf/R19V1TfB1nVCz6D6663b0vO82tFQLBG3b+3ffxbcqDd0lu28Tneh4gMvqJfQ/Vi2r0+43hs7PKaYonzN0Tsdo3dpzrJaf19FP12UTl7P9W7Bjfx1e+dqrNfdDCsnnXke6eh1a+T6brB/UdSxS+aTpwsAInc9JOh/a93O9GKbzqc2v0Er3La3fsv8A5ZOjfGZ/H81Yrq445+B6zPXevx4LnfdKu7ZLwUqzUaIfyaHwV/HKt0l4/mpmvdrBqxmx4Vc23F4+c2pX5ZtQi3i8zAHxeFlbiGK+cFytHB3mbgD8drPmbfzUN55XvjGeL7d88VcDD44Z3/xfh+rQvBVPiYkRgmpgb4ovPfAnM+Yz9a0rNSyv4ykx4fVSedtafVM/6YUSoN7sojKv9rxmWO9ab40n3z7TF240U6OjT3WFmr1HxEzMdC2iHPC35tgKxx7FlxZoCOna8yiwoDODx9CsUL93I/3Wm9E8gxdF9bdeKma8jnO4T6ZcF9pH79FpHic1HlnX+j1u+cwHgvsA49M8Vq4HD29dmeSGb+tmcOwdFdupSjKFxFHuDjc17yW/byvlfF7lpoapv09wzyeq13mB8mCm1C10Lp+fQ7mcuf4NAnJPMMd9zpaFzvt6noLz4Uau7VKwUm2UWs+XtdDFSDxeVi9ix69sxPPlSkR4mQMivKw9pNJeGK4nvEy4hrduRc9DhycbZPz2+5GF6c4xXVzoPXJCjXDCBnqU8r1aI/v6UIPxyGSDseruzg3Y48/Qvnv20znxm9gKszTgJ7sBEXS8HNgUO/bVNFaDxlyh0sCb6EbDgsEd+yYbmXMQTCYaQww3hM+eRLF5fvti+Jq3vOMwNvH2tL8rXfsXTlirZbIRHYhIY73B78wN8RZqhLdwbAk6pqnHMhum/tZLRfV3CcoUC2Jz7/ZU/S16asWHym/MAWdb6b5T98ZsRJy79iOCNBK9FyfuoYlre0c3fdbkcQXc5Yg/06rrUbE3hbHk1UeZWar7VgXgVfcpzT/G16RGnKoIcdGeRjo3KjtcjueUX/D7JGq771HeE+XyOkQ5f8ozRucaqXSTCboyTWMuQkXtdaUy0JtsmKGr1vXL1XxYjLwn7vkVcG2XErFRFh8RXlY3co+sXER4uRIRXuaACC9rE6m0F4aZypIywKkxONObaIZjM/R+a25eFteC3dF7OIDnnBpNMxHEq0hWGvW1x8eCSXet8DENJZB8ixqaszgnJb7UClG1TLzZ5e4T0xrUtajGKjVgZiluXDPPeTbEpgg6VSqiyNcXScTghnStZ82sSHL8jmlwXBJKLDJ89xeWVnCppVYYUDFGKvOZuXgN8RDbm6h8XvseuP7vzN4vLT370cKBjFmIqMwPoGM824ckXbPp98d8WIr7llH5TBG0Foba3+fa99eNMZd4KIyqqx6iumomoYGuVeLIN+e0v7mwGHmvpGu7VIh9sviIHbz6kftk5SLiy1REeJkDIrysTaTCXjhmFl/IAKdGVfC2vcKiN8q58Vl5c12ZFxA0zApnqaE9dpGmK7OrjM2uETnljW4FDtjaPwcBpBbeH79tn9LY7p0Ub2YUsKreDM/MTuSZTtCw3kKNmEpkEzp+HlnmRoJMqvNoBZ5aIgFDNe7u2HdFEN3J35nPiaZn+bsuN1eKJlO9NtY6i33fMlxGW+66SqDeijBXSPYpT528+k77nuM9MVEu+TxmFAn4fCqTfF5qgsW/YJSuGQXCeZZh1UWHR/Cqrau43jj68qIHlF2MvFfStV0KxD5ZfMQOXhvIvbIyEeFlKiK8zAERXtYmUlkvLFKmBEEQBOHGEftk8RGbZe0g98vKRMSXSfTKpyCsW+ShKwiCIAjCSkPsE0EQVjtr0XFhvojwIgiEGDcLh7xxEARBEARBEJYSseWFlY4IL4IgCIIgCIIgCIIgCIuECC+CUEGU8oVDvF4EQRAEQRCEpURs+ZWJdDcKEOFFEARBEARBEARBEARhkRDhRRBqEKV84RCvF0EQBEG4McQuEYS5IffMykS8XkR4EQRhERHxRRAEQRAEQRCE9Y4IL7NEVLr1gyjlgiAIgiAIgiAIC8d6b0+L8CIIMyDiiyAIgiAIKwGxSQRhbsg9s3JZz+LLsgovz33stsqUIAiCIAiCIAiCIAjC2kM8XgThKohavjBInBdBEARBEARhKRE7XlhpLLvwstReL+JlIwhLj4gvgiAIgiAIgiCsV7THPv0RvzItXIO12h9N1ODrI6LBwiBlTVhJ7P6t9+D0p79e+SYIgrCyEVtkcRDbZG0j983K5MjX3lmZWl9IVyNBEJYEefgJKwpdx+7//L7KF0EQhJWNCASCMHfkvhFWEiK8CIKwZIj4IqwE9vzeB2CYJqBp2P1b76/MFQRBEARhrSHii7BSEOFFEK6DVNiCsHaoCi2OpkHTDTUtCIKwGhB7RBAEYfUiwsssWMvjjYsHwuwQY0cQ1gY+/fM8D7rrQaNpQRAEQRAEQVhsRHi5DmtZdBHmBosvIsDcOCL2CcuJVyqglCuimMmrz7Iv4osgCIIgrGXEfhdWAiK8CIIgCOuHUAhGyIBu6vB9H+d/+WuVBYIgCIIgCIKwOIjwIgiCIKwLdv/We2GYIYQiFqxoGOf/o3g0CoKwupA394IgCKsTEV4EQVhypLuRsNSooLq6rrxdNPo0DYPmyXDSgiAIgrAeENFSWG5EeLkOR772zsqUIARIxS0Iq4vN/+8H4dE/7lrECboL1/Nw+tPSzUgQBEEQBEFYfER4mQUivgjCwiNeL8JSEdEc+L4Hj5PtQrdNuI5TWSoIgrC6kBdAgiAIqw8RXgRhHojRIwirB8/1AMeBk7dRyqSRS2XglezKUkEQBEEQBEFYXER4EYR5IuLLjSNeL8KSYFAyQzDDIWiWBc2kGYY8/gRBEARBEISlQSxPQRq/wrIi5U9YCjQNCMctxJrqYUVCOPMfvqHm7/zdn8TO3/8Qdv7eB7Hhv/xTNU8QBEEQBEEQFhIRXmbJWo/zIo3f+SFeL4Kwstn5n96jPg3DhG7q0HUNnuepeQqO9WJT/WeXES8OYudvv7eyQBAEQVirsP0mNtz6Q35zYTkR4UUQbhCpxAVh5WIYGlAuwy0VYedyKGbzgOerZbt/KxBlwF9pNfg+NEo7P/Mh7PzP78HO36ksFwRBENYMYretb+T3F5YLEV4EQVh2xONKWCw0zYBhWfB8DeWCB40ee57nYsdvvruyBjEhvAQfsG3ApU8HIr4IgrAikcbjjcF2RzUJgiAsBSK8CMICIAaQICwNuz/zQfR85mH0fPZhmv4Q9v3+hypLZsb3XXDHIsM0oHNwXZ6pa/x/KvydEn8YLv01K/NYfPnt92Lnf36fSoIgCCsFsT3mh4gtgiAsByK8zAGJ8yIIi4eUP+F63PS7PwlD0ykBIfrOgxUVPQ07fvsDavnMaNB1Az4rLTpvxXFeDGgcbZcJeh0FIouiMlH94E/OkDOjJ+bO332/mi8IgrASEPHlxhHPl/WH3DfCciDCizAFefAIy4mUP+F6uL4HnxJ/OpV5vuthx6//BPZ/9mFs+Mwn1Lzu3/4HuOm3f5KmNPpvQA+ZMEK0raZDp+Rr7NJSA7vFsAjja/QxGXxX6S8OfS9T4k+H+yAJgiCsHKQRKQiCsPIR4UW4Amn8CoKwEjn1S3+jhA/N9aB7FXnEoAeZZ0M32CUFaNaS2PPZDyDqZrifkZoH36PVfEr0l2a5NK37DlxeHKp4s0xoLRo8jRZUN63+4XXokxcJgiCsNER8EYS5IfeMsNSI8DJH1np3I2H+SAW+MIjwJ1wTF/AdH65NE2oY6KISRPywj6JThM8eK76Pci5Hs92gqxBNeV51GGnazqt4u/AywwLMEBCiT0OnpbSc59cKLPykrAgzerWLkiAIgrCmEPtDEITFRIQXYUbk4SMIwkrk9Kf/VsVn4Q5BhgeVdFNTQXB1pas4NM+jeYG4wh4uLLiw8OI4Dm3FKo1Hf2kb1lBcqutc2pD3qT5pHu+HE69aK8AQKlaMIAjCCoRfAMlLoBtD7F9BEBYLEV4EYQERg0cQFp9T//5vcPrTf0fp68iazUqI4W5E8HioaB+lsgPTqsZw8elBR/Nd7l5EjzwWUpTXCqsq9KEcXOhPucThXYIuRZyqT8eqEEPrcoxd6LxQEARh5SK2iCDMDrlXhKVEhBdBEARh1XL5l76kBBhNPc005bzCIonGXYiUghJ4qBgaLWCXGPqq6UFYXi0UgsaBd91gzeCJSFNaiFcKvnPsmGAX9Knh9V/6auWLIAjCykUalPNHvF4EQVgMRHiZBxLnRRAWFzF6hLly6t/9LTSTPV8IvebRxoKLEl2CeC/KaYXWUp+2Dd1z1WoMd2CCS99dGyixgkPwvrjbEi+y2UVGEARhdSDiy/wRO0QQhIVGhBdBWGDE0BGEZcLnfkOVbkdVeBgiJcRoyrtFo2mvGil3Chpg04dL23JirxfWWTiIb8kJlonuIgjCKkNskvkj4sv6QO4RYakQ4UW4KvLAEZYTKX/CXNEMFkv4sTbp5aJrOgyOy2Lqashpg5Ju0DoqVosOTTPBgXbZ0cXn+TzbMCnZajuDpnUe8Yi2P/NrX+dsBEEQVhXSsJw/YousD+QeEZYCEV7miXQ3Eq6FVOCCsPS89qm/pr/cdchXoxoZhgWNRRTdh6EZNNeHCsRrsOeLRsmDrznweOgig+9ZpbpA12h9ju1i6LR9xc2FPWcEQRBWKWKXzB8RXwRBWAhEeBEEQRDWDFqIPVSCmCxBMF0Xrq/B8RzVxcg3KOm+evqpwY1UryN+FFa7H3GXJPrLHjE04dO2aj1Io0UQhNUNiy8iwMwPEV8EQbhRRHgRrok8aITlRMqfMFdO/eLf4DVKHny4ngZXdT3iwLqstBjwPF3NYy2FP101n0UXHunIh86iDOHx2NLc/4gX0awzn/6Kmi8IgrDaEfFFEK5E7gthsRHhRRAWCanABWH50HwfPncPUu4r7L1Sfdz5MHgZx3ThLkaap7od0QT9sym59M9X3Y9cGOrz9L/jLkyCIAjCekZeBgmCcCOI8DJHNCumPh9636PqUxCuhYgvgrA8eGUXmhN4r1TRfA+a58OzbfiuA79QAMoswniAT/MM9oDx4DtlpJJJnD57Dr3/7quVrQVBENYObJ+IjSIIgrB0aI99+iMTlunX3G0YHRqBzW8Dq5IMu1nbHjzlbl2iRBOaBt2gFNJhIqRctnmITgWvR3M8ms+oudVlE7BLN6erwYfkVkbvpB3a9F3tNyAES72brHyZkI/0ykR1VU8dNB87JZfsazLEVeDE4KDok1PwppMxDDpqMziumuwUrS2teG94APn6jYhlBtS89SS+yMN5/sgbkhtHyp8wV3b+2kNqNCLdNKBxoFyq5j12c6HnGZPPFGDyMn4O0PNG4dGzJmTi288eheMFQXiLZWDfY4PBckEQhDWG2ChzR2yStYvcD0vDeh2kZorw8r+ePIvdJQ0RI4SyZSGkabBDIYTIZmU5wiTz1GHBhaYjZKey97auRoGYCu/QCU0XWybRXRZSgmx5azaDK2avwiML2aFUnRfivOgzEGICgYQPwuQjYuEk0E2uC3fXn4T3BpBNPXEApubC0MtKZNIdFmx86Dads+1C9yy07t2Fjk1AvTPKW4nwIswKqcQXBimDwmw5+4FduH3bBsTCYfgu1fXcpYgTPyzU84L+qGeQBl/X1Tos0JccFx4999JlG+f6L9J3jhMD7DsS1PmCIAhrEbFT5o7YJGsXuR8Wn3UtvBzf+mb0/tH/QHNdDO/2ImiN16HQ0oKQZcGLGDDMEFyTPVzou8nDawIhpVhcBbJp3Sm6C1u6ZjBJ6Ow1wy4oBC9h85e1D4Y/PU+DVrMDnuL1XN4FT7DwQlvprjF1hE+VRTUvMrav5VRD58Goo6gcj+bZ0Jw8/JJNqUzJRSjno5CnfRV1uDdvx+gWB0ZBPF6EuSGV+I0jZVCYDWfe3Yly2cOBHduUqGJQ4qcCB3Wx6dkSDplwqb7XNRNhw8d4OgsrROvQSpliidYxULJLSGfGUHZ4NCQRXgRBWB+IrTJ3xDZZe8h9sPisa+HlaOthDH/hC+jZtAnvikaxeVMnSh1dKJNRCttGOByH11oPP6zByJbhlqlAlq5UNcimRUmN4qkhxB2CrAhKbVGEdAPeQA4+badXhvTkf9PxyEB22CWciJoGXDMEwzTh0T51+jQp2V4ZWr4Ija1h06LMdLi0jUbr8giipUIBZqoIDovohqIwK/ur9HyibUJqP4iYKNI5hJI5OCUbhk/no1xrMoDj0LFSPnSuRtJGLlcGsrTvfTeht34ITjZwO19vcV7k4XJjSEV+Y0j5E2bDq29vU58dzS3QDA2Wxg8QrtZdekbQM4yeRyWq301+Fhg6ktk8ovyscko031Y6PAv7ZScP3ddQcH3se0yEF0EQ1j5ip8wdsU3WHnIfLD7rWnh5sv52ZP7sSziwexfubYljZ88WoOhgcKAfSKbQ3NAI7LkJecNH9MRFOKNkhDrZyi4mqQovvhaCG21Ba2c30g/0QGeD9+9+DDudgOUU4JEVzN2JqrCdy8lnkUTXUaiPAbtpu82dqG9pBqIGdMtCbNzFyPkLMM+fQ4z2md6xBWZbB/SmOhh1dYhdGsLgqV40nDoNLRzG0J69aG9rh0vnFK6jA4MBMxKFq7mIXTiP4cER1J04j3KuiBBZ225DBH5rGCbtz26JIVzy4accFGg5cga8227B8f7v8CFPIF4vwlyQyvzGkDIoXI9XHmqFoWsI0zPDcXX6NFHi7qK6j7DJw0sbgehuGqr3keeVab5Jj7ygkys9WhCjYpYruig7gEXb+ZqGveL1IgjCOkDslLkjtsnaQ+6DxWVdCy+P19+G4v/5P7j1wF7c3tqCLZu7YP34KVw8eRJ+cgwN8Rjs/QeRhI+W505DT4zBQE5JJ9xhp7arkMumqx7GQHMHWjdvxcj77oFJ1uumP/preJlRRJyiEl18SkpsUdtUI66YNDeE/vYWjD74Zmx80y3YtGs7YrEoHMdH/VMv4eIPHkfotZNo8nycvut2xG65DfV7tyHc1orGv/gqTj35NDpPvUaWcwwn738Au3bdjPG7D6CT9mkYJhoyefRdPIPNf/sNDPb1wTpzEY5twyQL3I3XQW9tB7ZtQGr/ZjTUN8Ez6pQIpefoYr3hEF7s/bo60ioivAhzQSryG0fKoXAtTrytiZ4rJiwjeM5omg7b9RCx6Hnlm8iVPcQsHY7rquGkNY1ju+gI80sD+sexwHhLnR5uHIeXv7M3pXQ3EgRhPSH2ytwQ22RtIeV/cVmvwosKdKJpIRgcRDcWgRVpRtm34FwegzmWhZ8rIzEwiud7T+Plc+dw0ingHFmwo/EmjEfruds898xBhj6Tvo7T4ShOkQX7kuHiqdwYnj09iLPjDsZbYrAjdfCdKEquhrRvo48M3lcsE6+FIzhFy16JNeLFeDuOhxrR65rIR1rgNmxEKLwRdiEC97nnEH7xeYQuXIB77gLGXz2H7IVByl9HWSfL+MSL0M+9Ssecg51IoHT6FIoXejFga8jF2+A2tcA8cxHJv/8e8o//GKGXXkGv5+GSaaLfspAulKDR8sxLpzD4/CkMnxvESJn2HWkCwlShhslyFwRBEFYkfR/dS391WAY/13z65CDpDlzXg217KraLqTvw/TIlF5alo2QDUctD2aF1XA6my2JMILpE6bFCjyhM+mcKgiCsD0RImBvSUF9bSPkXFoMgwqznwYmRcRkPIx6JwnI0WK4OzXZR9kPI2yaecuM4GuvGU3tvxwt33YfL99yDy/v2wjc1FMgqHYnouBi38Pc7tuC7N+/CSwf348ytt8PevB+46TZk3nMvinu2wQ2FkCZLdpjyOt7Vju8e2oMn77gdz959H5679048d/9BXL7vEBrvuRmNO7Yi3NwMy/dRHh5EqfcMIsNjCDvKrwZGKonwyAhi+QLcZAroH0Y4m1enxG8y3WQSxaEhZFO0jM7R0iPAK6/AeekFZDIZ5T7+3N69OHXHHbhw990Y29UDx9SRzuQxdHYI588MYDRfgm1YQCQOhGj7dYw8VG4cqciF1c6DD/Xg7r0m3nAwhtv26Lj1Jh133tVeWbq8ZJPDVPfrKgQZdxPiZFOKmibKHpDMuzA1HeEQPRLoueU4DnhgPO5y1MjPQNoHj2LE3i60mup2ZNEnD8QnCIIgCNdC7GRBEK6F6mr0w/Ab4H37q7jntntwuG0z6sjqDP/ln+Ly2deQ9Gw4VI986Q1vQPOhW9B28x70bNyImwpFDP3ocfR8+a+Qdh2cqQ8jGYniLw/chj17b8aOg3uwqaMbHa2b0VAXg3XuKPRH/grhr38bfZ6JQmsbRm/dh5F77kB9YxOMcBhmyIRuGIjWN2DTlp1obGxAJBpBw+nT6P3+99D+J4/Av3gOmkfGMh38qY5N6HzDreh43zswoDno/A+/gbGxMXDT1qFzONvWgXhbK179xMdxz733onXDBjT+8i/jxe9/C02DSTXU6BM/8zPYumsXtPp6hE6cROSxb+N0KoPT0Tis9jZsv/tO7NjajeYyYOzdi+ef/VN14WqR7kbCXJAH840hZXBp2f7AFrSmxmBQPW/btvIIYaFCdRM1TISoPmY0qnNfPOWq6eXi5ENt6tnAogl3ETINoEyfIQ4fRgdcpENl0YXDiZXoNuRPPg+D1uftslTPs9DCXZHKdJI+nWvRZq8XH7qm4aZvSXcjQRDWH2K3zA2xU9YOUvYXhxvpanT7l45Vpm6c5z52W2VqaWBbEzYZmJplQad6Isxz6HupkIZfdMlg1aHRzHBLPbbctBv3PHgv7njjYTTv3A4rFgwVxDFbSgjDDcWxpWcX3v7e9+Itb30L3nDHIezYvg2tTc0I92VhDNswHQsx3UJXUxsOb9mFd3XtxNtat+LNdRtwb6wNdzW24WDbBnS0tiHaGKEDogwGe1F+8UmUEqMwyBBWB03Ey1lE08MIJ8/COPcc7EwG7JPCoyrxgEyN6QL8/mGMjo8jncvD49aCaaIQqkOEjGj2pLn3zBns7utDFy1qv/kQRt71MC7eeRjjh3bBfMMOtG2shxXW1HFobJGvc6QCEoT1wcFdBt768+/Du77xHO5+8hxuf+K8istlcN1p6oiFDDRQnRgLm4hZBiKGhrv2mrjn1vpgB8uAZXJ0FleNTMReK1ErpGK3cHci9njhbkMsxJh6SAkzNtX7PI+nHZqujxqqR2mm5KFUphlEHdX9Hgdf55MXBEFYh4iQIAjCcsJiSzUtJIu136sRKAm2jcYi0MkzyOgsl8pIj6YRUv3iW+D7HbAQQ7i+AeFoA0IhWolfctYObETGuBmLo71jMyINtB5Zr5rvwyoUUbp0EeYX/yfw/FGygHNoyaXQ2Ps6wn/zVUR++zeBX/t3KjmU7P/0y0h8/g+Rev0C/Ow4yqlheK9dBE6NAUWyjtW40MFhx/Ip+BdOwzv1Ki0/B61cRhgaJf5noQElNHhF+INDdAxDSJVSKN18M9KHDsGPxVCk9Y3vfx/2l76E8Gf/AObf/TU2hFN4+wP78O73vxVvfOBebO3cjHgoEJjcq+gu6zVAkDA/xIARVjIHe4ADuwzc88NT2PO7f6zinTCZl44iYugImVQR6hpafu6XsPXrL6Dut76I1i8/hcb/9SgGYOLyeJoHpcPNu4D9N12l0lwkDI2HgTaUyMLCS6pgBwILJdbdq94vuaLN8dcRMTV4NE95vtCJGprLj0PEIyzg8/7Uow0WbcTbC4IgCML14JeU8qJybSA2u7CQKKu45JdQDx+NxYiaUUKBvlWtTK44imx5wopEEI3yGhywMI9SOafW8MnCLXHwWTZSoxrCYfY7idKCCEJ5B8OnX4dzepisYF7fIdOcKBbhXKZ5py9OJJdS+ngvXn/iOZzpfQXhrI98fxLucTLux88g72WQtzwU6+NIk9UcdiKIZVy4Pz4F/elTvFcynoECZZ+x6AjosKMFD9rwRYRTl2gpLXjb29D54Q8jTZ/H9+zBGB17LpmE3kv7+OHjaPrzr6Px0SfRdjGJzjydNr/lDIZcEgRBWNMc2KnBp0pUMwy4mRQ828bo17+Mo4e34pV/9gHkXR+Jsou+go2RfXfhpReexyvpLB6jdR750n/B93Zvx/eaYvg+PQyeSJXw4/ESdv7s0rlx8lOLdSEOisteLtyFiD1V6ul5wLFcTEqGxuIRPYK4+6gWjF7EMWF0ms7SM8OkZTn6VN2RaD7HeckVAiFHEARhvSINUEEQloOl8kZZinyUKVku24hGItAqdWqpzCM+BMJLOWSjFC7B02v8rHmyRH9sslwr+LQnO8KiS7ATTdMQClvIhHV47Q1I374b+c4mWmIiQYZtL632bJ2BR1tDlOJ4tLMNj25qoBTC8+0mCnUh+LaO8vkBlM5fQHysgLGwj7G2OJwdWzHe2Abf8OHlsmp53egYhinv0VgU+a5WjNL++UhoE4TH82goemhkDenIEXQ8/TTSnZ3I79+Px3t68EJXF4br6pDTPBiDF5F74SUkvvEkRn70PC4ODSHHFvx1xBfxehHmghgwwkqDRReGBQbTd/Dy++/Cs/duwclf/yQS+QL6ijZeyZZwLFPG03VhfP7//Sf4yuf+Hzz6p7+KZ478GQbOHEUmPYpccx2S29swfMsmdP/MW6Ft78Lu33k/bvrsB9T+F5MC1dMqaK5Ln/SIYhGGh5HmXkO6QfNpHg8zzaILP+LSBSBH0xyEt/qugT1cWKDh7krccYm9ZVjA8SrLBUEQ1itsu4j9MnvE62VtIGVeWCiU8DI2nFCdc1gsYUqlIHgi42sllWDRDC53vAVbtEWaVyyC/bLpG8q0QNPDiEQiSnyxrOAVYymmo377Vpj33QW/swNkw2KMlp9pqMfzW7fh6XvfiNPvfjf6P/wBpD76M/A/9E/R+p6HUdfZDm3gMrIne1HoG0Go7GKkLoRLTQaG6mMobmij46E8yDr2eWQKOqahBg2jTRZCu25GqrVVuYqz4RyhYzXGU2gYT6P8xS/C+Mu/ROHYMfQUCnA/9JMI/cN/COcDH0DhwAFltJfyKRQuvor+157H+cHzyJazZLhf3+1FxBdBEFYjbzhQh5v/8x+hbvMWREwDhqGj4PkYKTl4LVvCq4aFcx0tGLh/Dy4d6kKhq1EJNNURgXSaYM8S7prDjw4elnnLpi50tjXDjFowwqZaZ+9/+zB2f+Yng0wXAc7f1KnOp0cDCyX0aKCHAKsmNE1VeCC2uKrLUVOcHiEmx4EB6iLBY42fGSzK8HOKz4HnsGDD4gsvEwRBEIS5IOLL2kDEF2EhUMKL75bREIkg4hhBcNpUBmHXVdNJy8IIpUjDRsTjm8l4biALlizTdB+QHaGNQ4FYQSvbYR1WxIWmeUrE4X9hM4JwvAUuJ8rOILO83jJx8+YufPS2O/Avbr0d/7i9FT81MowPHn0eH/nuD/GmR3+IbV8+Avz3z6L+//wZvNEycn4Mr3stOGa3YKS5E7kd22mfTbBpn1ylFSkdbduE3p69MO5/EMb+u+nQeDjsIjr6k0g9cRwXL5yGOT6OUmYM2194ATtffhnvJYP6LaEQNhYKCCdS0B0LJc3CKb+MU9ksxlM2CrRzHxY1MshCFwRhWZG+0wvL/Uf+HPc+eQYd7/xJ3PSHf4mC52KkZGN0z1bE/vWHsOvffhQH/vl78IaH34j7bt2Pn3zLYbzvzYfx8EP3YNfWbjiej3DIRPeGdtx/xz58kOZ/9D0P4NYDu2BYBnQO0M5J59rfh8P9dxYLH/SM0ZRQEgtrahhoh55lHDiXE8d3YQWFxZZklpexh6d6f6C8XlhqYaGFA+4aerAfFpd4JKRw3coYMlsQBGG5kUbo3BC7RRAERgkvxVKBjFX6wq/8yAgtFYsTXY1cLQRHt8hoNsH/NI6qy5ZqnjYtqc3JWNVQgIWyHqYdRmlbHdlsFqVSCYl0AuPjaWTIsi35JlxarylbwIbXz6DhO99G6//+34j95V8h/OijsH78FMovvojUsRPof/IU8ifOoG4ojYJTwihoX+MJ5BIpFM6MIHQ+Da/owqNjqoovl6MahhsjSIfq4DS30AnR8dFpaAUXqcsDeKbvdYzv7MZAQwtiZIzbg4OI/tmfofynfwrt299G6OJFJGiPlw0TZ+OtKLV3oqMpgmiIrG/V1yi4JoIgLD9ixCwMqX/1CarfNdXlNDU0jKGyA/PjP4GGN91KNTv7edBfFtJNHVrIUN4rRsREKBLCwX078FPvfRDvf8c9uPeOvdi4oRWaEcJLr3j4+mNl/NEX0/ivnxvDf/lvQ/jsfx/CD36YRyEf5LvQFH7xYVVDc23Nn47rT8Ry4WGlWXRhIYa7GnmerzxcVBciWpedYlhsYadPFmG4dylvQ6c4EStm51dfpTUFQRAERsSXuSN2y+pGyrxwoyjlpNrFqEz/cokk0uk0koZR8XZpxpDVCous0qhVgO4W4OTLcHMGsn6E1mGvGA1jVhQpqw4GGd2lUhG5/AjGMkPIFWz4ZNQP1usYaA7hXAMwrNnIZbIYv9yP9JlejPb1oT+ZxOlCAU+4Lp4rZPHCxfO4ODiMVCmPQb+IS2ROezz2Z85BuW8UhXOXMZovYpBO4VJEw8U4MNIchbulGyNxA2ONUSRp3hAd35BZwrnSGF5NjeDVA7fgxT17cbmuDq+TUZ3q78fowACSqRT6fRtHmy2caoog196CKO1rU0Mz4nyZHPapWcQ3tYIgCMtAbNsOFItljIwM47GPvwf1P/eTMGIcHJ39Uypis8ZeK+y9YijPFU2jZNJ3SsdOaPjDz4/js/9tGJ/97yP4r/9zBN/9XgK9ryWQSedRKpZg2w4cSkePjeOP/88YvrnjvmC/C8DFn74bL7+lDaee/74SVlgsoqxUPBd+f+D5WvBigRJ757h0TiF6JrHQMrEOfbL4wmILnzE/EfmTY8awxwvvTxAEQZiKNETnjogvgrB+MX76/v2/frQfOOzl0N5oYMzxMTiexCvw8FoshpPtzSht68bmWw9g5007EAuHYZMhfXkwiZfHx9GraTjbtAGDGzehbkcPNuzbg+bm5mBkIzLOQ3oIpuYhkc3jciKLk7kyXnMNnPOjOBWK4FXdorzCKobAaTLqL4bCKJhRGLqOcdfGBTKUT5seLpHxbJH5XOeF0eIb8IsFnHPLOEcm8isNcVza0An3zjfiplsPw+hswpBj41wij5fCLehtrMdYSwvqbt6DloMHMBKNo1+z8Fq8AecjDXilqRknW1pxurUeg+11iGzZgJ6ebbhpUze6w3HoZQcaGd7hLZtx+cILlUs3M2dO7cLOPb2Vb2uT+37WxZNfoFaLcEPwdRRuDCmHN8b+XTq0zDhy23bjyD/5IM5lcth21z6lRPisSnA/Us2Hr3vQlXQBnLsIfPPbPo69WMKxY0WcP59H2baVgDEBffGmzJhEec/Qbi9s2IUdo+cqc+fH8be2I59OqFgtPKIdiyQq9gwlOuxAROFTqMxjLxgWZtRynb1eNDUCkk2nyvFgeH2L16PvHLOGxRkOtLv326MqP0EQBGEqYsvMHb5mYkuvTvg3kzJ/43B7ebZ0vTRQmVp8Lh/qqkwtDmRikrFZdGH6ZRh2ATl+H0jW5nBbBy53bEChtQnm5g1oYg8QHvmIjGmXLNl0Ywz5rk5c2rYTw5t3ABs2ILypC9EorUNWrmFEyBiOwrKMYHjPula47d0Ya9+M/oYOnK9rwbl4I85E63EuUoc+SslwHTwrjghNx00T42YEg1oII7qFcT2EMEw0eDpC/HbS85H2dYzSvIFQHGONHejctBstG7ZAb2yC3tKCgW170L+lB9nOLhS7ulFf1wxrQwcat2zD+O49GN26Exc2b8U5WnauaxNG6Pj9je1o7OrAto5mdNZHVZwb3XaV8FI7sJMg3CjypkhYbjzPw3CxjG/9m5/B+VIOiUNblHuHT/UrixB2oYTcaBrPP1vCH30hjf/5hRS+/6MCHNeB5/r06al9qJVr4K21yvSVBEvKHKD9BnjpLW30AGOBB8jZ9FwiO0gdMx8OTWhG0EWInz98iBzPxaQZLM7wNhoPm03TOe5WZHqIVW5H3o7h4aS5y22Jtnvxza3BTEEQBEFYIMT7ZXUi9rswX7THPv0R/3PHUvj3dhpb2tuRbd4I3zXRr0XgkgVaag1j49ZuxHdvRUNbq3It100LQ+M5DI8MYzQzilLJUUJLZ2cz2mkfkUijGt2Ik4KM1/TFy0ifOoOxk2cxduESCqO0XT4LxynCdGyEXQNxzURd2UeMDHo9U8RoMY1CMU9Gs4+yX0KHHULY0xH3ObILMAwbBbgY2dSE7tsOovtT/xJtHR0o0PJUahzDwyNIjY+jWCrSsURRX1+PzZSiegxjpQzS2TSG+i7AozzinoG6sIY2y0aLGUIdWep6wUV8qIB0rkTnHEH9W9+Ip57+X8E5XYOH3vdoZWrtIpXOwiAP3RtDyuH82f6fP4nyn38B50YTuBzWYe/dqASJ/du3YmvXBqTyOv7ibzKqm1AoFFKihRWxEApbSjqxyzZKxTItt6ken6ZKe64SP+J1Bn7+X21Ss/oGkuje0Ijf/93LtCxQR37i/FNq2Xx48c1tSmjh2C38yV4v6SLHcGHRRIfregjp7LnCKoumjocD5qrlpoZs0VPnweILC02uqyFKj6widy+i+bxPK0Tr0re87eLgd8ZojiAIglCL2DE3htgxqxMp9zfGXEYCvv1LxypTi89zH7utMrU4KOHlh+l2fOS1F9FR3wCtqRPhaBPSGzbCijVDa4wh3NQAu6MZZjwCJ2LAI2vWD1mqv3yajFfb5sLnYHI46Qii0agaVlpBFm9xYADuwDjKQymUxkfhjidhk5XsFIsIpwuI0rRXKkKnaZvmlbIZ+DycEA9ZTalM+cTIVmfBpVzOwvMcjgOsAiNmG+PYcfMu+L/7aXRt2Yx0xKcsi2pTlEoo8XSJjqE4jnyigKamJnTSOcYiGrxcjgztAoqODb1YgFVMkPWehTWSQXm0CGssiywdR9hoROP73oInnv6ftNNrsx6EF0YeFguDVN43hpTD+XHn+96A4j/5JRz5Vx9Ddm+Lmpcve9D1O5EY9FAoFODwUP2GgbDFAdaBSCwKM2TCc10lupRLLLrYCJka/tUnu5S4ceb8MHZsbaP19cC3hWd6Hr74lR/hbffvR/eGZvz+7/Wr+fMVXo6+kb1d2IOFHmL8SQ8GzobhIaXV8M/0yd2FeJpFGV6RvWIYTfPp+DT1PCnSvDp6Zji2pgLz6vRUsegZl6XnR8ig89dN7H1MuhoJgiBcDbFjbgyxY1YnUu7nz3oVXth2xYMNIxi8cxNevrkeL23M49mmy3iteAwvJ76jjFO/VIaVLkAfTsPKOzDJIM0XHKTHx+Fk04jqLhqjDWhsjKg0RXQhuK99nRtCnOZH2uJoa2vF1tYN6N64ARs2dqJu60ZgG6XONrgbmuC110OLRhDmrk3sNUMGMfe153755XI5cG0neHBn9qmJcLBfFkrSwwiXWG1hF/KoOo5oYyOaIo10XE2UNqgNBum4LxQGMeAXYFCjIk7rNtkhRDkEoxuBUYrh+eFjOOGdxPPNF3C6awh6rAWmFeVsr8tcCpMgyANXWAru/sFf419khidSulhC3+UBDO1ogu36cH0fgxcP4MypBDKZLOob65R4wnVkEJdFh86qBsFeiK7jwa94tvzLf9OpVI2+gTFcHhrDpb5RPPH0a3BKNnyXRZwyfub9h9HV2giPtvuF/6cLv/ALgSfM1XjpXT144c1tqksRe7ccexNNv7UNL1Pi0YZ4xCIWVlh04UcCJyWk2JVlTrCM12UvFz5OfoZw16NwSFPLeWTrKC3LFzUVzobXczxdxXvhh6NFO5DAuoIgCMJiwg14acSvPsR+F+aKEl6uxYtnvoYTba04445jzEsgXxqHns5CO92HwWdewchzJ1E8Owy7nFEiCL9lDIf51aNyN+FdBF4pZMAW6yNwmuuRaWvGaHcrMts6Yfd0I9y1Ac31TQg3t8Cm5W5DBH5jBFYsgghZypH6MHSylpWHi2XB0ml+zT8WTAw1BmiR8i9PdHNSKRolyzoQYfh7M+0jgnFoQ0PAYBLFYpEMdRs2mex6ZzdOPPt/8VLvN/mwp/BS/dP4weOfrXwTBGGlIMbKtdnyz9+Ht//7j+MNb7gXpXIJBarzcrkcBvv7cebF78E0Nbh2Pc68ukcJ26ZuwPNcjCczSmwxDVOp56qbKS1TCkYldXWH8P/9xU2qkufeQ91tTbjvlh50dzTj8Bt2qphgnu3C4sAp/CDgbj+OrwL3+vR503/5EHZ/5ieDA52GV0gGQzyrL1BBb/mThXz+5G5EzfTQoUNVogvHcOGB7zhWS4keFiGLpi3uKEQo4Yg+aTkLLCys8III7Z89Xviw1DnQJ3vR8L7CoeB5dui74u0iCIJwLaQBujCIALP6kLIvzIXrCi/Zgx/B40efw8CZM7CzWSBNhvvlQSSeegGj3z+K0g9fhHf0OOwzfQiP0vJJvWUCtnfJviUD30QkTKkujHBzMyL19Sp2gBuPoNhWB70pjLq6OoTD9crgL5P17NPywGKehAUYzoLs5Gk0UmoIJmtg7xtOLLw0NjXRMTQiTMdZujACO5OBkSsinKIZBd6zIAjC2uDATg31R/4OF778Rbz6e7+CsZefw4X/+2f4/ptuRiiTRPLlH+HOW/cgMbKZ6tOgRuXAuLFwCPFYVMV0CapfH6bB4wGxSOGpdf7Zv2jFhx5uUZ4uLLrQLOUJw+IFT6vdscrBqgat4LkOfO7rwyoJb6AUE0q0ePfvvh/mb/4sTr6tFc880KaGh3Z9TXUN4vAxOgswtKt4lB4xDmVJu2YNKG3zkVSgpxkLJpwde7awc06hSMdGnxWdSO2Lj4v3UR06mtdnEScWNdV2amQkWsaxY3Z9U0QXQRCE2SAN0IVDxBdBWJtcV3h54sgRpM+cQazko7GswSz6uPDaKQy9cgb6WBr1molQiSzUBFmyqQJQ5spiaoXBhq/Dygto3VAYoUgIWkhTogvHgzHrInCaIvDq2UslRPM1WBxTIKyhTPW4Vz3KECWu1+k7G8w2Jc6pGCODua0ZVlsDYFFm0wjc5DUlvHDXIxZfeK2R1BDGhkZRyGagZXMoDySDDYRZIQ+GhUMMFmEh2fyP34EDOwOBgrsQUfWNV//88/jhz7wHT//Wv8NgJoMh28O7f+rt6KK685/+XDs+9YsbEYub6Oruwoatr6Cz63l0d7+IusYYdCMUeLtQPRqmOvYffyIOzXHglSiVHfi0L4/7/bCKwZlWRRVK3NWIA936rq/WYW8aJdYowYbXYTXER/7sUdieBnocUP3PXYRo37SEuwbx6EQ8yhB7qvB3rr85BFiY47TQ/KrQEqbtcvQYYpElX6ZnBO2ABRuWZ3ibOO27quXzI4mdeeK0De+TR2oq0jYszvD3nSK6CIIgzAm2ZcSeEdYbUuaF2ULm5dX5anID7LOncVPYR3skjFBZR3ksh5FT/bBLJdQ31iO6uQmx7nbEm+vJWiULloxrZeVPh4xjGGyRk8Wrxvmk/xxfxYygzgwhHDKhRyMoU3JpmoUSS7NQR5+8qYItZ04VfDKgfSrrdkscxq4uWO2NKEfoGK4C77OUzSI7NoDUmT4kL5xHeqAPTiaLUrGI/Oh4ZU1BEFYTIgJOcse7DuC9n/1TPPjSMB58fgC7fvUzSqjOez7GqH5OOD5SVBXv+Tfvx9j5Ibz2ci+OP/0a7EwZ//JfdeLhnyghxKMC0UZlB2huegptncfQ0PQ0HnpbBh/9kAWv4MIv005YpaD9KdcU5c1CyedP+mBBheZp9MnD/+ueDsMzoLtUo1PSODn8qat0YNd2fPgt96FAPyU7xPgwlQcLiy7cvYhjt/DuWTTh2CwsuED31Xwe9jlKVT8LLizQsAZUZwUjGVW3432xNwuLKxz7hXahxBlaVT0JXYcHpw7ivNz0LRFdBEEQBEEQhIXjmsLL4OmTaDEL2BTTUE8Wq1vOoXj+MvR0BnosjnBnB7SuTkrN0LobUG4ly5dFP/ZM4XYQCzAlmuBEBq9r+igpUVBDmI1fsqAd3UOBzN0yWcIl+l6k5JKlzQayxsNFl0soZXPweIiiyr5CZFlz1yE9QjujZGzqQPimHlhNFu2f/WAmYZ0mrI6F/oymYT1+Eqm/ewKFbz4B73svIfP8a/D7hmAVs4jmRHgRlg9RzIUbZcsnH8ZdX/4uNFYrCF3X0f3+f4gHvvEc4jSrjlK9oeHe3/lDRDZsp0rZx47tW3Dz/u1wbRuJgXGEm6J499vvx/aOdtqe6mZWKKgqZzGjs7kRXtmFzyoGz+fk+UpkUYm7IfGKlDSHK32DlhvQfYPqYq6NaZYWQsqpwytPDOHVV3x87w+fxdNfOY7E5RTtw8fDb71biT6cRdXbhbPhYyjTrrlbUJS9VujT86seL/TcoGXFMksn7C3Dh+CDdfgwLWfPFnbYoVlqexZ2HHok8GhH/KyhWSjSDuojIroIgiDcKGLPCIIgXAnbm1fFIOt0e6wOXRUjvui7SAwPw9A0RBrqUd9UBysWQ8iIkEltIETGdYhVF9Y+2P5VKXDxtowwGbgGbM+Fy29BaRnZvrANH54WGO38ZjRUKkN3bZRoJxxzwONRjBx+ZUlr8+tL3h/lz8mhpFP+kV03wdh/E+URga+xA/kkfAi2V0Y5VYB/YRiDL76I4ZOnkTlzAcVzfUj0Bl4vtl2gfAvBRoKwTIixMn/Wu9fL5k88hOZvfyNQmytQFalEGCscQ71hoFk3sPtNb8e2e96ExtZuhCwLkY565As5XLowgMGLgyim8zBjBt5wx8148NB+1Y2HxY2H3/egEl2UqEIfqnLlSpwS1cRUf1OyqW52aQPVPzQ4kILVieymNyO94Y04mduIYvebENv1RjS/413Y9s534fbf/LfY+6//DV7864t47H8+jXLWViJKFRZgOCuLxRYWSWjXSiyhTyXOVM6XRymKhgMvF3bCMei82XuGH1+8HZ0C1fPBIYfoe4huNR6xKEvrFGg+O+zs+IaILoIgCAsB2zNi08wduW6rE/nNhNnA1vFVqaPUbjWgXovAIiM65DjI2imUOAaLacLUwwiTka2TkesXy3BZNGHDfKL9wxYxB2e0grguhklGsU7JV2EASmTplvjtadlXw1SHciXo7AdecsnALwK5MsyiC4v2zx2IKvb1BOWoibptXWi77SCMnh3Q2ZJWa9E+qskvoZBJYXToMrInL6LUPwhrNA2HBZ1cDqXBIeRGxlC2aV223AVBEFYZD59+Ak0//Da8YgGpY88GSgVDn9lXXsKP374flqaj3tARGryE1tY2HHzwEwjHqX6m+jiTyCMxnsHLr5/DyRdOoziahRk10NrdpkSQO2/dCx4yqBqnZQocxIsrdDU7qKXzbbejuO2dGG66G9n4ToTCUYRjcURbNsBmFxpdQ0NLOwr0zIjG6pDKFLDnV/4Ztr7tHoxmx5WYwmIJP6F41zETKoYLz6pmw6IJC0KxsKGOMcNVPi+iZXF6FFi0MGT6MExdCS55StwzijX8EiWNEnvENETZs8ZHXaR60QRBEARh6ZHGuyCsba4pvETNCBoijYhpMbBPi0cWawEOHDJ2HeXYQtNumQzpgrJm2cXcKrkIeWThTsBCi65cwgNLmhO/qXRVnBit6CCUtREhw1/PFFGmhoOfL8DKeNBUwEbawg/RXiyEKPE/jaxlJ6zB3dyJurtvRcPem+C3tlBWutq7Raa55VMqsweNC69/HOVLo3BGR1Emo9/j16RlFlpc+Fk6hkIROjU+dHV8grC8yINXmCtf2X0fMt1b1fSLn3gPfviGTvzwECX6fOEfPKTEcfb4UN07z/bisZ96O/6wvgN73vMLyhuw+8BmHLx5J+7dtwd7D/Qg1BCDm2LvQ+Dhdz2IjW2t8GyqO7meV7lcWVfm9TYUtrwdF60DcK0mGIaJeEMjMgVbbadrOhoam5HnYLyej5BpYmR0LNiYnkTRSBgbH3wzXjhzScVw4eGjWYDhrkGs53M8Fn6MsNgSMoPYLTzyUJ7qeB76WXVPZUGFPrmKT1G+4ZCGbIFnBtnwdtx9qZ5uMd3gblQ+8sUgHsyeb1WORRAEQRCWGLH9Vj/yGwrX45rCi2WRcRyJwghH4ZEVXNJsmGTMxso+IixWZNNwE2l4iRSQzAPjJbiZPLR8CTa/YmRjlwxiTj5by4YRjLLhutDzBWjpDLxMCnY6jUI2q4LcGrQ9skW45TIcyof7+vshC04oDLeSirEmhDfvQtNd9yBy710Ib+mCxkNTENwoUHnQlOaWkBkdAUbGEUrRft083JwNgw5tvFREjtfzNDLWTZjULGHxRRAEYTVy/ofncfyMP6t04Zsn1DbfOPhWnP3lb8BOFhHvbkL3oW0wNB0+1ZNcgfOoQ65NtSmL4BwgRc2dyli2Fb3aHpTbD8CkurqpdQMK7MlI9alpmCjaZVXnMxEvi/rxowj3/T2lb2Bv+DjCQ49iq3cUbdkfoDX7BH7yLXepddk7JVcOPqtONhy7hT1fGBZkGD4q9n7h+TyKEcd04dGPeF6Btuegu7ySZQY74eC7vE/f15TYzs+YbTKCkSAIwoLC3X8l8P214YZ6NQmCsPa5pvBSp2tkxIbVm8kwGalGwUPJK5FRW4aXLaKcyAKDSfgDSTiDI/CGEsil0nDyJXgVQ1u9ZlWJjNxwWAXFNWl/Pu3bZ4M+R/vLF2GThewU2FJ2odF8l/JzLRNGLAqtvh56cwO8jmaYmzqQv+sm6O99EHXvuBfuvh74DTFo1Y7+BIsuns/HmEdmaBgYH4eeSaOcS8POFeEV8iiyxw2t6/Or4JAB39Anj1kQlhl5CM8PMfLmzpOHG/DoD55Gaiiluhi5+TI0DqDic7ciH3aprDwaOS4X17K6qtCBbNbDaOvdaDh0GM1tG5AeTaGcyiIUDoGHZmbhhTfo9ntRP/hthAe+iYbic2iMleAaBhyN6ly7DL9I9X3BpnyoRuauprSN7znKyyVqAvQ4UF4slknHQtPZQuC1wkNHlyv6Ph8bdxniw2bxhbPm2C6s9/Phczcjj2byuvyH98Pr7Dsyitu+L6KLIAjCQiLP4msjYsvaRX5X4VpcU3iJmCYMzVBmNruc+2VHCRa5cpGM3wLymTTssXEUBoZQPD+E8mAC+bEU3FwxsIanxrmFzqMRcTDexnqgtRFGazP0hjqgLgI9ZkEjg93jTvd1UZi0jrahGcbGjdB6NiJ0cDusBw6g4X0PoPnhNyH03rsRPdQDtNXDq776rEIGtRqKY5gaEdSYsFPjsJMplEbHUSwWkcnmgkYBoXPsAMuAf80rIQjCakEMvtlz+uG74dgeiraPxx5/AX//xFFYsXhQh1Il7sNDNsdBxw1wcHQWXQrZElKd98Pf/RAtK6puRCHLVIHS9foIzMwZdGV/hNjQtxAf+RaaraKqbz3u9pl3AmGnVIJeLimvRse2VfdPzfHhOp4S5DvbGuC7ZTUKET0e1PFwQHUOw2WRTcP6DAsr3L2IxRXKHj4t52n2cLEombqnAubyOnW0TUg3lBcMj3bN+9v3bRFcBEEQFhp5Bl8baZivfeQ3Fq7GNeUG0yRDl+O4kJVK9ioZvS5MMo59x0GpUEApk0U+kUTq8hiyF0eR7R+Fl0gj4tBuTdW/KNhRDbppknEehdneCGtLO8xdXQjdtBnWvs0IH9gK89B2mAd3IXznPpiHDyHy5lsRes9hxD9wP+o++EZEPvAA2u8+iNiODbDqY9BZdFGvMSfhNoNDDQlnbFyl4vA4SiNJlGg6m83ApQZAdRMvElJvaMPUeDA5gIAgCMI6IPLZ38DeWx8Ex17hLkVhy6MHQqUOVN2KfPW9VCyDh4lmcpvfCu/m92I8nYUVtpSQ7XgO6ocfx07/edQNP4Zo8YwS7L2SDSdXQpm2d2yHnh/0JOE+Q56mYn5x0rjOZXcWIsiSni/0eWGM46/w6He+6i5UpAcQx33hGC0qmDutyqIKr1tHdTiPSsQzeU/RUChwnNF1RIxgXZUFJc6OPWIOfldEF0EQhIWEBRcRXQRBEK7ONYUX17PgOAUyrPNw4KmAuqGQpSxkveDAydiwkwWUxjJwR8dB1jhcy0A4XgczHCFDl31lrsQjg5g9W7zmOLCpDfrOjdD2boV5+25Y9x1A+C23IvLuexGlFHn3Xah7+2FE33gH4rfuhbFjE6zmRjUMqkfWNAtCQZOA4deZlBwbLvugj2aB4XE4o0nlmZPJZqmhUKK1bBUkmJPdGFOvQ13NR5Et+gXiyNfeWZla28hDVliJSLm8Nv5vfkoJE9F4I0wrquZxl5xSJY6LUinYM4QeEe1tzchnCihvfzcymTw9A0LIUV0auvw4bjJeRf3wd2CGaGWqj+2iDadQQqlUgut6QWwWP+jiox42tHvuCsoeMIHXISWepileR0ET7/nIJ5Ev+UgXClSlewibUMF2OWiuR/tkh0b+5K5F4yqILr8Y8FWcl3TJRiQUdIgq0frVYaj51NhL5pCILoIgCAuGCC6zRzwhBGF9c03hpaiZZOjmA/HF96BHLUQbG+AZQfcjtpY1MoANMm6NkIZ4SwOMLR1w22MwVDBdtZsZ0JX44pj0aZnwYhF4DfVAWyv07i4Y27fA3L5NJa1rM6z2jdAb2mFYDWRAcyOBLGmYZMAHwgsb7QH8jYUXB36xCDdbhDOegZPKqsRu8Sy7ZGn5OH3SEtp3C/T6OIq0pTw2BEFY6xx90wbE4nXQdU0Fve3qeQPV8z5Krq1iqkzCagWLFTw6URyhi49hw/iTiPR/E/vjZ2h+jqthJXiU8yX4Nnu0+PDoO4soPMIQaytcP3NiDYYXqGWceFllIT8qeJKnNPqXy6bw/k/8CooFD5liSXUX4hBgvA4HxuXRjFR3Isq/QBV3vlRS+2ehhQWZPHtmUgbVwLwqpgstPyDdiwRBEBYMEVxmj4gugnB1bv/SsaumpWSm/KtpIbim8MIBax3NgcNGLFmtlhlGJBYha5esXjbQKfE6RsiEWx9DqL0JVlsDnNgU6/0KdF1XaRKeruyQk0fJuUa6XpcgfoPqOCjCQYk+neJk4nk0SwktLNNE6ireOWScGzxDmDPy4F0c5CEtLDTpf/Nu6G4B42PDqk7XdAN7DhxGwXZhaL7yILkCpY7Qum6Zqmofnm3DLZVVQFy/5MLnoflpFeWBQomr56rzIAsqnFT3IBZBeNtCIIpzoHOe9kr0ycIJHYPrsm8lj6ZnqYDr7/9Hv4I4D0PkuYhQ1c+eKxxYlz1X2KmR4/FyTBfPt5RXDB8qz2cByPc0hAx+dvlKcHnDd0R0EQRBEJYesefWH/Kbz46FFDUWm4U4zpnM7An8pkaUyhqKZN16ZBiHzRCirQ0I1YfhRMIIxaLQ25oQ3deNhgcPoeGe/bA2t6PceO3CxsKHUyIruUTr8Sf3z4em+vQn0nkMjaYxlKpNqSkpVyggnU7Dzudhs8E+bTQitvlLLL6QQV8oFVAqpimVVCryPJQwHi7Bp2Pt2bUdTfVxRGiZz69ohXkh4osgrByOv60Nx9/ahhfe3IaTD7Wj990b8RJN97/6NCJhCxdPPx+oFIQZDqNM9SJHGC+Vffz1955Q8xnVJSiYCCpWVwuC01JVydWlSsFuAjT+z38MSsFQzUpsUc8QFlhYXHHheRw5zFPLedce5c274c1YZzF1Q4nzVjiC7Tv2oT3WSNuVgpgv9LzgLkdxFlwof54OcTwy2gGH/GLvGH6yObQue7vs//aYOjRBEARh4RC77+pwo7s2CYKwNrhR8eWawsuDzQkU9SjSbDyTQW7RZ33bBjRv3oHw1g2I7N2O6AOH0PiW21B3x264mzsQNqLg0SWuBRvQuWwCqfERSgkMDo6gt/c8Lpw7h5HBfiSTg1PS+PjQlHT5ch8ymQySlIr5fGB9V2CjP4wIQloYhZCHlFdCoeBSKqg0SCcxHPZRF6lHz64t6NzQCdMMkdGuw6Z5grCSkAe2MB/YK8TkrkQwwcMos9dJfZTqR67xqXoeu/wKzQ8Ea9tmjxUf+ZKjRnlzWcGYBs+ppuCxEQgr7N2iPFxopwbvnOZxrp7nQo1Q5ATdj6rbsjcL4yt1xFceLAyPn6QmuQsqLHWcHNy9ZGfQsed+dLQ04aYNm+FQfc7bsHeO42lKZGEvnRjdJuwFk3eCc2QB5uB3xnDwuyK6CIIgLDQiugiCIMwdMk+vjd3QhHEnDK+QQ7jkIVpvovPgVvj3HkD5zj0qeTfvRHjjZhTjMZTJCmfP80nY1buEUi6HdDKJwcFBDPT1YfjSRVw+34vzp17ChVMv4lLvSZp+FedeO4He106il75X0+uvn5iSTp16jT5fRf8FFmou4fLlfgwNDamAjvzG1tbKMMIG6hraYIbjKJKtX6SGRZobF+UwzEg7Nh+6CzcdfDMatQhcOuCiUULOmhRwBGGlIOKLMBfOvKsdLH9wjJP6sINYWEfJtlG0A42a46JETJ0+LbW+TzM9hKFpOooFF6EQ8Hff/5FaNl1Dn/pVyS3016D1DLUfl71MaA57yvBe6SOQVGiCt+UteFhq3o5HPlJajU6fPNod1dmw6nBB36tGHmIlpVwsoKF9I8ZdG53t7bjv5kOI6GW4Hnuz+AhbtB/aB3u95KgdQF8V+45ItyJBEARh6RGbTRCEq3Fd4SW+5yYkoxbyZQ92KQfLLqGRjOS25nY0NDTBNTWUw2TmmyHl6aLebJJBzP3+y+USyqUMypkCUqkEhgb7ceHsWbx++jSlV3G29zVcvHAJiaFheOkRhEsJNLkpbAhlsM0qTKQOJ4GG0jAi2X5YibNwBs9i5MwpnD19ivZzFpcu9WF0dBTpNHclonzZwo9HYG7ZAGv7ZpTq65EOh1Gg5LdGsOngTtx2935s2tIOo2TTcdrIRU3Et21W5ywIgrDa4K5E536iAwXHgF0ZnYi7deaLgaDMs3iKxWlWK3RWLDQPhqlj8+43oFh2YJkGNF9H3vbwpW/9iJ4QU6WWYK9TYYmFRR7ep2Fo4KC9rLKocYXomaBzfySaR7sNUqDA0PqAGTJU0HY9ZmIgmcNg+A64XuCJw6pMJFKHbGYY8Q37MJpOIkr1+r37Dqq4LyWqt7mbKe+OuxSpRJselFgugiAIi4Z4u1wdEV0EQbgW1xVecPk7sHZvU0OAllI5IF1AzNbQqEcR0SyUydot5MsYHx5GOZ+lDcrqbWdWde1JIZUax8j4KM73XUTvubM4c+4UEhdeQnjsFXTal7HLGsf+ZgeHOkM4tCmKg5vrcGhjHfZ2WBPppjYDe1sN3Nyio6fJx7ZIDp2FAZgjl5C72Iu+s6/j4sWLGB4ewdjoGFKJLDKFPBIRDU5HA4o7m5Df3qDS7ju3Y//9B7GvqxP1YRcOj6FaVwfrpr04/9SfB+csCMKqZz0Zh8ff2qo8VQouV+qOEiPY24TnsVjCoovOOghNc7LL7InIMowGTTdx4M6H1Ej8OaoP00VXeb/Ukf34N9/5ETSD1uHETwu1A94jJyYQVXiepyLq0krsJsPrmvShArFbKm9DxW0JPFQMmmdEI0A8CjMaQoqeKwOXL0Pz6DejXXI2vD675xhGCK07bkUu1IFkLoNYXRQP3n4bdrS1q6PgoaVZdGFvlwMiugiCIAjLgIguwnSkTAjTub7wQljnj6DfOoNMSINTLCNc1mD6GnTHg07WvVMsIZ3PYyw5jsTQKMaGhjAyNorRkWEM9Q/jYt8lnDlzBhcuXiQDO4O46aCrTsPGOgttMRP1pouobiNueaiPhVAfCSFm6ROpkVJEp7zsPFnZBdR5RbTqZbR5CdSNX4DTfxaZC6+r7kbclal/MMi3bzyBDFwUO5rhd3cgvn0T7r3jMHq27EYcZPjnitAa6lF3000489T/rpytIAjC6uHkQ80quGzZMaF7HjuSIF9mzxbA8ABapIQJ7gLKsV/CLMb4tLxUUBPc8SdWVwc9EkGe6vd4xU7gfdBm+PJjP8JffOtHeOXcRWi0Q033VVI7N2jnlKGmvF1C0CkD9qQxVNchWsbJ4kSZUsY61e16LAqzzkSI6n8/ZCBDB1pwi3DNOtVdib1naAvK3KVj1+jcoijlUug+9CYMp8rIcHRdmn9g925eS50bizlVKUgQBEFYePhlhni7XAk3rqWBLQjz47mP3VaZWh3c6PHOSnipchavwy6W4KaT8NMXUe+Oo7lYRCSTgcuBbodHkB1JID0yogSQS5conT+LC+fP49KFC9BHL2CHPYjukI16S4cJF6OJMbxw8jV875mX8fzxXmSSGXi6DpsM9WpKuhpeu3QRPzr2Oo48eRqvnhlEkloFmm3DsgvQ8gkUxvoxNNiHMcp3dGAQictDSCcSsEsePDLwrY1t2E2G+s2tG9DOcWCKOSBbQvzmHXj+qS9WzlC4EeSBLKw01nqZfPXtbSjaBhzPgOY5yNugWhWIhoCQAaTo9KuiBHuElBxKahQ5F57jgeOkeLTcoXr8gXd8DI7rIVsoKYEmaiLwlGH9hP6cfP0Mvv/kURx/5QwGR9PQlDcLLTRoRfrUTB8aR7UNm9CjBgwrDNMy1dDQRjisPq3GCKymCAyO9EuZeJyB78O1qZ72i7QP2p5Vl4qKwgIRe9qEQnUqOPrmuz+ES/SMSNO0R+vZrqOO1fc1FVBXEARBEJYKEVwE4cZZLeLLQhzn3E3V7k0o5cZRP3YZTaMjaMtm0UJGcMy2EXFs5DNJJEaGMTo6iKH+PpzvH0Df+T6MjI4B+TRa/Bwa4CBCBnM6U8DZkSzOjuZw9Mwgnj7xOgZGRuBoGlzDmEjDqQJ6L4zh9YSHx18bwrMnX8dQIqVGzWAD3aUGRyaVwMXBIQwkEhhPJDFOxnk2n1eNkaZoDDs3tOP21jZYpRK0/DiKbhmh9gY88eMvVU5s4TnytXdWpgThxpCH+/xZq+LLy29pRYG9WqgS5LgoLESwWGLzyD40l79bIRcZOn3uVcT6CBMJAabp4cfffgTcLZQplcpo2rAZRd9S6xbou0/7ZDGjvTmGA9u7cHj/zbj31ltx8007sKG9FQ7HkilQ3tkycgkbmUQO+XxZjWjEAoxG+eimRZ8mdNVdiXamRBJaxmILB+N1XBUUvVi2EW7sRsml5ezxwuKL6hvFE3S8tD+L9uW5HnQrjlyuiFKxgD10zOEQ7ZuuQUWrEQRBEBYYebEmCIJw42iPffojc7ZXezruQVtqDH44DruhAaH6eozGYnDIYB7TPSRTeQzkEkiPJ9E3kkUxmcR4KYODDRpu74qjrSmGmOniTBo42p/FwBCLJgm0Nxn48NvvxaEDB2Ba1HoAWe7EiRMX8OOnnsHrGQMvnDyNfZECHrh1L1qa6mCXXYzYGobHMxht6KZGQhva6htQF6tDYySKhmgIW6gRErFMdGeocTA+ANd14ZPB/vKZb6j9LyYPve/RytT6QUSCxUEMn/mzFsvkibe2QuOgtRxMxXNUlxseCZqHV2YVgh1SPJpXFwUyBfaA0cBDS6thph0Hg+NFfPDnfhPlQgG+X4ZlRnHx7Ks4+dT/xZbOVmzt2oBGqkub4lFoUQ2a6vYTVvt3WOjwKW9+epTL8FydUpnmeii5GgxaiSUTzlNnb5cQrcs6CqUqZTqGbK5AycZwIoe6DXejoaUL+WIeUdqGz025u1SC7fJfu1SEFY7g0uN/ho6WBrTWNeIHx1+Aw3nS82ePjGa07PzdH1hobBuASQUw3ODBCLloovlUhIAIi4LA1e/GQGgDlVcuY2wFTMxTTJorBpUljmE0nTIlLvdqopaKF9hEEaTdcvmlIjUFHvWLk8qWllcX86yKdjkB18h+ic5GxUuiZITgGjyUOg+p7iFb1qg8c1nX6X7swt0fmpaZIKwCxPa4ErFzhbkg99CVzOSccPuXjlWmVh4L5ZUzL+GFuWvnQ3DIYLfJcgmTgWVzYADLwlg0jnzJxgU7i5HhYZy7dBkjA4PIlnK4pdXC7d2NaGuKIGJ6OJ3U8egL/TjxyilkizYO7NmCf/j+t2Lvnl20K/aHD8yc55+9iL/9+jdxbHAUQ+Np3L8phgcO7UVjzEK5VMJw0Uf/WBIj4XZs3tiNLR1daO9sw1YzjphlYEexAMcmM87xkTdsNHR24snnvqz2vdiI8CIsJFJ5z4+1VibPf+QQCsk+apiG4Dj0V680T+kPO4rYHM+FGposuDTGQXWyC4sWcM8eQ2d/GBeDyTze89P/AY7rUCPWQqlchGFquPTkn2NjZxOa6psRiUUQi/Gwzyym0Fa0nB8YqvHKE6yGUAPTpuradz2atFH2NGgulVNqhIYMHXrYov3SJ1XnLLxwY5fF77JjI50rI5vOYHhsHBv3flSNekQ7QjQShl9VaSrCi2raOmUlHmUuvgx79Cw2tzThiZPHaTs6NzqOfd8W4WW5+f6fNmNrl41GKnjt8V1UQhuhw6aiyb8gQWWTHZlY3GAnqKkcV38j4TNUvDwqm+wR5dDzW81WWGRnRKh8mForwsYuKrt1cJ0YiiUfRa+XtsrTWjkqR+dUeeeRrmh1RLWd9NlOyztoXoz2m0YRJ9RxGWYWpsFqTz1ZHZT45sFhpEpUtmjKQAlx06fy3E3lu0Pdc0W/n+bmEfJP0TG4iOjtCHnbYIcitN8wClkXw+4rdO8lUaQbZCSdp9tlO+58T4ZPQxBWBWJzzMxqtyn+7a+1VKZmz+/8x0RlSpgPci9N5Wq9Qlai+LKQXaHmLbxUufNN/xypE68imk7DsDS48QisKBnx8U4yaHQMGUWkMxm8duEsrOIwtjYZaCNjOUYGvW34ODc4iAv9l2FGQti9vQfbtmxDNBoB2TGKEllNw4kRvHrqFQxcuIxQOITtbRvRYJjIZPJI5bIYLEZQNiLYvWc3Nra0YiO/lSUbLzZeUMKM4bgINTXi6f7vBTtdQtaj8MKI+LJ4SOU9d9ZaeTz+tjaYugGb6jZuvLLwUaI6jyvzBovatlR/2vQlTI1bm+ZbZuARwlIGewOUHR55roQdtz6EHT23wAhR3e2WqUFsIDF8GW7fM+hsb0RzfQTRuqiKvcLiRrW7UqCg0L58V9W1nL9Bfxw6Hva8yRaKsAxNNWCNSKQScDfQaZhiuaCGr87Rs2EsRQ1rvRWb9t6PfC6HWDiOEJ2D69M2mqeEGk4M7RrFfBH19Y248OKjaLSTeO3SORQdyp/yE+Fl+Xn6f7dj97YImpvq0ecewLkhC+PlLMq6ixL9kHapDAsRVdaqLlAqXBClPfUX0dDQgLsij5L14CFkcLyhImwuOPQbs4dLRN+IaCQOX9uJfPlenE5m8EpRR99oDpb2KlqafbRZGRwKHyWbBIhbOm0XRtR4gMr9Bjw73orz+SiGx/rQZj6JzVvIZtAuoh2DSsiJhzer+EXfSb8RT7/6dbS1tmNXOIvbWnykQntwbKgNyWQSlwqnEYlb+ImGZ9FSZ6C55VZo9t04n8mht+zh4nCCyu+PEMI4dL9M90kSWb8ZY+a78NDbj6jzFoSVjNgaM7Oa7In5CCxzRQSZ2SH301SuFY5jJYkvCx1/xvjp+/f/emV6XvSffw4b3/Yh6Ok0SmQQWwUHesmG5/qwHFu9JWoNh2FZZMBrZDCzIVRfh0h9PRros7O9Hds3b0XP5i3Y0NSKCFncZJ+Rpc1+wGTEl0pkTOloa2jG7o3d6KHUVdeEmG8gT9ZY0fMRsRqxZeNm3LyhC/WahYZ0EXoqB79YxAuZ5zBgD6Avcy444CVm557eytT64skvVFtowkLD1/a+n602YYXZwNdrLZXJkZ0xGLoJx/OU2MLtV4OqTCVAsNcLizFURDgMVkMEyBaDbhaqKxJXrZRsh+NspbHnwJ2qq1CIWrU2bdDQ2AbXjCE1cga+YSgPA5iUD02zt0zgWlNxVeCvlDhPR403rdQYFbOFxR1uPHOsGJca3BzThb1ibHo+lOwS8tkckhkPeqQNG/fcj3QqjUgkqkZGYoGFR8yrii4qS86LP+nkcvksOrbsR//pFxEL60hkCjRbQ+c59nYQlpORj4bR2JyAp2VxbDSClwdK6BsvYTDrYzTrYiznYSzvYjRfwmguT6mAEUpD2QIuFCy8ljQQSp/BSDFGZdZCu19AA5W9+pCP5ihQF9qN+kgHcloXnh1tx/fODOCZsTJOJXl7GxeyYSRSDjaWB2CF67AhbKOOh/KK7EJy3MejgxqeonbC6eEMhkouBgsR6JkUNphFtNa1Ix6O0v3h4KsjHXjiTAKXi7x8HN16ARf9Vnynv4zTQyPozTi0fRg36+OIkw2iN+zFyUQXfnBmBE+OlnAiVURmIIGxEQeptI8oCjDNegz5TTjx4U7s+8vB4IIJwgpEGokzsxpEFxZb7ntjVKWloJoXpyd/WKjMFaYjdvtUzpzaVZm6kq6XBipTy8/lQ12VqYXhhoUXZvjUU9j+wX+EvB8EzS0VitBKWWjlLPRyQb0JZQf1kO+CA0HqJhnzUUv142ehJWqFESbr3SmUUCBDjN+IuWUX5UIO2XQKbtGGRS2LGK9vhKGRVV4sl5X7vI4I2qOt6KxrQZNN+86UYRbKeC7zrBJclpv1KrystYbuSkMq8LmzVsrjyXd0KTGD1RYWMvIOQNWuCkzLIxdpGnuKUF2oewhbVK/SfBXXluZF2CuRvjsOx2wB2uL1SsBweQdcL1NDl71Roo30oNEtJAfP0cYONJ+uHQsgOuXpe6o+13lIaaWE0IfSW2iu4ynR3bYdZKgxq8GEDQcei+TFErKFPFKFLMaokZymA49tvgctXfswnkoiGokqLx7epUY79OBSLhzpwwhknkpeBh24TusV8nnU77gFpXQSI8PnYVDjvPOcGH3LTeLDIXpWD8Ar5jCe9uDk08jYIeScMJUz+l3p+e2xpxaVgdBQBsjnYNolhEseElYE2bKPYqaIi9l6eGkb3W4eLQ0GGiMe6iMmIuYBsgHqcKkQw9cvazg+OIqRIo/oxfGFfOTLIbIdHJi5USpH9dgZzSEWikCPd2E0lcYPaZvelIEcHV9Oj9P9E4WWSSBK99SGhjhaohyrqITvJFrx6mWySeww6mlf20w6H6sdz4/ZSOTGkXXDKGoW9jVSmbQa0e+24LF+Gy8Pj2CIynkuR+d0cRTFy3k4ZJc01hcRizeiqHfQ8Zdx01+OVK6YIKw8xMaYmZVqRyy12HI1RIS5OnJPTeVawguLHStBfFmM0ZYWRHhh+l78PsYun8TlzHk0v+3D0I0yCgYZ6OPjcIsFGGSIcBBGO19WsQRsz1Z99Z2yDZuWZzNZDA8mMXBpCCOjIxhJjpExPYLLQ6PIpPKBW3qxjHSuiGSmQKmIUN5AqxlDa6gedWSVv5x6FsPFS7hs91eOavlZr8ILI8LL4iEV+NxZC2Lgybe1wfccalBq8DUTRdtVQ0dz16IWsrfYoyWkeyg4GsyQhrDBInUgvDged/4MPGF4DKCWuoiKkVLWw9RwjMEImUpY0Q0Drl1EpK4NsdaduHz+JSXM2K6rPAG44cz58HE4jq66D6nAvh7V59SALtvUbC0Vkc8XUeARi0p2EESXGsMJssPSORtapAOdO99E+VJDO5ulxnQYlL06rsDLxVVijnLl4e5GdOS14gt7t7D4ki+k0LHjAF574fvKG2fjBXlLu9wkPhJDU8Mo/Z4+2sMutjXkkTWakNHqVHDkkENl1LHRkezDtuxF9ETHsb+1gJsbyxhsbIGTSyPtxJEoxRAey2JrMYPO1jCa4j6a6mKwQ7dSGTLwWsrAo30uhtJZlD0Xhk/lxGdhkAoJlVeNbAt4Fg5ExhEz4wg3bMR4No8nh0K4lLfgOT6V4xA8V4NXLsBBGF2NBjbXO3TvGHg63Y1X+x21z1ZnFNsieZQbOnG+4FHZTqHkReFRqfTro7jkx/BqEjh1OU/HlqObrAw/k0F9/1k0lApoCjvYtNVGvCEKx2+B4ZWw7S/FPV9YmYi3y8ysNG+XlSK2XA0RYaYidvtUriW8MMstviyG6MIoW3ahee2b/xUvH38Ur51/Ei/lXkNpy3boZNhbMBFhQz1LBvhgCkOXhjHUN4jhyyNIDKWQTRaQSTsYHcqhr38MQzQvlSpivFDCQHIcFwaGcf7yEMYGUnAzIGM9jnisEaH6OhzPP1/JXRAEYWZWu0FpcJciPfBaKdkc7DOIjcHdiTj+qEk1etbWlBBTLvu0flDFR0xKIaDo+iqoachwcGDHTjRS3ZnsfxFmOKS8Z1SgUVo/bIUoDxdFzUXnLf8QXnwnLg8W0DfsYjxVQCqTRzJTQiafUXFZslmazlCDOV1AOptFij5t20UiXcTQuI1h2iZD82Pdd6D70AfQuete2E4ZxaKNMAcypXNyuCHs2tQY5gY0HQRH2lUqTKC28Cz1R7nE0LmaGuKROLKpDIxwHLf+MMVrCMuMRs/4uKWhqT6EXZ0hHNxkoKvJRH3UgKmVYGhZ+s0z2NGWwkOHHHzoni68d/9WvG1HC5obojCoDNhODKWChdSYhtFhA6Uij3IVhkXP/LxRj4tJFxfHShjJl+DaZUSKSTTZCUT8IlkZJVVMRrxWXCpEMZzUkcxRGaOyH2bvLd2BywFjeC11nwCjbitesTfidDKM8WIUttGGuMGNLL4b2EPMo/Xo3tA0OnYeR4wNaLqRXA2nUlG8MGzhxKCNDN0Lei6P6OgIYgMX0OmM49AGD4e2aOigz3isRPul5EnDVliZiOiy8mHBZSlitywkq/GYhcVlNjFQF0v8uB6Lme+iCC/Tee3Vb6C4cxfszi0w2jfBau6ERgZULu0jMVrC4HARo6NshHPDIgYzVE8Ngzg0SmTCKcMol6XlWTLKPR3haB2aWtsQ3bkNrxeP42Tyx5WcBGF9IMGL589qNSyPPtiGMrUXHUocwyVKDUj2aGEdIk11pwqwS8s43gqPcmToHkq2p4SWDNWh7PkSorXZM4W7ADXUR2BatJC2Ma0ozXemeJWELQNRIwq/OI7WzW9A14H3qTf8/QMZ9F8awcDQGIaGk/R9GP3DQxgYKeFCsoxLo0kMjCUwMpaC7Xpo3HIrtt71EWy+56cQiTUik0kil8kqLxlD0wMvBWrH+tTg5qx1msceLTBoBRZfPDpJz1NxX2rhxnUoZCISieCut38smCksOyb9liH6+dgTKxqOIMLBkg1+7WLCoMLm0AoOLUN7C4yenShvPoDhun04Z+ykZzyVR3rmR0olmIUCFegydCoDphaGSfYAjAjGUYfTo0WcS+SRI+PALOfQPN6HbaVhdIQyqNezlL+NpNGIETeKi+NAX4q9uBzEDe62HASZVqoLwd5UOcpzwGnEiUQYJ8YbcK7YSfcNH0sAx1Iqc8Ak+j9pNPFeTBQyZJ8kfZTSHEA3j1ie7peRi9hZHMatWxzctdfFgR4XzY08AqRD50HlXJfGrbDyENFlZtjeWgk211oQL0SAEdY7kzbEInP6uUdw5vwRnBn5MYbGT6BQvAQbQ2SGjZHhMwpPH4ZrDEO3hhCPk+FSV1CpvbGAjngJG+octDfYaApn4ej9GMm/ggvnl36UImH28ENcHuSLh4gv82c1lkuOD8piBdfaFiWOg8LOIGU6FQ5azs4t3F2nIcpDP7M4o4F7W3BMLPaKYW8ZHtKZRzja1NIKi4d7NnWEqZHKu/X8YLjpqsLBkyZtGA43oMDxt8pZtPe8GVtu+yDaD34Y0e43wWm6E178ENyGfXDrt6Juy91ou/k92HH/x7H7rT+HXff/IzR17EAhX0B6PAWnZFOj2KLj9oMuSr4L2yurBJ5PB2jSAag4vRyEhtbidSbUoBkwDQ0NdW2Vb8JyM/lLBb8xCxSGrlP5445k7GsSQ5HFE2cjvjG2AX9xzsf/uVDCly97SI4W4fsRNDgJNGnjaKsrYVObh9YGCzGricpFI4ZsC6fTHi5lyihTAbdKRTSnx7BTy2Jfu43t8QRarTSKRhwZL4rzWQNnOaaL7dB941G516nMBNILl68gmpCBkh3CqUwE3x+N4QcjUTg1Rc6j8uhQ4nLLgqZROTPGKVEZLTswOE4N3SMtegY7IuO4Z5uLW28HtvQU0dZVRDhK16ayD786bKMgCCualWJnrTWxQgQYgVmJXi+LnR+bt4IgCOuO1SS+vPjGNhUkl9uC3PumrFlKJGFvQN3iN/I0Tct5ns1/6L/mB/FXuJbnuCzsRKICm1JqjEdoXxwil9bTeIqXc6uQmqL0JejqQ+vStGZoCJkhhK0wiiygpFMolwoIhevQ3LYJjRtuQnNHD1q6bkK8rpHmR1Tg29T4OJLjCWQLGdoPHwAfDO2TG7uUAXvYcHcml06Ms9NZHOKAwTyhVqakxBei0t1oOrwdY1rVKWG50ahM8u/LAZZ1KjtWlMpOWAc7V9FSSmF4bgip4RzOv3Qel148huzZHwMDL1JZo7KCcYw2NiLduQH6TW1ouKUO5uaDKJhvR9/w/fi/x8v43pCF1zMGIl4OnS0aDu1txpvu3oYP3X4L3rptGw61sRAXQk6L4xmtG98vbMCpkZzqlhTikRN5XGrfg1Ech1lMoC7fj/bsGQwXw/ibvhZ84SUH3z05GYPF8E0lcNqOjXrTRUTjuqNS5pwCnVUJXsxCoakT7tYW6G+oR+TODWjcEoLVQtch5nCMatSFaFu9QNtzx0BBWDnIS7IrES+XxUfEF2E2LJX4shT5VExhQRBWI+L1sj5gbxfljUJwRyGDuwVRG5Z7Q3AXozwl/s7iTIkbvrQety3rqHhwtyNext2TLGoIs6jCegYLNBy3ouhx7A1DCTCch0bJo+2VpwmPnkR5QXOo4RxWjdZYJA4eQYjdb4qlIkqlHErFAkr5HMrFMjVQyYCnTHR2u6k4FugufWeRxS3DdaiRqlqxdNBKENIR0kxaPwRD5+PgLSriC6tEDAs3hBKC1PIAnnRpJ8l/9ulghrDssAioU0Hi4cA1FUvFpl/TA/cu4l9LRwmWn8fmXB8O53vx/shF/JOOYfz8pnHs2xRDkzFOW8RR9OMYKITxWqYRL+c68IOxRnztvI2Xh7IYdkPIwFJ7zVgtuNi0G0/6Hfh2XwwvpDfhfHmjys3RQhg12nDJieP8WAn5oqU8vWImdzdyaWtbxYVpLw9jj3cJG80sldMinGIG/dw/r4LjarAdg8qqRtt7lHMwUiMTLY0jXkwi6hao2BoYdepxorAZTyS7cWbMwkgxhKwTqkqJ0Ay+BkoSFYQVgYguV7JSRJf1gIgvwnqC7QBBWFTkob64iPgyf1ZD2XzxzW3IsUZBbdi8zV0dfBU7xTCpQUjzWN9ooCJgUcs2Sp8snoRpGcd0KdF23DzkuC/shVB0qEFM05fGUnDLZRRLLnwjgiI1NDXar4pnG2SrRBEeGtr1qNHpedSgdpTniqdGHNJ5sWqIqhGGNJ0aopyJF4x25LM3C2VO7UvbtlF2XTXyDHeV4tHslIxCjWIWcEw6cD2kK9FFqSo8khFYPeJRlILmOqtB3NDlBxYLR1V4Mvsvfzn4IqwIuEyaVGZM3wAPBM6/WSD8sdhRhknJMmx0bvJw6+Em3P+mQ7jzzsN4w8Hb0drUiZDJI3RYquzk8y76xhz8+FISX710GX9x4Sx6B0dRcHXaS4RSHP3lOjyeqMP/fs3HI8f78O3LY3gxlaN9BF2IUl4rxsoNGEr6yJXDiERDqIv6CIHvfSp3voamYgF7tTxujhfRaYyiqdyvimAV7lzEo4KpodRZmQxKsKJjfAydY4NoyQyiyU0ogTHpt+PV8SY8PRzDC6MdOJNupfOhO4TjGdkW3R90foIgrEiW26Za614uM7Eez1mYG4vtjbJUXjUivAiCIKxgfDjUUKWmKLXVYpapnEB4hCIWP7gGz1EDkb0MuCsHN3BZdGFxghN9RZbalyx4sDcML+OZmXweuUKZPtNou/lBFMouNMOkRqjKkjbm7j88xhFty9Ps+MJeK5y5GnWIV6Tk0TKnDJta2zbN42GnHZvms6MDLfP8YOhrFlWMitBimPQZshCN6tQIjiAcCtNxsehC23DiXDmoBuWpadR0pmU8dDSLPNNJ/4t/X5kSVgrlSBgOd3+r/KRc5Pjn5cQGBxcNh35LJ96AcnM7xsKbcba8Ca9lW9GfpfLqNKqyx7hUttMjZYyNJJBOj1HZylTKXg0uFRT2oOLo/MUc7Zw2YpVS5cQxZXSUqUjlaZUCDLVv/qvKmTo6A+yPEqOp9rCNzlAarRijb5PwcZu6rmIe6TqLL5RnBQMlmH4BMSeLFnuEPtPq5uM8+3N1OJ9tVJ85yr+k9iQIKwN+8SAvxlYW6118EPFFuBaLJY4slejCiBUgLAnycBeE+VFyTJRdByHLosafqzxccmVXeb2wFlFHjVwWXYrcsOS39NSmdClxoF12IlGiDU2zR0qB1nFoIXu3jKbTKBtNaG7ZCMsKUxOUdlajbbDsEkR/qeLBo8anzknjZZxoPT2EkMaeNNQoNUK0LzpOK4RILI5YXR0aGxtR39BAqR5NlBppurG+HuFoo+q6xMIKaB/cnSkY3ogOnk8sZARiEE3yOdfCTWaHromw8jjQeo8qi8U8kC2mMF4ehe3lqNyUyeBgr6k4yqEGnPa68bfJbvzxRR3//XwJ/+NSGacuJZB1I1DBiyh542UUz6dQn7qEg/FzOBA7Q+XLpvJhw3QKiKRGEL9wBpteeRk3UTpw5hncdekYbkmcQoeZQh1SdC9Qrp6G4VwRg0Xap2EjYpURC3EgXw023UsOqySeiZ3hLO6t68Pddf1K6Kxiuy4y+RLsYhFR00E85Koiyt2owrYGi8633U3j3uh57LVG0RDiYdFdnLe78ezYRhzta8FrrzfgUl89cnYOJa+o9isIy4XYZCsPER0C5DoI12KhRZKlFF0YEV4EQVjXrGQDlLsZRU3WUqyKZwmU9wq/Z+eGH7f9uHuRCqzLbUdKeVqHtQxel7t9RKgBWeAuR34gWHDXIe6OlHMtbLzjPchmkiruRaCi8J7pwcDdfXST8tCCBmYlxgrlqj41DhjDy9kThd1szBBCPEpSiFLYRDQSRdiKImJGAkFG41FtaD0eVon3rboT0UH4tF/6CAiWaZQ4yC573+i8jBKHmqni0klmMynk/vV/qMwRVhL6u78KO+ejnHORy2aRTVP5yg6gOX8Rjfaw+j3ZSSVRDOP10TBOXi7i5NA4XhnJIJ/KwrVzaBwbQv3gZTQmkujSHeytK+PWVhvbw+NUtrkweAjZRTSMjaJjfBA3Fwbw5oYxfGDHCP5BTx8+tO0ybm8dRycu07pUrqjcplMmLpx1UBrKIZrNIOrSfc9lq+DBK/nwyho6/AxuiaVwR2MRG/Rx7idHKQcvX0BuOIvC0Bii+QQanayKYcPH4bJnl+Ohnta9OZTFvvoitsfyaPWGUfAjGM3X4fKYhd5TZVw8YyNXLtB9SvsVhGVCRJers1zdjERsmApfD7kmwlrE+On79/96ZVpYBHbu6a1MCff9rIsnv8BGsLDQ8LUV5s9KLZvDO2KB90pIo0aiH4gg9N32gBjZh9yA5fYfdyPi7ka8nNV01jh4WrUN+TvrJPSdg/HyMpcWdO1/AL4eghWyYAVDzgTwtvTBAwlpyrOFhRL+zrFcOHv2g6kIJyrxYoPy0NUoNqjEe/HgKK8UzwviwnAXEXU89F3FyeDuGhrlS5vwMVcTfb0CPgrHcZDJpGF/6jeA7zxRWSKsRMY/XIBN5YE9q3jkKjvhwUpm4Y8kkE8aiKXGYaTS0CmFx8cpJWFRahi7jHhqDFsHz2FjMYG9jVnceROwY3MU8QiQH02idyAObzyF+vFhdKUGsauuhIMbi7jvjihuP2BjxyYHHa0h+E49/ATt392NzVoEe1CHVqcJhqMhXCzB6R+Bny4gmkmiy0lhR10IW9s0tMQcxAwT6ZSB5IU0IslhtKZGsdHJoTXuIeLQsSeTGElFYNCxtyUvoc4vYWuri5s32YhFTSXKuAMDyCboDknkYSYTCI2Nsj4JrZ3vEQ1b/6pycwrCEiKiy9VZDtGFxYX73shxrYSZ4Gvz5A8LlW+rG7HTZ+bMqV2Vqdlz+VAXul4aqHybP0vt7cJoj336I/L0X0RmM0b5ekICwS4OYkwtDCupfJ58W5vyVImwNsGKBMFyB3u3cDcI1mJsmuZ1WO/g3hL8yfM4BgyPhFSyNSV8uL4Gk/bB3Y/YK4YJxZpw4IGfQsQKT+x/Anoq8LDSytWEA+lyLBcliXhKBFFxXtR6wc5YdOHQqbwGw90sdLUOzWHvGLV2EIRXiSvV/JTnS3BeDK818UCiCc9jscZFPp9HOp1WAlT0P/2PygrCSuXc37LIYKKh3oMVcmGl6b7KGRgYKqJvoAl23oHt6ShywFoqYiEqRlwk6q0SYrEQNkVSaKwzsX2Lhm3bfJpXR+U6hLPnE3j89SYMjzswymW0GQ52brOwtb2IPXsiaG32USo6SOVaceLs7ei7nIMXfTvi0SjaIxY0p4yMfQnZ8ghOnnoFg8N9KOTyaNBNbG3tQM/OerS1c7BnE8OF13HsTAZuwUG9YWNzK9DZzQF9HSqLRbx8uQHjeR+tbhYNcRM7d5h0rAXkEMVQNorTr6bxymAE6Tyfo4sI3TnNW+rh9dC9aJrYHf9F2u8eNFpRRA0DdpluZGeaJwy7ptF2tfAdFNxFkzg6XUR159BNz/cZ/eVEl5euXQQ3tXXi8Z330BxhvSO2wsyIp8vK5nf+4+Tw/qsVufdm5sjX3lmZmju3f+lYZWruLIfowojwssiI8DIVEV4WD6nUF4aVUkZfeVsbStSeMkMh+J6tGlIspnBcilJldCL2dGEvEp5mQSYS4uo8aHjxiM/JPBClbVjY4OGlOdBumPvwsB5C8+5+76cCzxhK9H8KPJ/bfbx/3uukIsKNPMLnvVYPoOoxE3z3aIeezxIN51KZr3Lw6Vy4ewZN0c5ZoNFoXY0ajq7rw3FomUuNcttWglE18bo8FtLevbsx/I9/Se1RWLkc/b+jyouqsdFDNOpig6Mj7mooU4HV0ga0An1ykeAA0QQHbeap9joqw3W0XdxBNKyjidokkToqR1TWPNdAOm3j8qCOfCYog5GYjuZWA/Gog3i9jlKhHalRB6XiBhTyH6D7oRl1jbcjYlmI1UVhU/nK5y+jUBjDyddexpnTL1BZKyMS6UB31y50b9xIx1wPw9RhG99EufR3qmwbRpn2b9M+dFVGS0UPY2NAphCIoJZFx9CoIxS3UXRNus8sDA0UcWbMQ5rWKXsa8jxcerwOmXi9ujZto++AN9qB7Zvr0dYSh0l5Og6PxlRBdeer3j8E9xskdJg0u3K/VTQZR91ffIMGHmQ8ZLXmFWHpDWiMbkJX2xak0mU8d+jtan1hfSI2wsyI6LLyEeFl7SLCi7CgiPByJSK+LB5Ssd84K6V8nn13G1J5oDluYTxXVrFcVHwXqrFZFGHPFv5u1igm/Ibbc3xqhgXdghgeCjpssEdK4AnDXZJoFg59d1QtD33mPyAWiU8ILyxxTIEXVGbxhxpNl+C8GBWHhfDooJxySQklHIBXxWvh5bQCj0jEAUpZAmIRiePi2jzstE3llT1qXJrnsfjCnz4dY+UgKw1zFl0iYQt1v/U59V1YneSe0tCujaC5LoY6zUaT6QWjcSEQFTaynkCJu8Qp3YG/12gPTImLDDuGUOHinmq+F0KpEEViPI/k2G4YfgtCZjca6j+I5oYNVG42q/JoxULQ6Kaw7aJKAwOX0Xf+PHQLqIs1Y0PbFjQ2NsNUUXV9FPEazMKv0U0TgR6+BFhnaD6XyaBosnMKBxF26PhYuOT7qkhFvORbyHsR5EsOBoobUSiaKNGyESrLdjmEcmGzOvbUqzqGescR2lJGuF2nfA04tM0EtF++p2jTAB6eXWEEF4epLDTo30QgbP4wbdh+FpFyHTrpWrz1/odwIPpGgOqTv7/53mA9YV0htsGVLOezXkSXubPaxRe5B6/OUosvyyW6MCK8LDIivMyMiC+Lg1TsN85KKJsvvbkNsQjUKESxsIZ0wUedxcPieqin+ey5wk0vjvVSprYaCzHczYjFFhVYl+bzch7BKEztSG4ocuQVbqfFmjZgx1dOcDYTbH3kv2N0ZBw6jyJUbcBVuGL4XoIbmkHMFvZIofy4mwS/dedguzTFoxsZGnc1MuhY7Mo+NBX7go/J96jxS9v5jkMNVvpOrVj+zqINDwUcxK4p0/nyHnTEohFEozH85XeO4KceP86HIKxSer+awM27t2CDmURXJIuYCUR0R2kJ7Sy0MNXPa2LAcXSMJ0LIJpuRzXg05y60NG+nMt+FkHU/wuEYQmYj7ZvKdZhH3Qq25PLo2DYKqRL8kAaLloetOHQrFNw4Cgfjr38WJSqM8fZjiHU+TWW1TGWUhw4LYCeULCUu3exxxkO7c1ejLBpo2sdw6V3w3Q3gkZWyDu27ZMIfjmNoZAjHXn4MqfwwvE4q8vV8Z9IO7LDal0N3qgub/rLkGBBckskLw53++B9TFV7MynLddOkeLcLLOwi5Bvbv349fufd3YGbqUKJ790cH36rWE9YHYhfMzHI962cUXX797/Hof/09/O1fncCJp57CU5XZtRw+fBh0M+PD7/9F/MQ7e9Dz63sqS66C2uc3aJ+fxP9P7fCf4pv+5/HO6223XMzieEV8WZvciPDCzEV8WU7RhZkwMQRhKZHKR1iprISyyeJJvhi8RbcdH2FqSJVd7oZD83n4WmpfsWcKCxkh3UfE5GgqPkyaDoQNbr754HYkd03ipSxi7P/26BWiC/NHPzqK//Jnf4Lf+8LnMTQ8gGRyDNlcHoViAWW7TPu0USyVkMnlkEwnkUyM0jrjGB9P07w0HRutQ/t3ncBrxXZKKFHDtlzMoVwoqf0UCrS/chGlEidaj/bnUMvVdXhbaiiyJ4ztoEwt2LJN6xTLtH2B5nMjUsf/+tu/psZ1Bn/xEw9UjlpYjYyNavT7h1Eo6ciXPdg2dyULHDXUn1mJLqByYyKXiiCVDFGZiaO9fTe2d92Jjvr9aAzvQBiNCGkxmCGD0qQHGMOjdfFQ5vX19YhE6mBZMei03lSLyERhfAf6ehuQGKiDV26mxfWVZQHsmcOiJ+uKfG+y/FiiL3m6V8dLZZxNNOKVxAa8ntiCkdQ+pPM3I90H9B1PYWR8FGj1EWuOoS4SR50ZgRXlFEY4HEI0FsXG+hB2N+rY02TiriaNUgj3qGTgtv9/e3cCJ8dV34v+V1vv07NLo82rFluWd2OwDNgsNljGwYRAICGQ+0jwY3nBuQnZPkkwJJe8F26CecnLouQmL4GQ4CxsXsBmMYtlbONdli3JxrZ2afbpvaur6v7/1T3aPJJmNNM9vfy+dqm36uqqnlPddX59zimZLuy2cUGXjaGuGPrkQyESt+HEHUTk+aloDMmuJIwuA0/+9El8+YF/w6HkflQSBVz79PeqG0Btj8dazWWm0OX53mtwtbEGm27djM0nCF3UFn1s82bcumkN1hhX45bez+H5256rPVqj4YUu71Pb5bNJlzkdYjSpOa5vq7cU4o/O9THbMGWxQxfF4IUWDQ8IqFktZtl88k0D1UqifDrrgLgJqUSZlhWOt6JdhXQsFG0YogPmOlJZ1PFUtMaqZznSswrpfzq+i2PLtVpXhQvvG8El3xnVxb/C2s/cjLcMuDjjNa+Dk0zh777yX9AzGA2PHMCBgwdw8NA+7N+/F8PDBzExOY5sNodiScOVcvhTf1CRdXHltueGAUxRrntuSSrDet1DoVhEPpNBMZdFMZtFvpRHXk/PWyjLpdwvl6VSBaV8Xpabk+slFOTxfLEUhj065oshlVk9E5NKL1sRXlJr6o/5iPuTsCqyj2nhlDLuyRR2pNHbs6C9bqSoIDtuIxL0oj99BgZ6zoRlnynl5UzZJ5bBjqQAKyZz2/ANMwzvtG3I0ZMn/+q+o6MRaRe3sMXV0WJLMZyzMZqJoZDtASqyzBp97nTHoLDVl9yh9/l+RfaDPNwgg925l/HIni148MUH8cTu3Xhm34t46tlvYffBR2B2e4gOxmBFHNlPHVk/3ZYK+hwDq2MVXNVdwrv6C/hwfx4fGSzgo4M5maZq0yQ+Jrc/1l8Op3f3e7gpXcLZsrkrIx66ZYu8IArDiiMm74OFKO7edhe+tv1LeGJkC5zAwnXbflBdeWpbPMY6scWoAM8cuvRjza2bTxi2nNgWbL51E9bccs9x4ctOfPW0lrdY5r6+DF+olemRCNXRfJtPtTseGFCzWqyyqad+1qEe9KxFOoZLtlQd20G7YhS0W0Ptl3sNZbQVTE+yeocnlSmdPxrRFjEGXJm3Z+k5uPDe6lguJ3NerICL+wKceeXVSHT34q+//K/okUsNbrQ7hYY9elpgv1IMK6c6HosOnqthi+uV4bslBMUC3HwOJZkyUxlkcllk8xlMZSfDcCWXKyKb08emMJWbRD43gnwhi4mpCbktk4Yx2YLMk0UmL/PoqaNl2yvyul+4587DleJYOh1eUmtK9QYw7IyUXxeOHIJYhinlrPagU7s8Gd9EPiv7xZRcLcfQ27UKXcmz5MYSFIIkSmYKFTsZjiod2DbcQFuNAcVigFJJB3A2pCxZ2j4sDE605ZinHXukLGsZn56UtXQ5Sskk8oihkI/Dqxw5YNbSqFM1DqzSbFBbm9lBBZZcGvZBZMvbMJl5DtkD+3Foz/N4bvgRZKN7kRyKwYzbKOpZu7Q1myzsIn8Ub+yu4D19GdzSexAf7J7A+7qyeG9iEtcl8jJN4k3hlMWmRA4/25XBz3Vn8H90H8SvLhnB++X6e5MZXBMrYZllI1bWbXFgRXuQdSbw3a334ttP3YXR4sswIz7e+MT9tTWndsNjqxNrltAF7/swPnDrPCOSrTtqVzpLq4cvtPBO1ZqlGVq7KAYvtOj0AIEHCQuDSXrr0zFbtDJXkX98qckVpdaoIUt4p1RQdXBby6iOpaI1vyCQSqTcH7F82NrKRWbUsx3pE4b3vahXTmjtZ26SuWSBsrAH9rsoPfYjnHHlRgysPh9/99X/RHc6jYj2V6q1CNCz0rjlItxSGW4hj2JuCrnsJCZyeWSKZWQKRUzlc5icymJyTO4fH0cuI9enRjGVGcPY5GQYvGgwMzFZxPhEHnl5bm4qh+zkmFRQRzE+PoacdmGamkBZXidXLEDHnnEiUfSvWY+NZyyrrjy1nJ5v/Fb1zFw6fonpoyTXihrqVTO1E9JcRsu7Tn4pinzeQLFoIWp1I5lahsAeQtFfKvtLHLDlBbQPUI12Z8tms9i58wU8/fRW7Nq1C8PDw+GZs46mpyzfv39/OI2MjISPO7EUYl3dYcuRfNFG2TuyXN0rdBje6cxIhS3RZN/TAMaRxafjE1jSPYmhVB49Uo6n9r6EfDwPe5kBpysq8wZwynmk/TzW9lj4+f48fm5pGTf2+Hi9vMBQbbkz051ct8GV+Vyc6wR4V/cofqF/HL+0LI/3DEzg8ugEeuQrwbcCJNKpMHj66f6X8bWnvoz95kuIRRJ43Y+/FS6NqBM00zHS83fdcfKWHhtvl8+t2/Gh2k1qHzxWP9ZCjYd6onClWUIXFR67E1H74Ad6a9OWLVpxK0qdquy5MLULgtT3NIgJpK7lyOP6C72GLToWTBBUwjEydHBaT2bSLkka1GjLGUMeeGHT0tqSZ2JBB+islF2UpbKphrc+gcE15+Psq6/FV57dIcvXirFUXjMZFLSrUC6LXG4Ck1M5TGhgkimgkCsgO5WVx6dQzMp82qKlmEW2IJM8R1u75PMllGstYnJZeV5eW8VMISPPyciys7KMQjaPkraC0S5IpVLYnWnLtmeR6BvEqsuvQv+Z5yBx623helLrybnD1XKpAaL29tFybMok10+WvchTDgcdhXwUhYwFK4ihp68XltODAP1wXbkMdA6dW6dq6LJv3z488sij+PKX/xX/+I//iG9961v4yU9+gomJiXAeLd+FQgFPP/00vvb1r+Gb3/xmOJaChjOmnoY6lpZ9MomKrwPfhiv9CuH26EtqClObdHtSVglLkh6WdgVIBFmUxnchvTyK6BJHZikj5vu4JprFL3WN4r8N5bGp38Nl7j4s8bPy7LmLyzp0y2fFeqeAd3ZN4L3LPdzUU8JGjKDbcJByErJeRTxw4Ae486mvIuuOyFrksepHd9SWQO2AP2TNbLGOjWZsnXHbnbjrjpO3dvnQ738cq1ffiPUba3fMxj1fxeba1ZYwj/VllyOaiYYsx0/NpHp0QtQEeLBAzabRZfKZ6wYQl7pjROp3calAWWZEbpvhaaVjtoGYPFbSX9RlXq3f6XigWsHT+8OwRW5raKOP6b/6eKna/OUV1n7mZ2Q51epuRbsk5DLoSfUiXcpg+OHvo5TNo3toOR7xLDzqBviJ3P7Bi3tw31Nb8f2t2/DECzuwa/9ejE6MyjSM0ckRjE1NYlxbu0zlMTk2hex4FpnMGDKT45ia0BYtWYxPyv2ZqbAlTHFyEoUpeWxyDC8MH8LWgwfx7Mgo9hRdjMbT2JPsxfLLXoOVl14ZduEoPsKuEa3sqUMPwHWqbTV0zypZBnxTJimz2u3nRLS8a0nVXndTU1FUKnqmol4kkt3y/AjK5Rg8r0tKvAYv2ipFCr5hhK1Yfvzjn+Duu++V6T48+uiT2L59J1566SVMStnT7ms6FpGGMxq2fP3Or+KrX/8K7rnnbuzduxtxWVI6FkM0GoVv2fB0RWagoYs8HB5RGbYOel0931C3m0BfJY1ozsPkgWeQihXRtbwfXsxCujyKi5MVvGe5jw8OFXC9sQ+eHIfrqad1H9fuhnOeZP30fQ0MH2m7giuSBby/+xBuTU7hqpiHc5HHEquErFnAQ9sfwJef/AKeKD6MfG4Sq+/7N90UanE8jmoVO7FtoQdiue1zuGXTyWKMzdgkn4vGp7bj6t47a/cd8fyrP4zP7+/H1fdtD+c5frr6vn7csv/DuOd9xw3oq267U557jTx+kkmef3h5+z837/UlakUMXqip8KBhYTBJXzgNLZOGfCjLpAGKr5U4ucsz7PBSf5nXCqppBJB6VXjGo0JZ5pP7tHuStpDR00/H9LTTclufZMjC9Nf44y3/c228rCeY1slAurcLSVsH6vXRnerBgGOhsvMp7H78YYzt2SUrEaBvxUqsuOzVOOf112PFxjciedHlKJxxbhiOvIAonvds7Cwb2Cm1v+dcD9tlBbfLijwv6/RT1w+nFwMLeyJJHJTXGO0ZxPjQWcicsQ6lczeg/9LX4NzXvQnr3rwJq695C5ZdeBl6ly2H7USw//GHYOx4Ar1p9utuZePF8TBE0eBFi6Ut5c/0ZJKyrLnFiUw/ZyoH5As2HKcX0Vha9hNL9gsDnqenlpalBZ4sVwq/7iDymHblyWbz4YDQphlg+fIlOPPMVRgaGgr3J20Ro5MGMLZtw5KdpZDPYWJiEqVSLlyn8H5tpiOLDFdiBtPrp3QgaMvzEJPLbqRgT0RRHi1jongA0S4DlmnJ6hlIVjz02wGi8kYEuu/Ktk0WZZLVn5T9Orw+10mXka1dyn5XLgeI6etEAqxwPPR52q2piKi8N2U3j50jz+GZQ1uRsBzYFRMXPsLKTavS7ykePzWf+bTK2LzpFtzzvFzZsDE8lfSM04bqvPOhgcst923Hmk234tbNW7DlBIGQhtObN9+KTWsMXL3/+DMq7cS2zZvl8ZNMJ1rwPHCsF2o1DF4agAPszg0PHhYGw5fWo2NEaAOVslTEtFuRhit6n4Yx+ou2Xvc8IxzZQT+8tT6oFUJt7WJK9U9DlkJZ7tDH5bouS+978o394X1qxWffj1TxkDzNk8mHKQspyDxd2p9JaIU04kTRn0pjdSyK+N6dOLD1cex75mkc3PksRne9iMmDB+DmirAiMXQNDmHgrNXoP3s1es48B91nnYPB1eswtO58LFu/ASsuvgwrLn1V2GpludxeumYt+s46G+nlKxEfGES0uxfJvj7E0j2y0hby4+MY/unz2P/c0/JaLyGzYytWygZqIFTxNFGiVuVEq4ccGhZqUmG6Pgwp5Dpu0ckORgI4UlLjGB02MDFRRDKSRjLeg8CKw3U1eDFl3zBhWLaUd1lYuEDdIwIUfRclvwzDDNDVlUQikQgDG20NEw4YLTuVKfN2d3ejO90NSwOZQl6WWwrXKSb7hwYlbllW+QTFTzdHdqHamC8GyrL8kiOrUFqG4W0O9j1XRMYeR2yZI9sr61o2MCbbsyNv479Gk/j70R78rzGZhmUa7cXm8X785Wg/Pie3dfp/ZfqbCXlMpr+T6S9lXr3vmEnu/3tdhkx/q7f3yrwHuvAvI3F8vdCNHUUDw14UE568Z0EcBdvAi4XteHz/FgznnkdXysLB/cNYfvcXdJOoRTBwaV7zDwU2Y9OaNbhj6wa8+/f/Cf/0wAN44LrRY6dlf43Vt51Xm/806AC/m+Z+yuktm6tnVGoGDF+olZzsWIeIiBpIg5SiVPCUBie1LCTsyhCGK7XLhNyvj4UDlcp8pswQizjhmC9aDdRKpg6G68ilntHF0VMk1ez9xD+HgUvgyWPyYoZUfu3Aw1CtUnw0rbimk904J5XA0g2XYOl556F71VkoOiYObN+KvU8+ij1PPII9Tz6CXY89hEssDxuTDi63fawpTOCMsf1YdnA3lh2SaWQ3zhg/iHMyo1hXyso8wGvTcVwaMeT5j2HPYw9jnywvv3OrvHIFQxdciIG1a9C9bFVYMdbWONTaovIndDSmMKRQGpq8mLCkLFlhuT2xcjGBqdEhTByMwS9WkEgmEIulEFTi8MtRKajaKSiBihRh3R/C/naViuxPBroSUaRTcZTLJWzfvh0PPvggHn74YYyNjcp+ISU80NOZZ3DoUPWU6a48z9axXRIJWZALy5Z9KbCRK1qQl34FvUu2JAxedDMs2HD8hOx7Sbz8fAF7XyxjclL218EoyrKPTZUM5Co2hp1uPCvL/K+pBDZn+vEPuX7cIZdfzvThS9k+/FuhF/9R7A+nO2T653w//iU/hH8rDuIrpR78Z7EnvP/wJI9/Raav1qb/lOX9a34AXygM4oty+0d5GzsiaeyLd8OV913HjJoyitifH8EPd30fO8pPIR230GPpdlMrYODSytbMeuyWLVs249ZNa7BGu93cdw0+/+o7j2ttMm0Nbm7kSLyb/xifn6nb0aw1eH2JmsArj7SJmgAPKBYGW720GKm9aSsXHShXW7joL+mlciX8oNbwRce40LEktIuRVvZ0LAht1eLKk7TLhBOe1ciELQdoUblelsfCAXiPyizWfuZmmUMruzJPzIFXceFO5vD+1YY8X4cwnZktK2AbkXCelft3Y3UyhtWJCNbFolgXieLCri5EajVox46gK5VGOt2DeCKOWDSGaCSGiFRo47EEEvGEVJCrXT0Cef3zZFlrUzGcHY9gMB4PzwBj6WshInVqVgTbRc/AAUTiJvptH90aetgmElEPvpT7VC1kPJ6eJWjvC4N46dkKKsUYVq06A6muZbCwVG5Hkc2+Cm55KUw7DtO0quXGiIdP1AFyRw4eRCmfD4MRHaulv6cH5551lkyrpOxVsOvFF/HCjp14aMsWmXcY55+3AW972yacuepcTGQnMJF/AOOTPwrDnd6+YysZBd3/ZCfV3Sscm0VeJFtYjny+Dzuf6cWPf3wAk5FJmOcCyYEeWG4WK+MezksDV6WK2BDLoCtmImp50IZq44Ej26BdkPI4J+3jolQZ58eLWBIPwn3W9YvyWkUkYjbiqRR8z0XEdNEny4ybAUZ9G8Oyz6QivjzHg+tYmPAjyMmyhyIlrO8O8Kp0CVdFxrEiGiAp71faSyBTmsKhsvxtylEc0K6FRDQvp2yFcdvbcOO75zJqbs3hEOZq3PLq40IPWeYNn7gdJ17qRty+Uz53P7kOD4y/rXbfSXxoDmdVuu3X8bd3zzFFWcD1ZasXahUMXqhpMXyhZtGo5tyWVNyiUgFNxYIwMNFKp2P68kEtFS95rCdh6w/54Tw6r3YjSkWrLWHCZCYIENPxWfwAeanJVTwf+aN+ptfQ5XhmxA67G/156XwUL7hUXlfHlJEFH0dbnWgQpI0Jpmm3pLJXRqlShIdK9dTQuSy+9/378IPvfxePPfYInnt2G7Zvfxbbn9uGbc9uxeNPPooHfvQDPPTjLRgdG4bvSwWx4obdPnT8Cw12EnJf5OmHEH/uccT3vhC+ThgpLVtVe2VqRRkpim5goQwLRbld9H3kpIzr9XJQHavF96TsyX3VKYp81sDYnlGUJgroi/diSaIPZlEOxmUyK7Ij+LJf+nkEvpRBtyDPl+tyCSmXQ4MDeMPrX4+fufHGcLruDW/ANVddhUsuuADphIYzLtLJOJYvHcCGdWtx9VWvwjWvexXWrz0HSd3JpExHDRsOoghKmmDKXUeTVQ3PyFSb9LTY+dJKjIwM4dkdWRw09iC+3EGqN4mIY+LayCg+ODCJjwxl8Gvpg/iN/lH8xtAkPtY3glc54zgrUsJ7uifwu3378NtLxvCJngP4rb6D+OjgFH42OY5XV/bivOIBvHlZFO+U5V5cOoQ3W4fwq/0jeEN3FjG7gohZxrt7RvHhvmFssDI4x8zj6ngOH+mdwC2pUfxq/BA+2juGX1gSwXWy72+Ai5/mf4r7n/8unpt4HP5gvrZxRFRPqz/++/M4VfQWbN5kvDJ8WUAb19+I1avX1m7Nwg0389TXRKfA4IWaGsMXaib1Lo/rvlk9pbMvlVA9q5GelShW606kjUnCbhByvw6kq61f0rGozGtVMxftPiTPdaX2V64EKJR8DE+W5d4Y3n7t1Vj3J+8Ig5ojjnz835UbhB91pK7ro7jhMngXXxG2TtEuTIfJk3X5GubMJBaPw3a0sioVUFnPeCKBdFc3YpH4kcmJw5F5LNuS5UflvhgS8WT4nON5vodCsRB2ibJNG5FoBMbIPtx366/ge7/78dpc1EpsaxCulFvt/qZT1HHC1lvau67smSi7FiquqXlIOLn5PowflH0h8LAk4eCs7j70lZOIZ4qIlEbguAfgREbhxEZhmYfgBWOoVEYRBFl5chapiIFL1q/BdddcjQ/+8i/iA+97N66+5nKsO28l4t15GIkDGFhhYfX6ZXjnu27Af/uVd+H1116Gc1cPwTELsm+VEZV9LJnskXIbqSadR9GMSPOYiky2a8PW7kjD/Tj4QhovvujCHDIRGdDWZ0UMRg1s6rdwkzWOy8ojeDFjYyxv4drYJK5PFXCVM4UrYjm8ttfANT0OzsxO4NkRH1N2D9bEA/xibw5Xx1wsq7g4R1bl0i7gTLl+YVDEm+IFvLE3wLpYBSsrkzgfWVwRLWGDkcVFTg4buyu4NuVioJTDoWyAl70k+mSdzramsMzKIXB87MvswTf33YEHct+qbR01Mx4btYFaK5HTaPdy2OY//vwJuh3N0hf/Gv+0cyd2zjD909q78Plb/nhBT0+98fa7sTMIECz79do9C4etXqgVMHihpscDDOok2tVIxwadKCIc8yUvtVKpZ4Zjv2gjAE0/pL4ajvWSLZbCU8fqYKWBDi4qH+l6RiPTiuKqi87HR37ujXjvW66EYfpSGdVJ647G4UleARO+g71WL0x5zNIRKgwz7LJRWn8ZcPbqMCCxDKlZ1pq6mMdVPqfpgLw6b2ZqChs2XIw1q9di5Rln1B49QhejLVi024dl2cjkpmqPnISGTiUXvrw5fQdeDgdkpdZzwcAbEJSl/BQN+AUpS/JnDKM6/XPqaNIoSxn3qkGMTLlMBOOjFvp6B9A30I9oKgFfy7KOEROeOLmIdHI3erteRE90HxJmEY6Zl/KekYVPyDQaTnZsEsvPimDpGQa6+vYgIvMbsa2wk1uRSI9Cx3Vee+EQLlq3Hr3JLsSjUuBkWYE5JVNB9gc985Gu0bF0/SNyt05B0Au30oWkeQ7syioUsnHEB+Owoi6i3hSWyOVQl2xt2cPuSeCvxpfgb8Z7cedYDHdPRHGo6GNA9msnmkbW7sOTBw382aEk/rG4AjsKNlY6RazoMtCrvUczGfhWEL534VA5sk+u6QbeliriWnMSxbyPopVAn3xI9MmO7eh7K2+7G49ib7Ib383Y+McDBv69nMIDZpfsu0Y41s6e4ot4at8T4bYR0emZUwDw0PfxwM6duPv2D2Hj6SQwW27FZ+c5xu3qL77t8KRnJ7rrsx/AmjVrDp/laKFsvH0nHhj/9fkNBkxt6/q3N8dgzfXG4IVaAsMXahb1LouXfW8kHMQzInU/HedFG5hoCxjteqStXLTLkYYX2g0p7H5jmLBME6Zth+OoXHvFRXjn9a/G2auGpNKop4jW01AbqARmOK6Kns2oIrU1z7HgSaXshUoaMdtBPOIgGXWQiNhIyrIS8oJO3yDK6y9D+aIrUKh4YQsASCXUcZwwjDHDSV5bJo1jPD11bf8AHn38ETy341m8sHNHdaOOEsh/OlCujvNSKpfCs8uckoY18p++Tj6TQ9fu5/DjP/jvtQepVVTe/O/hOCQ5y0LRQXja5KKWb9mlwtwlpCVJD01kKknZdhPoSialvMQQ2AHKsYqUXdkxDB37qIJe+3kMRrZiMLENg7Gd6I7tgBPfBsSflulZmZ6DKbcjscePmazoNpiRHTJtletPIJaS59h7q1PkJXneTsRlWfHYHsSj4/DcQ9UdL1w3XcfqvxqSanBU9ntkbXpw7iWX47zLLke6rxcTI1OyDT50dRNahm2gIJcZ2dbdsu8858bwl8OD+MuRQTyaiSFjRZC3o8jKjJN5A3ucLjxbAF7K6ngydriPh0ollOW9k/9RkuWVfBMDgYs3JnL4mQEPAxEgKvt4kOxB1ozhmZECvjPqoGJHcEMqg99cMo5f7K/g2mAMF5ZGYFVkXzdkn06Yskx2NSJqqC++DTeMfx8PXLdOPmI0hLkdH5pDCLN1h55zeh5uuxP37O+H8antWLNm04KGLUfbsHZ17RpR52LwQtTmOMBu60nKn0xbsWj4ot2NNGzRExMlquerDRmmKZON7kQS3ckunLN8Ga579aXojjsIilKT1b4avldt2WLpqaYrYeDh64KlkhXoqKCej0uio/il2HasNLJhQKOtZvR/2zLhyGs48uK2LCIuK2Po41LJLF1QDWPciy6X65dgYuXZqEhlOp/PolgsolKuoJDPI5PPhC1aMvkjU6mgY3FIpVADGM9DIZqAe8Hl8NddCP+c8wBZlinbdbRA1lnHoVG6hn5Ftsut4IE/+E388Pd/Az+S6QGZqPl57kpkXDscGDor03SA4GpxlMvA0L+zI5MUdteU8tyDiGnBlrJoRaXcxuLyUByWLZMlk2eHwYGNPCLaiiX2hMz3EIzogzAiP5Dpfpl+KNNjMj0lix4OJ8co6MgtiBoTMu1H1NwLIy3P0Sn5iDz/MSSsx5BydiFh5xCzpuBVHNl/ojLppYYuBiwdGVg2oOSOoGyMofjiAZwRdOHn33AzIsU+DO8pht2pCrJTuaUASdmRexMW+uKyzqUseo0Mzuo2cd7yCJZbeXS5U0jK3P0p2W2tKDKlCiZdH3l5X/zaPiBvlezP+k+4C2Oq4GF4Ioeym0cibmJdt4EzZZ0H4KJf9vuM7MNfKPXgiyMO7h8NsMuN4or0FN69pIS39JvhoNjV02drkKofMkR0OubS2kXDjqvvO266+gP44zvuwFZsxIduv3tOAcxpue1zuMVYg00zhi0bcfvdDViHBcTuRtTsqt/iRC1AWxqw5cvpYfiysOpdDvOyeO1KVNDsRCpWqqC9K6Si5zgW0skIetJxDPakkepKhd2K1p+zIux2ZNg2DMtGUPFQHs+gNDwhFVgdoLfGkinQpjSycK28aS1OXOPswS9Et+Fd0WfxNmsnPHktfWlLViRiS4XXr56iWuq/4WC4+jO/H5gwLQfx3l7sTfeju6cHqVQXNt14E173umtx5RVXYcOFF2P9+RvCSc8Yc97563HxJZdiaNly5Lr7Md47EP6S70UTKMeScHv7UN5wCbyLr4R34athnLMuDFt0ZXTcFw1sNHQKorFqAwRZTz1rkytv1Pd+71Z8+7d/Dd/93V/TTaImtKHvHfBLAzCyEVg5+fPJ31CnnBSpcfk7Fk39G1fCvzNiI0gNTCBnOsgjgZKZRjnahWKiC7muLmS7u5BJp8Mpn0rDj6alHEVgR7KIRYYRM2WCTiOIBlOI+BkYpWI42X4JUchkTyEalcdlih2exmXKhOubSEYxMJBGottDdqyCYimOfN5BVluhuCYKskPJElF0xuElpvBy4QGMR57Aa1+7Bh/b+H6khlN4eZeLl8aAA3ltheJg2ZIo3jNUwo2yfR8fGMXvrJzEzy6LYKicQ3RStrmcwYZVJq7rc3GlfxDnxXLojnowA31vjLDVTCwmu29EdguZCoaBp6dMfHk0jm8Ue+HHTTgxA31mHkN2Edd3F/H3y/biF1ITGClZuLfYDbtcwRpZ5rlJICU7VzQcSDiOpCULpqbG46B2sQVbtpx4wtob8LcP3H3KAWu3bNtZuzZ399yy6YRjuGy8/Z/w8RvWYH3tNhHNH4MXajkMYKjdXfLdETjy6awtXTToiNlAdyICJxJBb1c3epJ9WNrTj3VnrMSF554DW2bWcVN8/VW8mlGEAUykvwvRwW5YYVcg/T1blqfNCnxf7pN5wuBCZ5YppHcaiEcMvNt5Jjw7knZp0kYyUUcqtLIyevpqXZbr+iiWizKVw2WYsm4/LPj4fraI+ycKeNiz8aSdwM50H37auwTP9yzB9lQ/njITeCbWLY91YdiOyKr4KBRL8L1yeKpsfX19DR3E15A3INI3COdVV8GWKX7paxC/7NXw1l8WVtYN7U4hV1z5ryKV0qLroexWcGjPHnz5V36huknUVPyr/gF9sddh0hnArghQ1PGLZNK/uR/+3XXkFvlbQsqEPB4Yrp5UPBzPRMuvRsjhJOUkKuVU94+jWVL4HVcel6+IqFzXeR3dIUoBjHIgt4uIBAWYfqVa9o9yeNk6TT+mLxrTgazTUt4G5TlL5Y6ucL/IS3nLBhXkZUHayCyTAUasZ/B85XvYW3oab3v9TXjrdW9Hb+/ZeHlvAT8aqeAnbg/GkML/mdiFPzzXwFt6PFyJcUzkAjwwFsMTYx6en3IRT6fw+RW78WerRnDzgI4TYyBfkNcIYhh3LciuE44tI5sDw7eQj/bi4Xw37nzRw9MjAfYbMZSi3cghif0TwHjBwupeC7+4vIiP9O7H8piPfNlEpqgnqJYFGTZi5iD6HZ45jNpTax433oCbT5G8bFy/pnZtjm77HL56kpFzt2y7C8/f81ncWp+eR0QdicFLg9z7tRtq12ihMHyhxVTv8lfrVQBPkxTDQk9XGqsGBzAgl+cODWLd2SvRk5YKYOCjUqrIpczs+9XxVqSyqHXNsMuGacOT215ELh0n7K6gOYs+rsGOBjAh7cuko/YqPWe1+IXos1IF9sPX0BYIjm0hpsuQx8IBeuXSdV2MT2XgVuS1Zdl2JAY7FpdLR+pyltynLXAsmUw42hohfCwKWx7LFzS4qUjlWseqsRDItmrXCUsr1U4EEW0JI9sVhj9yf0W2xTUcuV09VXZZHqwErqyuj5GJKQz95Es4x3JxyzWvxs///ZfCbaDm0x+5WMrhWuSMOAqyG4WhhRS5SddA1kU4bO70NBXGLtOFtEZP8SVlCIa2zjhyGKPXtAS/8sBGdw5dmgvPtZEbLyIzPIVysRwGd68g61Iparub6n/6/Eg6KmVeXq8or+vW9hMNinR9ZRF6pjENKIvYL9vwAnbtegr7Xirg5jf/In75pvejK5fE1/cDfzfehS+NJ/HCmIW9VhyPZ9L4/t4IvrLXwL2FPnx5qgubh22ZpxuFCQ06LTw7Fcd/vhTDnfsd/KAQwzPOEuweNzAqW/p82cRDGRsveDFMmA4OVUx8cZ+J/xgbwKP5BJ7OObh3zMGfjfTg65klGHWjMMsGHp9M4Rv7IvjOfgMZ04QV68El3Zfh2qHrqttGTYnHPc1rsbq5zH7slC249QNzOAvS5luxZtPJzmm0BfNobDMLc1zfFsTW6J3H+Nbv/fwMRx1UD50yYnOj8YNrdnjAVj/1KINPvLE/HDRXU5QlPXEs6+nF0t5uJJNxmI4jVdHq6Z219if1PwQlF+VsEUbUQTQVl8cCWIFVfVQHiwlkWXou36PqsHq17NuImNWgRVubBFKptcJuRfI8ncGy8Q+TZ0sVT6uz+ooyj1xU/DL09NblcgW5Qh7FXAGxeAx6RqR0T0rmtmRuP7ytY8vok7SSOzmZCYOVgjwvlUyGrXVsywnHlNHX07MqReS+aqxTe029Khe6Tbpa4XggvouShjbyoF6fnJjEpXu/HYY0l35vVJ5AzeyyHbfjh5P/hKR3P5xoGYOwMWTHEEt5iMdduWWjNBFFUDSQLq5B3Emiq6cHTjIhz9ZmKFLOo1JKtGwcQ5uBaDchvazSsusgAq8SYM/uSezevRv7hoexfNUZWHfeOejuTiISjaFUrM5fqbgoFuRGvHpHRcp5QW6XStsR6e6SMjghu9IBTMhjL0t5026Avsyqz38hGEBRXs10L0Da/XWsHurDmhTwzW/8C/7hsTtgrYiirzuB5UZZ5jOQ92Q7i0UckucUrEj4esqUkn0GtDsUkJP3YkI2pyj7acXWbkYx9Mj9+rxqLGTJkhyNleSW3qPL0TdGP/N1L7Tk3Yiixwyw0s6i3yxjvBxFVvabiumjEjNxVvI8vHvog+hL9eKZN35AnkfNiN/jTeruZbUrs3fP/u04aa7xodux8xPAB9bcihM3OvkQ7g7+FjdMnykoHLPlxN2Hqjbi9p0P4OOrn8fnr14zzxYtR17/lNtz/LqquazvF2d/NqT/51NjtWvNjfvzsTqhkYIe1RK1NH5w0WKrRxm85LujYVebwPfQFU9h1bIlSEqlz9DRdqVSFYS5hFS05LaeTlYDl1h/l3yo+1JhnQqrXYfpYLUafih9oLqIMEBx9NS8GmpovqE/2UslMwxddBad161gjS0VWT3tjL6oLMeQCp5tWohGokgmY+jv7cHSZYOIJxKIxxy89bN/hes/+xdhIxrf81EsSkVvfFKmqerpqR0HyYS2VqiGMdpZSFve2PKPLevq+9p1StdJx5EJDrd6qcgVN5DqpScVRrmj/4n/QtdP/gOTu5+HUSnJc3UMHAO7f+k14fpT83ps7a1IvupxlK0UxovAVMVHFmVk/YpMel1DNW1vUkIuV0Q2W0RBLn09tZcODK2tsnQqyXxFma/gwpV5SrkSXLle0ftMGyRTAAAq7ElEQVRqk6cj+WoeEU4W/LKB3JiPiQMVFCbLMo+sgCzL1hkqRZTzeUyNTclVW67bKGZt5CaAbCGJitsja9kVjjuTkdVwNVOUxY7rJPtV2RiAZ0glzB7Emb398nwX+w7lsWzZhThr8BxgtIKpfRloNKjBSzcKWBIPsDZZxvmxLM6TaV0sg3NiExiQ670yLYlN4YzkFFanyjgvBZxpF8OxW1bEKjhTpnNiZZwdK2J1rCSTi7Pk+pnh5IaPnyuPXxArYJn2TZL9dsxzkJN9WfY62cciiHldiAcyRboZujQxHus0qdMIXWZFW5ycNHQRH7r52CADa7B+toPh3vY2rN1Qu75o5rC+RG2ALV4aiC1e6ostX06OB231Va/y98Lbz8Jr1p2L7p6EVNP0P41WNETRwEJoOKI3NSWxHFiBFwYnpjyod4Vxi1wPg5ra9ZCGL5qvRMxqMKNK5eprBNXOHWH84gBfmVyGsUBbGuir62/xgTwmzwvcMDgpu1J59QPc9Lm/1Wec1J2/fkvYxcm2I7AseS0jPJeKLLm6YtXVnP5NoLoWgdzWKrhmR65sm++5YTejoae+hrg8ro1lXFnZmKyrXmpDoQ33jVQXQU0tvfU6PD/1PXQbw1gZq4Rn9NKzd9lSJHuKdvUMWLvWS3mOIhmPoa8njXg8WS1D8vc25O+tIZ0OrlwplxGYnjy3JGVAyoV2cZP/tOVYPKpnI7IwPuZiePggXto1jFiiD2vPH0L/QAyJVDJcH23poiHP6MgkIt1LkMkUwuBnfHwCqSEfA0P9KNrDGA2ex0S5JJMRdn37qSxb955SfpOs2wAi9ioMXflX4TJvePlR/OSnB3Bg/H7c+a0vYvf4XrjrLJzVnQ4Hz+3qTYbhSNwtwJXt8g2NIivVHVD3UyVl39CBb2W/0e59+mnjaJ6q88gku1GYK+n+rlOYrWqXLPkQ0Ovaiu2Fgo0nyym8nKugKPfqmFB2EMHqxHm4acM7cOiNn5A5qRnx+7vJnUb48vyrr8EHNm0+ebByMhtvx84HPo7VxwQvQpZrnLTpyVEtSN73YVx9qnDnpObZ4kXNZX1niS1eWhNbvNCC4jgv9cUPMGpH537tJTx1YCKsQOp/1WpVIBUuD66ep1abg+jdOjKtV5abmjzoM41wzInwWTrui94ltGVJ+PDhSp38E7Z0cWu3pdJX8TAylcHIZAZjIxnsKkilUiqXGsdo6FNtgaJdjTyUdTRUqeDNJnRRltQW9Sl6ZiRtDeNVdLyWCiqBtqPRrlG6BrqV4SuFt3UcFx3MNzM1jlyxjIxs91S2EJ5WWhWlxqlhi1bAVU4+Cp59qw6CSs1uasN9WNXzbiRi12CsbGKqZKJUQHXSLnDRAE46CT8SwfhUCQf3TOHQvgmMHpRpbwajw5MYG53A5JhME5PIjmXC8VuyY1mUMwV4RW39UkYpl4NbLiGZ9LBqRRqvuuJMXHBhH3p6IrClTOqpzXUyZIrKrtTdbctyR7HrpRfx4s7t2Lt3FwJzVPaDfSi4Y8hr1z5Z33LZQi5rSHnuln1yAHH/AnTh0sOhi7rnzMsx/IYbccOrb8Q7r9qEq895FYqHZH2mCrAihry+hQsjHm5K+XhHr4d39rp4T1cF74nLlD4y/Vwyi5+Nj+Hn0xm8V6fuDN6dyuCdSZnk9jtq0+HH+7Lh9HN9ebw5VcT6IIeeoAxHPiN0HCgzPGNZHF3GcoYuTUqPa3hs055WP/R9PLDz9E7XvFG7Ic0UuihZ7s67b5flzrzgjRs3YG3tOr7417V1mGnejeHr1P100nNZX6IWxxYvDcZWL/XFVi8nxoO3+qtn+Vv7JzeHAYsOYOvqHRqUyKe3qymDW0IknYJpmmFQEdJ8RhuyaLMXqWVZlQq++eAT0DmuvuRCxOM6aKmQCm24YK9cTS70edV78O/3PQjLCrDtrOvRlU6HXYu0fYovFTcNXHRsFcdx8NY//f+qT5qlez7x0XC1SmUXtmWHLVZ0cF3tMqXboJdKT4Lt6zgU8lpTL2zF6olnwq5H2qUobgcoVgwk4pDKb3W1NYexpUKp4ZJu2wX3stVLK+l66kqMlO/DQLQctubolXKRilhI5i5EORcgv1/uH47DcowwZ4wZURgR+aNr8y75i1djOx2oWeaLVc/OpeXTkgIWceRxR/ZPLR9SrjRs0QGfwwGltWWIXw35UCii4vsoukU8vmMUo6MHUC7lEOvuwpJLi4hE9fTRHibcMrKuhUmZSiUfI9YViMQG8NqB38OzZ79dlzSj63d8By8c2Im/uO9PsGv/i1i23pFlJnCzMYXX9to4O1FCb5CF6UmJ1gJdG8f3hKo5bLhdryA7g7ZOG6k4eGIqhh/J+/dQ0Iv98r4VZLkRJ4ZV8XNx7Yceqj2Bmg2/t1vEfLsbve9z+PxdX8Udd2wF9HTStbuPtnHjRmzY8G7c/ImP44Y5tP7oRGzx0po6oYECg5cGY/BSfwxfZsYP+Pqrd9lb9ydvhw5UGw4oGwRSwdSWHja8QgleuQQrEYNtOmFly9fz6qpqXVSqmiaMwMC+0RFsebJ6loCffZP+wlTrsiQ07tAzDIWVUWGWy/jXex/ELrMXpTVXoSvRhWjEREVeu+JWZDZrzqHLtLt/86Nh9wh9TR2g16oFMJZphV1DtEYZNsTxPORLZaQeuxM9lhueWluHudFWLr1JYDIvc1br3eH7odd1OdpVRYOk9fdyoN1Wkv/JB+WPuAWHvJew3N6NhBGgT3YrRwpLrNgDc7gHueEigqkoyjk/HIxZW3WZho1I2JxLS5QWeinXti/Pq5anWMyBGbVkHj3TlnaZC8JBng1D91kt7wEKxTwmdLwXV/avsuwry15A3xIPsZR8dsp6aIynZ2EqyGvmZT8zKmfK0y6Go01kKjfirateg+8tv0rmOrnkj/4VZ8vynv3pNnzu+5+V9TTQvSyGeMrGoD+FHuTR3ZXGjcbLGOjqwqBdwtKoi7g8N6LNzY4hhT3QFmk6ZoxsuWz+yxUHE2NlfMkbwkG5Y0z2r1Fbx1Q6oq8yhAsHL8JAZDlS7/vL2r3UDPhd3WLqNcYLzUsrhC/c14/F4IUWHIOXxmD4MjN+yNdf/cOXmxHoOC56Q+uYUuHUTjoaPOh4K9M/fGsFTOtk0y1YwgfkuulVux3d+/AjGJ8qIxYBbrpmY1gRVdPLNaUyt33XHjy+/UW5Wf1Z/cXlVyOx/Ez4fgDHsuH5Pm74n6cXvCgNX8LXkoqspy14plu8SOVZTy1dGN4HN94VtkA469l7kLSDarAi2xKRunKpLJdyPSrXdbzVXAHh9uipfW3Zds1vIvEk1nzt5dorUitIPXMbDroHkcn/ndwax/JICZYRIGFEkQzi8DIGohkb2YNZeBO98se3ELhS9svyx5fCoAGjhpNlvyzlvRIW/WjMkikKK+rBln0mkPsNU55j6thF2upLg5cMpspF2Y8sKTty3xU/RTQt+4QlBUoK3j7ZS8LTRqNHyuAKWZ+1MCqXoifeh4mLPynLmL2l99+B1IoluPfuT+P5HTux1zgIZ3lcCreWcT0bWIBzswcx0N+Ls60c1iRdLI8GGKi2d5M11nl0XQzo2MHjRQMHSnJddoSH8mlk5M5tiW7kTSsc++Vo+rFwFjbgir7LsXr5+dj7lo9VH6BZ43cpHcbgpSkxeGk9DF5owTF4aQwGLzPjh3xj1Lv8rf3MzfKvnu1Hk5TwapVemkY4OG7gS8XMqMYphwfWnU5l9M5qloKpTBb3Pfx0GFT0dXchHtVKpw4YauLFA6PhPDq7hiI7Vr4eXf39ctWAbevZi+b/S/m+//t38Mx4XirWFlwdN8bTCqUZjiEz9Pi/y4ubqPgGYrYhl9WBV2Wzwu5FlgYuUqvU8EW7pmiFWwfdLUjdNCGP6XprA5717HLUkmJPfQQP5+5Hj/9jRAwPXfJ37rV8JHWgXc9CKZuHtzcNPy/lIevDzfdK2TBhlxx4voliuQKvWEAgZcr3I4jqmb9iMTiRCCLRopQzbSOirV2kQElhyeXzcI0yvC4fsaVxOBteQsEyIIuHLx+d5aBfZnXgmGulPG7E0sgGHNhwq67qaTl39xakR7bjqccfx///4BcwmhxBemkKlvaXk/I9TaOTqKxHj+0ijUJ434Cealr2BR0kd1K2NSv7QcaLhi3EMpGucODcE4lbFt4+9GG8Zf2bcP9F19XupaPxu5JmjcFLU2Lw0noYvNCCY/DSGAxeZsYP+capZxlc9yfvCFu3TKcnYSsVvakVtlrrF73QqtdYJou+dCq86/CHvV7RWWt1s4ce3YaDY5Nw5f6Y1vmkEqchh/baCJ9jGAhWXYLnykn4lhOeWWbTX/yv8LkL5Tu/8+vhr/yFkotSWSq/lQrO3nGXbEe1y5H25tBeFhqyaIsX7VqhK6eZkq5rXCqh2o2kEnhhyxedPwxoZFsu/g6Dl1ZXfOpG7Jn8DpYFe+E4ASJS/vVvb2blX90NihEE+7rgTRpwcikYZQOlko1isRCedSszVZbiUkIsGkc8lsLgYAyJpHY10qXIInwPw5MTiOugQcsnETmrgP0DFRgVKViIwpWdIVp4C+Jd/TAvvyN8zkLY9NLDGM/nccfjf4P7tn0VkVgUXfGu6oNSvsP9L6RdAvXzW8Oi2v3hZ0CVJVdt2aG1zVs5EpXL2nnCjvwTXuhA2/3pLrzGfi9iv/yp6v0dhN+BtOAYvDQlBi+th8ELLTgGL43D8GVm/KBvnHqVwSPBS5VGL1r3DAc2cSvVQEXvkDqlXr37Rw/iyg0XYKAnHYYYh1u+aJMRX2b0PNzzwwfDswHp+CmezBQEOnKG5jcG1l36OiT/7L+qz6mT7/7WryHiFVC0Y4hNjmNXsYLXlp7D+PC+sPVOuN41OoaLnjo6Xw57loQcuc+VTdFhPjSg0U3UTdO34QKeWrqt/ORHZfRUCoj4HtJRHRvIhCkFJCbl1ypEEBtJwp8AMlM2yllPineAybyNqclMGMg4sp/0piz09yQQjUTCfalYnkDRmEJvfxqVlXl4y3MYjy+HjRUyrUJPOoHB8vuw/9JfrK3Fwrnsp1vQHQlQ3r8b2VJGE5RqVlKU9QrnAPR06hVt3lWpBkUFnaGon+VawmV2Hey64oZl39eARp5blut69rPAdcNgSbtQRaPdiEeT2HDBhfjBq94aPrcd8HttYYy9c0l42fefh8JLmgUGL02JwUvrYfBCC47BS2MxfHklftA3Tj3L35n/412IGtXxHqo/2gfhWCiHVVMTwJErZgA9M+/X7n8QN197VVg5gy33B1LD86vLUHf94EGpgFava9Ch3Y8uaoLWIs9cv0Qqz374A3+4XrLaptzQLlEavvSlgIkcEKu93XrWo3JFu1tVw5hLv8vgpZ31PfEm7Bz7FiLmJHwpHJ7rwZd9wSklUSlKOXADOJMOSnr69SkpJFL0jZwDoxwDElKgYp7sPVFM9RxEd2837FQM8d4UorGbsSJ+EfZu+GjtlerrLc8+FXal88r5sKyXMBner4FLdbLhyqSf4GEkI/97qKDk6enWZWeXSx3QpVgshWGSLkFDp1JRQxcP6XQMyXhC3ocC9rzn/wqX3Sr4vVVf04HL0Ri+zBKDl6bE4KX1MHihBcfgpfEYvhyLH/SN1ajyt/YzegrbavCi4UT4wa7hi/bL0alShiEPP/z0VqwYXIqVQ4NHWpFosxiZt1yq4Bv3PxKOCWOZBi769nD18SYw8qFrceDFbSh7ftjdSCuUrq9ns6k+npK3WeuaenbsnFRI9Uy84UPyD7sadbap+0owim5YPhBU98dKvg9eOQa7koTtJxDr7kYk3o94PCFlphv5N+nAvtQM+J1VXzOFLorByywxeGlKDF5aD4MXWnAMXhqPwcux+EHfWItV/tZ+5iZ42t/G1O5Erv74fbgLw8Nbt2F8chKJeBJXbliHaDSKoufj7vsfCsOYiG1i6VnrMbD5fl1UU9j2lkHo2ZVKbnWQ3WREKs9yGVamRSQcfDcIuxrp2C6eVw2f9PELv83ghajV8Luqvk4UuExj8DJLDF6aEoOX1tMJwYv+zknU1vSDjR9u1Gl2/N43EI6WW3a1P0J10BPl2LjyovUoVYBMLoc7f/gY/vPbD+Ku7z0U9j7SliIl18Ohl7bWntAc3IoOF2qGLVx0jBftWTHd2sXzdQrCMV100N2pQrXtj572moia2/R39PET1YcGLqcKXYiIaOGxxUuDscXL4mMLGKbsi2Exyt0z1w/AkE/4119+IXpqZzZCxIHhufjGdx4Mx4bRgELH7NTrmmPoPNpqxIeJDfc1zy+eT795ILzUddPQRcd50VxF86SS3E7I21vSwXb1frlvOpjRli8Xc4wXoobh90vzmkvgwhYvs8QWL02JLV5aD7sa0YJj8NJ8OjGI4Yf94mh0Wdt23UA4vEvJrYYRGkRETCCdimB0qhyeCagi3wDVFiPVx7X7jlwgkGdccX/zHLho8FJwXVkvJ1w/PauRbpcORqrbpuFRPGKEY7/oOC96W8+urS1gLriXwQvRQuH3R+s5nRYuDF5micFLU2Lw0nrY1YioA/CDjxql0WVNz+ijNFSJWdVTLpe8MjJ5WQ8DKFYQdi2aPjW1Dqqr9Hne9I0moatoGQ6ish06FV3ZJj0DjKyrjaDa0kVm0tNha+udMHCS7dNtJqIT08+luUzUWtitiIioObDFS4OxxUtzYqsXapRGlrXn3jIQBhTaDUdpt5tkDMjoGCjyya+ni9ZsRk+7bDvVViJJmTdT1Dub41TS0565biBsvaIBTEq2YborkSnboNul66v3aeCikZEOsKsbpyHM+WzxQh2Cn+s0bb6BC1u8zBJbvDSdVmjtovh5fSx2NaIFx+CleTF8oUZoZDnb+uaBsLuNdsnRAWlj8tLT3Yp07BcNKywbKJarQYyGGJpXaMCht6+4v3kCC+02pSlKwQ3CViy6fmHLFrmuIYslG6SD63q+gVjEhOd5YaudobM3oP9vm+fsTEQz4WcxLaRWbOXSskEPg5emw+ClNTF4oQXH4KX5dVoAww/+xmpk+Zr42A3Yt+ORsGWLjuWil7ZlolTrg6RdjHRMF88zwi46Grh4Op9cv7SJWruoZ68fhJ65KOwGJZOO8aItXPR6XK7bplHtWmRXt0lbvTiyIabjYM3X91QXQtRA/GylRmv1bkUtGb4weGk6DF5aE4MXWnAMXlpPJwQx/PBvrEaVqRduWoFyqQwDQRi8xJwAZc8IwwoNYcoVuc82wrFRCrVWMfqYuux7zRW8pG//73jm+/+Og+NFOGZQDYhkfbXlS0S7F8mkXaZ0m6IOkIxHkEgkMfClnbUlEJ0aPwupVbXDWC4MXmghMHhpTQxeaMExeGkP7RjG8AugsRpRhnK3bsLYgd3ITRxE1DHgavebWisRZcqk3XT0Pm0tosGLMkwLF3/7YPVGk1j+hzcgVyjgpX0HkS+VUSpXUKm4YfCSjNkIfB+ebFF3Oi7bEyAeczA42I/e3jT2/c6dtaVQq+HnEtHJtdPguQxeaCEweGlNDF5owTF4aT/tEsLwC6CxGlFu+n/vTRibnEC54qFYcjGZKcK2feTyHgxDLgsVJKMBPL/a/ci2bfi+j1Xnno+uv/pubSnNYdkfvrV65fhvLCOApaPs6qi6GhxpMxi5qV2NTEPb+lRbxRy+4vnwXQ/7PvVNuYOaGT+TiE6unUIXxeCFFgKDl9bE4IUWHIOXztCKYQy/ABqvXuVk5afly0sHaglHnq3dKYLAR6FQQj5fgGPacMteODaKoaPUBoY8xUI04oSD1uoT93+6eT6vVv7RJgSVCvxAtunoby0dJVhW2JoeGVi3WYMY3QZ5SM+KHQ4krCPvhpeeXJqoVHwc+DTDl0biZwzRwmi3wGUagxear1YJXRS/E4/VCcGLHqZSA3VCoaLqh+nxU7Nrl5Y7JLTVx3T4UGPpZBhIJGIY6O9FdzqFgd4u9HSlkIrHZYohFo3UQhcVYMknb6pdXxxDn3k7Vv75zVj5P38GOvqvoa1ajhcYMAJtteMjPDe29qOqeIAr18s+jIrMIjfhyYbppcyvgwqb8v4s+4NaKxqqu1b4DCRqdhq4tGvoQkTU7tjiZZGw5UvnavaAgxWkxlmostD/6Xcj4k3VWn0YCIwAhgYv+umuSYpOeltDCb1U4WAvRti1KNAuOEd/E4TpSwDLMlA2ozj0B1+t3t8gYbciWR/dHENDpKgtV+QBN4BXdI9d12m1zQrVrpuBD98wYYXLqHVF0uLtyCIsE4a8H4FpYe9vNnb7OgU/S4gWTicELmzxQvPFFi+ti12NqG4YvHQ2hi80bSHKwoo/vQmBngu64sNMOQgME0bOlU94A4hb1SCmUB3bJIxU5H7NILTlRzj+iZrhm8CQ55mODURkbg0vCh68cgX769xFZzp4mRYGJ3rqIh/wSmXdgNojpyCzWYaPQLdBz5cd5je154bn19Yrsmx53wJ5WFvH6MN7fvsb+gDNET83iBZeJ7VwYfBC89FKoYvid+axGLxQXTF8odlYrJCGXwiNcTp/34E/fS9iVrbatUZbuPhBGCgE2kQEXjVAsLTli96WmQL5mNf73Io8VoGnKcPRTvAtYBkeAseBEbHluR68kvbVEQbqFr7MNIiuboZZ62bkaTeiOXxr6SDC4Rg2ESd8r/S004c72Wo3pIo8ru+btgbSwWB8H3v+kGO/nAw/G4gao9O6FbVk8KIYvjQFBi+tjWO8UF1xvBeaDf1gnp6IVv7RjYhWMkAR4dglQTkIu8+El4UyjJwf5iyBphPheaKrj6PkhSFDoK1F5K5jpmm1xiDTl9oyRk8trWOleNqi5ihLPvm22rWF0/fH73vlOolwezwX8DU9Osr0+p5EoF9zgQ+jLM+XbQj0fdD3TUMrnVw3vG/6PNu+vEd0rKM/g/g5RNQYHMuFiKi9MHhZZAxfaC5Y+aHwrDxuBajIVNIwQS5duU+DEQ0RwsdlPs0oNEPw5Eq5XL0M9K6ZP/bDViHhleqFCq9qCxl9vePCECvQF1hYY7//xZnDFF3vwITn64Oy/jo+i7ZekVuH1/tEwuda4XPDUEX7Vumgu+F7JNeDAIamMPK+afaibYc63dGfM/ysIWo8hi5Ec9NqrV2oM7GrUZNgtyOaj3p1R2rHStf0AW2zNGk+nb/dij+8DoZhQk8PXY0JtP+MgUDTFsOunv0n7IIkt/0Afjh47ikCBXlY56gGD9WvBVPHRwmziZnDmv1/VKfuRn/w1jkt+/gxYZS2+NFoxjQ8+OH7U73XkluBvj/yfvhh6KLj3Bg4UKdtaTYMUoiaX6cGLy3b1Uixu9GiasXghd/Hx+IYL9QwDF6onk43mGm3L4XjD2ZbNXxZ8alq0BCO7WJocKDdaeQBHQzXMMKGLpqYaHAS3q83DasaqQQapmiQEj6hmrYIz3Rw6LYjg8ou/+RbZPm1B2dQr9DldA186h1wKoXwuifbeujTd4XXl3/yrTCs2vujZ3CS/7SFi4Yxpp5f2jCx91PfCudtdzzII2odnRi+MHih09GqrV34nXwsBi/UUAxfaDGcqtLfLl8MJzqIbYYDvbkGL8v/x03QeMXQMVuqcQp8z9dGLkL+CaqtPHSefZ++V+88LTqeTFDxqq1e9I7at0Up0oOxP/i36o0WseIzNwGebIAv741ceqaNQ7fdWXu0vfBgjqg9dFr40tLBi2L4sigYvLQHBi/UUAxeaDGdqPLfDl8Mpzp4XeyDvdNtkUQ0jQdwRO2pk8IXBi80V608tgu/t4/VCcHLzB33aVFwoF1aTPoFwC+BxcH3nU7H9D7L8kPUvjSMaPlAolNs2l+7QkT0Smzx0mTY6oWaxdGtMFq5YjfbXwvZ6oWaCcMUIjpeu7d+aYuAia1eGqbVz2TE7/ljscULNZwWOrZ8oWbAX9KJGmN6Xzt6IiI6Hlu/tAC2emmIVg9dqDMxeGlSDF+oWbRyJXAuvw4u9i+JrGx3Jv7diWiuGL4QEbUeBi9NjOEL0ek7nSCl3ZtxU3Nh6EJEp4utX5oYW73UFVu7UKviGC8tgOO+EM3d6YYoi3kgy3FeGoOBBxG1m3b44aCtgiSO9VIX7RS68FjkWJ3Q4IDBS4tg+EI0e/M9AGX4srB4cEFEVH+tHr60XQsehi8Lqt1auvDY6FgMXqjpMIAhOrmFOvBcrAPAZg9eeKBARNTcWjGAabvQZRrDlwXRjt2LeDx1LAYv1HQYvBCdXKsHL0RERPPVyi0/2w7Dl3lp1zFdGLwcqxOCFw6u22I44C7RiS3kr3yt+IshERGR0uCE4UmT4GC7RCQYvLQgDV8YwBARERHRyTB8aRIMX04Lz2DUGTqlXsuuRi2OXY+IqurVQoUHrURE1A7m8j3J776ZzXcctt/+ZF/tGp1Ku4cu7Gp0BIMXahkMX6jT1btbEA9AiYioHcz2+7JTvvcWa0B7BjAn1imtXBi8HMHghVoGgxfqdAxeiIiIZu9U35vt8r3X7GcKPBrDmM4JXRSDlyM6JXjhGC9tgOO9UCerd+iiGvEaREREjdLOPyho2DI9tZJOH8+E47lQu2OLlzbCli/UaRodiLDlCxERtZuZvktb4fuu1YKVuei01i+dGLqwxcsR7GpELYnhC3USBi9ERETzd/T36WJ+17VzmDJXnRC+dHIrFwYvR7CrEbUkdjuiTrEY3X8W4zWJiIjqTcOW6YmaQ7uHEgxdqNMweGlDDF+I6ofhCxERETWChhPtFlC04zYRzQaDFyJqOQw/iIiIqFO0Q1jBwKWKrV06F4MXIiIiIiJadKyUnlwrhhcMXIiqGLwQUctZzD7o7P9OREREi2k6zGjmQIOBC9GxeFajNsYzHFEnWqhuSAxYiIiIGo9nNjp9i30mJAYtp8ZWXa/E00lTy2PwQu3q6HDl+ICEwQsREVFrY/gyf40IYRi0zA1Dl5kxeKG2wPCF2smJQpWjQxIGL0RERK2NwUv9nE4gw4BlYTB4mRmDF2obDF+oHZwsUGHwQkRE1F4YvlA7YehyYp0SvHBwXSJqahqkLFSYQkRERETUSAxdSDF4IaKmxMCFiIjanf7SOz3RsVhZpXbAckzTGLx0AH6ZUyth4EJERO3o6JBleqKTY6WViNoFx3jpEBznhZpds4UtHOOFiIhO1+mEKjxWOzGO90KtiuHhqXVKCM0WL0S06JqxhQtb3RAR0Wwc3YJleiIiYuhCR2OLlw7CX1Ko2bRCuMGWL0RE7acZwxEep50cW71QK2HoMnudElYzeOlA/GKnxdZKrUkYvBARta5WOqDn8dnJMXihVsLgZfYYvFBb45c7LYZW7L7D4IWIqDm0+8E5j81OjeELtQKGLrPXKaGLYvDS4fglT43SqmOmMHghImqMTjoAnwmPyWaH4Qs1OwYvs9dJn/scXLfDaWHv9AMdqi8NXFo1dCEiosbgsQjfg9lipZaaGcsnnQhbvNBh/KWFFlK7hC1s8UJEdGoMDRYOj8dOja1eqFkxeJm9TvveYPBCx+CXPS2EdmrhwuCFiBYCgwmaLR6LzQ7DF2o2DF3mhsELdTx+4dN8MXghok7AMIXqgcdhs8fwhZoJg5e5YfBCJPilT/PB4IWIWgXDE2pGPA6bHQYv1CwYuswdgxeio/CLn04Xx3ghosXGUIVaGY/BZofhCy02hi6nh8EL0XH4xU/z0eoBDIMXoubCMIU6BY+/Zo/hCy0Whi6nr9O+z3k6aTol3Sl4oEunS4MLhhdENB/T30P8LiIiombB0IXmgi1eaM74CwydrlZs/cLQiKhxGKwQHYvHXLPHVi/UaAxe5qfTvvMZvNC88aCA5qqVAhgGL0RzxwCFaOHwOGv2GL5QozB0mT8GL0TzwIMDmotWCGAYvBDNDsMWovrgsdXcMHyhemPosjAYvBAtAB4k0Fw0cwDD4IVocQ+OrvjnR2vXjvjJ+y+vXSPqDDyumhuGL1QvDF0WDoMXojrgAQOdynzCF4YjRPPTjAc/MwUuR2P4Qp2Ex1GnhwEMLSSGLgur04IXntWIGkJ3rOmJaCYanjBAIWq8Zvtc1sDlVKELEdFssKJMC4VlieaLwQs1HAMYOhkGMESdiYEL0YnxuOn0scJM88UyRAuBXY2oKbAJLZ3IbLogMaghOrVmrbidbtjCrkbUaXisNH/sekRzxdClfjotUGbwQk2NBxmkThW+MHghmlkzH9TMt3ULgxfqRDwumj+GLzRbDF3qi8ELUZPiwQadKIBh8EJ0RLMfyCxUdyIGL9SJeCy0cBjA0KkweKkvBi9ELYIHH53r6ACGoQt1olY8WGn18VsY9FAz4LHPwmMAQzNh6FJfnRa6KAYv1FZ4QEJE7aQdDkzaccBchjC0WHicU38MYoihS/0xeCFqEzwwIaJWxsCl+TF8ocXA45vGYgjTeRi61F8nhi6KwQuR4IEMEZ2OTj14OJl2D1ymMXihxcDjlcXBAKb9MXBpHAYvRBTiQQ1R52KQcvo6JXCZxuCFFgOPURYHg5f2xcCl8Ri8ENGMeJBD1B4YqtRHpwUu0xi80GLgMcniYfjSXhi4LB4GL0R0UjzYIWo+DFMWT6cGLtMYvNBi4LHI4mMA0/oYuiwuBi9ENCs86CFqDIYqzanTA5dpDF5oMfAYpHkwgGlNDF0WH4MXIpoTHvwQnRyDk/bCwOVYDF5oMfDYo/kwgGl+DFuaS6ceH5q1SyKaI1YqiagTaODC0IWIaGas1Dc3/n2oWbDFC1ED8BcqWigM/KiRGLicGFu80GLg8URzY+uXxcWQpTWwqxEREZ3S8Qe9DEKonTF4OTEGL7QYGLy0BgYwC4NBSvvp5ONmBi9EREQ0IwYvJ8bghRYbQ5jmxwDmCIYopBi8EBERER2HwcuJMXihZsDwpbW0YxDDQIXmgsELERER0XEYvJwYgxdqBgxeWtNiBDAMSKgZMHghIiIimgHDl5kxeKFmwfCFiFpBp4+LyNNJExER0QkxYCAiIiKaHwYvREREdFIavjCAIWpOnf4rMhFRK2DwQkRERLPCAIaIiIho7hi8EBER0ZwwgCEiIiKaPQYvREREdFoYwBA1B3Y3IiJqbgxeiIiIaF4YwBAtPoYvRNSs+PnE4IWIiIgWCAMYIiIiOhpDlyoGL0RERLSg2j2AYbhEzYoVHCKi5mR86/d+PqhdJyIiIlpwV/zzo7VrC4fhB9HMrn/7PbVrRESLi2HwEWzxQkRERHXV7i1giIiI6AgNXBi6HIstXoiIiKihFqIFDIMcopNjyxciajSGLSfGFi9ERETUUGwBQ0RE1F4YupwcW7wQERHRojqdFjAMbohOja1eiKheGLTMDVu8EBER0aJiCxii+mDFiIgWmn6u8LNl7hi8EBERUVNgAENERNS8GLicPnY1IiIioqZ0oi5IDGeI5o7djohoPhi6zA+DFyIiImp6GsIwcCGaH4YvRHQ6GLrMH7saERERUdNj6EJERNR4DF0WBoMXIiIiIqIOwAoUEc0FPzMWDrsaERERERF1GHY7IqITYeCy8NjihYiIiIiow7BiRUQz4WdDfTB4ISIiIiLqQKxgEdHR+JlQPwxeiIiIiIg6FCtaRKT4WVBfDF6IiIiIiDoYK1xEnY2fAfXH4IWIiIiIqMNpxYuVL6LOw/2+MXhWIyIiIiIiOoxnPCJqbwxbGo8tXoiIiIiI6DBWyojaF/fvxcHghYiIiIiIjsHKGVH74X69eBi8EBERERHRK7CSRkS0MBi8EBERERHRjBi+ELU+3Y+5Ly8uBi9ERERERHRCrLQRtS7uu82BZzUiIiIiIqJZ4RmPiJofw5bmw+CFiIiIiIhmjeELUfNh2NLcGLwQEREREdFpYQhDtLgYuLQGBi9ERERERDQvDGCIGoNBS2vi4LpERERERERETY6hS+tiixciIiIiIlowbP1CtPAYurQ2Bi9ERERERFQXDGGI5oeBS3tg8EJERERERHXHEIZo9hi4tBcGL0RERERE1FAMYYiOxaClvTF4ISIiIiKiRcEAhjoZw5bOweCFiIiIiIgWFQMY6hQMWzoTgxciIiIiImoaDGGoHTFw6WwMXoiIiIiIqK0xzKHFwLCFpjF4ISIiIiIiOg7DGjodDFtoJgxeiIiIiIiITgPDmc7GkIVmi8ELERERERHRAmEY0/4YuNBcMXghIiIiIiKqA4YwrY0BCy0UBi9EREREREQNxlCmuTF0oYXE4IWIiIiIiGiRMYhpHgxdaKExeCEiIiIiImpCDGMah2EL1RODFyIiIiIiohbTSqEMQw3qdAxeiIiIiIiI2kyzBDMMXYgYvBARERERERER1Y1ZuyQiIiIiIiIiogXG4IWIiIiIiIiIqE4YvBARERERERER1QmDFyIiIiIiIiKiOmHwQkRERERERERUJwxeiIiIiIiIiIjqhMELEREREREREVGdMHghIiIiIiIiIqoTBi9ERERERERERHXC4IWIiIiIiIiIqE4YvBARERERERER1QmDFyIiIiIiIiKiOmHwQkRERERERERUJwxeiIiIiIiIiIjqhMELEREREREREVGdMHghIiIiIiIiIqoTBi9ERERERERERHXC4IWIiIiIiIiIqE4YvBARERERERER1QmDFyIiIiIiIiKiOmHwQkRERERERERUJwxeiIiIiIiIiIjqhMELEREREREREVGdMHghIiIiIiIiIqoL4H8DKroCyOG8XvIAAAAASUVORK5CYII=","fov":15,"scaleFactor":0.1,"cameraEyePosX":0,"cameraEyePosY":300,"cameraEyePosZ":300,"lookatPointX":0,"lookatPointY":0,"lookatPointZ":0},"audioIndex":50,"otherbg":{"boardselect":"data:image/png;base64,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","boardlogo":"data:image/png;base64,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","largescene":"data:image/png;base64,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"},"additionalbg":[]}