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Bank [Landing] (Airsola™)":{"language":0,"code":"; NAME: Bowser Bank [Landing] (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -64\nSW S7 36(SP)\nSW S4 40(SP)\nSW RA 60(SP)\nSW S1 44(SP)\nSW S0 48(SP)\nSW S2 52(SP)\nSW S3 56(SP)\n\n\n; S1 = Bank address\n; S2 = Bank loan value\n; S7 = Current Player's Star address\n\n;BEGIN LOADING BANK COINS STRING=====================================\nLUI S1 hi(bank_coin_total)\nADDIU S1 S1 lo(bank_coin_total) ; Load Address of Bank Total\nLHU S2 0(S1) ; Load the Bank Value into S1\n\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\nMOVE A2 S2 ; Copy Bank Total Value into A2\n;END LOADING BANK COINS STRING=======================================\n\nBNE S2 R0 normalgreeting ; If the loan isn't 0, greet normally\nNOP\n\nJAL PlaySound\nLI A0 0x2A0 ; Baby Bowser Roar\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(NoLoanGreeting_Message)\nADDIU A1 A1 lo(NoLoanGreeting_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(NoLoanGoodbye_Message)\nADDIU A1 A1 lo(NoLoanGoodbye_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\n;BEGIN GREETING======================================================\nnormalgreeting:\nJAL PlaySound\nLI A0 0x2A0 ; Baby Bowser Roar\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(NormalGreeting_Message)\nADDIU A1 A1 lo(NormalGreeting_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END GREETING========================================================\n\n;BEGIN Take Coins From Player========================================\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\nMOVE S4 V0\n\nLUI S0 hi(p1_coins)\nADDIU S0 S0 lo(p1_coins) ; Load the address of Player 1's Coins\nLI T0 0x38 ; This is the distance between each player's Coins\nMULT S4 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU S0 S0 T0 ; Add the result to the Coins address\nLHU S0 0(S0) ; Load the value of the Player's Coins address into S0\n\nBEQ S0 R0 nocoins\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nSUBU A1 R0 S2 ; Amount to lose\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nSUBU A1 R0 S2 ; Amount to display\n\nLI A0 -1 ; Current Player\nLI A1 3 ; Despair Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't repeat animation\n\nMOVE A0 S4\nJAL getsadvoice ; Sad voice index at V0\nNOP\n\nJAL SleepProcess ; Sleeps for 30 frames\nLI A0 30\n\nJ determinegoodbye\nNOP\n;END Take Coins From Player==========================================\n\nnocoins:\nLUI S7 hi(p1_stars)\nADDIU S7 S7 lo(p1_stars) ; Load the address of Player 1's Stars\nLI T0 0x38 ; This is the distance between each player's Stars\nMULT S4 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU S7 S7 T0 ; Add the result to the Stars address\nLBU S0 0(S7) ; Load the value of the Player's Stars address into S0\n\nBEQ S0 R0 nostars\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(LoseStar_Message)\nADDIU A1 A1 lo(LoseStar_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI T0 1\nSUBU S0 S0 T0 ; Subtract 1 from the player's Star count\nSB S0 0(S7) \n\nJAL PlayMusic\nLI A0 0x6B ; Fail music\n\nLI A0 -1 ; Current Player\nLI A1 3 ; Despair Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't repeat animation\n\nMOVE A0 S4\nJAL getsadvoice ; Sad voice index at V0\nNOP\n\nJAL SleepProcess\nLI A0 95 ; Sleep 95 Frames\n\nJAL PlayMusic\nLI A0 6 ; <--- CHANGE TO CORRECT MUSIC INDEX (Default: Staff Roll)\n\nJ emptybank\nNOP\n\nnostars:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(LoseNothing_Message)\nADDIU A1 A1 lo(LoseNothing_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 -1 ; Current Player\nLI A1 5 ; Joy Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't repeat animation\n\nMOVE A0 S4\nJAL gethappyvoice\nNOP\n\nJAL SleepProcess\nLI A0 35 ; Sleep 35 frames\n\nJ emptybank\nNOP\n\n;BEGIN Determine last message========================================\ndeterminegoodbye:\nSLT S3 S0 S2 ; S3 = 1 if the player didn't have enough Coins\nNOP\n\nBNE S3 R0 insufficientfunds ; Branch if the player didn't have enough\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x5 ; Character image (Baby Bowser)\nLUI A1 hi(Goodbye_Message)\nADDIU A1 A1 lo(Goodbye_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ emptybank\nNOP\n\ninsufficientfunds:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x5 ; Character image (Baby Bowser)\nLUI A1 hi(Insufficientfunds_Message)\nADDIU A1 A1 lo(Insufficientfunds_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END Determine last message==========================================\n\nemptybank:\nLI T0 0\nSH T0 0(S1) ; Resets Bank back to 0\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\n\n\nexit:\nLW S7 36(SP)\nLW S4 40(SP)\nLW RA 60(SP)\nLW S1 44(SP)\nLW S0 48(SP)\nLW S2 52(SP)\nLW S3 56(SP)\nJR RA\nADDIU SP SP 64\n\ngetsadvoice:\n; a0 = player's index\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT A0 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x287 ; Mario's Sad Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\ngethappyvoice:\n; a0 = player's index\nADDIU SP SP -24\nSW RA 20(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT A0 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x2BE ; Mario's Taunt Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 20(SP)\nJR RA\nADDIU SP SP 24\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nNormalGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Good day to you\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m afraid that your \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; Coin Amount String\n.byte 0x3D ; - (minus)\n.ascii \"Coin\"\n.byte 0x08 ; White Font\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"loan is due\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nInsufficientfunds_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Insufficient funds\"\n.byte 0xC3,0xC3,0xC3 ; Question Mark (???)\n.ascii \" Look\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"We\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re a\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"business\"\n.byte 0x85 ; Period (.)\n.ascii \" We can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t just hand out\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"money\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t let this happen again\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGoodbye_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Thank you very much\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I hope you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll do business with\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Bowser Bank again\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoLoanGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hello\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Welcome\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m sorry\"\n.byte 0x82 ; Comma (,)\n.ascii \" but those\"\n.byte 0x07 ; Yellow Font\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I lent you are past due\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoLoanGoodbye_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Erm\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m sorry\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" There seems\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"to have been a slight error\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Umm\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Come again\"\n.byte 0xC2,0xC3,0xC2 ; Exclamation Mark (!?!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nLoseStar_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"WHAT\"\n.byte 0xC3,0xC2,0xC3 ; Question Mark (?!?)\n.ascii \" You haven\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t ANY Coins\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Well\"\n.byte 0x82 ; Comma (,)\n.ascii \" if you can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t pay with Coins\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"then I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll have to take a\"\n.byte 0x03 ; Red Font\n.ascii \" Star\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nLoseNothing_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"WHAAAT\"\n.byte 0xC2,0xC3,0xC2 ; Exclamation Mark (!?!)\n.ascii \" You have NO COINS\"\n.byte 0xC2,0xC3,0xC2 ; Exclamation Mark (!?!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"But you signed for it\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll get you\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"for this\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll sue\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Get me a lawyer\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!!!)\n.byte 0xFF,0 ; FF=Pause"},"Bowser Bank [Passing] (Airsola™)":{"language":0,"code":"; NAME: Bowser Bank [Passing] (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S4 32(SP)\nSW S2 24(SP)\nSW S1 28(SP)\n\n\n; S1 = Bank address\n; S2 = Bank loan amount\n; S4 = Current Player's Index\n\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining)\nLWU T1 0(T0) ; Load spaces remaining into T1\n\nBEQ T1 R0 exit ; If there's no spaces remaining, exit\nNOP\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nJAL PlaySound\nLI A0 0x2A0 ; Baby Bowser Roar\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(Greeting_Message)\nADDIU A1 A1 lo(Greeting_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\nMOVE S4 V0\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nLI A1 5 ; Amount to get\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nJAL ShowPlayerCoinChange ; Displays Player's coin gain on-screen \nLI A1 5 ; Amount to display\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 Frames\n\n;BEGIN LOADING BANK COINS STRING=====================================\nLUI S1 hi(bank_coin_total)\nADDIU S1 S1 lo(bank_coin_total) ; Load Address of Bank Total\nLHU S2 0(S1) ; Load the Bank Value into S1\nADDIU S2 S2 5\n\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\nMOVE A2 S2 ; Copy Bank Total Value into A2\n;END LOADING BANK COINS STRING=======================================\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(Goodbye_Message)\nADDIU A1 A1 lo(Goodbye_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSH S2 0(S1)\n\n\n\nexit:\nLW S2 24(SP)\nLW S1 28(SP)\nLW S4 32(SP)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to Bowser Bank\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You have been preapproved\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"for a\"\n.byte 0x06 ; Blue font\n.ascii \" 5\"\n.byte 0x3D ; - (minus)\n.ascii \"Coin\"\n.byte 0x08 ; White Font\n.ascii \" loan\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGoodbye_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"By the way\"\n.byte 0x82 ; Comma (,)\n.ascii \" principle and\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"interest will come to\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x03 ; Red Font\n.byte 0x11 ; Coin Amount String\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0x85 ; Period (.)\n.ascii \" Invest wisely\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!!!)\n.byte 0xFF,0 ; FF=Pause"},"Paid Fly Guy Flight Service":{"language":0,"code":"; NAME: Paid Fly Guy Flight Service\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Destination\n; PARAM: Space|PreviousSpace\n; PARAM: Space|NextSpace\n; PARAM: Space|SpaceDirection\n; PARAM: Boolean|EverdriveCompatibility\n; PARAM: +Number|Price\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S2 72(SP) ;Holds choice for window\nSW S1 68(SP) ;Has current player\nSW S0 64(SP) ;Holds various values\n\n;===============================================================\n;Code by Spongyoshi made originally for FixedFun\n;Call unto your space the opponent of your choice\n;Choose yourself to cancel it, Choose Your Choice for a random one\n;Edited from Airsola's Amazing Assembly!!\n;Feel free to use for your own boards!!\n;Destination should be the current space\n;PreviousSpace should be the space before the current space\n;NextSpace should be the space after the current space\n;SpaceDirection should be where the player looks at during the event\n;Price is the Price to pay for this service\n;===============================================================\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Load Current Player Index\nLI A1 -1 ; Set player's idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Player Model Towards Space===\nLI A0 -1 ; Load Current Player Index\nLI A1 10 ; Frames it takes to turn\nJAL 0x800ED20C ; RotatePlayerModel function\nLI A2 SpaceDirection ; Space Index to face towards\n\nJAL PlaySound \nLI A0 0x2A5 ; Shy Guy Voice Index\n\n;BEING CHECKING PLAYER FOR NECESSARY COINS============================\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S1 V0 ; Copied Current Player Index to S1\nMOVE A0 S1 ; Copied Current Player Index to A0\nJAL PlayerHasCoins ; Checks if Player has A1's amount of Coins\nLI A1 Price ; Amount of coins to check for\nBEQ V0 R0 NotEnoughCoins ; If insufficient funds, branch\nNOP\n;END CHECKING PLAYER FOR NECESSARY COINS==============================\n\n;BEGIN LOADING STRING VALUES FOR PROMPT===============================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc) ; Parse Destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String Format\nJAL sprintf\nLI A2 Price ; Convert Price into string\n;END LOADING STRING VALUES FOR PROMPT=================================\nReload:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0xA ; Character image (Game Guy)\nLUI A1 hi(First_Prompt)\nADDIU A1 A1 lo(First_Prompt)\nLI A2 0\nLUI A3 hi(coin_string_loc)\nADDIU A3 A3 lo(coin_string_loc) ; Pass Price to A3\nJAL 0x800EC8EC ; ShowMessage\nNOP\n\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S3 ; 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 outcome based on the choice.\nLI A0 0\nBEQ S0 A0 yes\nNOP\nLI A0 1\nBEQ S0 A0 Declined\nNOP\nLI A0 2\nBEQ S0 A0 viewmap\nNOP\n\n;WINDOW START\nComeBack:\nJAL GetPlayerCharacterString ; V0 for P1's Character String\nNOP\n\nSW V1 16(SP) ; A4\nSW T2 20(SP) ; A5\nSW T0 24(SP) ; A6\nLI A0 0xA ; Character image (Game Guy)\nLUI A1 hi(Main_Prompt)\nADDIU A1 A1 lo(Main_Prompt)\nMOVE A2 V0\nJAL ShowMessage\nLI A3 0\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 0\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n; Change the outcome based on the choice.\nBEQ S0 R0 Player1Select\nNOP\nLI T0 1\nBEQ S0 T0 Player2Select\nNOP\nLI T0 2\nBEQ S0 T0 Player3Select\nNOP\nLI T0 3\nBEQ S0 T0 Player4Select\nNOP\nLI T0 4\nBEQ S0 T0 PlayerRandomSelect\nNOP\nJ view_map\nNOP\n;WINDOW END\n\nview_map:\nJAL ViewBoardMap\nNOP\nJ ComeBack\nNOP\n\nviewmap:\nJAL ViewBoardMap\nNOP\nJ Reload\nNOP\n\n;YES RESULTS START\nyes:\nLI S0 Price\n\nMOVE A0 S1 ; Current Player's Index moved to A0\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nSUBU A1 R0 S0 ; Amount to pay\n\nMOVE A0 S1 ; Current Player's Index moved to A0\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nSUBU A1 R0 S0 ; Amount to display\n\nJAL SleepProcess ; Sleeps for 30 frames\nADDIU A0 R0 30\n\nJ ComeBack\nNOP\n;YES RESULTS END\n\n;DECLINED WINDOW START\nDeclined:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0xA ; Character image (Game Guy)\nLUI A1 hi(Refusal_Message)\nADDIU A1 A1 lo(Refusal_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n;DECLINED WINDOW END\n\n;JOKE WINDOW START\nJokeWindow:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0xA ; Character image (Game Guy)\nLUI A1 hi(Joke_Message)\nADDIU A1 A1 lo(Joke_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n;JOKE WINDOW END\n\n;PLAYER RANDOM SELECT START;\nPlayerRandomSelect:\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 90 ; Is the number less than 90?\nBNE S0 R0 Player1Test\nNOP\n\nSLTI S0 V0 180 ; Is the number less than 180?\nBNE S0 R0 Player2Test\nNOP\n\nJ Player3Test\nNOP\n;PLAYER RANDOM SELECT END;\n\n;PLAYER TEST SELECT START;\nPlayer1Test:\nLI S2 0 ;give P1 index\nBEQ S2 S1 Player4Select ;if P1 index = current player, pick P4's\nNOP\nJ Player1Select ;if not, select P1\nNOP\n\nPlayer2Test:\nLI S2 1 ;give P2 index\nBEQ S2 S1 Player4Select ;if P2 index = current player, pick P4's\nNOP\nJ Player2Select ;if not, select P2\nNOP\n\nPlayer3Test:\nLI S2 2 ;give P3 index\nBEQ S2 S1 Player4Select ;if P3 index = current player, pick P4's\nNOP\nJ Player3Select ;if not, select P3\nNOP\n;PLAYER TEST SELECT END;\n\n;CHARACTER SELECT START;\nPlayer1Select:\nLI S2 0 ;give P1 index\nBEQ S2 S1 JokeWindow ;if P1 index = current player, cancel\nNOP\nJ WarpStart ;if not, start warp!\nNOP\nPlayer2Select:\nLI S2 1 ;give P2 index\nBEQ S2 S1 JokeWindow ;if P2 index = current player, cancel\nNOP\nJ WarpStart ;if not, start warp!\nNOP\nPlayer3Select:\nLI S2 2 ;give P3 index\nBEQ S2 S1 JokeWindow ;if P3 index = current player, cancel\nNOP\nJ WarpStart ;if not, start warp!\nNOP\nPlayer4Select:\nLI S2 3 ;give P4 index\nBEQ S2 S1 JokeWindow ;if P4 index = current player, cancel\nNOP ;if not, start warp!\n;CHARACTER SELECT END;\n\n;WARP START\nWarpStart:\nLI A0 2 ; Star Fade-out \nJAL InitFadeOut\nLI A1 10 ; Fade Out for 10 Frames\n\nJAL SleepProcess\nLI A0 10 ; Sleep 10 Frames\n\nMOVE A0 S2 ; Assigns Player Index to A0\nLI A1 Destination_chain_index ; Assigns Chain Index to A1\nJAL SetPlayerOntoChain\nLI A2 Destination_chain_space_index ; Assigns Space Index to A2\n\nMOVE A0 S2 ; Assigns Player Index to A0\nLI A1 PreviousSpace_chain_index ; Assigns Chain Index to A1\nJAL SetPrevChainAndSpace\nLI A2 PreviousSpace_chain_space_index ; Assigns Space Index to A2\n\nMOVE A0 S2 ; Assigns Player Index to A0\nLI A1 NextSpace_chain_index ; Assigns Chain Index to A1\nJAL SetNextChainAndSpace\nLI A2 NextSpace_chain_space_index ; Assigns Space Index to A2\n\nJAL GetPlayerStruct ; Player Struct at V0\nMOVE A0 S2 ; Selected Player\nMOVE S0 V0\n\nLI A0 Destination_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nLI A1 Destination_chain_space_index\n\nLI S1 EverdriveCompatibility\nBNE S1 R0 EverdriveSkip ; if yes, skip\nNOP ; If not, keep going\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nADDIU V0 V0 8 ; This gets the X pos of the space\nLW V1 0(V0) \nMOVE T0 V1 ; Copy to T0\n\nADDIU V0 V0 8 ; This gets the Y pos of the space\nLW V1 0(V0)\nMOVE T1 V1 ; Copy to T1\n\nLI T2 0x41200000 ; Float value for 10?\nMTC1 T2 F0 ; Move Float to F1?\nMTC1 T1 F1 ; Move Space Y Pos float to F1?\nADD.S F0 F0 F1 ; Add the floats for maximum floatiness\nMFC1 T1 F0 ; Move total to T1?\n\nLW V1 0x24(S0) ; Load Offset 24 into V1\nADDIU V1 V1 0xC ; Add 0xC to get current player's X Coords\nSW T0 0(V1) \n\nADDIU V1 V1 8 ; This should load current player's Y Coords\nSW T1 0(V1)\n;WARP END\n\n;EFFECTS START;\nEverdriveSkip:\nJAL PlaySound \nLI A0 0x1FD ; Flight Sound Index\n\nJAL SleepProcess\nLI A0 40 ; Sleep 40 Frames\n\nLI A0 2 ; Star Fade-in \nJAL InitFadeIn\nLI A1 10 ; Fade In for 10 Frames\n;EFFECTS END;\n\n;FINAL WINDOW START\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0xA ; Character image (Game Guy)\nLUI A1 hi(Warp_Message)\nADDIU A1 A1 lo(Warp_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ exit\nNOP\n;FINAL WINDOW END\n\n;FINAL WINDOW START\nNotEnoughCoins:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0xA ; Character image (Game Guy)\nLUI A1 hi(No_Message)\nADDIU A1 A1 lo(No_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;FINAL WINDOW END\n\nexit:\nLW S0 64(SP)\nLW S1 68(SP)\nLW S2 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 4\nGetPlayerCharacterString:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLBU T0 0(T1)\nADDIU V0 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 2's Character Address\nLBU T0 0(T1)\nADDIU V1 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 3's Character Address\nLBU T0 0(T1)\nADDIU T2 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 4's Character Address\nLBU T0 0(T1)\nADDIU T0 T0 0x1C00 ; MARIO String\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n percent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n \n D_8011D308:\n.word 0x00000000\n\n.align 16\nMain_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Who should I bring here\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.byte 0x11 ; String #1\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x14 ; String #4\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x15 ; String #5\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Your Choice\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nFirst_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hello\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m \"\n.byte 0x06 ; Blue font\n.ascii \"Fly Guy\"\n.byte 0x08 ; White Font\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.ascii \"I can bring here another\"\n.byte 0x06 ; Blue font\n.ascii \" player\"\n.byte 0x08 ; White Font\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.ascii \"Would you need my services\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x0A ; Newlines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Yes \"\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" \"\n.byte 0x12 ; Price\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"No\"\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\nRefusal_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" really\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.ascii \"Ok\"\n.byte 0x82 ; Comma (,)\n.ascii \" see you later\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nJoke_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"That\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \" doesn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t make any sense\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.ascii \"You know what\"\n.byte 0xC3 ; Question Mark (?)\n.ascii \" Forget my offer\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nWarp_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"My job here is done\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.ascii \"Good luck\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNo_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m very sorry to say\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.ascii \"But you do not have enough coins\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAILogic:\nLI S0 Price ; Gives the price to S0\nMOVE A0 S1 ; Copy Current Player Index to A0\nADDIU A1 S0 20 ; Add 20 to the price to see if the AI buys it\nJAL PlayerHasCoins ; Checks if Player has the minimum Coins \nNOP\n\nBNE V0 R0 PickDeal ; If the player has the Coins, Deal\nNOP\n\nJ PickNoDeal ; Else, No Deal\nNOP\n\nPickDeal:\nLI S3 0\nJ AISelect\nNOP\n\nPickNoDeal:\nLI S3 1\nJ AISelect\nNOP"},"Snifit Patrol (Parameters)":{"language":0,"code":"; NAME: Snifit Patrol (Parameters)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Mushroom\n; PARAM: Number|SkeletonKey\n; PARAM: Number|PoisonMushroom\n; PARAM: Number|ReverseMushroom\n; PARAM: Number|CellularShopper\n; PARAM: Number|WarpBlock\n; PARAM: Number|PlunderChest\n; PARAM: Number|BowserPhone\n; PARAM: Number|DuelingGlove\n; PARAM: Number|LuckyLamp\n; PARAM: Number|GoldenMushroom\n; PARAM: Number|BooBell\n; PARAM: Number|BooRepellant\n; PARAM: Number|BowserSuit\n; PARAM: Number|MagicLamp\n; PARAM: Number|KoopaKard\n; PARAM: Number|BarterBox\n; PARAM: Number|LuckyCharm\n; PARAM: Number|WackyWatch\n\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\nSW S3 44(SP)\nSW S4 40(SP)\nSW S5 36(SP)\nSW S6 32(SP)\n\n; This code is designed to remove specific items from a player's\n; inventory at the start of their turn and exchange them for coins.\n; The items removed are determined by the Item Array and the coins\n; received are determined by the corresponding byte in the Price\n; Array.\n\n; When using this version of the event, be sure to set all 19\n; parameters. To remove an item, set its parameter to whatever price\n; it will be traded for (0-999 coins is supported). Setting the\n; parameter to -1 will make it so the event will not check for that\n; item (i.e. that item will not be removed). Consequently, negative\n; prices (i.e. losing coins) are not supported.\n\n; S0 = Current Player Struct\n; S1 = Current Player Struct + Item Offset\n; S2 = Coin Tally\n; S3 = Item Array\n; S4 = Price Array\n; S5 = Item Slot Loop Counter\n; S6 = Hit Flag (0 or 1)\n\n;===Get Player Struct===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Inventory Check===\nJAL PlayerHasEmptyItemSlot\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nBEQZ V0 exit ; If player has no items, exit\nNOP\n; else, check for items\n\n;===Get Arrays===\nLUI S3 hi(ItemArray)\nADDIU S3 S3 lo(ItemArray) ; Load ItemArray into S3\n\nLUI S4 hi(PriceArray)\nADDIU S4 S4 lo(PriceArray) ; Load PriceArray into S4\n\nMOVE A0 S3 ; Pass ItemArray on A0\nJAL BuildArrays\nMOVE A1 S4 ; Pass PriceArray on A1\n\n;===Prepare Arrays===\nLBU T3 0(S3) ; Load illegal item into T3\nLHU T4 0(S4) ; Load item price into T4\nLI T0 0xFF ; No item index\nLI S6 0 ; Start with no hits\n\n;===Check Items===\nRestartItemSlots:\nMOVE S1 S0 ; Copy S0 to S1\nLI S5 0 ; Start with item slot #1\n\nCheckItems:\nLBU T1 0x18(S1) ; Load item #1 from offset of player struct\nBNE T1 T3 NextItemSlot ; If not illegal item, go to NextItemSlot\nNOP\n; else, remove illegal item from inventory and tally coins received\n\nSB T0 0x18(S1) ; Store no item index into offset of player struct\nADDU S2 S2 T4 ; Add item price to coin tally\nLI S6 1 ; There is at least one hit\n\nNextItemSlot:\nLI T5 2\nBEQ S5 T5 CheckNextItem ; If all item slots checked, check next item\nNOP\nADDIU S5 S5 1 ; Add 1 to item slot loop counter\nJ CheckItems\nADDIU S1 S1 1 ; Add 1 to check next item slot\n\nCheckNextItem:\nADDIU S3 S3 1 ; Add 1 to get next illegal item\nLBU T3 0(S3) ; Load illegal item into T3\nLI T2 0x13 ; Terminator byte\nBEQ T2 T3 CheckResults ; If finished checking ItemArray, check results\nNOP\nADDIU S4 S4 2 ; Add 2 to get next price\nJ RestartItemSlots\nLHU T4 0(S4) ; Load item price into T4\n\n;===Check Results===\nCheckResults:\nBEQZ S6 exit ; If no hits, exit\nNOP\n; else, Snifit Patrol removed at least 1 item\n\n;===Greeting Message===\nLI A0 0 ; No string\nLUI A1 hi(GreetingMessage)\nJAL CallMessage\nADDIU A1 A1 lo(GreetingMessage) ; Display GreetingMessage\n\n;===Refresh Player Items HUD===\nJAL FixUpPlayerItemSlots\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL FixUpPlayerItemSlots\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL RefreshHUD\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\n\n;===Check for Coins===\nBEQZ S2 exit2 ; If no coins received, exit\nNOP\n; else, player receives coins\n\n;===Prepare Coins Message===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Parse destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String formatter\nJAL sprintf\nMOVE A2 S2 ; Convert coins gained to text string\n\n;===Coins Message===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; String #1 (CoinString)\nLUI A1 hi(CoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(CoinsMessage) ; Display CoinsMessage\n\n;===Receive Coins===\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S2 ; Gain coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nMOVE A1 S2 ; Gain coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Play Happy Voice and Animation===\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x2BE ; Add character value to Mario's happy voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\nLI A0 -1 ; Set current player\nLI A1 5 ; Set joy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for animation\n\n;===Reset Player Idle Animation===\nexit2:\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nexit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nLW S3 44(SP)\nLW S4 40(SP)\nLW S5 36(SP)\nLW S6 32(SP)\nJR RA\nADDIU SP SP 64\n\n;===Prep for Displaying Coin String===\n.align 16\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\n.align 16\nCoinString:\n.fill 8\n\n;===Mini Func to Build Arrays===\n.align 4\nBuildArrays:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Item Array\n; A1 = Price Array\n\nLUI T2 hi(ParameterArray)\nADDIU T2 T2 lo(ParameterArray)\nLI T0 0 ; Start with Mushroom index\nLI T4 0xFFFF ; -1 value\nBuildArraysLoop:\nLHU T1 0(T2) ; Load item price from parameter array\nBEQ T1 T4 BuildNextItem ; If item price = -1, build next item\nNOP\n; else, add to item and price arrays\nSB T0 0(A0) ; Add item to item array\nSH T1 0(A1) ; Add price to price array\nADDIU A0 A0 1 ; Add 1 to store next item in item array\nADDIU A1 A1 2 ; Add 2 to store next price in price array\n\nBuildNextItem:\nLI T3 0x12 ; Final item, Wacky Watch index\nBEQ T0 T3 FinishBuilding ; If at final item, finish building\nNOP\nADDIU T0 T0 1 ; Add 1 to get next item\nJ BuildArraysLoop\nADDIU T2 T2 2 ; Add 2 to check next parameter \n\nFinishBuilding:\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\nSW S1 28(SP)\n\n; A0 / S1 = String #1\n; A1 / S0 = Message Address\n\nMOVE S1 A0 ; Copy A0 to S1\nMOVE S0 A1 ; Copy A1 to S0\n\nJAL PlaySound\nLI A0 0x2A1 ; Shy Guy voice\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x9 ; Character image (-1 for none, 0x9 for Snifit Patrol)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nMOVE A1 S0 ; Pass message address on A1\nMOVE A2 S1 ; Pass String #1 on A2\nJAL ShowMessage\nLI A3 0\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 36(SP)\nLW S0 32(SP)\nLW S1 28(SP)\nJR RA\nADDIU SP SP 40\n\n;===Item Array===\n.align 16\nItemArray:\n.fill 20,0x13\n\n;===Price Array===\n.align 16\nPriceArray:\n.fill 38\n\n;===Parameter Array===\n.align 16\nParameterArray:\n.halfword Mushroom,SkeletonKey,PoisonMushroom,ReverseMushroom\n.halfword CellularShopper,WarpBlock,PlunderChest,BowserPhone\n.halfword DuelingGlove,LuckyLamp,GoldenMushroom,BooBell\n.halfword BooRepellant,BowserSuit,MagicLamp,KoopaKard\n.halfword BarterBox,LuckyCharm,WackyWatch\n\n;===Message Text===\n.align 16\nGreetingMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m the Snifit Patrol\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I see you are in possession\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"of an\"\n.byte 0x03 ; Red font\n.ascii \" illegal item\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You will be well compensated for them\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Thanks for cooperating with\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"the law\"\n.byte 0x85 ; Period (.)\n.ascii \" Take \"\n.byte 0x06,0x11 ; Blue font, String #1 stored on A2 (CoinString)\n.ascii \" coins\"\n.byte 0x08 ; White font\n.ascii \" as thanks\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black font\n; .byte 0x03 ; Red font\n; .byte 0x04 ; Purple font\n; .byte 0x05 ; Green font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow font\n; .byte 0x08 ; White font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation mark (!)\n; .byte 0xC3 ; Question mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; Minus (-)\n; .byte 0x3E ; Multiply (x)\n; .byte 0xFF,0 ; Wait, press A to confirm\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image"},"Thwomp Toll v1.1 (Airsola™)":{"language":0,"code":"; NAME: Thwomp Toll v1.1 (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|DeclineDestination\n; PARAM: Space|DeclineInReverse\n; PARAM: +Number|StartingToll\n\nADDIU SP SP -72\nSW RA 64(SP)\nSW S0 60(SP)\nSW S1 56(SP)\nSW S2 52(SP)\nSW S3 48(SP)\nSW S4 44(SP)\nSW S6 40(SP)\nSW S7 36(SP)\n\n; S1 = Player Status Flag Address\n; S3 = Toll Address\n; S2 = Toll Address value\n; S4 = Current Player's Index\n; S6 = Base Toll\n; S7 = Current Player's Coin Amount\n; DeclineDestination = Where the player would go if they say no/don't\n; have enough coins\n; DeclineInReverse = Where the player would go if they say no/don't\n; have enough coins, but they are going in reverse\n; StartingToll = What the Thwomp Toll will start at\n\nLI A0 -1\nLI A1 -1\nJAL SetBoardPlayerAnimation\nLI A2 2\n\nJAL GetCurrentPlayerIndex ; At V0\nNOP\nMOVE S4 V0\n\nLUI S3 hi(0x800CD0A4)\nADDIU S3 S3 lo(0x800CD0A4) ; Load Address of Board-Specific RAM\nLHU S2 0(S3) ; Load the RAM Value into S1\n\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nMOVE A2 S2 ; Move Thwomp Toll Total Value into A2\nJAL sprintf\nNOP\n\nBNE S2 R0 Check\nNOP\n\nLI S2 StartingToll ; Set Starting Toll if address reads 0\n\n;FAILSAFE CHECK======================================================\nCheck:\nMOVE A0 S4\nJAL PlayerHasCoins ; Checks if Player has the minimum coin amount\nMOVE A1 S2\n\nBEQ V0 R0 NotEnoughCoins\nNOP\n;FAILSAFE CHECK======================================================\nMOVE S6 S2 ; Copy Base Toll to S6\n\nJAL PlaySound\nLI A0 0x1AE ; Thwomp's cry\n\nLUI T1 hi(p1_coins)\nADDIU T1 T1 lo(p1_coins) ; Load Player 1's Coins\nLI T0 0x38 ; Distance between each player's coins address\nMULT S4 T0 ; Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get current Player's coins address\nLHU T0 0(T1) ; Load address value into S2\nMOVE S7 T0 ; Move Value into S7\n\nSTART:\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nMOVE A2 S2 ; Move Thwomp Toll Total Value into A2\nJAL sprintf\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 8 ; Character image (Thwomp)\nLUI A1 hi(Thwomp_Prompt)\nADDIU A1 A1 lo(Thwomp_Prompt)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc) ; Pass ThwompToll as String\nLI A3 0\nJAL 0x800EC8EC ; ShowMessage\nNOP\n\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLUI A0 hi(ai_random_choice)\nADDIU A0 A0 lo(ai_random_choice)\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nLI A0 0\nBEQ S0 A0 yes\nNOP\nLI A0 1\nBEQ S0 A0 no\nNOP\nLI A0 2\nBEQ S0 A0 viewmap\nNOP\n\n\nyes:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 8 ; Character image (Thwomp)\nLUI A1 hi(ThwompToll_Message)\nADDIU A1 A1 lo(ThwompToll_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc) ; Pass ThwompToll as String\nLI A3 0\nJAL 0x800EC92C ; ShowMessage2\nNOP\n\nJAL PlayerIsCPU ; Returns 1 if the current player is a CPU\nMOVE A0 S4\n\nBNE V0 R0 exitloop\nNOP\n\nLoopReturn:\nMOVE A0 S4\nJAL DetectCStickInput ; V0 = 1 if Stick is Up, -1 if Down, ELSE 0\nNOP\n\nBEQ V0 R0 Loop\nNOP\n\nLI T0 1\nBEQ V0 T0 CheckMax\nNOP\nJ CheckMin\nNOP\n\nCheckMax:\nBNE S2 S7 ContinueNormal\nNOP\nMOVE S2 S6\nJ ContinueRefresh\nNOP\n\nCheckMin:\nBNE S2 S6 ContinueNormal\nNOP\nMOVE S2 S7\nJ ContinueRefresh\nNOP\n\nContinueNormal:\nADDU S2 S2 V0\n\nContinueRefresh:\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nMOVE A2 S2 ; Move Thwomp Toll Total Value into A2\nJAL sprintf\nNOP\n\nJAL PlaySound\nLI A0 582 ; Coin Sound\n\nJAL SleepProcess\nLI A0 2 ; Sleep for 2 frames so choosing amount is easier\n\nLoop:\nMOVE A0 S4\nJAL DetectABInput ; V0 = 1 if A press, 2 if B press, ELSE 0\nNOP\n\nLI T0 1\nBEQ V0 T0 exitloop\nNOP\nBEQ V0 R0 ContinueInLoop\nNOP\n\nJAL PlaySound\nLI A0 4 ; Back Sound Index\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nMOVE S2 S6\nJ START\nNOP\n\nContinueInLoop:\nLI A0 2\nLUI A1 hi(coin_string_loc)\nADDIU A1 A1 lo(coin_string_loc)\nJAL 0x8005B6BC\nMOVE A2 R0\n\nLI A0 2\nLUI A1 hi(ThwompToll_Message)\nADDIU A1 A1 lo(ThwompToll_Message)\nLI A2 -1\nJAL 0x8005B43C\nLI A3 -1\n\nJAL SleepVProcess\nNOP\n\nJ LoopReturn\nNOP\n\n\n\nexitloop:\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlaySound\nLI A0 583 ; Cash Register Sound\n\nJAL SleepProcess\nLI A0 10 ; Sleep 10 frames\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S2\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S2\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 frames\n\nJAL PlaySound\nLI A0 0x1AE ; Thwomp's cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 8 ; Character image (Thwomp)\nLUI A1 hi(ThwompYes_Message)\nADDIU A1 A1 lo(ThwompYes_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nADDIU S2 S2 1 ; Add 1 to the toll count\nSH S2 0(S3) ; Update the minimum amount of Coins for the Toll\n\nJ exit\nNOP\n\n\nno:\nJAL PlaySound\nLI A0 0x1AE ; Thwomp's cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 8 ; Character image (Thwomp)\nLUI A1 hi(ThwompNo_Message)\nADDIU A1 A1 lo(ThwompNo_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nStatusFlag:\nLUI S1 hi(p1_status_flags)\nADDIU S1 S1 lo(p1_status_flags) ; Load Player 1's Status Flag\nLI T0 0x38 ; This is the distance between each player's Flag\nMULT S4 T0 ; Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU S1 S1 T0 ; Add result to get Current Player Status Flag Address\n\nLBU A1 0(S1) ; Load address value into A1\nLI A0 7\nJAL GetPlayerBit ; V0 = 1 if Reversed\nNOP\n\nBNE V0 R0 PlayerInReverse ; If it's not 0, they're in Reverse\nNOP\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 DeclineDestination_chain_index ; Assigns Chain Index to A1\nLI A2 DeclineDestination_chain_space_index ;Assigns Space Index to A2\nJAL SetNextChainAndSpace\nNOP\n\nJ exit\nNOP\n\nPlayerInReverse:\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 DeclineInReverse_chain_index ; Assigns Chain Index to A1\nLI A2 DeclineInReverse_chain_space_index ; Assigns Space Index to A2\nJAL SetNextChainAndSpace\nNOP\n\nLBU T0 0(S1)\nADDIU T0 T0 1\nSB T0 0(S1)\n\nJ exit\nNOP\n\nviewmap:\nJAL ViewBoardMap\nNOP\nJ START\nNOP\n\n\nNotEnoughCoins:\nJAL PlaySound\nLI A0 0x1AE ; Thwomp's cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 8 ; Character image (Thwomp)\nLUI A1 hi(ThwompNotEnoughCoins_Message)\nADDIU A1 A1 lo(ThwompNotEnoughCoins_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ StatusFlag\nNOP\n\n\nexit:\nLW RA 64(SP)\nLW S0 60(SP)\nLW S1 56(SP)\nLW S2 52(SP)\nLW S3 48(SP)\nLW S4 44(SP)\nLW S6 40(SP)\nLW S7 36(SP)\nJR RA\nADDIU SP SP 72\n\n; Gets player A0's bit value\n; A0 = bit to shift to (7)\n; A1 = player flag address value\nGetPlayerBit:\nADDIU SP SP -8\nSW RA 0(SP)\n\nLI T0 1\nSLLV T0 T0 A0 ; shift bit mask into position\n\nAND T2 A1 T0\n\nBEQ T2 R0 ret_zero\nNOP\n\nret_one:\nLI V0 1\nJ getplayerbit_exit\nNOP\n\nret_zero:\nLI V0 0\n\ngetplayerbit_exit:\nLW RA 0(SP)\nJR RA\nADDIU SP SP 8\n\n\n; A0 Current Player index\nDetectCStickInput:\nADDIU SP SP -20\nSW RA 16(SP)\nSW S5 12(SP)\n\nLUI T1 hi(p1_controller)\nADDIU T1 T1 lo(p1_controller) ; Load P1's Controller\nLI T0 0x38 ; This is the distance between each player's Controller\nMULT A0 T0 ; Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Controller Addr\nLBU T0 0(T1) ; Load address value into A1\n\nLUI T1 hi(0x800CC3F7)\nADDIU T1 T1 lo(0x800CC3F7) ; Load P1's Y Axis\nLI A2 0x8 ; This is the distance between each player's Controller\nMULT A2 T0 ; Multiply Controller value by 8\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Y Axis\nLBU T0 0(T1) ; Load address value into A1\n\nSLTI S5 T0 0x1E ; S5 = 1 if less than 1E\nNOP\nBNE S5 R0 return_zero \nNOP\nSLTI S5 T0 0x7C ; Set if Stick is tilted up\nNOP\nBNE S5 R0 return_one\nNOP\nSLTI S5 T0 0xE2\nNOP\nBNE S5 R0 return_neg_one\nNOP\n\nreturn_zero:\nLI V0 0\nJ DetectCStickInputexit\nNOP\n\nreturn_one:\nLI V0 1\nJ DetectCStickInputexit\nNOP\n\nreturn_neg_one:\nLI V0 -1\nJ DetectCStickInputexit\nNOP\n\nDetectCStickInputexit:\nLW RA 16(SP)\nLW S5 12(SP)\nJR RA\nADDIU SP SP 20\n\n; A0 Current Player's Control Stick Y axis\nDetectABInput:\nADDIU SP SP -20\nSW RA 16(SP)\n\nLUI T1 hi(p1_controller)\nADDIU T1 T1 lo(p1_controller) ; Load P1's Controller\nLI T0 0x38 ; This is the distance between each player's Controller\nMULT A0 T0 ; Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Controller Addr\nLBU T0 0(T1) ; Load address value into A1\n\nLUI T1 hi(0x800CCF7C)\nADDIU T1 T1 lo(0x800CCF7C) ; Load P1's Button Press Address\nLI A2 0x2 ; This is the distance between each player's Button Address\nMULT A2 T0 ; Multiply Controller value by 2\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Y Axis\nLBU T0 0(T1) ; Load address value into A1\n\nLI T1 0x80\nBEQ T0 T1 APress\nNOP\nLI T1 0x40\nBEQ T0 T1 BPress\nNOP\n\nNoPress:\nLI V0 0\nJ DetectABInputexit\nNOP\n\nAPress:\nLI V0 1\nJ DetectABInputexit\nNOP\n\nBPress:\nLI V0 2\nJ DetectABInputexit\nNOP\n\nDetectABInputexit:\nLW RA 16(SP)\nJR RA\nADDIU SP SP 20\n\n\n\n.align 4\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nai_random_choice:\n.word 0x00000000, 0x00000000, 0x064C9932\n\n.align 16\nThwompNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Not enough coins\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"No passing for you then\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Next time bring \"\n.byte 0x05 ; Green Font\n.byte 0x11 ; String 1\n.ascii \" coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nThwomp_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"If you pay at least \"\n.byte 0x05 ; Green Font\n.byte 0x11 ; String #1 (ThwompToll)\n.ascii \" coins\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll let you pass through\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Pay\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t pay\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nThwompYes_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"OK\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Go on\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nThwompNo_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"No passing for you then\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nThwompToll_Message:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Choose the amount of\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"coins you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll pay\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.ascii \"Pay\"\n.byte 0x10,0x10 ; Space 2x ( )\n.byte 0x29 ; Coin icon\n.byte 0x20 ; ???\n.byte 0x3E ; x (multiply)\n.byte 0x20 ; ???\n.byte 0x05 ; Green Font\n.byte 0x0F ; ???\n.byte 0x11 ; String #1 (Price)\n.byte 0x19 ; ???\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x28 ; Control Stick Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Choose\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x21 ; (A) Button Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Confirm\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x22 ; (B) Button Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Quit\"\n.byte 0\n.byte 0"},"Bowser Item Shop":{"language":0,"code":"; NAME: Bowser Item Shop\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|MIN_COINS\n; PARAM: Number|MAX_COINS\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to give the landing\n; or passing player an item of your choice. If they have\n; no space to carry the item, they will receive nothing.\n;===================================================================\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S1 32(SP)\nSW S2 28(SP)\nSW S0 24(SP)\n\n\n\n;FIND CURRENT PLAYER START-------------------------------------------\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\n\nLI S0 0x0 ; Start with Player 1 \nLUI S1 hi(p1_item1)\nADDIU S1 S1 lo(p1_item1) ; S1 is the address of Player 1's First Item\n\nSTART:\nBEQ S0 V0 checkslots\nNOP\n\nADDIU S0 S0 1 ; Add 1 to check the next Player\nADDIU S1 S1 0x38 ; This makes it load the next Player's First Item\nJ START\nNOP\n;FIND CURRENT PLAYER END---------------------------------------------\n\n;CHECK ITEM SLOTS START----------------------------------------------\ncheckslots:\nADDIU S0 R0 0xFF ; 0xFF = No Item Value\nLBU S2 0(S1) ; S2 is the value of the item in the first slot\nBEQ S0 S2 itemmessage ; Go to itemmessage if the first slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to check Slot #2\nLBU S2 0(S1) ; S2 is the value of the item in the second slot\nBEQ S0 S2 itemmessage ; Go to itemmessage if the second slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to check Slot #3\nLBU S2 0(S1) ; S2 is the value of the item in the third slot\nBEQ S0 S2 itemmessage ; Go to itemmessage if the third slot is empty\nNOP\n; If the Player has 3 Items, they'll get the \"No Item\" message\n;CHECK ITEM SLOTS END------------------------------------------------\n\n;NO ITEM 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(noitem)\nADDIU A1 A1 lo(noitem) ; This loads \"noitem\" 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\nJ exit ; Player got no item, exit\nNOP\n;NO ITEM MESSAGE DISPLAY END-----------------------------------------\n\n;GOT ITEM MESSAGE DISPLAY START--------------------------------------\nitemmessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x5 ; 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(gotitem)\nADDIU A1 A1 lo(gotitem) ; This loads \"gotitem\" 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 ITEM MESSAGE DISPLAY END----------------------------------------\n\n;LOSE 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 S0 ; HI contains the remainder, pull that into S0\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE A0 V0 ; Assigns Current Player's Index to A0\nADDIU A1 S0 MIN_COINS ; A1 = S1 + MIN_COINS\nSUBU A1 R0 A1 ; A1 = 0 - A1\nJAL AdjustPlayerCoinsGradual\nNOP\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE A0 V0 ; Assigns Current Player's Index to A0\nADDIU A1 S0 MIN_COINS ; Add minimum amount of coins to remainder\nSUBU A1 R0 A1 ; A1 = 0 - A1\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\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;GIVE ITEM START-----------------------------------------------------\n;LI S0 0x0E ; S0 contains Mushroom Value\n;SB S0 0(S1) ; Place Mushroom on empty Item slot\n\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\nADDIU A0 R0 0x34 ; Is the number less than 52? (20% chance)\nSLT S0 V0 A0\nNOP\n\nBNE S0 R0 getitemone ; If so, get item one.\nNOP\n\n; If we got here, it is not less than 52.\n\nADDIU A0 R0 0x67 ; Is it less than 103? (40% chance)\nSLT S0 V0 A0\nNOP\n\nBNE S0 R0 getitemtwo ; If so, get item two.\nNOP\n\n; If we got here, it is not less than 103.\n\nADDIU A0 R0 0x9A ; Is it less than 154? (60% chance)\nSLT S0 V0 A0\nNOP\n\nBNE S0 R0 getitemthree ; If so, get item three.\nNOP\n\n; If we got here, it is not less than 154.\n\nADDIU A0 R0 0xCD ; Is it less than 205? (80% chance)\nSLT S0 V0 A0\nNOP\n\nBNE S0 R0 getitemfour ; If so, get item four.\nNOP\n\n; If we got here, it is not less than 205. Since we have a 20% chance\n; of reaching this point, let's just get item five.\n\nJ getitemfive\nNOP\n\n; END DETERMINE ITEM CODE\n\n; BEGIN GET ITEM CODE\n; This code block gives the player one of the items chosen in\n; the previous block. The item values can be changed to any value\n; in this table:\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\ngetitemone:\nLI S0 0x0B ; S0 contains Boo Bell Value\nSB S0 0(S1) ; Place Boo Bell on empty Item slot\nJ Sound\nNOP\n\ngetitemtwo:\nLI S0 0x0D ; Bowser Suit value\nSB S0 0(S1)\nJ Sound\nNOP\n\ngetitemthree:\nLI S0 0x07 ; Bowser Phone value\nSB S0 0(S1)\nJ Sound\nNOP\n\ngetitemfour:\nLI S0 0x06 ; Plunder Chest value\nSB S0 0(S1)\nJ Sound\nNOP\n\ngetitemfive:\nLI S0 0x02 ; Poison Mushroom value\nSB S0 0(S1)\nJ Sound\nNOP\n\n; END GET ITEM CODE\n;GIVE ITEM END-------------------------------------------------------\n\n;SOUND START---------------------------------------------------------\nLI A0 0x0A ; Turn Start 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\nSound:\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\n\nexit:\nLW S1 32(SP)\nLW S2 28(SP)\nLW S0 24(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\ngotitem:\n.byte 0x1A,0x1A,0x1A,0x1A ; indent\n.ascii \"Welcome\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" This is the Item Shop\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; indent\n.ascii \"You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve come to the a great place\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; indent\n.ascii \"We\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve got plenty of BARGAINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nnoitem:\n.byte 0x1A,0x1A,0x1A,0x1A ; indent\n.ascii \"What\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s that\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \" You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve got three Items\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; indent\n.ascii \"Tch\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Speak up quicker\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; indent\n.ascii \"Fine\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Come again\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; 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™)":{"language":0,"code":"; 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.ascii \"Welcome to the\"\n.byte 0x06 ; Blue font\n.ascii \" Item Emporium\"\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 come back another time\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoCoinsToShop_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh dear\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Come back when you have more coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nTooManyItems_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"It seems you can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t carry any more items\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"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.ascii \"Hello there\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to the\"\n.byte 0x06 ; Blue font\n.ascii \" Item Emporium\"\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 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 \" 5\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"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 \" 5\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Poison Mushroom\"\n.byte 0x10 ; Space ( )\n.byte 0x08 ; White Font\n.byte 0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 5\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"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 \" 5\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"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 \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"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 \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"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 \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"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 \"30\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"Nah\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You 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"},"Sell Star(s) for Coins":{"language":0,"code":"; NAME: Sell Star(s) for Coins\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|SellPrice\n; PARAM: Boolean|SellMultiple\n; PARAM: Space|SpaceToFace\n\n; This code is designed to allow you to sell Stars to receive coins.\n; The coins received per Star is set by the parameter \"SellPrice\".\n; This event supports selling either one Star at a time or multiple\n; at once; just set the parameter \"SellMultiple\" to \"true\" to allow\n; for selling multiple Stars at once.\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\nSW S2 64(SP)\nSW S3 60(SP)\nSW S4 56(SP)\nSW S5 52(SP)\n\n; S0 = Current Player Struct\n; S1 = Prompt Choice\n; S2 = Coin Profit\n; S3 = Stars to Sell\n; S4 = Player's Stars\n; S5 = SellPrice\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Toward Space===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate over 8 frames\nJAL 0x800ED20C ; Rotate Player Model\nLI A2 SpaceToFace\n\n;===Check for Stars===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\nLBU S4 0x0E(S0) ; Load stars into S1 from offset of player struct\nBEQZ S4 NoStars ; If S1 = 0, player has no stars\nNOP\n\n;===Prepare Coin String to Display in Message===\nLI S5 SellPrice\n\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Saves # of coins to CoinString\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf ; Converts a number to a text string\nMOVE A2 S5 ; Converts the number of coins to a string\n\n;===Prepare Star String to Display in Message===\nLUI A0 hi(StarString)\nADDIU A0 A0 lo(StarString) ; Location of converted string\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 1 ; Convert # of stars for sale into string (default 1)\n\n;===Check to Sell Multiple Stars===\nLI S3 1 ; Default sell 1 star at a time\nLI T0 1\nBEQ T0 S4 SellSingleStar ; If S1 = 1, player can sell 1 star\nNOP\nLI T0 SellMultiple ; 0 = only sell single star\nBEQZ T0 SellSingleStar\nNOP\n\n;===Sell Multiple Stars===\nJAL PlaySound\nLI A0 0x256 ; Bob-omb voice\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0xB ; Character image (-1 for none, 0xB for Red Bob-omb)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(SellMultiStarsMessage)\nADDIU A1 A1 lo(SellMultiStarsMessage)\nLUI A2 hi(StarString)\nADDIU A2 A2 lo(StarString) ; Load StarString into A2 (string #1)\nLUI A3 hi(CoinString)\nJAL 0x800EC92C ; ShowMessage2\nADDIU A3 A3 lo(CoinString) ; Load CoinString into A3 (string #2)\n\nJAL PlayerIsCPU\nLBU A0 0x1D(S0) ; V0 = 1 if current player is CPU\n\nBNEZ V0 exitloop\nNOP\n\nLoopReturn:\nJAL DetectCStickInput ; V0 = 1 if Stick is Up, -1 if Down, ELSE 0\nLBU A0 0x1D(S0)\n\nBEQZ V0 Loop\nNOP\n\nLI T0 1\nBEQ V0 T0 CheckMax\nNOP ; else CheckMin\nCheckMin:\nBNE S3 T0 ContinueNormal ; S3 =/= 1\nNOP\nJ ContinueRefresh\nMOVE S3 S4 ; Copy Player's Stars to Stars to Sell\n\nCheckMax:\nBNE S3 S4 ContinueNormal ; Player's Stars =/= Stars to Sell\nNOP\nJ ContinueRefresh\nMOVE S3 T0 ; S3 = 1\n\nContinueNormal:\nADDU S3 S3 V0 ; Add 1 to Stars to Sell\n\nContinueRefresh:\nLUI A0 hi(StarString)\nADDIU A0 A0 lo(StarString)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nMOVE A2 S3 ; Move Stars to Sell into A2\n\nMULT S3 S5 ; Multiply Stars to Sell by Sell Price\nMFLO A2 ; Move result to A2\n\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Saves # of coins to CoinString\nLUI A1 hi(percent_d)\nJAL sprintf ; Converts a number to a text string\nADDIU A1 A1 lo(percent_d)\n\nJAL PlaySound\nLI A0 582 ; Coin Sound\n\nJAL SleepProcess\nLI A0 2 ; Sleep for 2 frames so choosing amount is easier\n\nLoop:\nJAL DetectABInput ; V0 = 1 if A press, 2 if B press, ELSE 0\nLBU A0 0x1D(S0)\n\nLI T0 1\nBEQ V0 T0 exitloop\nNOP\nBEQZ V0 ContinueInLoop\nNOP\n\nJAL PlaySound\nLI A0 4 ; Back Sound Index\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ SayingNo\nNOP\n\nContinueInLoop:\nLI A0 2\nLUI A1 hi(StarString)\nADDIU A1 A1 lo(StarString) ; String value\nJAL 0x8005B6BC\nLI A2 0 ; Start with String #1\n\nLI A0 2\nLUI A1 hi(SellMultiStarsMessage)\nADDIU A1 A1 lo(SellMultiStarsMessage)\nLI A2 -1\nJAL 0x8005B43C\nLI A3 -1\n\nJAL SleepProcess\nLI A0 3\n\nJ LoopReturn\nNOP\n\nexitloop:\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlaySound\nLI A0 583 ; Cash Register Sound\n\nJAL SleepProcess\nLI A0 10 ; Sleep 10 frames\n\nJ SellStar\nNOP\n\n;===Display Prompt to Sell a Star===\nSellSingleStar:\nLUI A0 hi(SellStarPrompt)\nADDIU A0 A0 lo(SellStarPrompt)\nLI A1 1 ; Display prompt\nLUI A2 hi(CoinString)\nJAL CallMessage\nADDIU A2 A2 lo(CoinString) ; Load CoinString into A2 (string #1)\n\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nJAL AILogic\nLBU A0 0x1D(S0) ; Current player index from offset of player struct\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the player's destination based on the choice.\nLI T0 0\nBEQ S1 T0 SellStar\nNOP\nJAL ViewBoardMap\nNOP\nJ SellSingleStar\nNOP\n\n;===Sell Star(s)===\nSellStar:\nLBU T0 0x0E(S0) ; Load stars into T0 from offset of player struct\nSUBU T0 T0 S3 ; T0 minus S3\nSB T0 0x0E(S0) ; Store new star value into offset of player struct\n\n;===Gain Coins===\nMULT S3 S5 ; Multiply stars sold by price per star\nMFLO S2 ; Store result in S2\nSLTI T0 S2 1000 ; T0 = 1 if S2 < 1000\nBNEZ T0 GainCoins\nNOP ; else S2 = 1000+\nLI S2 999\n\nGainCoins:\nLBU A0 0x1D(S0) ; Give coins to current player\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S2 ; Give coins\n\nLBU A0 0x1D(S0) ; Give coins to current player\nJAL ShowPlayerCoinChange\nMOVE A1 S2 ; Give coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Play Happy Voice===\nLBU T0 3(S0) ; ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 T0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\n; Visit the following link to get SFX Indexes:\n; https://pastebin.com/H1jxNFqr\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for animation\n\n;===Sold Message===\nLUI A0 hi(SoldMessage)\nADDIU A0 A0 lo(SoldMessage)\nLI A1 0 ; Display message\nJAL CallMessage\nLI A2 0 ; No string\n\nJ exit\nNOP\n\n;===Prepare Say No Message===\nSayingNo:\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Saves # of coins to CoinString\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf ; Converts a number to a text string\nMOVE A2 S5 ; Converts the number of coins to a string\n\n;===Say No Message===\nSayNo:\nLUI A0 hi(DeclineMessage)\nADDIU A0 A0 lo(DeclineMessage)\nLI A1 0 ; Display message\nLUI A2 hi(CoinString)\nJAL CallMessage\nADDIU A2 A2 lo(CoinString) ; Load CoinString into A2 (string #1)\n\nJ exit\nNOP\n\n;===No Stars Message===\nNoStars:\nLUI A0 hi(NoStarsMessage)\nADDIU A0 A0 lo(NoStarsMessage)\nLI A1 0 ; Display message\nJAL CallMessage\nLI A2 0 ; No string\n\nexit:\nLW RA 76(SP)\nLW S0 72(SP)\nLW S1 68(SP)\nLW S2 64(SP)\nLW S3 60(SP)\nLW S4 56(SP)\nLW S5 52(SP)\nJR RA\nADDIU SP SP 80\n\n;===Prep for Displaying Strings===\n.align 16\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\n.align 16\nCoinString:\n.fill 8\n\n.align 16\nStarString:\n.fill 8\n\n;===Mini Func to Call Static Message===\n.align 4\nCallMessage:\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n; A0 = Message Address\n; A1 = Message or Prompt (0 or 1)\n; A2 = String #1 (byte 0x11)\n\nMOVE S1 A1 ; Copy A1 to S1\nMOVE S0 A0 ; Copy A0 to S0\nMOVE S2 A2 ; Copy A2 to S2\n\nJAL PlaySound\nLI A0 0x256 ; Bob-omb voice\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0xB ; Character image (-1 for none, 0xB for Red Bob-omb)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nMOVE A1 S0 ; Copy S0 to A0\nMOVE A2 S2 ; Copy S2 to A2\nJAL ShowMessage\nLI A3 0\n\nBNEZ S1 CallMessageExit ; If S0 = 1, exit to close prompt\nNOP\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nCallMessageExit:\nLW RA 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nJR RA\nADDIU SP SP 48\n\n;===Mini Func to Decide AI Choice for Prompt===\n.align 4\nAILogic:\nADDIU SP SP -32\nSW RA 28(SP)\n\n; A0 = Current Player Index\n\nJAL GetPlayerPlacement ; Returns 0-3 for 1st to 4th\nNOP\nLI T0 20 ; Chances in increments of 20\nMULT T0 V0 ; Multiply V0 by T0\nMFLO T0 ; Move result from LO to T0 (0,20,40,60)\nJAL RNGPercentChance ; A0 % chance of V0 = 1\nADDIU A0 T0 20 ; Add base 20% chance\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Message Text===\n.align 16\nSellMultiStarsMessage:\n.byte 0x0B ; Begin prompt\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Choose the number of\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x07 ; Yellow font\n.ascii \"stars\"\n.byte 0x08 ; White font\n.ascii \" you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll sell\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.ascii \"Sell\"\n.byte 0x10,0x10 ; Space 2x ( )\n.byte 0x2A ; Star icon\n.byte 0x20 ; ???\n.byte 0x3E ; x (multiply)\n.byte 0x20 ; ???\n.byte 0x05 ; Green Font\n.byte 0x0F ; ???\n.byte 0x11 ; String #1 (Price)\n.byte 0x19 ; ???\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x08 ; White font\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.ascii \"Gain\"\n.byte 0x10,0x10 ; Space 2x ( )\n.byte 0x29 ; Coin icon\n.byte 0x20 ; ???\n.byte 0x3E ; x (multiply)\n.byte 0x20 ; ???\n.byte 0x05 ; Green Font\n.byte 0x0F ; ???\n.byte 0x12 ; String #2 (Price)\n.byte 0x19 ; ???\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x28 ; Control Stick Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Choose\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x21 ; (A) Button Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Confirm\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x22 ; (B) Button Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Quit\"\n.byte 0\n.byte 0\n\n.align 16\nSellStarPrompt:\n.byte 0x0B ; Begin prompt\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Ten\"\n.byte 0x3D ; Dash (-)\n.ascii \"hut\"\n.byte 0x82 ; Comma (,)\n.ascii \" soldier\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" That looks like\"\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"a nice\"\n.byte 0x07 ; Yellow font\n.ascii \" Star\"\n.byte 0x08 ; White font\n.byte 0x85 ; Period (.)\n.byte 0x85 ; Period (.)\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll take it for \"\n.byte 0x06 ; Blue font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.byte 0x08 ; White font\n.ascii \" coins\"\n.byte 0x85 ; Period (.)\n.ascii \" Pleasure doing business\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Sell\"\n.byte 0x07 ; Yellow font\n.ascii \" a Star\"\n.byte 0x08 ; White font\n.ascii \" for \"\n.byte 0x06 ; Blue font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.ascii \" coins\"\n.byte 0x08,0x0D ; White font, End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"View map\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nSoldMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Many thanks\"\n.byte 0x82 ; Comma (,)\n.ascii \" soldier\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Ten\"\n.byte 0x3D ; Dash (-)\n.ascii \"hut\"\n.byte 0xC2,0xC2 ; Two exclamation marks (!!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nDeclineMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Ten\"\n.byte 0x3D ; Dash (-)\n.ascii \"hut\"\n.byte 0x82 ; Comma (,)\n.ascii \" soldier\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" The choice\"\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"is yours\"\n.byte 0x85 ; Period (.)\n.ascii \" Just remember that\"\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.byte 0x07 ; Yellow font\n.ascii \"one Star\"\n.byte 0x08 ; White font\n.ascii \" sells for \"\n.byte 0x06 ; Blue font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.ascii \" coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoStarsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Ten\"\n.byte 0x3D ; Dash (-)\n.ascii \"hut\"\n.byte 0x82 ; Comma (,)\n.ascii \" soldier\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" It looks like\"\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"you have\"\n.byte 0x03 ; Red font\n.ascii \" 0 Stars\"\n.byte 0x08 ; White font\n.ascii \" to sell\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Come back when you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve collected some\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black font\n; .byte 0x03 ; Red font\n; .byte 0x04 ; Purple font\n; .byte 0x05 ; Green font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow font\n; .byte 0x08 ; White font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation mark (!)\n; .byte 0xC3 ; Question mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; Wait, press A to confirm\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n\n;===Funcs to Read Controller Inputs===\n.align 4\nDetectCStickInput:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S5 32(SP)\n\n; A0 Current Player index\n\nLUI T1 hi(p1_controller)\nADDIU T1 T1 lo(p1_controller) ; Load P1's Controller\nLI T0 0x38 ; This is the distance between each player's Controller\nMULT A0 T0 ; Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Controller Addr\nLBU T0 0(T1) ; Load address value into A1\n\nLUI T1 hi(0x800CC3F7)\nADDIU T1 T1 lo(0x800CC3F7) ; Load P1's Y Axis\nLI A2 0x8 ; This is the distance between each player's Controller\nMULT A2 T0 ; Multiply Controller value by 8\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Y Axis\nLBU T0 0(T1) ; Load address value into A1\n\nSLTI S5 T0 0x1E ; S5 = 1 if less than 1E\nBNE S5 R0 return_zero \nNOP\nSLTI S5 T0 0x7C ; Set if Stick is tilted up\nBNE S5 R0 return_one\nNOP\nSLTI S5 T0 0xE2\nBNE S5 R0 return_neg_one\nNOP\n\nreturn_zero:\nJ DetectCStickInputexit\nLI V0 0\n\nreturn_one:\nJ DetectCStickInputexit\nLI V0 1\n\nreturn_neg_one:\nLI V0 -1\n\nDetectCStickInputexit:\nLW RA 36(SP)\nLW S5 32(SP)\nJR RA\nADDIU SP SP 40\n\n.align 4\nDetectABInput:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 Current Player's Control Stick Y axis\n\nLUI T1 hi(p1_controller)\nADDIU T1 T1 lo(p1_controller) ; Load P1's Controller\nLI T0 0x38 ; This is the distance between each player's Controller\nMULT A0 T0 ; Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Controller Addr\nLBU T0 0(T1) ; Load address value into A1\n\nLUI T1 hi(0x800CC3F4)\nADDIU T1 T1 lo(0x800CC3F4) ; Load P1's Button Press Address\nLI A2 0x2 ; This is the distance between each player's Button Address\nMULT A2 T0 ; Multiply Controller value by 2\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Y Axis\nLBU T0 0(T1) ; Load address value into A1\n\nLI T1 0x80\nBEQ T0 T1 APress\nNOP\nLI T1 0x40\nBEQ T0 T1 BPress\nNOP\n\nNoPress:\nJ DetectABInputexit\nLI V0 0\n\nAPress:\nJ DetectABInputexit\nLI V0 1\n\nBPress:\nLI V0 2\n\nDetectABInputexit:\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40"},"Pay Coins to Make Lose Stars (MP3) v3":{"language":0,"code":"; NAME: Pay Coins to Make Lose Stars (MP3) v3\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CoinsToPay\n; PARAM: +Number|StarsToLose\n\n; This code will force the landing or passing player to pay a number of\n; coins to subtract Stars from all other rivals. The number of Stars\n; lost is given by the parameter StarsToLose. If the rival does not have\n; any Stars, nothing will happen to them. If the player does not have\n; enough coins to pay, the event will not occur.\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n; S0 = Current Player Index\n; S1 = CoinsToPay / Other Player Stars Address\n; S2 = Other Player Index\n\n;===Set Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Set Coin String===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Location of converted string\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CoinsToPay ; Convert # of CoinsToPay into string\n\nLI S1 CoinsToPay\n\n;===Set Star String===\nLUI A0 hi(StarString)\nADDIU A0 A0 lo(StarString) ; Location of converted string\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 StarsToLose ; Convert # of StarsToLose into string\n\n;===Introduction Message===\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(IntroMessage)\nADDIU A1 A1 lo(IntroMessage) ; Load IntroMessage into text box\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString) ; Store CoinString into String #1\nLUI A3 hi(StarString)\nJAL CallMessage\nADDIU A3 A3 lo(StarString) ; Store StarString into String #2\n\n;===Check Player Coins===\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S0 V0\n\nMOVE A0 S0\nJAL PlayerHasCoins\nMOVE A1 S1 ; Check if current player has CoinsToPay\n\nBEQZ V0 NotEnoughCoins ; If not enough coins, branch to exit\nNOP\n\n;===Pay Coins===\nMOVE A0 S0\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S1 ; Subtract CoinsToPay from player\n\nMOVE A0 S0\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S1 ; Show coin change HUD\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames\n\n;===Fade Out===\nLI A0 4 ; Happening (?) Fadeout\nJAL InitFadeOut\nLI A1 16 ; 16 frames of fadeout\n\nJAL SleepProcess\nLI A0 16 ; Wait 16 frames\n\n;===Check Player Stars===\nLI S2 0 ; Begin with Player 1\n\nLUI S1 hi(p1_stars)\nADDIU S1 S1 lo(p1_stars) ; S1 is the address of Player 1's Stars\n\nCheckPlayers:\nLI T0 4\nBEQ S2 T0 FinishLoop ; If all Players have been given coins, stop\nNOP\n\nBEQ S2 S0 NextPlayer ; If the current player is S2, skip them\nNOP\n\n;===Subtract Stars===\nLB T2 0(S1) ; Load Player's Star count into T2\nBEQZ T2 NextPlayer ; If player has 0 Stars, check next player\nLI T1 StarsToLose\nSUBU T2 T2 T1 ; Subtract StarsToLose from their Star count\nBLTZ T2 SetZero ; If Star count is less than zero, branch\nNOP\nSB T2 0(S1) ; Insert new Star count into the address\n\n;===Play Sad Voice===\nSadVoice:\nJAL GetPlayerStruct\nMOVE A0 S2 ; Get other player struct\n\nLBU T0 3(V0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 T0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice, 0x263 = Get Star Voice\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames\n\nNextPlayer:\nADDIU S2 S2 1 ; Add 1 to check the next Player\nJ CheckPlayers\nADDIU S1 S1 0x38 ; This makes it load the next Player's Stars\n\nSetZero:\nJ SadVoice\nSB R0 0(S1) ; Write zero into Stars address\n\nFinishLoop:\nJAL PlaySound\nLI A0 0x122 ; \"Shrinking\" sound\n; Use the Audio Player on PP64 to find other sound indexes to use\n; Then use the following link to know what Sound Index you need\n; https://pastebin.com/H1jxNFqr\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames\n\nLI A0 4 ; Happening (?) Fadein\nJAL InitFadeIn\nLI A1 16 ; 16 frames of Fadein\n\nJAL SleepProcess\nLI A0 16 ; Wait 16 frames\n\n;===Final Message===\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(FinalMessage)\nADDIU A1 A1 lo(FinalMessage)\nLI A2 0\nJAL CallMessage\nLI A3 0\n\nJ exit\nNOP\n\n;===Not Enough Coins Message===\nNotEnoughCoins:\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(NoCoinsMessage)\nADDIU A1 A1 lo(NoCoinsMessage)\nLI A2 0\nJAL CallMessage\nLI A3 0\n\nexit:\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW RA 44(SP)\nJR RA\nADDIU SP SP 48\n\n.align 4\n;===Mini Function to Display Messages===\nCallMessage:\nADDIU SP SP -32\nSW RA 28(SP)\n\nSW R0 16(SP)\nSW R0 20(SP)\nJAL ShowMessage\nSW R0 24(SP)\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===String Formatters===\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\nCoinString:\n.fill 8\n\nStarString:\n.fill 8\n\n;===Message Text===\n.align 16\nIntroMessage:\n.ascii \"You shall now pay \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (CoinsToPay)\n.ascii \" coins\"\n.byte 0x0A ; New line (writes below)\n.byte 0x08 ; White Font\n.ascii \"to make others lose \"\n.byte 0x03 ; Red Font\n.byte 0x12 ; String #2 (StarsToLose)\n.ascii \" Star\"\n.byte 0x5D ; Left Bracket (\n.ascii \"s\"\n.byte 0x5E ; Right Bracket )\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n.align 16\nFinalMessage:\n.ascii \"The deed has been done\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n.align 16\nNoCoinsMessage:\n.ascii \"But you don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough\"\n.byte 0x03 ; Red Font\n.ascii \" coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image"},"Bowser Revolution":{"language":0,"code":"; NAME: Bowser Revolution\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Tax\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.align 0x10\nADDIU sp, sp, -0x200\nSW RA 36(SP)\nSW S0 32(SP)\nSW S1 28(SP)\nSW S2 24(SP)\nSW S3 20(SP)\nSW S4 16(SP)\nSW S5 12(SP)\nSW S6 8(SP)\nSW S7 4(SP)\n\n\n;DONT DELETE BELOW-------------------------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nJAL PlaySound\nADDIU A0 R0 0x29D ; Bowser Growl\nLI A0 4 ; Character image (Bowser)\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This needs to be here to not crash\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\n\nJAL 0x800EC9DC ; I think these have to be here for messages\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI S6 100 ; High number for accurate division\nLI S7 Tax\n;FROM PLAYER TO POT----------------------------------------------------\nLI S0 0x0 ; Begin with Player 1\n\nSTART:\nNOP\n\nMOVE A0 S0\n\nJAL GetPlayerStruct\nNOP\nLHU S5, 0x000A (V0); Put into S5\nLI T0 100\n;MULT S5 T0 ; Test this later\n;MFLO S5\n\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 wait\nNOP\n\nDIVU S6 S7\nMFLO S1 ; This should create divisor for player's coins\nNOP\nNOP\nDIVU S5 S1 ;\nMFLO S5 ; This should create amount of coins from player to pot\nNOP\n\n;LI T0 100 ;Try to debug this for precise dividing\n;DIVU S5 T0 \n;MFLO S5 \n;NOP\n\nMOVE A0 S0 ; Current Player's Index moved to A0\nSUBU A1 R0 S5 ; Amount player loses\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\n\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nADDU S3 S3 S5 ; Add to pot\n\nJ START\nNOP\n\n;WAIT START----------------------------------------------------------\nwait:\nADDIU A0 R0 30 ; Amount of frames the game waits for coin handouts\nJAL SleepProcess\nNOP\n\n;WAIT END------------------------------------------------------------\n\n\nLI T0 4 \nDIVU S3 T0\nMFLO S3 ; This should create amount player gets\n\nHandOut:\n;FROM POT TO PLAYER------------------------------------------------------\nLI S0 0x0 ; Begin with Player 1\n\nSTARTAGAIN:\nNOP\n\n\n\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 waitagain\nNOP\n\nMOVE A0 S0 ; Current Player's Index moved to A0\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nADDU A1 R0 S3 ; Amount player gets\n\n\n\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nJ STARTAGAIN\n\nExit:\n;WAIT START----------------------------------------------------------\nwaitagain:\nADDIU A0 R0 30 ; Amount of frames the game waits for coin handouts\nJAL SleepProcess\nNOP\n;WAIT END------------------------------------------------------------\n\nLW S7 4(SP)\nLW S6 8(SP)\nLW S5 12(SP)\nLW S4 16(SP)\nLW S3 20(SP)\nLW S2 24(SP)\nLW S1 28(SP)\nLW S0 32(SP)\nLW RA 36(SP)\nJR RA\nADDIU sp, sp, 0x200\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 10\nMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Everyone must \"\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"share their\"\n.byte 0x07 ; 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"},"Model View Bowser (MP3) v1.1":{"language":0,"code":"; NAME: Model View Bowser (MP3) v1.1\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|ModelSpace\n; PARAM: Boolean|FaceForward\n; PARAM: Space|FacingSpace\n\n; This code loads the Bowser model onto a blank space on the board\n; decided by the parameter \"ModelSpace\". Bowser can face forward\n; (south) by setting the parameter \"FaceForward\" to \"true\" or\n; towards another space decided by the parameter \"FacingSpace\". Set\n; this event as \"Before player turn\".\n\n; CAUTION: Do not place Bowser on a space that players can walk on,\n; as this may cause problems.\n\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; S0 = ModelSpace, the space Bowser will be standing on\n; S1 = Model Data from Pointer, the actual Bowser model data\n; S2 = Bowser Model Null Pointer, tells whether Bowser model is\n; already loaded onto the board or not\n\n;===Check Koopa Model Null Pointer===\nLUI S2 hi(NullPointer)\nADDIU S2 S2 lo(NullPointer) ; Load the null pointer\nLW T0 0(S2) ; Load value of the null pointer into T0\nBNEZ T0 exit ; If T0 is not equal to 0, Bowser model is already loaded,\n; exit and do not load another Bowser model.\nNOP\n\n;===Get Model Pointer===\nLI A0 8 ; Model ID value from 0-78 (8 for Bowser)\nJAL 0x800D90C8 ; Get Koopa model pointer at V0\nLI A1 0\n\nMOVE S1 V0 ; Copy V0 to S1\nSW V0 0(S2) ; Store Bowser model pointer into null pointer\n\n;===Get Model Space Data===\nJAL GetSpaceData\nLI A0 ModelSpace ; Get ModelSpace data at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Check to Face Forward===\nLI T0 FaceForward\nBNEZ T0 PutModel ; If FaceForward is ON, put model onto space\nNOP\n; else, make model face towards FacingSpace\n\n;===Get Facing Space Data===\nJAL GetSpaceData\nLI A0 FacingSpace ; Get FacingSpace data at V0\n\n;===Get Midpoint===\nADDIU A0 SP 32 ; Store midpoint xyz coords in 32(SP)\nADDIU A1 V0 8 ; FacingSpace coords\nJAL midpoint\nADDIU A2 S0 8 ; ModelSpace coords\n\nJAL 0x800D88E8 ; SpaceAngleHelper\nADDIU A0 SP 32 ; Fix-up midpoint coords\n\n;===Rotate Model===\nADDIU A0 S1 0x18 ; Pass model x2 coord on A0\nJAL 0x80089A20 ; StoreCoords (to face)\nADDIU A1 SP 32 ; Pass midpoint coords on A1\n\n;===Put Model onto Space===\nPutModel:\nADDIU A0 S1 12 ; Pass model x coord on A0\nJAL 0x80089A20 ; StoreCoords (to stand)\nADDIU A1 S0 8 ; Pass ModelSpace coords on A1\n\nexit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\n\n.align 4\nNullPointer:\n.fill 4\n\n; Indexes for model ID value\n; 0: Mario (low-res)\n; 1: Luigi (low-res)\n; 2: Peach (low-res)\n; 3: Yoshi (low-res)\n; 4: Wario (low-res)\n; 5: DK (low-res)\n; 6: Waluigi (low-res)\n; 7: Daisy (low-res)\n; 8: Bowser\n; 9: Toad\n; 10: Boo\n; 11: Whomp\n; 12: Goomba\n; 13: Thwomp\n; 14: Mario (high-res)\n; 15: Luigi (high-res)\n; 16: Peach (high-res)\n; 17: Yoshi (high-res)\n; 18: Wario (high-res)\n; 19: DK (high-res)\n; 20: Waluigi (high-res)\n; 21: Daisy (high-res)\n; 22: Red junction arrow\n; 23: Star (lays flat)\n; 24: Toad (2D on board)\n; 25: Coin (upright)\n; 26: Star\n; 27: Toad\n; 28: Warp Block effect (Rainbow effect around player)\n; 29: Baby Bowser (2D on board)\n; 30: Koopa bank coin\n; 31: Parachute (for goomba?)\n; 32: Barter Box opening\n; 33: Plunder Chest opening\n; 34: White shining effect\n; 35: Mario in Bowser Suit\n; 36: Magic Lamp\n; 37: Genie of the lamp\n; 38: Gate (Chilly Waters) opening (overwritten with PP64 gate)\n; 39: Gate (Deep Bloober Sea) opening\n; 40: Gate (Spiny Desert) opening (overwritten with PP64 gate)\n; 41: Gate (Woody Woods?) opening\n; 42: Gate (Creepy Cavern?) opening\n; 43: Gate (Waluigi's Island?) opening\n; 44: Mecha Fly Guy\n; 45: Snowman head sleeping\n; 46: Snowman head awake\n; 47: Snowball rolling\n; 48: Toad's item shop opening\n; 49: Baby Bowser's item shop opening\n; 50: Bank opening\n; 51: Boo coffin opening\n; 52: Koopa Bank coin tray?\n; 53: Koopa Troopa\n; 54: Ripple effect\n; 55: Stars bursting away effect\n; 56: Two white stars pulsing effect\n; 57: Baby Bowser\n; 58: Millenium Star\n; 59: Tumble\n; 60: Jeanie waving her wand\n; 61: Lucky Lamp\n; 62: Game Guy\n; 63: Poison Mushroom\n; 64: Reverse Mushroom\n; 65: Bowser poison curse\n; 66: Bowser reverse curse\n; 67: Lucky Charm\n; 68: Koopa Kard\n; 69: Stars and cloud expanding effect\n; 70: Blue shining effect\n; 71: Quicksand pit\n; 72: Purple pit\n; 73: Red eyeballs from purple pit\n; 74: Green cactus\n; 75: Green cactus (female)\n; 76: Cart to ride on\n; 77: Rock spike\n; 78: Pink Koopa Kid ball\n; 79: (crash)\n; 80+: no model is loaded, at about 85 it crashes"},"Koopa Kid Space (Airsola™)":{"language":0,"code":"; NAME: Koopa Kid Space (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|EventIndex\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S4 112(SP) ; Current Player's Struct\nSW S0 108(SP) ; Player Index for Loop Counter\nSW S3 104(SP) ; Equalized Coins / Chosen Player's Struct\nSW S1 100(SP) ; Player's Coins \nSW S5 96(SP) ; Current Player's Coins\nSW S7 92(SP) ; Flag Holder for Loops\nSW S6 88(SP) ; Counter for Loop\n\n;====================================================================\n; IMPORTANT: This code is designed to replicate the Koopa Kid Space \n; from Mario Party 7. If the EventIndex parameter is set to\n; 0, it will randomize 1 of the following 6 events:\n;\t\t\t (1) Turn player's next roll is cursed.\n;\t\t\t (2) Equalize all player's coins. (Bowser Revolution)\n;\t\t\t (3) Swap turn player's coins with a random player.\n;\t\t\t (4) Swap turn player's position with a random player.\n;\t\t\t (5) Shuffle the position of all players. (Bowser Shuffle)\n;\t\t\t (6) Shuffle all player's items \n;\t\t\t \n; If you would rather use only 1 of these events, all you\n; have to do is set the EventIndex parameter to the\n; corresponding index listed in the parenthesis above.\n; While this event is made to be a landing event, it should\n; work fine as a passing event, too.\n;\t\t\t \n;\t\t\t At the bottom of the code you will find useful links and\n;\t\t\t explanations for some technical things in the code.\n;====================================================================\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle Animation\nJAL SetBoardPlayerAnimation ; in case some maniac wants to make this a passing event...\nLI A3 2 ; Loop\n\nJAL GetPlayerStruct ; Struct at V0\nLI A0 -1 ; Current Player\nMOVE S4 V0 ; Copy Struct to S4\n\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Intro_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Intro_Message)\n\nLUI A1 hi(Intro2_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Intro2_Message)\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If 0, randomize which event happens\nNOP\nchooseevent:\nLI T1 1 ; Cursed Mushroom Event Index\nBEQ T0 T1 cursedmushroom ; If 1, give a cursed mushroom\nNOP\nLI T1 2 ; Revolution Event Index\nBEQ T0 T1 revolution ; If 2, coin revolution\nNOP\nLI T1 3 ; Coin Swap Event Index\nBEQ T0 T1 coinswap ; If 3, swap coins with someone else\nNOP\nLI T1 4 ; Space Swap Event Index\nBEQ T0 T1 spaceswap ; If 4, swap spaces with someone else\nNOP\nLI T1 5 ; Space Shuffle Event Index\nBEQ T0 T1 spaceshuffle ; If 5, shuffle everyone's position\nNOP\nJ itemshuffle ; If none of the others, shuffle everyone's items\nNOP\n\nrandomizeevent:\nJAL GetRandomByte ; Number from 0-255 at V0\nNOP\nLI T0 6 \nDIVU V0 T0 ; Divide by 6 events\nMFHI T0 ; Remainder of division (0-5)\nJ chooseevent\nADDIU T0 T0 1 ; Add 1 so it's 1-6\n\n;================================================CURSED MUSHROOM EVENT\n\ncursedmushroom:\nLI T0 0x800CD0AF ; Address of Cursed Dice Flags\nLBU T1 0(T0) ; Value of Cursed Dice Flags\nLBU T2 29(S4) ; Current Player's Index\nLI T3 1\nSLLV T3 T3 T2 ; Shift Left by Player's Index\nAND T4 T1 T3 ; T4 = 1 if player is cursed, 0 if not\nBEQZ T4 cursedmushroom2 ; If not cursed, continue\nNOP \n\nLI T5 EventIndex\nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ alreadycursed ; If set to curse only, generate message saying they're already cursed.\nNOP\n\ncursedmushroom2:\nADDU T1 T1 T3 ; Add player's curse flag\nSB T1 0(T0) ; Store the new flag value\nLBU T0 23(S4) ; Current Player's Status Flag\nADDIU T0 T0 2 ; Add Poison Mushroom Head Value\nSB T0 23(S4) ; Store new Status Flag\n\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Cursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Cursed_Message)\n\nJAL PlaySound\nLI A0 0xD ; Cursed Mushroom sfx\n\nLBU A0 29(S4) ; Current Player's Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; 0 = Happy, 1 = Sad\n\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(CurseExplanation_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CurseExplanation_Message)\n\nJ goodbye\nNOP\n\n;=====================================================REVOLUTION EVENT\n\nrevolution:\nJAL GetSumOfPlayerCoins ; Total Coins at V0\nNOP\nMOVE S0 V0 ; Copy to S0\n\nBNEZ S0 revolution2 ; If there's at least 1 coin total, proceed\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ nocoinsforrevolution\nNOP\n\nrevolution2:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Revolution_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Revolution_Message)\n\nLI T0 4 \nDIVU S0 T0 ; Divide by 4\nMFLO S3 ; Coins to give back\n\nLHU S5 10(S4) ; Current Player's Coins\n\nLI S0 3 ; Start with Player 4\nrevolutionloop:\nBLTZ S0 revolutionloop_exit ; exit loop once all players lose their coins\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\nLHU S1 10(V0) ; Coins\n\nMOVE A0 S0 ; Player's Index\nJAL AdjustPlayerCoinsGradual \nSUBU A1 R0 S1 ; Coins\n\nMOVE A0 S0 ; Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 S1 ; Coins\n\nJ revolutionloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\nrevolutionloop_exit:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLI S0 3 ; Start with Player 4\nrevolutionloop2:\nBLTZ S0 revolutionloop_exit2 ; exit loop once all players get their coins\nNOP\n\nMOVE A0 S0 ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3 ; Coins\n\nMOVE A0 S0 ; Player Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S3 ; Coins\n\nJ revolutionloop2\nADDIU S0 S0 -1\n\nrevolutionloop_exit2:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nSLT T0 S3 S5 ; T0 = 1 if the amount of coins is now lower\nBNEZL T0 revolution3 ; If the player has less coins, sad animation\nLI A1 1 ; Sad Index\nLI A1 0 ; Happy animation if the player has more coins\n\nrevolution3:\nJAL SetBoardPlayerAnimationWithSound\nLBU A0 29(S4) ; Current Player's Index\n\nJ goodbye\nNOP\n\n;======================================================COIN SWAP EVENT\n\ncoinswap:\nJAL GetSumOfPlayerCoins ; Total at V0\nNOP\n\nBNEZ V0 coinswap2 ; If there's at least 1 coin, continue\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ nocoinsforrevolution\nNOP\n\ncoinswap2:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(CoinSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CoinSwap_Message)\n\ncoinswapreroll:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nLBU T0 29(S4) ; Current Player's Index\nBEQ V0 T0 coinswapreroll ; If it's the current player, reroll\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 V0 ; Chosen Player's Index\nMOVE S3 V0 ; Copy Struct to S3\n\nLHU T0 10(S4) ; Current Player's Coins\nSH T0 76(SP) ; Store in the Stack for future use\nLHU T1 10(S3) ; Chosen Player's Coins\nSH T1 72(SP) ; Store in the Stack for future use\n\nLBU A0 29(S4) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 T0 ; Subtract all Coins\n\nLHU T0 76(SP) ; Load Current Player's Coins from the Stack\nLBU A0 29(S4) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 T0 ; Subtract all Coins\n;====\nLHU T0 72(SP) ; Load Chosen Player's Coins from the Stack\nLBU A0 29(S3) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 T0 ; Subtract all Coins\n\nLHU T0 72(SP) ; Load Chosen Player's Coins from the Stack\nLBU A0 29(S3) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 T0 ; Subtract all Coins\n\nJAL SleepProcess \nLI A0 45 ; Sleeps for 45 frames\n;====\nLBU A0 29(S4) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nLHU A1 72(SP) ; Add chosen player's Coins\n\nLBU A0 29(S4) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLHU A1 72(SP) ; Add chosen player's Coins\n;====\nLBU A0 29(S3) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nLHU A1 76(SP) ; Add chosen player's Coins\n\nLBU A0 29(S3) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLHU A1 76(SP) ; Add chosen player's Coins\n\nJAL SleepProcess \nLI A0 30 ; Sleeps for 30 frames\n\nLHU T0 76(SP) ; Current Player's Original Coin Amount\nLHU T1 72(SP) ; Chosen Player's Original Coin amount\nSLT T2 T1 T0 ; T0 = 1 if the amount of coins is now lower\nBNEZL T2 coinswap3 ; If the player has less coins, sad animation\nLI A1 1 ; Sad Index\nLI A1 0 ; Happy animation if the player has more coins\n\ncoinswap3:\nJAL SetBoardPlayerAnimationWithSound\nLBU A0 29(S4) ; Current Player's Index\n\nJ goodbye\nNOP\n\n;=====================================================SPACE SWAP EVENT\n\nspaceswap:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(SpaceSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(SpaceSwap_Message)\n\nspaceswapreroll:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nLBU T0 29(S4) ; Current Player's Index\nBEQ V0 T0 spaceswapreroll ; If it's the current player, reroll\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 V0 ; Chosen Player's Index\nMOVE S3 V0 ; Copy Struct to S3\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 0 ; Fade type (out)\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLUI T1 hi(CurrentPlayerSpaces_Array)\nADDIU T1 T1 lo(CurrentPlayerSpaces_Array)\n\nLBU T0 15(S4) ; Current Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(S4) ; Current Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(S4) ; Current Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(S4) ; Current Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(S4) ; Current Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(S4) ; Current Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nLUI T1 hi(ChosenPlayerSpaces_Array)\nADDIU T1 T1 lo(ChosenPlayerSpaces_Array)\n\nLBU T0 15(S3) ; Chosen Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(S3) ; Chosen Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(S3) ; Chosen Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(S3) ; Chosen Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(S3) ; Chosen Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(S3) ; Chosen Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nLBU A0 29(S4) ; Current Player's Index\nLUI A1 hi(ChosenPlayerSpaces_Array)\nADDIU A1 A1 lo(ChosenPlayerSpaces_Array)\nJAL SetPlayerOntoChainVisually ; This sets the player visually and internally on the spaces\nNOP\n\nLBU A0 29(S3) ; Current Player's Index\nLUI A1 hi(CurrentPlayerSpaces_Array)\nADDIU A1 A1 lo(CurrentPlayerSpaces_Array)\nJAL SetPlayerOntoChainVisually ; This sets the player visually and internally on the spaces\nNOP\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 1 ; Fade type (In)\n\nJ goodbye\nNOP\n\n;==================================================SPACE SHUFFLE EVENT\n\nspaceshuffle:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(SpaceShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(SpaceShuffle_Message)\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 0 ; Fade type (out)\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLUI S5 hi(Player1Spaces_Array)\nADDIU S5 S5 lo(Player1Spaces_Array)\nLI S0 3 ; Start with Player 4\nspaceshuffleloop:\nBLTZ S0 spaceshuffleloop_exit ; exit once all player's positions are stored\nNOP \nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\n\nSLL T1 S0 0x0005 ; Multiply Player Index by 20 for alignment of Array\nADDU T1 T1 S5 ; Add to get the correct Array\n\nLBU T0 15(V0) ; Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(V0) ; Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(V0) ; Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(V0) ; Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(V0) ; Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(V0) ; Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nJ spaceshuffleloop\nADDIU S0 S0 -1 ; Subtract 1 to get the next player\n\nspaceshuffleloop_exit:\nLI S0 3 ; Start with Player 4\nLI S7 0xF ; 1111 Flag for players whose position isn't taken yet\nspaceshuffleloop2:\nBLTZ S0 spaceshuffleloop2_exit ; exit once all players are affected\nNOP\nLI T0 1\nBEQ S0 T0 spaceshuffleproblemcheck ; branch when it's Player 2's turn to check availability\nNOP\nspaceshufflerandomize:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nBEQ V0 S0 spaceshuffleloop2 ; If it's the current player, reroll\nNOP\nspaceshuffleskiprandomization:\nLI T0 1\nSLLV T0 T0 V0 ; Shift bit to the left by Player's Index\nAND T2 T0 S7 ; T2 = 1 if the chosen player's location is available\nBEQZ T2 spaceshuffleloop2 ; reroll if that player's location isn't available\nNOP\nSUBU S7 S7 T2 ; Turn flag off for that player's location\nSLL A1 V0 0x0005 ; Multiply Player Index by 20 for alignment of Array\n\nMOVE A0 S0 ; Player Index\nJAL SetPlayerOntoChainVisually\nADDU A1 A1 S5 ; Add to get the correct Array\n\nJ spaceshuffleloop2\nADDIU S0 S0 -1 ; Subtract 1 to warp the next player\n\nspaceshuffleproblemcheck:\nANDI T1 S7 1 ; T1 = 1 if Player 1's spot is available\nBNEZL T1 spaceshuffleskiprandomization ; If it's available, branch and choose Player 1\nLI V0 0 \nJ spaceshufflerandomize ; If not available, branch and randomize selection\nNOP\n\nspaceshuffleloop2_exit:\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 1 ; Fade type (In)\n\nJ goodbye\nNOP\n\n;===================================================ITEM SHUFFLE EVENT\n\nitemshuffle:\nJAL GetSumOfPlayerItems\nNOP\n\nBNEZ V0 itemshuffle2 ; If anything other than 0, continue\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ noitemsforshuffle\nNOP\n\nitemshuffle2:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(ItemShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(ItemShuffle_Message)\n\nLUI S5 hi(ItemShuffle_Array)\nADDIU S5 S5 lo(ItemShuffle_Array)\nLI S0 3 ; Start with Player 4\nLI S3 0 ; Item Counter\nitemshuffleloop:\nBLTZ S0 itemshuffleloop_exit ; Exit once all player's items are gathered\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\n\nLI T0 0xFF ; No item\n\nLBU T2 24(V0) ; Item #1 Index\nSB T0 24(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nLBU T2 25(V0) ; Item #2 Index\nSB T0 25(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nLBU T2 26(V0) ; Item #3 Index\nSB T0 26(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nJAL RefreshHUD\nMOVE A0 S0 ; Player Index\n\nJ itemshuffleloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player \n\nitemshuffleloop_exit:\nJAL PlaySound \nLI A0 0x367 ; Items Going in Sound Index\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound \nLI A0 0x320 ; Items Shuffle Sound Index\nJAL SleepProcess\nLI A0 60 ; Frames\n\n\nLI S7 0 ; bit flag for equal distribution\nMshuffleitemsloop2:\nLI S6 0 ; Counter for no items left\nLI T1 0xF ; All players given an item\nBEQL S7 T1 Mshuffleitemsloop2\nLI S7 0 ; Reset flag\nJAL GetRandomByte ; 0-255 at V0\nNOP \nLI T0 4 \nDIVU V0 T0 ; Divide by 4\nMFHI S0 ; Player's Index (0-3)\n\nLI T1 1 \nSLLV T2 T1 S0 ; Shift Left by Player Index \n\nAND V1 S7 T2 ; Compare Flag Value to Player Index\n; V1 returns 0 if player has not been given an item, 1 if they have.\nBNEZ V1 Mshuffleitemsloop2\nNOP\n\nMOVE T5 S5 ; Pass Array to T5\nMshuffleitemsloop3:\nLI T1 12 \nBEQ S6 T1 goodbye ; exit because there's no items left\nNOP\nLBU T3 0(T5) ; Load Item Index from Array\nLI T1 0xFF ; No Item\nADDIU T5 T5 1 ; add to check next spot in the array\nBEQL T3 T1 Mshuffleitemsloop3 ; \nADDIU S6 S6 1 ; Add 1 to counter\n\nMshuffleitemsloop4:\nJAL GetRandomByte ; 0-255 at V0\nNOP \nLI T0 12\nDIVU V0 T0 ; Divide by 12\nMFHI T6 ; 12 Item spots (0-11)\nADDU T1 S5 T6 ; Add to get correct space in the Array\nLBU S3 0(T1) ; Load Item Index from Array\nLI T3 0xFF ; No Item Index\nBEQ S3 T3 Mshuffleitemsloop4 ; loop if there's no item in that spot\nNOP\nSB T3 0(T1) ; Delete Item from the Array\n\nJAL GetPlayerStruct ; at V0\nMOVE A0 S0 ; Player Index\n\nMOVE S6 V0 ; Copy Struct to S6\n\nJAL PlayerHasEmptyItemSlot ; 0,1,2 at V0\nMOVE A0 S0 ; Player Index\n\nADDIU S6 S6 24 ; Item #1 Address\nADDU S6 S6 V0 ; Add to get correct Item Slot Address\nSB S3 0(S6) ; Give Item\n\nJAL PlaySound\nLI A0 25 ; Got Item Sound Index\nJAL SleepProcess\nLI A0 20 ; Frames\n\nLI T1 1 \nSLLV T2 T1 S0 ; Shift Left by Player Index \nJ Mshuffleitemsloop2\nADDU S7 S7 T2 ; Mark the player as given an item\n\n\n\n\ngoodbye:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Goodbye_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Goodbye_Message)\nJ exit\nNOP\n\nalreadycursed:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Cursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Cursed_Message)\n\nLUI A1 hi(AlreadyCursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(AlreadyCursed_Message)\nJ exit\nNOP\n\nnocoinsforrevolution:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Revolution_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Revolution_Message)\nJ nocoins\nNOP\n\nnocoinsforswap:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(CoinSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CoinSwap_Message)\n\nnocoins:\nLUI A1 hi(NoCoins_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(NoCoins_Message)\nJ exit\nNOP\n\nnoitemsforshuffle:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(ItemShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(ItemShuffle_Message)\n\nLUI A1 hi(NoItems_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(NoItems_Message)\n\n\n\nexit:\nLW S4 112(SP) ; Current Player's Struct\nLW S0 108(SP) ; Player Index for Loop Counter\nLW S3 104(SP) ; Equalized Coins / Chosen Player's Struct\nLW S1 100(SP) ; Player's Coins \nLW S5 96(SP) ; Current Player's Coins\nLW S7 92(SP) ; Flag Holder for Loops\nLW S6 88(SP) ; Counter for Loop\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n; A1 = Message to display (Pointer)\n.align 16\nShowMessage_Function:\nADDIU SP SP -80\nSW RA 76(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Koopa Kid)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 = Player's Index\n; A1 = Happy/Sad Index\n.align 16\nSetBoardPlayerAnimationWithSound:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\nSW A1 68(SP)\n\nJAL GetPlayerStruct\nNOP\n\nLBU T0 3(V0) ; Character Index\n\nBNEZ A1 sad\nNOP\n\nhappy:\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 5 ; Happy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ SetBoardAnimationWithSound_exit\nNOP\n\nsad:\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 60 ; Frames\n\nSetBoardAnimationWithSound_exit:\nLW A0 72(SP) ; Player Index\nLI A1 -1 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLW A1 68(SP)\nLW A0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nGetSumOfPlayerCoins:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLI T0 0x800D1112 ; P1 Coins Address\nLHU V0 0(T0) ; P1 Coins Value to V0\n\nLI T0 0x800D114A ; P2 Coins Address\nLHU T1 0(T0) ; P2 Coins Value to T1\nADDU V0 V0 T1 ; Add P2's coins to P1\n\nLI T0 0x800D1182 ; P3 Coins Address\nLHU T1 0(T0) ; P3 Coins Value to T1\nADDU V0 V0 T1 ; Add P3's coins to total\n\nLI T0 0x800D11BA ; P4 Coins Address\nLHU T1 0(T0) ; P4 Coins Value to T1\nADDU V0 V0 T1 ; Add P4's coins to total\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 = Type of Fade\n; A1 = 0 - FadeOut, 1 - FadeIn\n.align 16\nInitFade:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\n\nBNEZ A1 fadein ; If 1, it's a fade in\nNOP\n; If 0, it's a fade out \nLW A0 72(SP) ; Fade Type\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJ InitFade_exit\nNOP\n\nfadein:\nLW A0 72(SP) ; Fade Type\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nInitFade_exit:\nJAL SleepProcess\nLI A0 16 ; Frames\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 32\nPlayer1Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer2Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer3Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer4Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nCurrentPlayerSpaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nChosenPlayerSpaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nSetPlayerOntoChainVisually:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP) ; Array Pointer\nSB A0 68(SP) ; Player's Index \n\nMOVE S0 A1 ; Copy Array Pointer to S0\n\nLBU A0 68(SP) ; Player Index\nLBU A1 0(S0) ; Assigns Chain Index to A1\nJAL SetPlayerOntoChain\nLBU A2 1(S0) ; Assigns Space Index to A2\n\nLBU A0 68(SP) ; Player Index\nLBU A1 2(S0) ; Assigns Chain Index to A1\nJAL SetNextChainAndSpace\nLBU A2 3(S0) ; Assigns Space Index to A2\n\nLBU A0 68(SP) ; Player Index\nLBU A1 4(S0) ; Assigns Chain Index to A1\nJAL SetPrevChainAndSpace\nLBU A2 5(S0) ; Assigns Space Index to A2\n\nLBU A0 0(S0) ; Assigns Chain Index to A1\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nLBU A1 1(S0) ; Assigns Space Index to A2\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nLW V1 8(V0) \nSW V1 64(SP) ; Store on the Stack\n\nLW V1 16(V0)\nSW V1 60(SP) ; Store on the Stack\n\nJAL GetPlayerStruct ; Player Struct at V0\nLBU A0 68(SP) ; Player Index\n\nLW V1 0x24(V0) ; Load Offset 0x24 into V1\nADDIU V1 V1 0xC ; Add 0xC to get current player's X Coords\nLW T0 64(SP) ; Load Space X Coords from Stack\nSW T0 0(V1) \n\nADDIU V1 V1 8 ; This should load current player's Y Coords\nLW T1 60(SP) ; Load Space Y Coords from Stack\nSW T1 0(V1)\n\nLW S0 72(SP) ; Array Pointer\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nGetSumOfPlayerItems:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\n\nLI S0 3 ; Start with Player 4\nLI S1 0 ; Item Counter\nGetSumOfPlayerItems_loop:\nBLTZ S0 GetSumOfPlayerItems_exit\nNOP\n\nJAL PlayerHasEmptyItemSlot ; Empty Item Slot Index at V0 (0, 1, 2, -1)\nMOVE A0 S0 ; Player Index\n\nLI T0 -1 ; No Inventory Index\nBLTZL V0 GetSumOfPlayerItems_add\nLI V0 3 ; If no space, make it 3 items\n\nGetSumOfPlayerItems_add:\nADDU S1 S1 V0 ; Add to the Item Counter\nJ GetSumOfPlayerItems_loop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\n\nGetSumOfPlayerItems_exit:\nMOVE V0 S1 ; Move Item Counter to proper register\nLW S1 68(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nItemShuffle_Array:\n.byte 0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF\n\n.align 16\nIntro_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AGwa ha ha\\xC2 It\\x5Cs me\\xC2 Koopa Kid\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AHappy to see me\\xC3 I thought so\\xC2\\xFF\\x00\"\n\n.align 16\nIntro2_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1ALet\\x5Cs see how I can make your\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Alife miserable this time\\x85 Hm\\x85\\x85\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AOh\\x82 I know\\xC2\\xFF\\x00\"\n\n.align 16\nCursed_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThis time\\x82 I\\x5Cm gonna \\x04curse\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ayour next dice roll\\xC2\\xFF\\x00\"\n\n.align 16\nCurseExplanation_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AYou can only roll \\x051\\x08 to \\x053\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aon the next turn\\xC2\\xFF\\x00\"\n\n.align 16\nAlreadyCursed_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 you\\x5Cre already \\x04cursed\\x08\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 Gwa ha ha\\xC2\\xFF\\x00\"\n\n.align 16\nRevolution_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI feel generous\\xC2 I\\x5Cm gonna divide\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone\\x5Cs \\x07coins\\x08 equally\\xC2\\xFF\\x00\"\n\n.align 16\nNoCoins_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 what\\xC3 No one has coins\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 Gwa ha ha\\xC2\\xFF\\x00\"\n\n.align 16\nCoinSwap_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cll swap your \\x07coins\\x08 with someone else\\xC2\\xFF\\x00\"\n\n.align 16\nSpaceSwap_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm gonna swap your position\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Awith someone else\\xC2\\xFF\\x00\"\n\n.align 16\nSpaceShuffle_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm gonna swap the position of\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone this time\\xC2 Gwa ha ha\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AFear the power of Koopa Kid\\xC2\\xFF\\x00\"\n\n.align 16\nItemShuffle_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThis time\\x82 I\\x5Cm gonna shuffle\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone\\x5Cs \\x05items\\x08\\xC2\\xFF\\x00\"\n\n.align 16\nNoItems_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 what\\xC3 No one has items\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 Gwa ha ha\\xC2\\xFF\\x00\"\n\n.align 16\nGoodbye_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AGwa ha\\xC2 Another job well done\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI bet Mr\\x85 Bowser will totally\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Agive me a raise after this\\xC2\\xFF\\x00\"\n\n;=================================================================INFO\n\n; To change the sound indexes for Playsound, use the PartyPlanner\n; audio section to find the sound index you want, then use the\n; following link to match the correct Playsound index (left number):\n; https://pastebin.com/H1jxNFqr\n\n; If you want to know how to change the character portrait on the\n; message box, use the following link:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n\n; If you want to know how to put special characters on your message\n; or know what they mean, use the following link:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/String-Encoding\n;\n; Previously, special characters were put on messages as \".byte\" with\n; the special character index right after, but we've found that you \n; can actually put the special characters in the ascii by using \\x\n; So what used to be \".byte 0xC2\" for an exclamation mark, can now\n; be written as \\xC2 to save an entire line of code\\xC2 (get it?)"},"Load Board Model Per Frame (Static) (MP3) v2":{"language":0,"code":"; NAME: Load Board Model Per Frame (Static) (MP3) v2\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Boolean|LoadPerFrame\n; PARAM: +Number|ModelID\n; PARAM: Space|ModelSpace\n; PARAM: Boolean|FaceScreen\n; PARAM: Boolean|FaceForward\n; PARAM: Space|FacingSpace\n\n; This event supports loading models before a player's turn or at\n; every frame possible using a Rainhook. Set this event as \"Before\n; player turn\" regardless of which format you want.\n\n; If the parameter LoadPerFrame is set to \"true\", this event will\n; insert a detour into the main game loop that will run code to load\n; models at every frame. This way, models will be loaded whenever the\n; board is reloaded after minigames, item use, etc. Setting this\n; parameter ON will require the additional event \"Revert Rainhook\" and\n; a game on this board must be finished before playing another board\n; on the same ROM to avoid issues.\n\n; If any performance issues are experienced, one can set the parameter\n; LoadPerFrame to \"false\" so that models will only be loaded at the\n; start of each player's turn. Setting this parameter OFF does not\n; require any additional events or criteria, but models may disappear\n; from the board due to minigames, item use, etc.\n\n;===Check Loading Frequency===\nLI T0 LoadPerFrame\nBEQZ T0 LoadModel ; If LoadPerFrame is OFF, just load model\nNOP\n; else, insert rainhook\n\n;===Insert Rainhook===\n.align 16\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T0 hi(HookData)\nADDIU T0 T0 lo(HookData)\nLW V0 0(T0) ; Load HookData operation\nLUI V1 0x8000 ; 0x8000000\nORI V1 V1 0xE7F0 ; 0x8000E7F0, address in main game loop\nSW V0 0(V1) ; Insert rainhook to CustomCode in main game loop\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Hook Data===\n.align 16\nHookData: ; Rainhook to jump to CustomCode in main game loop\nJ CustomCode\n\n;===Custom Code===\n.align 16\nCustomCode:\nADDIU SP SP -40\nSW RA 36(SP)\nSW T0 32(SP)\nSW T1 28(SP)\n\nLUI T0 0x800D ; 0x800D0000\nLW T0 0xC3DC(T0) ; Load value from 0x800CC3DC\nBEQZ T0 Skip ; If 0x800CC3DC == NULL (not in board play), skip\nNOP\n; else, run custom code here\n\nJAL LoadModel\nNOP\n\nSkip:\nLW RA 36(SP)\nLW T0 32(SP)\nLW T1 28(SP)\nJ 0x8000E7C0 ; Resume main game loop\nADDIU SP SP 40\n\n; This code loads a board model onto a blank space on the board\n; decided by the parameter \"ModelSpace\". The parameter \"ModelID\" sets\n; which model will be loaded, and takes a value from 0-78 - see the\n; bottom of the event for the entire list. The model can face forward\n; (south) by setting the parameter \"FaceForward\" to \"true\" or\n; towards another space decided by the parameter \"FacingSpace\".\n; Additionally, the model can face the screen by setting the\n; parameter \"FaceScreen\" to \"true\" (and can be set in conjunction with\n; the above parameters).\n\n; Notably, this event loads any models that are present on the other\n; MP3 boards, such as Millennium Star, Tumble, or the cacti from\n; Spiny Desert. To load any model from the game, refer to the \"Load\n; Global Model\" event instead.\n\n; CAUTION: Do not place the model on a space that players can walk on,\n; as this may cause problems.\n\n;===Function to Load Board Model===\n.align 16\nLoadModel:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\nSW S2 64(SP)\nSW A0 60(SP)\nSW A1 56(SP)\nSW V0 52(SP)\nSW T0 48(SP)\nSW T1 44(SP)\nSW T9 40(SP)\n\n; S0 = ModelSpace, the space the model will be standing on\n; S1 = Model Data Pointer, the the pointer to the model data\n; S2 = Model Null Pointer, tells whether the model is already\n; loaded onto the board or not\n\n;===Check Koopa Model Null Pointer===\nLUI S2 hi(NullPointer)\nADDIU S2 S2 lo(NullPointer) ; Load the null pointer\nLW T0 0(S2) ; Load value of the null pointer into T0\nBNEZ T0 exit ; If T0 is not equal to 0, the model is already loaded,\n; exit and do not load another model.\nNOP\n\n;===Get Model Pointer===\nLI A0 ModelID ; Model ID value from 0-78\nJAL 0x800D90C8 ; Get model pointer at V0\nLI A1 0\n\nMOVE S1 V0 ; Copy V0 to S1\nSW V0 0(S2) ; Store model pointer into null pointer\n\n;===Get Model Space Data===\nJAL GetSpaceData\nLI A0 ModelSpace ; Get ModelSpace data at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Check to Face Screen===\nLI T0 FaceScreen\nBEQZ T0 CheckFace ; If FaceScreen is OFF, check space to face\nNOP\n; else, make the model face the screen\n\nMOVE T1 S1 ; Copy S1 to T1\nADDIU T1 T1 10\nLI T0 4\nLHU T9 0(T1)\nOR T9 T9 T0\nSH T9 0(T1)\nANDI T0 T0 0xFFFF\nJAL 0x800ECC54\nMOVE A0 S1 ; Pass model pointer on A0\n\n;===Check to Face Forward===\nCheckFace:\nLI T0 FaceForward\nBNEZ T0 PutModel ; If FaceForward is ON, put model onto space\nNOP\n; else, make the model face another space\n\n;===Get Facing Space Data===\nJAL GetSpaceData\nLI A0 FacingSpace ; Get FacingSpace data at V0\n\n;===Get Midpoint===\nADDIU A0 SP 32 ; Store midpoint xyz coords in 32(SP)\nADDIU A1 V0 8 ; FacingSpace coords\nJAL midpoint\nADDIU A2 S0 8 ; ModelSpace coords\n\nJAL 0x800D88E8 ; SpaceAngleHelper\nADDIU A0 SP 32 ; Fix-up midpoint coords\n\n;===Rotate Model===\nADDIU A0 S1 0x18 ; Pass model x2 coord on A0\nJAL 0x80089A20 ; StoreCoords (to face)\nADDIU A1 SP 32 ; Pass midpoint coords on A1\n\n;===Put Model onto Space===\nPutModel:\nADDIU A0 S1 12 ; Pass model x coord on A0\nJAL 0x80089A20 ; StoreCoords (to stand)\nADDIU A1 S0 8 ; Pass ModelSpace coords on A1\n\nexit:\nLW RA 76(SP)\nLW S0 72(SP)\nLW S1 68(SP)\nLW S2 64(SP)\nLW A0 60(SP)\nLW A1 56(SP)\nLW V0 52(SP)\nLW T0 48(SP)\nLW T1 44(SP)\nLW T9 40(SP)\nJR RA\nADDIU SP SP 80\n\n.align 4\nNullPointer:\n.fill 4\n\n; Indexes for model ID value\n; 0: Mario (low-res)\n; 1: Luigi (low-res)\n; 2: Peach (low-res)\n; 3: Yoshi (low-res)\n; 4: Wario (low-res)\n; 5: DK (low-res)\n; 6: Waluigi (low-res)\n; 7: Daisy (low-res)\n; 8: Bowser\n; 9: Toad\n; 10: Boo\n; 11: Whomp\n; 12: Goomba\n; 13: Thwomp\n; 14: Mario (high-res)\n; 15: Luigi (high-res)\n; 16: Peach (high-res)\n; 17: Yoshi (high-res)\n; 18: Wario (high-res)\n; 19: DK (high-res)\n; 20: Waluigi (high-res)\n; 21: Daisy (high-res)\n; 22: Red junction arrow\n; 23: Star (lays flat)\n; 24: Toad (2D on board)\n; 25: Coin (upright)\n; 26: Star\n; 27: Toad\n; 28: Warp Block effect (Rainbow effect around player)\n; 29: Baby Bowser (2D on board)\n; 30: Koopa bank coin\n; 31: Parachute (for goomba?)\n; 32: Barter Box opening\n; 33: Plunder Chest opening\n; 34: White shining effect\n; 35: Mario in Bowser Suit\n; 36: Magic Lamp\n; 37: Genie of the lamp\n; 38: Gate (Chilly Waters) opening (overwritten with PP64 gate)\n; 39: Gate (Deep Bloober Sea) opening\n; 40: Gate (Spiny Desert) opening (overwritten with PP64 gate)\n; 41: Gate (Woody Woods?) opening\n; 42: Gate (Creepy Cavern?) opening\n; 43: Gate (Waluigi's Island?) opening\n; 44: Mecha Fly Guy\n; 45: Snowman head sleeping\n; 46: Snowman head awake\n; 47: Snowball rolling\n; 48: Toad's item shop opening\n; 49: Baby Bowser's item shop opening\n; 50: Bank opening\n; 51: Boo coffin opening\n; 52: Koopa Bank coin tray?\n; 53: Koopa Troopa\n; 54: Ripple effect\n; 55: Stars bursting away effect\n; 56: Two white stars pulsing effect\n; 57: Baby Bowser\n; 58: Millenium Star\n; 59: Tumble\n; 60: Jeanie waving her wand\n; 61: Lucky Lamp\n; 62: Game Guy\n; 63: Poison Mushroom\n; 64: Reverse Mushroom\n; 65: Bowser poison curse\n; 66: Bowser reverse curse\n; 67: Lucky Charm\n; 68: Koopa Kard\n; 69: Stars and cloud expanding effect\n; 70: Blue shining effect\n; 71: Quicksand pit\n; 72: Purple pit\n; 73: Red eyeballs from purple pit\n; 74: Green cactus\n; 75: Green cactus (female)\n; 76: Cart to ride on\n; 77: Rock spike\n; 78: Pink Koopa Kid ball\n; 79: (crash)\n; 80+: no model is loaded, at about 85 it crashes"},"Bowser Takes Star or Coins (MP3)":{"language":0,"code":"; NAME: Bowser Takes Star or Coins (MP3)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|BowserSpace\n\n; This code will cause Bowser to steal a Star from the current player.\n; If the player does not have a Star, they will lose coins instead.\n; The number of coins lost is decided by the parameter CoinsToLose.\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n; S0 = Current Player Struct\n; S1 = Current Player Index\n; S2 = CoinsToLose\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate the player===\nLI A0 -1 ; Rotate current player\nLI A1 8 ; Take 8 frames to rotate\nJAL 0x800ED20C ; Rotate Player Function\nLI A2 BowserSpace ; Space to rotate towards, this parameter should be\n; the space the Bowser model is standing on.\n\n;===Bowser's Star Steal Message===\nJAL PlaySound\nLI A0 0x29D ; Bowser roar\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x4 ; Character image (-1 for none, 0x4 for Bowser)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(StarStealMessage)\nADDIU A1 A1 lo(StarStealMessage) ; Load StarStealMessage into A1\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n\n\nJ exit ; Jump to exit\nNOP\n\n\n\n\nexit:\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW RA 44(SP)\nJR RA\nADDIU SP SP 48\n\n\n\n;===Message Text===\n.align 16\nStarStealMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Thanks for visiting my city chump\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.byte 0x03 ; Red font\n.ascii \" Gwahahahaha\"\n.byte 0x08 ; White font\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image"}},"audioType":1,"bg":{"width":1152,"height":864,"src":"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAASABIAAD/4QJERXhpZgAATU0AKgAAAAgABQESAAMAAAABAAEAAAExAAIAAAAIAAAASgEyAAIAAAAUAAAAUgE7AAIAAAAVAAAAZodpAAQAAAABAAAAfAAAAABQaWNzQXJ0ADIwMjI6MDU6MjYgMTE6MTU6MTUAeGFkZzdyZWc4dXoyYWI2Z3I4c2EAAAAFkAMAAgAAABQAAAC+knwABwAAAWoAAADSoAEAAwAAAAEAAQAAoAIABAAAAAEAAASAoAMABAAAAAEAAANgAAAAADIwMjI6MDU6MjYgMTE6MTU6MTUA/+EBamlPUyAAAE1NACoAAAAIAAGShgAHAAABRgAAABoAAAAAQVNDSUkAAAB7InN1YnNvdXJjZSI6ImRvbmVfYnV0dG9uIiwidWlkIjoiNEFBMzI5QjAtMTM5RS00NjY2LTlCNTUtMzA0MDNDMEUxMkFFXzE2NTM1NzUxNjg5MzAiLCJzb3VyY2UiOiJvdGhlciIsIm9yaWdpbiI6ImdhbGxlcnkiLCJpc19yZW1peCI6ZmFsc2UsInVzZWRfcHJlbWl1bV90b29scyI6ZmFsc2UsInVzZWRfc291cmNlcyI6IntcInZlcnNpb25cIjoxLFwic291cmNlc1wiOltdfSIsInNvdXJjZV9zaWQiOiI0QUEzMjlCMC0xMzlFLTQ2NjYtOUI1NS0zMDQwM0MwRTEyQUVfMTY1MzU3NzYwNzE0MSIsInByZW1pdW1fc291cmNlcyI6W10sImZ0ZV9zb3VyY2VzIjpbXX3/7QB4UGhvdG9zaG9wIDMuMAA4QklNBAQAAAAAAEAcAVoAAxslRxwCAAACAAIcAjcACDIwMjIwNTI2HAI8AAYxMTE1MTUcAlAAFHhhZGc3cmVnOHV6MmFiNmdyOHNhOEJJTQQlAAAAAAAQskbHb09Cew4LvBPgLni6yv/AABEIA2AEgAMBEQACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2wBDAAICAgICAgMCAgMFAwMDBQYFBQUFBggGBgYGBggKCAgICAgICgoKCgoKCgoMDAwMDAwODg4ODg8PDw8PDw8PDw//2wBDAQIDAwQEBAcEBAcQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/3QAEAJD/2gAMAwEAAhEDEQA/APw/r/Rw+TCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAljR5G2opYjnAGaznOMFebsvMaTew1lKHa4II7HiqjKMlzRd0IZVAFABQAUAFAF6xthd3AiOcEduteRmOLlhaPtYo6KNNVJ8p3K+BGkTzElYDGecV+YS43lCp7OUF+P+Z7Cy263Zxmp2JsbjyiSR6n2r9EynMnjabm0lbseXiaHsmkZdfRHGFABQAUAFABQAUAFABQAUAFABQBat4HuJVhjIDMQBkgDk+9YVaqpwc5XsuyuOMW3Y9s8E/Ca31q5im1q/WO3zkxw/eYem49M9+K/HOIuN6uDg4YLDty7y2XyX+Z9PgcpVf3pz07I+u5fhN8MNat7M3/AIbtS1pAsCNAZLXcqszAyC3eMSPljl3BcjAJwAB/OUvEDiSnOXs8S1d3+GL+7mi7Ly2PuqWR5e170Pxf+Z5745+EPw90uwefRfD8cUirn/j4um5/4FMa/T+DONc0xmKVLMsReLf8sF27RR5GZZThKcb0Ifi/8z5Cv4bOzuHgfTolKnoWm/8Ajlf3fh8sy6tRVSH5n5ZVlOM2rWMWa5tUIC2EP/fUv/xyvlMyw1GhKMafUqEm9zHrwzYKACgCaNlRlZlDgHJBzg+xwQfyNIDQ+024QP8AYYcE46y//HK7JUbUVVb3exKlrY9y8D+B9F1u1WTUdHiMjKD/AKy4XGexAlr8K4n4jxeX1uWlUsvSL/NH12BwFKrC81r80ZXjfwRBon77TNJiZFyWUtOT+H73t6V7nDPELx8LV53l8l+SOfMMvVLWmvkeRG8stoK2MO70zL/8cr9Zn7H2acPiPmdRl3uVVV7FbUk5BAkBOOo+diK8+Mk9nc1lFrdGZWpAUAFABQAUAFABQBZhkSJy0kSyjGMOWx9flINRJN7OwEk00MiYS3jiOc5Qvn6fMzClGLW7v9wFKtALMEixvloVmyMbW3Y+vykGs57b2GjvPDFlpN9KP7T0uIoScfPMvGPaSvzjiLNMThoP6nV19Iv9D0sPShJr2iOyvNC8IRwPLHpcSkDI/ez/APx2vz/B8RZ1UqxjKrdf4Y//ACJ3VcPQSbijyDVjbi7aG3gSFIzj5C5zkDrvZv0xX7xgJzqUI1Kkrt+n6I8Gdr6GPXpkBQAUAFABQAUAFAGpaT24aOKW0ikycFmMgJyf9lwP0rzcZ7WNKU6UmmvT9UXG10metaB4f8M6goM+mxP0ziScfykr8MzjiXN8P/Cq2/7dj+qPeoYajJe8vzOo1Dwd4Ot4N0ekxqwB5824P/tWvksDxpndapyOvf8A7dh/8ibzwdFbR/M8Y13+zbK5EVtp0Kjn+KY/zkr+gsjxWIxVJyrVLtW6Lz8jxK8IwlaKOQr7A4goAKACgAoAKACgAoAKACgAoAtQ201wR5a9e54FcdbFUqXxvU0jCUtj1TSPDvh+W2zeWm6TPXe4/kwr8SzTiDNadfloVbL/AAx/VHt0qNBp80dfmZPiLSdAtIGNjD5ciqT99jz26k17uQ5rmdeovrNS6bXSK/JI48RTpx+FHm9frh5gUAFABQAUAFABQAUAbmjQWdzOY7xdy+mSP5EV8lnWIxdCKnh5WXot/mjpoxjJ2ke0aX4K8K3EIlns92RnmSQfyav5+zHjHO6E+WFf/wAlh/8AIn0McJQa+H8X/mY3iHwr4cs4naztthGf+Wjn+bGvosl4mzfEtOtWuv8ADH9InNUwtJbI8bmAWV1UYAJAHtmv6EoScqUZS3aX5Hz8lZsgroEezfCX4X3Pj3UJNQvS9vounkefMmNxcglUXPckc+gr5nM8wdJxwtBc1Wey8urZ9nw1w9iM6xkcNRWnVn3Q2h6DPcfaf7JtAv8AChgjYYHTqK2y/hGnSwqp1aknJ9bv/M/0ayzwqyeGCjTxFJOdt7FbxH8MPhL4+FrBr+mtoMlupUXGmhIi2e7oVIbFeDWyTN8rc54Gp7WL6Tu/u1PxvinwWWtbAaW6I+MPit8CPFfwujTVbmWHU9FuZCkN3bsWHPKiRSAUYjsfzr0csz2hjKjoSThVW8X+nc/jzN8hxuV1HTxULW0ueE19afMhQAUAFABQAUAFABQAUAFAD1GcAck9qTaSuwLbWF6E8wwtj9fy6150cfhnPkU1f+uuxXJLsU8EexFeindXRI2mAUAFABQAUAFABQA8YyN3TNXT5edc+19RPY0I4oSy7lyD7mvtY4PByXwfi/8AMxjJ8yTZ9AfDTwZ4J8QRRy6zpvnqWZW/eyoflOP4HHpX838dZzjcuTWX1OV+kX37pn2uWYXD1tasLr1f6M9n1H4afBKwi3yaEAcd7u6/+O1+FZfxPxhjJJQxP/klP/5A+onl2VRV3T/GX+Z//9D8P6/0cPkwoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOj0i4too2ErhDnvXyOa4etUnzRTa8jspyXLYz9SeKS5LxHIIGSOmf/1V62WwqQw6jUXcwqWvoZlewZBQAUAFABQBvaHcWlvdebcnaR0J6V8hn+GxFejyUVdfqelg5QjK8nqeyW+tWTWe4sAAtfzXiMkxP1n3rn1irxkjyvxHd2N3LvibMntX7vwzg8Xh4rmXuv8A4J87jpwl11ORr9MPDCgAoAKACgAoAKACgAoAKACgAoAKAO28IeJdS0bVLWCOZvs7uFKdhuPUenPX8e9fO5rltDF0J88Ve256GExM6M1ys+3T49TSNB+03MyAqhbnHGPU1/IlDhSWNzF0Yx0v+p+nLMlRoqUjzxvjRZX0JS6C4kGBu4PPt1/A1+zw8L8RhlGtR3PEqZ9TqdEfPfjy+0661ZZ7LJMq4OD8oweD0xk5557Cv3nhyri8FTjQxK30/r7z4XGuFSfPA85kcO24eld2NxEa9Tnj2OOMbIhrziwoAKANLT9PutTuks7Rd0j59cDHc4FctfEU6FN1KjsjWnTlOSjE9J0j4Y6rf+UlzIVjY8hF79sMR/T/ABr4/GcZYOlS5VO6R69LLKkpJP8AA+yfAfguSwtUkmU+hr+SOMOI4Yuq3B/1qfpOAwLjFXR1+veBLfUIhsjJ65718RlHE9XBy0kexWwMakbNHkupfDuw02PznULnr0FfrGH41xldqNJnzNXLaCex86/EOSw022a2ttpeQlQOM4PU/wCe+K/duGY4jETVas3Za/M+Mxzp001B+R4hX60fNhQAUAFABQAUAFABQAUAFAHV6Jp6zxCXbktkZ+hr4LOsdOFR076I7aUdLnVAf2cfk6Cvh6lRYmSjM9C1lc5rV/EFzMxgQgAcH2/+vX2eVZDTSVaordkcNWu/hRybMzEs5JJ6k81+gRjGKtFWR55csrCa9fZGMDucZry8dmFLCRvN6voaxg5bGk3h+8BA9evFeIuIsO9La9NTo+qz3Me5tZbWUxSj6H1r6PC4qniIc8GcsotOzKtdxIUAFAEio7nagJPoOaznOMFebshpN7AyshKsCCOx4ojKMleLugaa3PSvCmsS2dsGboOMn8q/E+JMohVryUf6vqe3hqtoq50194utmjEcjoM98gc18fgOGKylzU4vTyOqpXj1Z5VrlzFdTLLEwbO7ODn0r91yTD1KFOUKkbbdPU8TETUmmjAr6s5AoAKACgAoAKACgAoAKACgCxChklRAM5IGK5sRPkpSne1kxxV2kej2WmIY8lfujjFfj+Jx01Pc9eESK91KbT4m+bb/ADJ9qMBg1jJ2Suyqk1DU4O7vri8bdO5IzkD0r9XweBpYaFqa16s8ic3J6lGvSIOqtPDdxcQrKwbc3OBjpXwmJ4kp06jjC1l3ud0MNKW4k/hu4hid2yCOmen41FDiWlVmkrW69/l/XzHPDOKOaZSpKngg4P4V95GSklJbM4COqAKACgC5HaXMqGWOIso7j/CvOqY7Dwn7OU7M1VKbV0hls0izxtH97PFPHQjPDzjPa3/DCptqSsevWviZ7CFUlfAA5r+fsTkEcRU/drdn0Ea6S1Zi6n4ttr5WRnz26Hn9K+qy/hivh2pKNvmjmliYa6nnUzK0sjL93cSPoTX6/Ri404xlukjxZO7bK9dAj7i/ZhE0ngjxAFUlIr63JPpuR/8ACvAUILOaU5fyv80f194EKDx1dz6W/U+hq/Ukz/ROMotaMjcgAtjOKxq1Iwg5y2RnWqRpwc57I8x1i/u7m6ZSWSGM8IwypYexr+HOOc/jj8a6dDRR0uj/ADa8TOK6WZY94bDRXLF6+p534q8LxeJ2jn1CCK4miXany7MKTnGVIzXxeX59mWXQlDC13FPV9fzufz9UhCo1zI8j1Twlo+mKw1DSSq4wHikKkc9cNmvZw3iFndGd6lVTXZpfpYUcBGovdR51P4ZWZQ+j3S3TFWZojhZFx2weG49Pyr9qyfxGy7Fv2eKXspaJX1T+fT5nlVcFUgcnJHJEdsqlT6EYr9jhOM1eLujziKtACgAoAKACgAoA7Dw1p8FxKs0oDc9+3p+NfnXEWY1aV6cG0ra+eh6NCEWrs9SutNs1tOIwDgc1+NUc0rKs9dD2FGNjxLV0jTUZlj6Z7etf0bk86k8HCVT+kfPV0lNpGVXunOFABQAUAFABQAUAFAFjzSUAHBHcV6ksbJ0VTWjXVdv6sZ8utz3PwFr0GkaNHMXEIUMTz0wTk8+vWvxPiXLKmNrqmlfY+rwOJVKnfY5rxb8Q7/XZ/s+nztHAAcv0ZsjoO4+vXP6/VcPcN0sKlBpcz/yPPxmPlUej0P/R/D+v9HD5MKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKALsd5PFC1vG2Ffr6/hXl1MvoVKqrTWq+75mqqSSsmVOetemlZWRkNpgFABQAUAFABQAUAFABQAUAFABQAUAWIZmgnjnjxujYMM9MqciolHmTj3GnZ3Om1nxbquuRRwXBEcEZUlEz8xGOT+PIH88Zry8sy3D4Kt7VXbv8Ahe51V8TUrLlexg/aUxX6r/bNFw/Sx5Hs3cryytIeM4r5fGY6VaXuXS/M3jCxXryTUs28XnzJEATuYDA/WuXE1FTozqXtZMunHmkonuWmfDSHV7GOZYijMBnAxzX8u5j4jTy/FSpupe3mfcUcmjVhdbnKeMvB1t4btdyIwkyBk545r9G4R4sq5zV95q3y8zxsdl6w8Wzn/COtx6NqKtOF8qQ/Mx6qQODn0/l19a/Q85y94zDuEXqebg6/sqqk1ofYfgjxbod+EEcsbjOCAwOD9fWv5Yz/AIazGlCT5Xb0P0fA47DznGN1dn1FokdtPbK8DAr1wK/mzGU6tOq1WWp93CVzemSMjltvFeYoNnYpWR81fFPVntbaVI16Z5r+leAcopYmpFz/AK3Pz/NMRKF0fn5q93JqNw1/OzeZLggE8Kp6AcDgV/day6hhsJF0tNFofkU580rmJXniCgAoAKAJ44pZ3EUKmRj0CjJrz8bjKWEw88TWdoxV2a06cqk1CO7Io3Se+FjbZmIALsvRfXr1xX4PPxWw0Xf6s7eq/wAj3IZU5S5FPX0NyHQb+5LeQhdB/Fg4/TNepS8WMglH985Ql2a/yZ1T4fxado2a7lyy8JarfF1hMKFMZEsqxdfTfjNerDxN4blG/wBY/wDJZf5HO8jxn8q+9Fi48DeIrYqJYYhu6ETxkfmGxVR8SeHZf8vn/wCAv/Il5JjP5fxQy68DeKrWA3T6fI8A/wCWkZWRfzUmvcw/HGQV9IYqK9br80YyyjGp/wANv01NPSb6K2CQzgQsP4W4I/Cvk8ficNVm/Y14zT6pp/qaKjUh8cGvVFvWL6FYnBcdMj1PfiuLB06brw99feTVi+R6HmxBA5r91hUhNXg0zw2mtxuCfcmtG7K7Eet+DtHCYLHIf2r+feKM1c5821j6KhRSSR6pdaPZ+WFUAccmvxqnmVWc9T2HBOGx4J4usPs9wGTLBSefav6e4XxidPkk0r/mfK4mOt0cTX6UeeFABQB1PhqymnvFPlsYyRzjg1+f8TY2FGikpLmV9L+h6+Bpyk3poeg3fhCK6InZQNo54FfkOE4tq0IulGXX0PengIt3epyGuCLSIFtrXq3H0r9EyKUsxqe0rbb+p4eLh7LRHEEljlup7mv1aMYxXLFWR43qR1oAUAFABQAUAFABQAUATJEz8jgV6mGwFSsubZGcppD2gbscmuyeVVErxdyVURAykcHqK8CUXFuL3RsWrOf7NcLIR7H2HrXnY3D+3ouHU0hLlkei2esWzQn94Dx2r8mxOXVY1GpxZ6kasTj9bvortkETb8ck+n+c19pkOX1MPzTqRtfb+vkcVecW1ynPV9qchq6VaC7ugjdB/PtXg5vinQw75d2dWHgpT1Pobw1Y20cIEmCFGOa/lDO8bV9o+9z6ijFdA8QWFq9q7qMNnijIcVU9umwxUbRPnbU7doLuRSMAkkV/WmWYmNagknqtP8j5OpFqRm17JiFAE0UTzOI4wWY9AKwq1qdKDnUlZIqMXJ2R6z4Z0SX7LtuU2nvnHpX848R51T+sSdCd1fp6n2OGw3uKNTQ0Lvw3ZWQ+0MuQeSfSvOw3EVfEzVNPc2ng0o3seUavdNPdNGD+7Q4A/rX9CZNh1DDqo170v6sfG1n7zRj19EYBQAUAfq38CPh7a/D3wLcWrXTX0viiK0u5gyhUhKoxVV6k/f5NfjGHxOIznNVW5eSFFyiv72vX7j9FyjHV8p/e4apaUrXPWF8NWU8PXYQOK/a446VOy3P6j4P8R8bHTFSujF0/w+6axHA43R7hXlcSZxToZZUqX1aZ+15zx7gK2T1Z05+9Zqx7N4h+D/hvXrFbmCMRTCMDI/vV/nxWxDnWnU7s/wA1sViHVxE6r6s+U/H/AMObrwRCbpm3xEbs+9cOIxKhC562UYCeYYmOHp7s+TfErXeqbi4O08AV8JWzLmejP6myzgZ4ZxjOJ5rJpUtsxIUr79DWuHzOUd2XnHAlGom4RsyK6WHUrVNO1DCFSBHPjLJz0PTI9q/Y+FONq2VYjnu5U3vG/wCK7NH8951wdiKF3FbHA6np1xpd29rOOn3WH3XXsw9j1r+38rzPD5jhYYrDSvGS+59n5o/H6tKVObhNaoy69oyCgAoAKACgDX0rUX0648xfunGfwrw81wCxlBwW62NqU+VnXX3jR5rYwx/MT7Y/Wvz/AAPCLhV56mn4ne8VZWRwM8z3ErSv1Y5r9ToUY0acaUdkebKTk22QV0kBQAUAFABQAUAFABQBqaVYyajfQ2yIXDMAcenue1eTmONp4PDyrTaVlodFCk6k1FI9d1P4fasunGHToCIioOCehzu6k+tfjWB4/wAuliX9Ynrf/gH1FTLKvsnGMTyPU9KvNHuPs94oD9flOelfsuXZnQxsPbYaV0j5etQnSfLNH//S/D+v9HD5MKACgAoAKACgAoAKAF/H9P8A69LmXcAGKaaAPxqXJLdgL2z61nGrBvlUlf1AbWwBQAUAFABQAUAFABQBIBniplJRi5PoOMeZpI2LjRJ7azF4xyDjjB718vhs7p1sT9W5bed/+AddXDygrmHX1RxhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUASpHJIcRqT9BmsZ1IQ+OSXqNJvZDnhlix5qFM9MgjNEKsJ/BJP0BprdEFbCOh8P3lrY3wnuewwM/d/E18jxDg8Ti8L7Gh/wdmj0MHUhCpeZ9TeEvGdg+nbQygKM5Jr+EuJuD8XHE/vNz9NwePpqPu2POviD4v0zVYJ7XIMhBAxjPIxnGa/c+AuFcdgJ066Xu3+R81m2PhWUoo8CTG9fqK/rHD29rC/dHwz2O28IzG38RWDxkq7OwJHRl2ng/iBilxNSprCSlbVp/hY6sHJ+1g/M/Rnwjrsen6SjSyD5Vzyeor/ADpz/APEY5whH+rn7dha6jRuxL/4oWAmZCFI6A5xmuuhwLi6lJVEmZvNaZ5r40vbXXrN3QqWCnIHvX2PDlLEZZiFGV0ePmFWFeNkfB+sQm1vpLNgQYGKDPdBjYT7kcmv7Sp4z6zh6UvL/L/I/Jpw5JNGNQSFAG3pelrfs5kYhV4GMZJ/Wvns0zP6olyq7Z0UqTmb1z4bt4YBIu4Edwef8K+Wo5/WlU2TXodn1aNjI0aS8sL+W8s7qC2ktI3fNwwUMoHIAPUn071874jY1LJYRjKzqSWndLV/cdmV+5iG30TMTQGuppLrUio33UjZIXjJO449BzX8eYiaS5T7HC+776Wp6rpniG5022jspdOSWNMkNllYknvg4r5mtgI1pubOipmkorkZv2XinSVtTFqdnMkjSl/MXay4xgDBwePrXm1cprN/upaHjvHzbumV11TwrPdi5vGnUgncHiDxEduM9COtdEsLjIU+WFv1NFmFTuaFrZxXV4LrRpVFgSwkMTeUTgZwehxnFcftsTSpuM0+Y9GlmkYr3tzOv9KmS/t1g8mSIEMTMY5WHOekmcjmuzDY2tGF5rU9WliqVaS/U5rxpIxubdn2NNgjKxxrlceijFephsTVqLW56GIo0uVNM4e28QXmnXKaXBZRXglxvjlGcr6DB4PoRyK+ywOOxeCnHEYatKMl2enzWzR8riqftp+wjFMq3DwG5ke0ysZYlAeqjOQD7jpX97ZJjv7Ryyjip7zir+vX8T84r0nRqypvdM7Xw74lkhlWKXCkdPTFfF8QcPwlS5oXaO2jiej3PSbzxH5dusilQD79a/GMNkUnVXuu3c9N4ptWPI/EGtR6k22PrnkgnH/16/f8jyerhZKdTa2ztf8A4FvvPCr1VLY5KvvziCgBwNJq6sB6N4Y1+KNlhmADCvw7ifh2bvWg7x6H02CxUWlTkepi7i8gtkfN6mvwhYGq6tkj6mM1Fbnlni6zSY/aYzyBuwK/eeE8ZOhanUWm1/uPlsxUZu6PN6/cD5kKACgAoAeBn3JpNpK7A7rTtCtXiRnTe4HJJJGT7dP0r8yx+eV41JQg7LoenCgrXZn65pUNoGaFMEYPHTH06V6GUZpWqzVOrK6ZNailG6OSr7484KANCH7gr7rLP93j8/zOSp8RJnFeo2ktTMoP95vqa/OsR/Fn6v8AM7lsRVzDCgAoAKALNvcTWz+ZC201yV8NTrx5aiuaQnKLuj1Pw14oyBG8gV+4P86/DeIeHGp80YXXc9iliuqH694sERaMOHz2A/lWOS8MVJO7jbz6Dq4lW1PLLy5N3cNORjdX7jgcL9WoKlzX/roeLOXM7lOvSICgC1bXElrIssR5B/OvPxmEp4mk6U/vNYTcHdHsHhzxAl3GI2IBA59vrX81cR8PTw03yn2WExMaqu9zf1HUrORTC0ygHjGa+Xy/LcTCSqxiz0KuIjy2ueJ63bJBc74zxJk9fSv6hyHEVKlF06i+H9T4bFJc90YVfWHCFAH1Z+zn8F4/HNxP4z8Rxn+xdJkUJGynbdT4JC5yMquMtj6d6/FuPOLJZZSWDwr/AHs1v/Ku/q+n3ndQo83vS2R9+i5kjPkwRjgAAKMBQOgA9BX45lvEVWhTtTfqehbq2ctr+p61aY8lsA19dQ4txC0TudFPGVaekGc5b+M7+IbppMTL0zXkZpntTF0nTry0LePryXLKTsd3pvxp1PT7dY70+YgP6V+MVoR5rR2POM/4nfEXRvFXhBo7dgbn0/CvNrUeeDiz6PJMbPBYuNeD2PjKC+NrMr30WUB5Br81xmXyp6xP7w4a4vw+MjGFVq57Bptr8NPE+mslwBa3YXjnOTivBUnG/Nofs3sVVtKmro+afEum6ba63Lp8bDy1Jw1e1hak+XmR+b5/g8M6jotW0ZzU3k3YbRLxVmt3yIWPDJIeFIbrtz1HSv3/AIT4gxOV1adaEnyu3Mt011079mfwHxJg6ccdVpR6PQ8pu7aazuZbScYkhYow9xwa/vPD14V6Ua1J3jJXXoz8yaadmVa6gCgAoAKACgAoAKACgAoAKACgAoAKACgAoA9S+Ht3pcN1GlxgTbgTxgkZ45r8M4+wmPqUJzo6wt+i+4+syedBVIqejPq6e/sG09yHUZQ4z9K/hOnhMUsarxe/6n6XVqR5Gkz498fQuurGQtvRs4Pua/0N4GqweAVO1pKx+SZkpOfM9j//0/w/r/Rw+TCgAoAKAMrUNTniY20e1QpDbsfMcjpn0r+X+L+Kc1web18Hha3LBcttF1im9bd2epQw0JR55X1+4g/4SC/VL6JfLVb7bvxGuV2NuHlkjKeh24yODX5WuIs0U5VPrMuZ+bN1gaV6b1929tXrdW17/MoNqd6w5l7AcADp9P8AJ71s+KM5bv8AWp/ebrD01qkT3OsahdzJO8oV4wFBRViGF4HCAAn36nvXJic/zTErlrYmbXq/0FTwtGEXFLR97v8AO/3GU0sjEkuST715LxeIf/Lx/ezoUYrRIBNKDw5/Oto4/Fx1jVkv+3n/AJhyRfQGkkfG5ifqaipi8RUd6lST9W2NRS2Rp6ZcSi4ji3EoSeM8ZI9Pwr73gTFujntHXSd4v5q/5o48TTXI5W1Omr+zzwQoA0tOWMzt5gDLt7jIzkV4uZTlGnFwlZ3/AEZ00I80rHfaVoFndwmSWJRk8cCvyPM+IMTh6vJGb+892hhoSi20ct4h01LCZREm1Oen6V93w5mssXTkqstel/xPOxlFQacVocxX3Z5QUALng1Mm0nZDVj0vQ/D+n3S+bnBAGec1+H57xDiqC5Jn1mCw0btxPQrvRY5LQRuflIx0r8coZ1Vhifao9qpg1Y8k1/RrLTw5iPzA8f4Yr+hOH87xWKlGFRXTPl8Zg4U4uSZxlfqJ4AUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA7p3pNJ7gNpgFABQB6v4T0+2lt13gZxn6nvX4LxNjq8cTJxfke7hoKwnjDT7aC1LoQMjI9iCOPxrr4WxlSpWjzLX/h/yIxUNNzymv288UKANiw1e905Hit24b16D1rwMflGHxk4zqrb8TelWlTfumbJI8rmSQ5YnJJr26dONOKhBWSMW23dkasRyOorWMnFqS3QjpPDd/Haa1aT3O0JGWO5jjGQec5A9q5M1qVcThpQersdGGkoVEz6A1v4jw6bZLaxyAyyYAVSN3PGfYV+Q5TwpCtjPa1Vpft5n1k8zUIcp4xd+KL+a5a4EjEn3OO/btX9LUMlwtGl7PlufG1MVNzumaVh46vYJ1gukzHIQBIWxgH1zx169OK/MM64boOTnCNuq8z1XjW3ZrQueJPD39pgXsRxOB1wSCOTg88cnrXyOXZzChP2M/hCpQU/eR5RNFJC5ilUq6nBBr9LhOM4qcHdM8lprRkNaCO08PyKsSc9Ce/vX5pxBCbqPT+rHq4d+6jqr+5XyjjBzXxmEoTlNa2OlyVjxvXr63nmk04QoXEgYS/xj5cbc5xj8OtfmPHWYOriqeGT0px/Fu/5WO3Bxir36ne+HbqKw023tZbdwMElsA8nvivxaq+Zn03t1SjyxOnF/p0uA/ysf7wx+fasYq2h83WnKbbFJ0qTkzIB9eKq0r6HOl3ES00+T5onDj2IqHVqrQegyaxi2ARAnnkAnmpSctZoXtEnYpSabGVO5Wz+v9aU4Ra2OylOXxJmLeaVI8ZZCx7YPOAKqnFW5T6XD1JShqch4fgFx4nd8bkjDfoK6a75aSSPSyim5Yxy7EEDFkLH+8f51/Z3hjiZ1cj5J/Ym4r0tGX/tx+dZ5FLFtrqh1fsx84XJr25nQRyyEqO3QfpXFRwlCi7042KcmynXaSFABQAUAWIJWt5lmXkqQcevtXNXoxrU5U5bMqEnGSkjodS8QXFyFjhbYABkivics4fhTnKrXj30PTrYyT+Ew3vbqRDE8hKnqK+thgMPCSlGCujhlVnJWbKVekYBQAUAFAE8TKsqMegIJ+mawrRcqcordpji7NM9J0q+t1jIEqkYx1r8Wx+DrKp70We3Gaa0MnWr+CVJUWVWOCMA5Oa+gyjLqsKkKji90/Iwqzi09Tha/UDygoAnSZkG3qK9bDZhUoxULXRnKCYNM7fL0BorZjWqJx2TBQSIK8k0CgAoAKACgAoAlSR4zujYqfUHFZypwmrTVwb7CMxYlick8knvVpJKyAjpgFABQAUAa+manLpzOVPDj9RXz2bZasZTSW6f4HXQrum2VZ7ye4lMrucn0PSu3DYChQpqnGKfyMpVpt3uVmZ5DlmJPTnmvQjCMVaKsZNt6sjrQR1vgjw6PFvirTPDzSGFb6ZY2cDJUHqQPpXgZ1mDy/AVsZGN3BNpdzSmk5JS2P2U8PaXbaZ4H0PwloqbLXS4VgBwAXYfedgO7HJNfwNmGMrY/G1cbX+Kbv6eS9D2arjGKhHY6STSbaxsN2Mvjk1zxlKOxz+00PLdVV5g5kGVycV1RxNRaJlJpnlWseHZ5Ga4hbHoK551pvdm0ddjhprfUlkaKZSUFK5paN9TKuIJ42+UErSk2y1Bx1Rl3mmG9jKsmM159WnGW6PocFmFahJShKzODurC60uUmGQjHpXz2JyunU2P2zI/EnHYJqNZ3R55rD3M140rn1rfA5Yqfxi4l49lj/ew7s2ZBkIIbPIr6qKUNEfglWtOrNzqO7ZneMIrZpbO+gXa88QWX0LpwT+Ixn3zX9d+HGYVcRlcqFV39nKy9Hqv1+R85jYKNS66nFV+ynmhQAUAFABQAUAFABQAUAFABQAUAFAEqozsEQEsegFZznGEXKTskVGLk+VLU6Kx8O3FxFvlDLnoAP518TjOJKNKooUrP1/Q9GODlb3xsNpJpF9HPMceUc/MMA9vWniMwhmGGlRpRvzf12NIUHSkpt7G9rHje+uY1t7eThRgkZxx+NfL5TwVQpzdbEx36dTqq5nUS5YM4y8v7m9YG4bOOg5x+tfpmCy/D4RNUI2ueLVqzqP3j//U/D+v9HD5MKACgAoA5XVgftr/AIfyFfxdx43/AG/if+3P/SIn0GFf7pGUetfmh2CUAFABQAUAKOtAF+w/4+4f96vuuEP+R5hLfzfozmxH8OR2Ff3EfOBQBKjtG25DgisKtKNSLhPYuMnF3R3Gj+KWghNtMAvoa/K844V9rUVWm2z28NjOWLUjn9Y1VtRm65UHr619hk2ULBRvLf8AI4cTiPaaLYwq+rPPCgAoA7jwneW9n5jzzIhzwGYD+dflvF2X1cUoxo03K61sm/yPbwFZU78zPQ28V6VLH5RniX33jtX4x/qpmEJKpGlLR/ys+jePpctrr7zy7xRPBd3wmgkWRTn7rA/yr+geGqVWnQca1Nxem6aPlcZKMmuV3OVr7g8sKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKANS01O6sRtgwBnODn/GvExeVYfFT56q1/ryNoVZQ2EvdTu7/AAJ24HYd6eDyvD4VuVJa+Y6lVz3MyvaMAoAKACgAoAKAHAkEMOopxk4tSW6An89/avZ/tWv2Rl7NCQyvDKky9YyCM9ODmvBqR54OD2tY2TtqevJ420kW3llsNjGNrf4V+L1eGcdKq6iX4r/M9361TtueValcJd301yn3ZCCPyxX6zl9GVHDQpT3SPGqNOTaM6vTMiRXZGDIeR0NZzhGcXCSumCbTuia6vJZ1DykHYD2/WvLdKlgqFSrBaJN/crmjlKbVzibINdahHuBYu44HfJr+Bsxxc8TVqYiq9ZNt/M+xwtO8lFH0fFBqFnEoFiWRcDI7AcAV8s6ibNsTTlztCHyJHIlt3jPuOB+X+FNTiec6U0RMmmSMVdeR1ypH9KvmiYuDTG/YtILblQZ9RwarnRaixF0uxZyySvFuxkiQiobTZnJyvsJPpuoW/NrcvLGQMZbkfn/jVJIqMrdDJu01SGKVvM2qFJIIU9BUJPm0PZoV5Qimjy6LUJrC23WT+XcTyff7hcYP8zXoxinG0kei606XwOzZq+H9L1bVNMa7gjMyRStFx1HAY/8AoVf1B4d5rg8Jl1ShXnyydRv/AMlgv0PjcXSq1p86V9CW5tLm0cJcoY2PYkf0r95w2Mo4mLlRldHizpzg7SVinXcQFABQAUAFABQAUAFABQAUAFABQAUATRyywtujYqf89q56tCnVXLUVylJrYYTuyWOSeprdJJWRIymAUAFABQAUAFABQAUAFAE+xAu7zAT6c5/lj9axU25W5X66f53HZWvcgrYQUAFABQAUAFABQAUAFABQB7v+zZpg1j42+FbA/wDLS5P/AI6jH+lfmvH2LjheHMZiJbRj+qN6EHOooo/cGw8FW4tvJiYKyk81/ixW8Uc0q5g6GEhdXskfqEMjpOmnJ6nP6v4YvVJRJBPGOpXtX7FR47q4RxhnGHdNvqzyKuRzT/ds891Hw7JhtqdK/S8FnGExsVPD1EzxamGlT0mjhtW0K4EB2ocivZUrnPtscLd6JPFbNIU+vFdUZdCVK71PPruaG3DrLHnFG5vz6WRza3kF6HVBtKnpUuOhcZNnG6/CkaFzWPKrnZzu1meK6wzeaSPlBrpiJOxiBCRmruEYN6jtV8qTwpKsqAyRXK7GxyAy8j8cV+1+GdepHM6lJS91xu15pnn46P7tM82r+sj54KACgAoAKACgAoAKACgDotH01LxRJJzhsAdu3WvkM4zKph37On2/zO6hSUlzM6a50CAREKgwcHgY6fSvj6WdV1NTcv1Ot0IvSxxWoWQspQgOQc9evFfpGX4x4mDk1qjzatPkdjMr1zAs28vkzJJ/dNcWKo+1oyprqbUZ8k1I9Qs9YtYbVHkYKuBnPHWvwjFZPUq4nlopt+X9an0Uq6tds4vxBqCXkwaJwykk8dsdK/TeH8vnh4N1Y2Z5WKrc1lFnNV9ueYFAH//V/D+v9HD5MKACgAoA5/W3m+1R+YMKIwE913E59+c1/GHHv/I/xHpH/wBIie3glHkdu+v3L9LHP1+ZHohQAUAFABQAo5PNAG3ohtV1GI3al4sScA4+bYdp/BsGvp+HpqGaYWUtueP5nDjVP2MvZvXT81f8DpK/vU8EKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAJRmN0H8QIrz8dSdXC1aS3lFr70VB2kmVvDnhHXNbLz6XhHgYDBba2fav8AOXHYmGGbVVbH7Jw/w3jM2b+qNJruz07+xvjJp8e1GmnTg44kzivm1muXzfxWPusT4YcRwXM6Dl6XZTOufEiymZtQ0syeu6AjPGOwrujicFL4ai+8+NxPBmd0G41MNNfJllfGV3jZfaGAD1AdkP4A1TlS+zI8KeR4+nrOlJP0Jl8UaSzEz6XdRBcfcIep6+7JHnTwVeO8SM634XnlKzzy2ynHMkbDA+orpUW1e9/Q5PZTXQ0YbrQicWetw/NxhpNp9iQazcZ9ieXuV/EEc0Oj3V1BdxTqqDJRgxOSBWsIyW6NqUU3Zs8WuA0UL3L8DAjj4/i/ix9K9COrSR6VeLjFzfXY91+D91aw+EL1J2Cu145GfTy4697B4bE1KkZUdk9THCTjGnLmOQ8WSiTVWC9AMj8TX9lcJU5RwN5b3/Jf8E+Nx8r1dDla++PMCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBcGgBKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD6b/Y/j839ojwkvpLOfygkNfhHjG5rgnMfZ78n/ALcj1Mut9ahfuft14rvr3SNK8rToTLc3RKgL1Ff5ceBXBmGzHNZ5vmclGlSd7v1P2+CTt2PP9Jl1fQboBrWV2u8YjkO47zya/wBAuLOFuG+Jct5sVVhyU7+9FW0N5pTWjO1tbdtX86PU4BayxruJIA4/Cv5A4p8MZZfCjiuE6rlGTtu2eXWoU5KzVzA1jwpMtuzxQGSMjIYCvzOhxnmuV4p4DMoXkt9D5+tlNOSvB2Z4n4hso4kaEDYR1zX7vlnEOCxsE6c1fsfJYjC1Kb1R4hrWkJcbxEAzD0r6+Oup5rujy++0mWxZnUbT3qnK+hunY4/VIjLCxY5FY7M7Yu6PGtaj2uR6VSeupstjAHtVnSmSa1Etr4TZpzse6uQYgf4lVeT+GRX7d4Y4erLMqleK91Rs35tnkZhJciR5fX9ZHzgUAFABQAUAFABQAUAFAHW+H7qOFdjkfM5OM84wOa+C4hoTm1JLS3+Z6eGmlFo7We9iETYcE4r85hg5pq53KSPNdXuDPdbeyf1r9kyjD+zoc3c8evK8rGPXvnMFAEm5iNuTgdu1QoRUuZLULvYYPfpVO9tAJ91v02N/30P/AImuflq/zL7n/mXePYr10kH/1vw/r/Rw+TCgAoAKAMHXorhJbdpvuyRbo+f4N7L+HzBq/jDj6/8Ab9e/aP8A6Sj2MDKLhJR6PX1sv0sc7X5keoLjjNAABmgAIxQAAZoAMc4oA29Ahtp9asor5tlu8qCRh1C55x712Yat7KrCfZp/c7nBj5VIYapKkrys7ep0xyefWv8AQehU9pShU7pP70eENrpAKACgAoAKACgAoAKACgAoAKACgAoAKALVva3F3J5Vshd/QVxYnF0cNHmrSsjWFOU/hQ65tLmyl8q5jMbdcGpw2MoYmHPQldf13IlCUXaSKdd5IUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAFYwS27G5spXhlU7gysRz17V+I8R8AZbiKFbE0Y2qay8n1eh7+AzfF4WpF0ajjbs7HvXwj03x/8AELT/ABJ4iXU2t9N8JWBurpt33skIgCnI3FiOmK/hPNqGEw7jBU1zSZ+zUuPM/wAPRlXeLlaNt5P0LR1v4saXp0WrPDKLKQExytArAqSepAH9K8X6vlk58l1f1P1bB8ZcT4vL44yhNVE+r1O78JfE3xdqtkzslldywcPHPaRyqB24cE14eY5bQpy+KST7M/AeIvGfiLAYj2GJo07Pa8TsYvHaahD5Op+A/DOoORyTYNA/HqYHT0rwngVT1hi6q/7eufES8Yq8/wDe8LTa8o2/JnP6trPwnjtWuPEHw5sLZF4L2l7eQ/kGmcZ/CvawyzFvloYhy9Un+h9RlXiRkmKkqeIwLbf8v/Ds87kl/Zs1twsXh7WtPZxwUvVkT8N8ZNe9KXENHX2kH8j9gwD4Ux+k6NSH3GJf+C/gVIJJLDWb+0KBeJ9rDLdOVQV2Ucwzmy9pTi/S57GGyjgfEcz+tTi10uhtr8INGu9JufFGuX02m+FdKHz3LL+8nZuiQIRlnY/gO9e5hcwrzko2XMz4XO8owVGm6lKbdOO3dnkllfC1t5LfSi8dm8rPGHIMm0nA3EcZwBniv7q4IyLDxyqjXrRvKV2+2p+D4jEyU3GGxDLI8rl5WLMe5Oa/XadKFOPLBWR5spOTuyKtiQoAKACgAoAKACgAoAKACgAoAKAHnFTqTqJ8tGoaibjTsOwZNMYZNAEgkcDGSBWbhF7odxhYnvVpJbCG0wCgAoAKALG+LGDH+IJrm5Kid+f8F/wAuhrsjfdXZ+OadONSK9+VxshroEFABQAUAFABQAUAFABQAUAeifCm+uNO+JXhi8tpWgkj1C2w6EqwBcA8j2r5niHCwxOVYmhUV1KElZ+hrTk4zUkf05a54efRo7Z54g6yIroxH94Z71/gHxRiM44blVy/DzcaUm9vN3P2zA1416al1PNPEVpqT6lb6xpiLJJHgBMZ6d6/e/CrjrKa2S1ckzus4819W+56fLZNdCpZaXdv4ns9H1mXymvXVpH5A2v2/Cv9AchxuWzyJ1srXPGC066rqcdSfuOUVseo/F6bTrP+zvCvhhkNxGqmRuvyYxmvw/IuGcFiKuKzfNqN+e6V+5xYXmcXUqHzPqnh5dTuJLKW3KMAQZP4c+tfl2beFUFz4zJ8Uudu/Im7ryOidOE43Z4T4r8FXejmS4sJBMi5BI5xXyVHNc5ySSo5tRaXc+cxOWRlrHQ8L1hw+4TDa/cV+tZbmVDGw56TPmq9CVN2aPMdTwYnCjFetJa3JjseK66ArkikzrgjiLy7itImkc4ArVO25pZyfKja8Z3i3ngnw5IBjmT9VWv6a8LY2oV33t+bPEzJWkkeS1/Qx4QjzQxbvMYLsAJB64JxwO9fHZtxNluWVo0MbU5ZNX2b026GsacpWstyoNTs/wDnp+hry48dZC3b6x+Ev8jX6vV7Dvt9n/z1WvQXF2SNX+tRJ9hU/lA6hZf89VrN8Y5JHT61H8f8g+r1P5RP7Rsv+eorNca5E9PrK+5/5D+r1P5SyLi3MQm8xdp46jPHt1rWlxfklSXKsVG/np+Zn7OXNy2dy6be4FmNRMbC1Ztglx8hb03dM8V7izfAOPMq8Lf4l/mc6lF1HSv73br9xAoL4VeSylhj+6Op+nFNZxl8tFiIf+BL/MtprcsxW1xNYXOoxRM9pZlFmlVSUjMhIQMw4BYg4z1xXNVz7LKcXKpiYJLzQpSjGpGjJ+9K9l1dt7enUg2kRRzkHZLko3ZscHB74NduHzPB4iKlRrRkvJoel3Hqt/IHR4zh1IJGcEY4PSvTjOMtncSaezIa0GFABQAUAFABQB//1/w/r/Rw+TCgAoAKANeDwHr3ii0fVrKSEW1r+6PmybWByCQBg8fPn86/jPjulKWf4ia29z/0iJyVM8wmBmsPWT5pa6L+uxyF14Z1K21m40NgGubeaSFgDxuiBLY9sA1+aunLncUfQ0sxo1MNHFL4Wk/k9jQ0vwbf6jqen6bNLHajUYBcRyOcqEbdtzjnJKkAVSpu8Y99TkxOb0qNCrXjFy5HytLurX+5O50HiL4aT6FPDBFqUF00lzPbEj5AjW6B2zk+h/OtJUHF79WvuPJwHEkcVCU3RcUoxl3upOyOSHh8nT5743MX7iCGfZuG5hNIECj/AGhnJHpXNyOzZ9D9fXtY0uR6ylG/+FXv6PZeZ6HD4B8GnQ7TUJfEQF1cxTP5YKBVeKISbeTkZY4Gevbmuv2ELJ8+/wDkfHzz3MliZ0oYX3YtK+t7OVr/AHa+R5dBaWMkkUU1xsEnl7jjhd7YbP8AujmuOyulc+3qVq0YycY3tf8ABafeeieCbbwTZa7qEus3bT/YJXNls4ScR7sHpzvwuBxXTBUk3zO9tj47OquZ1cLSWHhbnS577xvb8tbnPLyi+4Ff6AYH/dKX+GP5I9aS1CvRJCgAoAKACgAoAKACgAoAKACgAoAKANPTLeG5uhFcfcI9cV4maYmtQo89JHVQpqcrM9h0Hw9a27JNCeSv1wK/m7PeIq9aUqc+59th8KnBJbDte8P21yrNOclRxxXPkXEOJoSUIGdfAxejPHdUtYrW6McB+X0znFf0rlGLq4qhz1VqfH4mkqc+VMy6984woAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAL1jD59zHH2LDOfrXj5nifq+FnU62aXrY6KFPnmonoF34O86FZIBsJ5+UY/SvyHCcXPDyaqvmv3PpJ5dGULr8DmNR8Pvp8Rd5OQCcY6191l3EkcXUVNQ3/rzPGqYTlTaZzFfeHmBQAUAFABQAUAFABQAUAFABQBUv5xDbNj7zcCvzvjPOIZflVTX35rlj8938kdWGpudRHuHwq13UPB2jywQyyrY6wqi/hTkTwhwwQjvggEV/nhnVBV4txeq2PdzzDVq2WzoUnZs/Ub4Q/DX4YfGTwpqtxo+vwaf4iSGVPsN5IsOGRMRGNGYKVOBnHfNfPZfTw31NU68V7RX16m/h/meIynL6eHxeK5ZJu6b93Vnxj4/+A/xI+F3hzTviZAq3VvNKltqCQrgJMxP7spyGOBncvA4rzcLi6WKlUwtaLSWzf8AmfoPHmX5FnOESw1eEqtujW9r6fqdVqNvoPh7wTF4ywZ2ulJjgQZkLHAVQPUk18NRp18TjPqrdld6+h/nTgsLmGY5usppLW9ji/DPwY1nx1q2nXXxFhv4xfSQJDY6bblzCt0+yNpGb5UDHvgk19pUzL6tNYPL7c76y6+h/pbw34a4LJMuji8U+aTtotX8z7Mh/YU8CXl9J4V0zQtc0rVZLeZrS6uLlDEbiJC6q+EG0Ng81zVlxHQ/2jETg4dluGZZ9g8NhavsaDTSdmfHmo/Ajw9oXw6+Imu+MNRSz1nw0tubGGRgfPlEu1lAP3unNdmW55PE4qnRpLR3ufzjwPnuEzOGInKXvK1l8z401XxX4n8W2d7f+JNRmvFijSKJXbEacjCog+Ucegr9bpUKcJxjTjqz9dq16tWhPnlppYyrdPKgjj9AK/0NyPDPDZdh6Et1FX9bH5dVd5tklfQGYUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHW+BZTD400OVRkpe2549nFeZmKvhKq/uv8hrc/cr9rf4y+O/Dfi7wvpfh8ZszFAZB7GMZr/LbiPhvDZ1SnQqx97oz7nDV3QpqqmeqeBfiBp3i/T4FtZg19GimSMHkHHPH1r/P7iPhDMMmxMoyi+W+jR99gcwpYiF0ezQazo6xxzanb77iH7rYG4Y96+i4Y8R89yGH1ehNuD6M0qUbt2PKNWgjn1281y2uC0s8florHOOc8V/aeTeOWDzDD4fL8XS5ddXpYEkoqDWhy3iOa9tdLS2R/Lurr93k+/ev2Lg3hhUs3q5+sT7Sj8XKn5/cVThHn5uh5R4quW0HRhp0rGW4k5Zuv1r8h8VeMaOY4p4WjFcvpqjKrLnldbHyz4m2SKznhx3r8RyPMa2EqJweh5GJoxqR1PG7rUbYGSOZwrDPWv6cwGKhiaKqLc+MlRlCTR4N4t8Q2kd00NufMYnotd3MlqejSw8ptI8j1m4u5jmUlVPQVjGspvQ96rlzw0FKXU9M8QB18D+GwwwNrEfior+rfC5f7JVfn+p+e5n8aPOK/oE8M5PUJGe8lyeBx+Qr+JeNsRKvnmI5n8LSXokj6ChFKnEzm6V+enYMoAKAHAgUALuFADcmgBSxPegLE6zSKjRByEfGQDwcdMjvTu7WE4ptO2opmkZVjZiVTOATwM9cDtWkW+jJ5VdtLVnSaVdT3Ql8+RpCu3BYknpjqfoK/o3wslKX13md/g/8AbzyMXThC3KrGlX9FHmhQAUAFABQAUAf/0PxPvbGawl8uTkdj0r/QbA4+ni4c0N+x81VoypvUz69YwCgAoAZqM99bQ+Vpl5IsU8Ky3MauQocSlVBA9AqN+P0r+MePH/wv4lJ6Whf/AMAidGHp06kuatTV02ou3TlTf5tFzWfCmrWa2Oo3d55t3qjOzZJDKxXexZyeSc8//Xr86nSas76s5sHmuHqOpRp07Qp2+etlZdEc5Pp13bRwTS3GfMt45o8NyEdyoX2IIJxWLTSVz2KeJhOUoqO0mnp1Svf/AIJ0ejeGrPUY9Sl1jUxCbQsEAdcySAEk/MeR7jr0qox1fMeRjMxqUXSjh6N+a19Hor+SOZTTbQ2Ut094geOKKRUzyxkfaVA9VHJo5E03c9p4mp7SMFB2bkr9rK6fzehLYWWlS6jBDeXYjtnnZZH54jXBDfj0FSoq6uzPEVsRGlKVOF5KKaXm+nyNDXLXwvHrnlaTOxsCYBv3FyN3+sPIBOPTHWm4x5tNjkwNXHSw3NiI/vPe022+HvuYlw9paXDtpzMwR5QjkYymcIfrjrUtRT0PTpxqVIJVluldefX8Toov9Wv0Ff6F4L/dqX+FfkeHLdi13khQAUAFABQAUAFABQAUAFABQAUAFADgcUmk1Zge16PqUWnWcbOQRtHU1/L2dZXPE4mTgtmfb4aulFJlq/1a3vbWQowBZcCuHLMtrYLEXkrpmletzpI8l0/RNW1/W49E0a2e8vruXy4ooxlncngAV/TSxdGhg1XqyUYpJtvY+KqQl7RxPoq6/Yz/AGgLGzN9d6DFEirux9tti3r0WQ818O/EDIb2VZ/+Ay/yNvqtXsfM+p6Zf6Nfz6ZqkLW91bttkjYYKmv0PC4qjiqMa9CXNGWzRyNOLsyhXWIKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoEwoCwUBYUdaBbHW+E3SO/wAuAwyMg1+dcXQlPC2i7aM9fAT5Z3Pd7e4jkt9yHg1/KFWlOFRqe5+gKdo7nmvjOxM0LTRnAQFiPpzX7XwZjoxrQpNa7fefLYyHPCTvseSV/RJ8mFABQAUAFABQAUAFABQAUAKSACx6CsalSNODqTdktWCVzk7i4N9dAscJnAz6V/D3FGe1M2x0q1/cWkV5f8E+rwtFQikz7B+FfhnT/GA/snSdZ0+PULVFENvLMqPNxzsJIBI9M1/OWfYjEUNXTk4vqkfRYiiqtFJTV/M9ks/hV46hvVtk0tpLyNxhVIOT1GCDyD7Gvz2rmtCn70nZHw+JyeriE6co7nfaj8M/2iLuI2Vzo2qR6eW8xYtkhiRum5d2QD9K8z/WPLba1lc8XD8HVMNJTp8ya69TjJfB/j7wpJbzXmnzsLM7lWWNtoPT0I71dPM8BiL8lRJvzPKqcLVcNiPreFco1O60f3nunh/9p3xTBq8OvanZwWupaJb20FpAttm2uBacxG5JkRiUPKkKcGvaSoqrDEKzcdj3IZjxDSh7D6y3D+89TnvGn7a37RfiXWl1OXxDHpph3BY7KBEiwwwcg7iePU19FiMZPFq1V6GuJqYnE0JUak3ZrpofL3x78dnxX8PLO8uVAvJWKzP3eXPzH8fSubhjLPYZjJrY/FOD8jq5bndWnFvkPkTEUHhq1hziS5uCWB7heBX9DZFR9vm1Cm9nKP5n9WYt+zwa7u5JX+hp+bhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH6Of8ABM/wp4T8YfG/VrHxZpltqUVppEl1CLmMOIpY54QHXcDhhuPNfzl4xY7F4TKKE8JUcL1FF2drpxlo/LQ2oJurFH6Y/tdfCi8+IXgaXxF4HQS6npYbGzkkLwAMfSv5kwk7wU7ansynq4PY/IH9lPxN8SvDn7Q2naNqkdw6z3SxTxtkrgN3FLF4DDYxWxNNS9UdMZukrwdj+o5vhj4a1/S7eea3EMskasdoA5Ir80zLw+ynFbQ5X5Hr0swqx6nifj34G6Foun3GuT6itlbW6lmd22gYr85xPhPT5r4edj0oZvJL3kfnrc/Fr4W3PiSTSP8AhI7dpLdyivJINuQa+iwHDXEeXwdLDYp8r6XYPOodEd9qXweu/F9muvaZqcF7azgbXjYsvPNeRPgfMKtV1a802yY5xT2seWa9+z49ojSX9wpXHRSa+py/g103zVZHLWzTpFH5U/tCaXP4c8ZDSdKnYK+RwfcV+nYTCQw8eSBVOftI8zOVtNI0rQ/D76nqzedcvgDPOM163sJTTSOmjiFTrxlLY8q1i7hutssWMHPFeVRoypScZn2Wa4mnXpxnSZ3t5ql14m8M6TY2NuZX0xCrKgJc8dcDtxX9D8AcT4DAU54TEytNu6vZJ/PufkeY4abkpLY84eZm4HAr9vxOZ1a2i0R4Sgkc1dgrcyhgQc96/kjOpxnmNeUXdXZ7lK3JEpE5r5s3EoAKACgAoAKACgAoAeBkCmhM6rRreRbZ7rH7uRyin1ZACf0YV/RvhWnbGv8Awf8At542MqJzUOqV/v8A+GZrlWXlgRX9JzpVIazi18jzLojrIYUAFABQAUAf/9H8sNd8Nx3oLdNtfvGScSyw7UY7nfisLFw1PKdW0v8As5wFfcCcc9RX79lOavGxfNGzPj61H2ZiV9McgUATz6BFdaLfa4t6Eltyga3AO5lLIoOfTLe/Sv4v49h/wvYmd/5NP+3IhTzCUMRTwvs7qV/e87N2/D8Tn7PT21K+js5bsRAu43yNwu1S2Tn1xivzeMG3Zs9atiFRpOqoX0WiXnY1dN0TSDeWcep6gI7We3WZ2QgsjOSojOeMggE+g5oVNXXM9DjxGOxHs6joUryUmlfqlZ39Oi8zM1PTtNtbu6jtbsSRxXE8Uf8AEWjT7j5GAd1EoK7szpw2JrVKcHUhZuMW/V7r5E8ljoaWbul4XuBBbuqbT/rZG/eof9wc03CFr83YzjWxTqJOnaPNJN+SXuv5s1dXTwabewXSjIrhJxcFsklwo8sjPGGbPA6d6qoqdly/M4sJLMeao8Ra148vpd83zSt6mZat4YV1N2srDfaZAH8H/Lz+P92iKh1v0/4J1VFjmmqbW0/v+x/wSyL7w9Ho2oWUdmXup3zDM2CyKH+VevGV6++KceR3glq9jP2GMeJpVZVLRS1XfTV/ft5EqAhFHoBX+hOFg4UKcH0SX4GLerCuskKACgAoAKACgAoAKACgAoAKACgAoAKALBuJmjWMsdo6CuP6pQ53U5Fdl88rWuLFcTw8RSFR6dvyoq4WjV/iRTHGpOOzPon4B+GNfXxRYeM9PTfc20ubaPaW8xxxkj+6K/GuL83hOnLJsNHT7T7dbLz7n9QeHvhnSzXCPOs6qOFD7KWjlbd3adl082fcviz4k/G2xK6drE2xphxGLdM49Pu5r+d8dgI0I3sf0lgfD3gnF0nOjSul155f52Pzk+KumXVxrt14ilbdJdvmUAYwwAHA/Cv2fgHi6KcMmxKS/kf42f6H8w+I3hxSyZPG5dJun1T1a80+x5HX9JH8zhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUrgFFwCi4C896LidwwaZNy5Z3RtLlJ15x1rzcfhFiqLpNm1Obg7ncXHiQRWAWJwznj5T3r8mw/DHtMb+9jZb/AInvPG8sb3OXfXdQlQxyMGUgjBr7+PD+CjJTirNen+R57xc2mmkYVfWHnBQAUAFABQAUAFABQAUAFACTDdDID3U/yrxM3hKeX4iEd3CX5M0p/Gn5nf8Awh+Gll8TZZ9JsRLJqNsjzuqlQBCmPmyeOM1/mTnuaVsvXtLLlP6p4E4dyTOKbp4ypKM1vtax7vrH7FXjjTIxLNpeoxg8grB5o56coTXyMeM4p2mkfqj8LOH66tQx6T7No48/Bz4leGJt2l69f6VLERsy89uy/kRirfEWWVl++oxlfyTPNq+C9WeuDxkJfM9b8O+L/wBtuyaKPwx8TdQu/LG1Em1RX49Nty2K8apPhWq/32ES/wC3bfkfJ4rwl4io3lTlzLyk/wDM9jh/aJ/4KKeHbVLbWNNi8TQIc5n0u1uwy+ha2AyP1rza+TcH4naXs/R2/NHxlfhDiGhJqSb8tH+h454p/aS+MF1eSXfj74ZWMMjn5zDZzWQPsByorXDcJ5Je2ExrflzJnymJyfMVL99R/wDJSPRf2mvg5ZxEeJ/hJcPNjDvHfhsk/wCy8QxWuL4Ox1S31TH2Xnf9LnnPBSpxlz4Z3/ryPlv4sfEHSPHF5Fb+GdKfR9MjkZkt2JbBPq2eT+Ar9PyXK5YGnetPmn1Z8TluU1qVaVauvel2OP1yIR32n2CgAW0Csw7hiMnNft3h5hPrec0ptaRvL7v+CfSZ9VtFQS0K9f3AfnoUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB9q/sQeIb7w18QfFF/Ylo3l8P3MKuP4XaeArz/AMBNfzJ45YmGH4dp1ZbqrF/+SyPVy6nz1beR+vX7IfxDvF0nUNJ8az+f+8kY7znKsxIHNfyvk+Z0sZRUqZ6WNwk4LnZ7kifs6+FddufGUGnQJqkfzh9i53A54P1r6nm1OGLurM8/vf23Bp2qtAkAFojbV4/hFQ5GkVNbHnX7Vv7Qn/Cy/gRe2/heZobp1kD7Dg42j0oU0XFybtI/A3wb8N9W1C5fWtbumhiRizEtgnHNdUU97k1Klnyo/Qb9nr9pC60bxXYfDLT7h7uzkZUyxzg5xSqWsZRTS5j9JvHtjcmxMu4AFM9a4OW2oOqmz8JP2gmt2+LEAunxGGIY+24VMU+bQ+kofwmz1HUfAPhnxP4RS2tGVi6ghxjr25r0lUlBnnym3ufJPjbwTF4KsmgnUySsflYcgCul01XXmb08RKC0ZyXhiecwv5eUdMEMPbmvk8dTnh6sZo6I1HUVmZ9+4ku5GSMRAn7o6D6V/W+RYidbLaNarK7cbtny1aKjNow9a1A6jqUt2wCkhFwqhR8iBOn4c+vWv51x1X2mJqVe7Z2YOj7GjGn6/i2/1MRjmvMO0bQAUAFABQAUAFABQAo61S7gdlo8LLYmcuCryMoXPIKqpJx77gM+1f0d4Vr3MY/OH/tx4WMmnU5bbJa/N/lb8Tbn4UV/XubO1KPr+jPFp7lGvjjrCgAoAKACgD//0vzS1O6T7G5Q84r9EyvDSWJi5I9+u1yOx8+ajNLNeSmQ5+Y/l2r+wctpUoYeLpLdan55Wk3N3M+vXOcKAF1iKyuLKyePZBMhkhlAOTJtzKJWBPXDBOOMKO5Nfxhx9BPP67v/AC/+kRN8PUnCpONrqyafq7W/C/zKdppOizT2sV3qQiSa2812xkRy5b92ffCj86/OnG7irmlXFYmMJyp0rtSsvNaa/i/uNXQ7DwXN4burrWLxotVjdhHFzgrhdpGAe5Oee1Z2jy67nHjq+ZRxsKeGgnSaV3p536+hz0Eejm0uTcvJ9oCQGIAcFy480N6ALnHvTi42d9z1pzxHtI8iXLeV/S3u2+ZuaVL4OtvENrLfxSzaX9nXzlxyJynOBkZAbpzzTg6fMr7fqebiYZjUwk40pJVebT/Df82ijqV1oUniMXlhasNKWSMmH7rMikbwOTjIB+lLmhzLsdOHp4qOD9nVn+9s9fPp9xDd3OlS6TPa29iUupLjzI5c52w5f5D6nlefalzR1ikXSp14141JVLwUbNf3tNfwf3nUeIdds/FcOm6XoWi/ZJhJEh8vDGSQ5QABQPvFhwTnNelh6kamKpQtZc0fzPFy/A1MBKrXxeI5lZvXot76vpZnpY/Z9+N5/wCZF1j/AMA5P8K/vf63hv8An5H70fC/6/8AC/8A0MaX/gcSrcfAn41WzhJPAeuEkfwadcSD80Qj8Kf1zD/8/I/ejop8ccM1FeOZUfnVgvzaK3/Ck/jN/wBCFr//AIKrv/43T+uYf/n5H70bf66cN/8AQzof+Daf/wAkH/Ck/jN/0IWv/wDgqu//AI3R9cw//PyP3oP9dOG/+hnQ/wDBtP8A+SD/AIUn8Zv+hC1//wAFV3/8bo+uYf8A5+R+9B/rpw3/ANDOh/4Np/8AyQf8KT+M3/Qha/8A+Cq7/wDjdH1zD/8APyP3oP8AXThv/oZ0P/BtP/5IP+FJ/Gb/AKELX/8AwVXf/wAbo+uYf/n5H70H+unDf/Qzof8Ag2n/APJB/wAKT+M3/Qha/wD+Cq7/APjdH1zD/wDPyP3oP9dOG/8AoZ0P/BtP/wCSD/hSfxm/6ELX/wDwVXf/AMbo+uYf/n5H70H+unDf/Qzof+Daf/yQf8KT+M3/AEIWv/8Agqu//jdH1zD/APPyP3oP9dOG/wDoZ0P/AAbT/wDkg/4Un8Zv+hC1/wD8FV3/APG6PrmH/wCfkfvQf66cN/8AQzof+Daf/wAkH/Ck/jN/0IWv/wDgqu//AI3R9cw//PyP3oP9dOG/+hnQ/wDBtP8A+SO/0b9k/wDaE1/TYdVsfBlxFBNu2rdT21pMNrFTuhuJY5V5HG5RkYIyCCeKeaYSL5XU+67/ABSsfLY3xV4PwleVCpj4uSt8MZzjqr6ShGUXv0bs9HqmaH/DG/7SH/Qof+T9h/8AJFL+1sH/AD/g/wDI8/8A4i/wX/0Hf+U6v/ysP+GN/wBpD/oUP/J+w/8Akij+1sH/AD/g/wDIP+Iv8F/9B3/lOr/8rD/hjf8AaQ/6FD/yfsP/AJIo/tbB/wA/4P8AyD/iL/Bf/Qd/5Tq//Kw/4Y4/aQ7+EOP+whYf/JFKWbYSztP8H/kVHxf4Luv9u/8AKdX/AOVn15+yytj4Q+KfhrQ/E0aWzW0y2kquVKpcL8pBIJU/OMZBx74r+OMyx7dbEO+rlL82f7N5jTjjfDnD18ofNB0Kc4tJq8XFO9t1dO9tz9II9c8IXf7T95pkssLXVpo25CSvFwzfOM+vldfavkZ4lypRot7H85VcFmFLgenXSajKtr/hS0+XN+J+I/7R39m6h8UPE+neF0E8E+ozJAkfIZi2CFx/tZxXlYTESp46lKm9VJW+8/W86xnLwtT/ALQlZqn7zfa3X5HmP/DM/wAeT/zJGo/9+x/jX+i8cZRsrzj96/zP8sn4kcJ30zKn97/yD/hmf49f9CRqH/fC/wCNV9bof8/I/ev8xf8AESeE/wDoY0/vf+Qn/DNHx5/6EjUP+/Y/xpfW8P8A8/I/ev8AMr/iI/Cf/Qxp/e/8g/4Zq+PX/Qk6j/36H+NV9bw//PyP3r/MX/ESOE/+hjT+/wD4Af8ADNXx6/6EnUf+/Q/xo+t4f/n5H71/mH/ESOE/+hjT+/8A4Af8M1fHr/oSdR/79D/Gj63h/wDn5H71/mH/ABEjhP8A6GNP7/8AgB/wzV8ev+hJ1H/v0P8AGj63h/8An5H71/mH/ESOE/8AoY0/v/4Af8M1fHr/AKEnUf8Av0P8aPreH/5+R+9f5h/xEjhP/oY0/v8A+AH/AAzV8ev+hJ1H/v0P8aPreH/5+R+9f5h/xEjhP/oY0/v/AOAH/DNXx6/6EnUf+/Q/xo+t4f8A5+R+9f5h/wARI4T/AOhjT+//AIAf8M1fHr/oSdR/79D/ABo+t4f/AJ+R+9f5h/xEjhP/AKGNP7/+AH/DNXx6/wChJ1H/AL9D/Gj63h/+fkfvX+Yf8RI4T/6GNP7/APgDP+GavjwP+ZI1L/v1/wDXo+t4f/n5H/wJFf8AER+FP+hjT+8X/hmv48f9CPqX/fof40/reH/5+R/8CQ/+Ij8Kf9DGn94f8M1/Hgf8yRqX/fof40li8P8A8/I/+BL/ADF/xEfhT/oY0/vOt0H9kD4868rSN4ebT1H/AD9yxxE/RdxP6VxVczw1P7d/TU8DHeLfCeEdvrXP/hTf42MvWP2U/j3o90bd/CVzdjs9sUlQ/irVrTx+GmrqaXq0vzO3CeKXCeJhz/Xox8pXT/FFVP2Xvj3JZ3N8PBd6I7XaXDeWJDvOBsjL75PfYDgcnAqJ5hhoNKVRa9nf8jul4lcJqrCj/aELyvbe2neVuWPlzNX6HKS/Az40Rfe8B66f93Tblv5IaVPMcLPaovnp+Z7z4y4btf8AtOh/4Op//JEP/CkvjLn/AJEHX/8AwV3f/wAbroeMw/8Az8X3oS4z4b/6GdD/AMHU/wD5Is2vwT+MonjY+A9eGGB50u6A6/8AXOuWvi8O6cl7Rbd0WuM+G00/7Tof+Dqf/wAkaS/AH403t3Klt4H1kfMcGSxmiByfV1UfrV4XGUHRj+8Sdlu0v1OHEcd8MUm3LMqLXlUi/wAmyf8A4Zr+O5/5kjUv+/X/ANeu361h/wDn5H/wJf5nCvEbhT/oY0/vE/4Zr+O//Qkal/36/wDr1H1rD/8APyP/AIEv8w/4iPwp/wBDGn94n/DNvx3/AOhH1L/vz/8AXq/rVH/n7H/wKP8AmP8A4iNwp/0MKf3mTc/Av402s7xS+A9cZk6lNOuJF/BkQqfwNZvGYf8A5+R+9f5nqUuOOGakVOOZUbedWCf3OSZV/wCFJ/Gb/oQtf/8ABVd//G6f1zD/APPyP3o0/wBdOG/+hnQ/8G0//kg/4Un8Zv8AoQtf/wDBVd//ABuj65h/+fkfvQf66cN/9DOh/wCDaf8A8kH/AApP4zf9CFr/AP4Krv8A+N0fXMP/AM/I/eg/104b/wChnQ/8G0//AJIP+FJ/Gb/oQtf/APBVd/8Axuj65h/+fkfvQf66cN/9DOh/4Np//JB/wpP4zf8AQha//wCCq7/+N0fXMP8A8/I/eg/104b/AOhnQ/8ABtP/AOSD/hSfxm/6ELX/APwVXf8A8bo+uYf/AJ+R+9B/rpw3/wBDOh/4Np//ACQf8KT+M3/Qha//AOCq7/8AjdH1zD/8/I/eg/104b/6GdD/AMG0/wD5IP8AhSfxm/6ELX//AAVXf/xuj65h/wDn5H70H+unDf8A0M6H/g2n/wDJB/wpP4zf9CFr/wD4Krv/AON0fXMP/wA/I/eg/wBdOG/+hnQ/8G0//khD8E/jJg58Ba/j/sF3X/xuoli8M006kfvQv9c+G/8AoZ0P/BtP/wCSPVP2NlNh8TNdsJ0MEqabdRMGyjqwYAgg9CD2r/LPxHpRhGpCk7xU2l6XP7U8NXCvOcqdneN7rrof0FWGla22nwyWurbgqL/Aj9vcV/K1Sk+a5+g4qrS9rJSi1qfN/wC0r47+I/wo8HWviXw7o1p4mu7i7WA201sP9WVJLHaQcjFfR5LgqFfEKGKrckdTkrVcaoJZVzSn2V/0Ph9v2xtVGU8cfBC3m/vPHbsP5g193PhrCVJXo42PzZxw4k4lw/uV6dXT/F+txsP7U/7N90ytrXgvVPD8rdVt5pYlXPptIFcsuD8a2+SUJr1udtPxCxlJKFai0/7yX/APpn4XeIfgz8WNFu9V8G33iFraykEMwF1JIEZhuAIbPUV8Lm2WYrLZqNaCV9rJL9D7HLeNq+NT9nThdeTv+Z1Ot/Bj4P68hivr+5V3HBniikYcZ5LRk/rXhUs2xdCXuzZ7zzms/wCNhqcv+3f+HPiv44fAnwJ4R8Pa7r+kPDfR6RLZRoREqFjdgk5KAAbQK/TeHc+xeKxcMPOTtI4+IMwyynlMa8sDBTlfVI+CNK8BfEDxzqOoaz4Y8NanrVtFJ5JlsrKa4jVgPulokYA47V/ol4V4SFJ1cXWklZcqu111Z/njxVxRlGExPs8djKdKT1SnOMXb0k1ob3/Ck/jN/wBCFr//AIKrv/43X9OfXMP/AM/I/ej4D/XThv8A6GdD/wAG0/8A5IP+FJ/Gb/oQtf8A/BVd/wDxuj65h/8An5H70H+unDf/AEM6H/g2n/8AJB/wpP4zf9CFr/8A4Krv/wCN0fXMP/z8j96D/XThv/oZ0P8AwbT/APkg/wCFJ/Gb/oQtf/8ABVd//G6PrmH/AOfkfvQf66cN/wDQzof+Daf/AMkH/Ck/jN/0IWv/APgqu/8A43R9cw//AD8j96D/AF04b/6GdD/wbT/+SD/hSfxm/wChC1//AMFV3/8AG6PrmH/5+R+9B/rpw3/0M6H/AINp/wDyQf8ACk/jN/0IWv8A/gqu/wD43R9cw/8Az8j96D/XThv/AKGdD/wbT/8Akg/4Un8Zv+hC1/8A8FV3/wDG6PrmH/5+R+9B/rpw3/0M6H/g2n/8kH/Ck/jN/wBCFr//AIKrv/43R9cw/wDz8j96D/XThv8A6GdD/wAG0/8A5IP+FJ/Gb/oQtf8A/BVd/wDxuj65h/8An5H70H+unDf/AEM6H/g2n/8AJB/wpP4zf9CFr/8A4Krv/wCN0fXMP/z8j96D/XThv/oZ0P8AwbT/APkg/wCFJ/Gb/oQtf/8ABVd//G6PrmH/AOfkfvQf66cN/wDQzof+Daf/AMkH/Ck/jN/0IWv/APgqu/8A43R9cw//AD8j96D/AF04b/6GdD/wbT/+SD/hSfxm/wChC1//AMFV3/8AG6PrmH/5+R+9B/rpw3/0M6H/AINp/wDyQf8ACk/jN/0IWv8A/gqu/wD43R9cw/8Az8j96D/XThv/AKGdD/wbT/8Akg/4Un8Zv+hC1/8A8FV3/wDG6PrmH/5+R+9B/rpw3/0M6H/g2n/8kH/Ck/jN/wBCFr//AIKrv/43R9cw/wDz8j96D/XThv8A6GdD/wAG0/8A5IP+FJ/Gb/oQtf8A/BVd/wDxuj65h/8An5H70H+unDf/AEM6H/g2n/8AJB/wpP4zf9CFr/8A4Krv/wCN0fXMP/z8j96D/XThv/oZ0P8AwbT/APkg/wCFJ/Gb/oQtf/8ABVd//G6PrmH/AOfkfvQf66cN/wDQzof+Daf/AMkH/Ck/jN/0IWv/APgqu/8A43R9cw//AD8j96D/AF04b/6GdD/wbT/+SD/hSfxm/wChC1//AMFV3/8AG6PrmH/5+R+9B/rpw3/0M6H/AINp/wDyQf8ACk/jN/0IWv8A/gqu/wD43R9cw/8Az8j96D/XThv/AKGdD/wbT/8Akg/4Un8Zv+hC1/8A8FV3/wDG6PrmH/5+R+9B/rpw3/0M6H/g2n/8kH/Ck/jN/wBCFr//AIKrv/43R9cw/wDz8j96D/XThv8A6GdD/wAG0/8A5IP+FJ/Gb/oQtf8A/BVd/wDxuj65h/8An5H70H+unDf/AEM6H/g2n/8AJB/wpP4zf9CFr/8A4Krv/wCN0fXMP/z8j96D/XThv/oZ0P8AwbT/APkg/wCFJ/Gb/oQtf/8ABVd//G6PrmH/AOfkfvQf66cN/wDQzof+Daf/AMkH/Ck/jN/0IWv/APgqu/8A43R9cw//AD8j96D/AF04b/6GdD/wbT/+SD/hSfxm/wChC1//AMFV3/8AG6PrmH/5+R+9B/rpw3/0M6H/AINp/wDyQf8ACk/jN/0IWv8A/gqu/wD43R9cw/8Az8j96D/XThv/AKGdD/wbT/8Akg/4Un8Zv+hC1/8A8FV3/wDG6PrmH/5+R+9B/rpw3/0M6H/g2n/8kH/Ck/jN/wBCFr//AIKrv/43R9cw/wDz8j96D/XThv8A6GdD/wAG0/8A5IP+FJ/Gb/oQtf8A/BVd/wDxuj65h/8An5H70H+unDf/AEM6H/g2n/8AJB/wpP4zf9CFr/8A4Krv/wCN0fXMP/z8j96D/XThv/oZ0P8AwbT/APkg/wCFJ/Gb/oQtf/8ABVd//G6PrmH/AOfkfvQf66cN/wDQzof+Daf/AMkA+CfxnPTwHr//AIKrr/43R9cw/wDz8j96J/104b/6GdD/AMG0/wD5I+pPgj8Dfi54b0u/8T3Ph67sJ55Y7VIrhDHI0eN7nyz8+M7eSMcYHQ1/KPjRUhmGFoZdTkmneXz2X5s+v4Z4kyrMqtX+zcRGq4Wvyu6V721WnTa/6H6R6T8K/G/hXQ01VLc+bLErMi53cjPTFfzJw9kssuouMndn3eJxcqq5Oh8r+OPF2t2t7Lb6mkluVJHzAj+dfXtu5yxikeD6v4wNxN5Ktn3q4y7m6j2O+8B6vLqcU+iXLb4J1xg+9S9jKaseXeKPgz4v1TUpNJ0e5ENtO5x82ODW8artYxcF8TPpb9nb9kd/h3qq+NfEMy3NxHygB3cjmsqkm/hMpzurI+uvHHjG7vLaS2QYwhGPauPlm3uTGEdz8Nf2h/tGpePjDGcSszAfXIrtoK01c+loLmpNI0vCXjK7+H1lHp+vTFxJjC5zgV71SnzbHlyiup6Vq8GkePdKDgCRZBkHqRXFBypyMZOx8/8Ai3RZPCCQ2trBmNmG5wO2ea0q0o4mDUjSFSz0Mu58KeIpr4a9pmjXNzpe9JBMIXeDaCM73UFVHrkjiv2bLsXToZDyQmnOEGrX62Pls0x+Fp1JUa1aMJSTsnJKT9E9X8jyvxEu3XtQCwm3HnyERHqgLEhfwr8QnK7fqe1l7vhKV5c3urXvpuYODWR6AoAxQAEAUAAANAC7RQAm30oAMcUANoAkUA1SE2ev+BvAPi3xhpMt54P0W/12WCZkuI7G0lufJUqpjZ/KVivmHeFzjOw46HH9EeF9elTji/aTSbcN2l/MfBZ5nuXZdiFTzHEQoppOLnOMOZ3fMlzNX5fdvb+ZX3R2kvwX+MznH/CBa/gf9Qq7/wDjdf03j83w9aSUaseVea1PlYcY8NJf8jOh/wCDaf8A8kcNrmg654a1CTSPEmnXOl38YUvb3ULwTKGG5SUkCsMggjI5FefTqRqLmpu68j67B47C42isRhKsakHtKMlJO2j1Ta0MGtzuCgAoAKAP/9P8bbPxPcDKXZ3Ke4r+18TwtRUlPD/8E8tY+bXLI528lWa5kki4VjxX2+DpSpUI05bo8ucrybKddxmFAF2KDw89rNLqkri5RvkQcAp8vI9TnOR6c1/F/HnJ/b2Jct/c/wDSImUp4xVIxoJcvV+ev3evyOp+x/COK2R5LuSSYDLLh/vccDtj3r88fsmlZng+24hlNpQSXTY4xLjwZHqvmSRSPZ+UMIOD5pJzn2Ax9az5le72PpZU8xeHspLnvv5HT6Xr3w4tRMdR0t52LN5exRgKQecMcjJ6elUpU9eZHiYnAZxNx9jWS73b/Rf8Oc94j1/w1fRNDoumG1TKbScbsL97P1rKpKL0irHrZfgMbSkpYmtzPX/gG1pHi+yjntJ4NAFytsoDxouVOO5IBPzdTnv04rRVVdWjsefi8pquM4zxPLzbN/8ADpadPxNfX/iEdqIPDYsMlWzIGy20H1Udc/pVzqy092x5uByDVv63z77W/wA3/TMDwJrlw+veHdC+zIqHU7Jt4HzlvtCnJbuO2OnfrVYapy1Yc210/wAT6DNMqdeliJ0pNzlCcUul3FpLstep/S8EY3JswR5wbaULDOTziv6C/wBYMt/5/fg/8j/LV+D3Gy/5lz/8Dp//ACZIbWYSSRNtVoV3sGZRhfXJNP8A1hy3/n9+D/yD/iD/ABr/ANC5/wDgdP8A+THLYXpi84W8mwDOdjf4U/7ey3/n9+D/AMiP+IQca/8AQul/4FT/APkyrGHlTzUSQqOM7G7fhS/1gy3/AJ/L7n/kH/EIeNf+hdL/AMCp/wDyZYhtbm4TzIoZGXpnaR/MUv8AWHLf+fq+5/5B/wAQh40/6F0v/Aqf/wAmUxKMuux8xnDfIwwfyp/6w5Z/z+X3P/IX/EIuNf8AoXS/8Ch/8kSorStsWNs/7pFH+sGW/wDP5fc/8g/4hFxr/wBC6X/gUP8A5IjBBlaDa29OSNp4H5U/7ey3/n8vuf8AkT/xCPjP/oXS/wDAof8AyQ7IzjkY9VIp/wBv5d/z+X3P/Ia8I+NX/wAy2X/gUP8A5IfGGmby4VaRvRVJqv7dy7f2y/H/ACIfhJxot8ul98P/AJIWeKe1dEnidGk+6Njc/pR/b2Xf8/l+P+RP/EJuM/8AoXS++H/yQhWQMEaN9zdBtb/Cp/t/Lv8An8vx/wAg/wCITcZf9C6f3w/+SC5jms08y5jdF6Z2k9foKP7ey3/n8vx/yD/iE/Gf/Qun98f/AJIi8zk/K3H+y3+FL+3stf8Ay+X4i/4hPxn/ANC2f3x/+SJHzHCZ3UiMdTg8VX9vZd/z+X4/5E/8Qo4y/wChbP74/wCY0MNgfadp77TT/t3Lv+fy/H/IP+IU8Y/9C2f/AJL/APJD40eU7YkZz6AE/wBKf9u5d/z+X4jfhTxklf8As2f/AJL/AJnwd+0H8GfFGi67P418JWc11b3rebcW8SMZYZO8igclTjJx0Pt0/DOKq2Bp1niaFeNpbq9n662P9ufow+J2e5dkVPhHi7BTp+xVqVR2cZRv8ErXs10vo1p01+LtU8ReKYrtr6NL1bwkjzQJBISePvdc1+cTxScPaJ6b3P7uzLijL3S9gnFx/l0t92x9A/s1fs/eIdY8S23xO+INnNYaZp0gktIJ42D3M3VXIPOxTzkjk8etfW8HvLq+KWKxOIj7uqjdNt/5I/zW+kTxfxDi8rnkXDeDnUlWVpzWihHqlfeTWmm2/a/6eeYOeG4/2TX9F/27l/8Az+R/j5/xC3jH/oW1Pw/zHvlIvPYEIO+DV/25l3/P5B/xC7jH/oW1Pw/zG7gUDgHaeQcHpR/beX/8/kR/xC7jD/oW1PuX+YF1Aznij+28B/z+Qf8AELeMV/zLKn3L/MsRwXEqeZFE7L6hTj+VX/bWX/8AP5Ef8Qw4w/6FtT7l/mQKwbJQE7eD8p4NT/beX/8AP5B/xDHi/wD6FtT7l/mPiSScExRswHXCmp/tvL/+f6K/4hjxf/0Lan3f8EhaaNZGibIdPvDB4q/7cy7/AJ/x+8j/AIhlxf8A9Cyp93/BHqwdgq5JPsaP7by//n/H7xf8Qz4v/wChbU/8BGMyrL5BOJOu3BzR/bOX/wDP6P3h/wAQz4v/AOhZV/8AAR29Qcd/pVf2xl//AD+j95P/ABDPi/8A6FlX/wABFUhmCKdzHoAKf9sYD/n9H7wfhpxet8sq/wDgI6ZWt1DTqYwxwCQean+2cB/z+j95P/ENuLv+hZV/8BY12C43ZGenBp/2xl//AD+j94v+IbcXf9Cyr/4Cx8qvbxmadTGg7kHFL+2cv/5/x+8H4b8W/wDQsq/+AshWaJuVbPGenan/AGzl/wDz/j94v+Ib8Wf9Cyr/AOAMfn92Zf4B3qv7Yy//AJ/x+8P+Ib8Wf9Cyr/4AxiyxOgdWyp79qn+2MB/z/j95P/EOOLP+hZV/8AY7eh53cU/7XwH/AD+j96K/4hvxb/0K63/gDJI0eYZiUv8AQE1X9rYD/n9H70Z/8Q64s/6Flb/wCX+REJELtGDll6j0qf7XwH/P+P3oX/EPOLP+hZW/8Al/kPizKxWMFiOuBmj+18B/z/j96D/iHfFn/Qsrf+C5f5ETzRRyeS7BXxnaeuPWj+2MB/z/AI/eif8AiHnFn/Qsrf8AguX+QqyIxCq2S3T3qv7XwH/P+P3oX/EPeK/+hXW/8Fy/yFeRInEcjBXboDwTR/a+A/5/x+9B/wAQ94r/AOhXW/8ABcv8hTIgOCcE0/7WwH/P+P3on/iH3Ff/AEK63/guX+QobccDk0v7UwX/AD/j/wCBIb8P+K1/zK6//guf+QSkQAGdvL3dN3Gfzp/2rgv+f8fvX+Yv9QOKf+hXX/8ABU/8hplRSNzAE+tH9rYD/n/H/wACX+ZP+oHFX/Qrr/8Agqf/AMiPmK26ebP+7T1bgfrS/tbAf8/4/wDgS/zE+AeKv+hXX/8ABU/8iEXFuRuWRTxnr2o/tXAf8/4f+BIP9QuKf+hXX/8ABU/8iQsgj83Pyf3u350/7UwX/P8Aj/4Ehf6h8U/9Cuv/AOCp/wDyI1Z4GQOrgqe4PH50/wC08F/z/j/4Eg/1D4ov/wAiuv8A+Cqn/wAiAkjI3AjH1qv7UwP/AD/j/wCBL/MX+ofFX/Qqr/8Agmp/8iSIBKP3fzfTmn/aWC/5/wAf/Al/mR/qNxR/0K6//gmp/wDInK+NL77P4S1ye1kAnhs7grtPIcIcfrXDis0wioT5K0W7O3vL/M+p4b4C4hqZvhKeKyysqbqQ5m6U0kuZXbbjZKx+EXwMvLLSPiHqEr3KwfaIHQtI23DSMAwyTzg1/GXF9KVTD8qV9T/oO8NPqmHxVbmkopRsj9ydD0HXGsILnw14ne4PlocRSpKgG32Br+eq2Bq03rB2PvcXXwtavKUZo8w+N2p+I9O8HW934qv3vLG3uCWfy8MpUEnPPb6V5Cwc6tVRgtWfbcK4nB4Ot9YfQ5b4Vaj4N8T+DbnxEukf8JGJZIRDC9y9iVhfcHdWxg8jHQ1+icOZPCniK1DGW5lY8jjbiSrWoUsZlqcou+mxzXjTSvA11cQtZaU1kk8k8TWmoSRXYURFQrROUU4YHJBz9ax4pw9TL+SWFm1fsLw+rUM9p1v7RoRvHa6uezfAfxB4L+H934l0ldKhittQa1lZLaJVTOxlLYQda/O44nEYmjB4mTk1tc8bO8np0cdUWDSp7bHug8TfC2VQ7XTW5k/hmyoUe5IrkeHu72OT2uNp6Sa/E+Ff2vdT0Sz+H/jJNDuIZY3uNKYbSCPuN6e1fbcK4Z/2nTlbRXN+JYzr5BCVRbX/AD0Ow/Yj0yHTP2fdM1AgIdRubm4kboCS+zk/Ra/0g4bxOEoZdCM6sU3du8kmf4DeMuQ5/mfFVathcDWqU4qMYuNOcovS+jSa3Z9Zrc20mCkqNn0YGvsP7TwX/P8Ah/4Ev8z+f/8AUniX/oWV/wDwTU/+RJVdGTzFYMo7g8fnVf2lgv8An/H/AMCX+Yv9SuJf+hZX/wDBNT/5ERZYZBuSRWHqCDR/aWD/AOf0f/Al/mT/AKl8S/8AQsr/APgmp/8AIiq6NyjA/Q1X9o4P/n9H/wACX+Y/9S+Jf+hZX/8ABNT/AORFR1bIQhj7Gj+0MJ/z+j/4Ev8AMn/U3iL/AKFtf/wVU/8AkRrTQhzGXUOOq5GR+FH9o4P/AJ/R/wDAl/mR/qdxH/0La/8A4Kqf/IjldXbajBm9Acmj+0MH/wA/o/8AgS/zK/1O4i/6Ftf/AMFVP/kRjzQROI5JFRz0BIBP4Gl/aOD/AOf0f/Al/mT/AKn8Rf8AQur/APgqf/yIomhJGJFOenI5p/2jg/8An9H/AMCX+ZP+qPEP/Qurf+Cp/wDyIryRRELKwQt0BOM0/wC0MJ/z+j/4Ev8AMf8AqjxD/wBC6t/4Kn/8iIJIweWH51X1/Cf8/o/+BL/MX+qXEH/Qurf+Cp//ACJJvT1FJY/Cf8/Y/wDgS/zJ/wBU+IP+hfW/8FT/APkRjyJGu6Rgq+pOBS+v4X/n7H/wJB/qnn//AEL63/gqf/yIhljAyXUA98ij6/hf+fsf/AkL/VTPv+hfW/8ABU//AJEezCNPMZtqf3jwPzo+v4X/AJ+x/wDAkL/VbPv+gCt/4Ln/AJEazwP92RTn0INP6/hf+fsf/AkL/VXPf+gCt/4Ln/kPDoy71YFfUHj86Pr2G/5+x/8AAkH+q2e/9AFX/wAFz/yEWWJxuVwR6ggin9dwv/P2P3oX+q+d/wDQDV/8Fz/+RBXQ9GBo+u4b/n7H70L/AFYzv/oBq/8Aguf/AMiAZX+6QfpzVfXMN/z8j96JfDOd/wDQDV/8Fz/yDzId5XeNw7Z5pfXMN/z8j96F/q1nX/QFV/8ABc/8hVeNjtRgT6A0/rmG/wCfkfvQf6t51/0BVf8AwXP/ACEaWJH2O6qx7E4P5UfXMN/z8j96J/1bzn/oCq/+C5/5Ceahxhwc9OetH1vD/wDPyP3of+rmcf8AQFV/8Fz/AMhWdIyA7BSemTij63h/+fkfvRP+rub/APQHV/8ABcv8gLIDyw596f1vD/8APxfeif8AV7N/+gOp/wCAS/yBnUckgUfWqH/Pxfeg/wBXs3/6A6n/AIBL/IUsFG4nA9af1qh/z8X3on+wM2/6BKn/AIBL/IaJI8btwx65o+tUP+fi+9B/YObf9AlT/wAAl/kSDBXeOV9e1H1qh/z8X3on+wc1/wCgSp/4BL/IiWaJujqfoRS+tUP+fi+9B/YOa/8AQJU/8Al/kPVlbO0g49Kf1mh/z8X3oX9h5p/0C1P/AACX+QB0OdrA4680/rNH+dfeif7EzP8A6Ban/gEv8hAynoQfxo+s0f5196D+xMz/AOgWp/4BL/IduUnAIJ9Kf1ij/OvvQf2LmP8A0DT/APAJf5CMwU7WYA+hNCxFH+dfeg/sbMf+gaf/AIBL/IXcCdoIz6UfWaP86+9E/wBj5j/0DT/8Al/kdFY6smmeHtcaJUa9EG+AN/eXrj35r8n4zpxqRpV4NNRun8z+0/o/1amExWMwOKpyhKaUo8yaTtdNapa63+/sfCHhv42+PdP8U3MvivX5ZUErBbdJNy7c8DH0r8o5j+93LSzPpTR/COj/ABngudO1rT4Y0uo/3NyB+93n19MVryqwJn5Q/FHwLqnw58b3/h2+RgkTny2YdVJOP0rGcdDoix3g7x1ovhu4EepyiOV+FJxXLZpGujVj2o+NIpAt1b3C/Nyp3dqFOD6nO6c9rHrHw8+Ml9FcNpV9d+ZC443N0NDmjGVKS0cSl8RPilp+hPPPPdLgoeNwoumNUaja90/JL4jeKLnxJ4qudbsixVHJVhVcyTSPpIctOBN4HbT/ABlrsVr4quH2dC3UgfjXese8Pbn1R5NR87Z6brUuo6HrcmieBMz2Nqcbz/F+VaYvGUKaVST0Z6mXZPXx0uWkjtRp2ta/oz3Osaf/AKkAsCO3qBXk0M2w858kXZn02P4HzTC4d4lQ5ore3Q82uNf8SeG5Da6FJ/oM/wAklsfuOD2Ir6GNRxTlzWufleJwGHxNvrFNScdrrVenY5P4s69Bdyw2FzpEVneSAXMjqAHDSKBg8A443YPrXLOsprb5ng5ZkssBXlKnWbhayi76K9/+B6HmOo6losv2L+z7LyvKs0in3nO+4Gd0g9jxxUzlF25V0/E9jD4fEx9p7Wpe821bpHovkWvC9/4atNc0658QWZn0+EOLhFAYuSjBTgkA4Yg9e1OnKCkudadTHMaGMqYWrDCVLVHble1tVf8AA7e+8R/DK58M/ZYtE8jVH8xd6D7n+pCvuzyflkOMYG6tuajyWtr/AMN/wT5mhl2dwxvO8RemrOz6/HdWtpvHXrY88i/4RwaNH5vmf2ibwhxj5BabRgg/392eKwtDk31v+B9dP659YfLb2fJp357v8LWG3ceg+RftbTSGVLlRagrw9ud2Wb0YfLx7mm1FJ276en9WClLF81L2iVuX3tdpaWS8t/wPW4rT4INc36SyziCERmJw7jzMvFuCjBOQnmdeM4xXUlh+Z72/4b/gnwM6vFCp03FLmd7qy00la/lfl2PK7bT9BuLjUfPvjBBDbSzWwIyZJQRsiPuQevtXPBJ813ZW0/yPuquIxcIUuWneTklLyXWRRubTTkFo0d1v8+EvIAP9VJuICH8AD+NZuMdLM6qdau+dShazsvNWWv6fI9B8M+E/A+pWOjS65rbWdxqE7xSxqU/dKsqKC2R8uUZmyeOK6IQhJRvK1/8ANHyWZZrmlCrXjhsPzRgk09dbxb076pKy7n6Vf8E+rLQdHuviDYaPe/bIgukOzsV4dhd5UEcHGOtfqXBqjH6wk/5f/bj+KvH2vi8TDK6uJp8r/fJLXZey1+Z+k6sGGVOR7V+rH8TtWep+O37ftklv8adMuY02m70W2kYhVUM6z3CdQBuIVV5Yk4wM4AA++yJ3w8l5/oj/AEg8BqzqcNVYN/DWklq9uSD6vTVvay3e92/hWvqj+nwoAKACgD//1Pw/r/Rw+TCgAoAKAH6ZdaDa69HN4lia4sowSY1z8544OCDjv+FfxlxzyLiKu6i093/0iJeIp4ueFccFK0317bne654q+EL6fdWuj+H386Rj5chGwj5gcgljjgEdO9fAVKlCzUIny2CyziBVoTxOJVlur3/RHiUEkYVo5IjI5xtI6g5GfzHFectNz9KnGV1KMrL/AIB73YfFnQ9GsbW1g8JRbrcFd7qgLAKFGcoSTxk816ixaVlGCPyqtwtisRVnOeNeutk33v327Hj+uay2q6nc6mllHaLMwOxFO1Tz/PPNefKXM+Zo/Q8Fg1Qowouo5NdX1PSvCXifx78P9Gmey0Mi1nQzNNNG4BGeHzxwMkCu6lOrRTtE+MzXLsqzXExU8T7ydkk193zMDxd408XePpbeHUrZSYmVUSKM53AMQMnJ6MTj8awqVqlZpNHsZXlOAyuM6lKb13bfTT5dLB4A0XWrjXfDOveV/wAS+LV7K3D5AJczowGM5/i61nyScOfpse7HF4aOM+qqX7xrmt5bfof1H6PLHFaT3FzY7bgzNiUlSw28daND2NSpc3Ivf7VuTEAbWMJlgpLZUcjHHei6vYFcyo9e1A2AJdlBQBm2KmOPYV1OIkX7TWNQh0+ONYw0eCVzGSWz6kDJrNxQtWbGj63bT2OdYD28sZJCLE3T6c1l1sU0VLG5sNSVyGlEbOcN5bAfjkVLV9wWhnwXl6dSnWeGT7LEQI5PKb5vxA5qXHsapmTJrH2vU7kLGRjhhtZWA7cEVvFy2FaNxNO3TahLBqEk0MCLlTsADH0B2kmtddjSMkOa8i03VFTTpZH8xfm+QNg/988Vq9VZmMrXui6dYv5dQgZsvJGDtRhkY9SFFZ8pDZfbxBfx3lsXtww3DeyxOdo+uMCsZJJDtI09W1bRVSFIppGed+R5T4z6A45NRcCjqsotrGW804SzXTEARmJiT/wEDNRyotMzbzVjZ6K/2mJ0eQDcGif5T+XFCuncp2asY0t5cPYiWBWDKoI2KWyPYEV067tCXKuppW9+bGK1eKaR5bhCZAYgcEYwOnHWmlcqTujA8SeJ9Zj3QWmnzXt3KoEewZI9jjpX8Z+I/A+d5zxDGvSg5UuVJW2W97+Z+kZJm2GwuDcG7SvqS2F7r6eHLPTtVgDXro3mlY3bYWJIXdjHAOM1/Qk+HqsOGXk1Ofv+zcU/No+NeNTzD621pzXI49Yv5NXtY762a0tuRvwzBm7AYBr+fvDjw9zbJc4+uYtcsUmt0730sfW53nWHxWG9nT1b/A7bVJo7ewlvrDzJrk4Aj8pyT9Fxmv6/UUj85TM261cWmjSfaYnR5F+YNDINv1+XihJp3KdjGlvbh7ITQK+5VGNiM2R2wCK6dd2gXKupqww6fNpsdxc3TrMyFmUqAVI7YxWkG77FuStuLp/iC9S02xFyEBUEx7MD16USjrc5kWdM1q5jtCEjEkbE/OUZiT35ArNxQXNfRNdtrlJoNSDWiiT5cQyDcB3AxzWL0YyCO/0rULq6WKd2TcFJET5H1yox+dS1fQEZ811NHq/2OOKSSzRc+aIXIz6FgMVLjpobIztQ1qGbWPLiQhlTGCjqSPUZUVrByWliLR6sqxTSSamltcO8Vuylt/l5X6biOta63LTSNCee30m7t5bKdpHclSNm7CkZzwPUCt1dxsRNptNEl1rl1NJbrNkhWyqkfeP0ArPlM2y9feILqPY7WoZww4WNyR+AFYtJIEbOp6voo043Et0RJKVBXy3wDjoTipBlCaS0FnJfQOzyxx/KnltzxwAMZOaz5Vuy0Zdtq5i0yS5vIHjkdDlGikGM+22izT0NNDDhv2msFa3B+UEqVUkH8MV0pt9CUorqaWmxWt/p63F7cmOViQVKbSB6kVcW+xrzK1rkmma9c2qvb2rGRYmIU7CM/jxVzTepyon03W51M8gQSl2+ZipOD6cCsnEd9TU0nXrea7ubW7T7LF8uH2Pg+vOKxejJ1HTX+kXGqSQQ3G/Ym0nY27H0x0qWug0ZeoXLWd9bWNsrTwScs4jY7frgY/Op5TVMp6zrFsLy1gQfOg/usM/Q4q4OS6A4pvczpruY3lvDuKRTtgsULbfqe1bXZUWlsbUk8OjzRz2tx5jSHYflJ4POePcVe+gTd9ht3r11cTW4mGQjZVWH3jRymDfkXb7xHJG0cj2ilt3QKxx+lZSVluJG1qup6MNPM8l4N0pX5SrYH6YrO42Zs8lqlnLqEEod40yE2nnjgdO9Ry63uWmZltrEa6VJc3URjeRDlCjDH6UK6ZdjEivzLYK9t/ADggEgiulNsEkupoadDbajp63V1ciORiRtKbSMfU1cX5GjktrljTPENxao1vAwkELEDCkZ+vOKuabdzlRwvxD14wfDbxY8iq+6yuCznjaShGOK55+6m7lRbUk0fz0eBdKtG1CaZ4RKZCQRINykbs8H1r86zfFza3Ppcs4grZVKVenTjN9pK5qzeLtQsfEj6X4asoY3E6wRGNp0cucDAMcoHU+le/gMhw1XA/WsXN6LXb9T6ePHuJrQU6uEpJvtH/gn3D4V8EfHuz8WP8PPF19Z65P5KXCaPJrJchCN+/yZdxAAznnOPavxvNMdk31VY/CRkopv3mlbex7+WcaKhVaxcLxfRHWan4jbwTK/h+PRJ9WubTzmu7XRyt2bPLbsSLHwoBbC+2OtfGU8Jiswqyx3t1SUrWcna/ofpeW+IWQYbCxwksO5JX3s93qc1Y/F/wCHer3Rj1M39nNaqdyXdrKpjDd/unAOKrMMhzZwTlXjNdLM/Qsr8QeGoxfsYKk33SX5GzpX7RPw+8GareRaNqGkX8V6Inb7V56yApkbVZPlGPQjNehg+Gcy9hH2tGV/JHy2cZ7gMZifa4bEU1fu2dVdftSeEpAqy+H4NS3gDFjqMbHJ54V1z+dbrhrE/FUg4rzR48sfGKvKvTfpI+T/ANob4r6b4u0DV7PSdIvNOXUGtCqThTzCNpyyYHPbivrOHsodDFxqud0rnbxJnuHlw08JGPvu2q2P0e/YM1BIv2ZbG31m4S2lsrm6hWMknKFgwPp1Y1+4Qaa0P5Ar05QlaW59eW32G4gSeKdP3a5AxwcfpT5bu9zJdjJ0nW4Zopbq5jEW3cNpB5A+ozSd09DXdGLbajFNDItsQBvYjHI+hrpTv0JUUtblrSQmqwTSXNwkRibbjYQT+Zq4vU3T0sWdO1ptKuJrCCVJAhyCA2T+TYrSd3Y49Llm215vt888sKTPJ2PG0Vk15gzRsPEFmdVa0eJIBKmTJnoc/TispKzFqWNQutIGoQQpeQysqnnqRn681D2DqY2sXUGkQweUUuVnfBI4K579KlRsbJ3INc1PT4oLaHKNIrZByAacJNbg4pmPf6i0YSSMqFkYKdylsZ+hFdHN1sVFJdTdkWLSFXUUuYpHQj5SpAO447NnvVrsOTTQX+vyXUCxPsMYYHO3g+wLGp5fMwv5Fq98QWqWvmS2UY2BcDfjp+dQ426krU33v9IutJa+lu4Yd8YHllh/L/Gs0ypGTbRafcRJNBcQ/u1JCjBzj9Kjlu73KRk6VrVjPDLczrHCq7gVJGOPrik7p6F7ox7bULeWF1ttowzEYIYHP0rpUr6WEordstaPGmsQzyS3MMRhbbgKQf1arT1Nr6WLGnauuk3E1jHJFL5ZyCAdx9sA4rSSvqcjVmWbfW0/tCe4mt45XkxwcLt/WsreYM0bDXNMbVTaNFFAZUJ37xx/QVjJWGWtSfRVv7eMXltK6qedykjP15qWT1MPWLiz0WCBg0Nws77cggYz3qVGyNb3Ita1HSY4LaItE8qtkfOgJ/WqhJrcbjcxr/UUiCSoYwjsF+YZwT/umt79SopI176whtLQ3v2mFjEBJjHBxzj71bwY56rcszeIFubFolWJlkXOVXIH5msnFp7mHyJk1fTxYKj2cW1E671GahrzMze0nUNG1LTFujcW9oqBgUZ1/wDrVjfoaMx7O30e7Ajt7i2GGJGCpz+VS1djjoZ1lq2mvqdxbP5Mf2diD8ygMPXtQ7rY1RmDUNNe7uhZ+XtdsgqysOPpW8ZPaxHL1bDTGj1S8uLNpYYjCu48cnP44q09bGydkWobuHQ9SNsZIZfOXcCeo+nWtpXktDnlZMuPrFvPqSXU9tG4C4C4C/jzWVn3JZaXXdGi1G28y2hjaU7c7l4/CspK2txamprSaJsgEtzayl2ztLoSB+dRo0Ufnx8Z/hXD4P8AEi6x4ZtDfQ6mzSeYo3rDIzElcgcAdq45U2noZyjpc6P4WeONc8H30D3V08o3D9wp3Y/CtIyXU5rXOi/bf8Hx6/Y6H4rsbXy7q9VA2Fwfug8/nXFjMTCjTc57I64QPxx+N3gjWPC93Z39zny5Ap+hrwcpzelmCkqb2N5RaPTdE0jWNb8DR6ppbkvBF2PoK+NrY76tmHsakrJntYbFckbNXPMPCnjzVodfOmX07xTo20fXNfZV4uNP2sXofTYDGYOpL9/E0fi22vxWwu792eKQcHr1rhy7GwxFTkjLU3zLFYRR/dI3PgD4A0H4i6HrenXjLFdpFmB2baA5yBu9RXsyoyniWm9lofn0ql9UeQeGvBuu2/xAl8Oww5a3neCR/wDlmCrbSd3THvXXXj7ajbqTTaUrn2j8PtA8M6B40fRb6eK5WORd7qQVYkAnHsK+DzFVqdqc3dRP6V4AwlOtSbpr3mfoB4z8GeAYvBC6no7RpKIucY614s7OKnB6n7lldavSxEsJio+6z8k/Hs9t4Na98Vskd5ILlYbeFuU8xgWLMB1CgfmRX6XldapXwqhU6H8l+IeXYXB5xJ4X4Za2Xc+ZNY1fXtfu7rxJrKGZ775WkKEIM9AuBgYC8D0FfQRjyRslofis5U51ORT95O9r6/8ADalO61C2m+w7LJYhb24hkIOfNfcx8w+hOcfhW8nF206HPSw04e0vUvzSuvJWWnp/mdVp3i3R4fDMfh++0rz3RGHmjYGyZvMBB27hgZU8/pxVKcVHla/q54dfKsRLHPF0q1k2tNf5eXvbz2OJilt447UtAWaN2aQ54deCAPoM1graH0sozbmlLdaeT11LST6T/ZixPA/2z7XvLgjabfbyn1zzWl4cvnf8DnlDEe3clJcnLa3Xmvv6WOn8Nap4Mspb9dbsjcQyTK0GU3ssWHBGdwwclT74pxlFN3/rc8XMsNmVWNL6rU5Wk+bWyv7vk+zXzOUuF0ZpLwWzvsUL9n3Dlufm3enGaztvqe7TeItT50r6836WJ7dNDke5+1yvEi2haHAyWuQBhTjoCc81UWtbvp+JnOWKShyJN82v+HXX12LejxeHG1SzXUpT9keCQzZLKBNsfYuVycbtv/6qUFBSXNsYYyeNVCp7Fe+pLl2fu3V99NrljXrHwuurwpod7usZiNxbJMfyrnJOCcnPatpqnze5sYYKvjnQk8VT99fjq/0sVtM1OG3TS7e3BSeO8kklccB42EQRSM/wlXP/AAKqw87VIeTX6HbOhOVWpUm/d5YpLs05Nv53j9x+8P7IV39p+D8cIP8Ax639zH+e2T/2ev6Nyl3w9uzZ/lz43UHT4qc/56cH+cf0PmH/AIKL2sS3vgO9EcYklj1KNnCASMsZtiAz9SoLnav8JLH+Kv07IX/EXp+p+t/R5qSdLM6V3ZOk7X019otF0bsrvqkux+ZVfbH9rBQAUAFAH//V/D+v9HD5MKAHHCgseg61x4zEwwuHqYmptCLk/RK4ehUl1SwRp1jlZgi5jOwgO3p6j6mvxHFeJ+DjF/VqEpPzsl+p2Rw1V8t1a++u3+Z02l+MfDOjWMts+lpqk91ErtLPGoMEvAMagltyjbkMCp+Y8cc/hOd5wsyxtTGumk5padrJL9PxPGxWT4zE1IyjWdOMXayb95a6vaz121289MS417w5e6vPeyab9nt5pnmCJhyoMe1YsZQbQ3zbv0r5xzpt6xPShgMZTw8aSrXkkld6X1u5ddbaW/Eg0zxf/Y9/ZavYWUSXVnCsPIykn3tzuOu5g2MgjGKI1OWUZJbI1xOVfWKVTD1qjcZO/mtrJeSsXte+JGseIZY59Qt7fdE10y7UP/L0oQjkn7gHynrnk5q5V3J6pdfxOXA8PYbCRcaUpa8nX+R3/Hqc4/iK8kspbAxxCKb7NuwvP+jKVXB7Zyd3qa5+Z2cbb2/A9hZfTVWNW7uubr/M7v7unY37r4leLr3T/wCzLm8BtzbNaFQi5aJjk5OOvbPXHFaPETas30seTS4cy+lV9vTh73Nzbve35eXcitNU8UajqKXmmSv5z3BeMjBPmJERnp2jGKIzqyd4l1sLgaFF066VlGz32cv/AJIv/D281KDxf4X0nzmFnPqunzGLd8pbz1AJHrWXvJWvoz2VRozr+35ffV1fr6H9QmmzXV4u43sctuWdhGdq4BbjJpvXSx6SSOF+LWu3Xg34NeN/GOj3yxXtlaTyQgIrp5qDCA56jcBWlrIln46P+2b8eWi8v+17YFhg4tEGKrnkTcki/bb/AGgYvLgXV7fEYwD9lTgD1PSsuZjuPk/bZ/aAkXzDq9vucEBvsyY/ClcV5Cw/tzftDWdqLSHVrZojyuLZCTnqc0nruJCR/tzftAlEI1i1OOoa1Xk+nWhFXFh/ba+PFqXulv7Umc/M32VWHA/pVqegutyU/ty/H+RgDf2LgAHP2ZTjn60+ZjTaIV/bU+O0k0k5vbKQjqRaAAA9O9V7Rhdgv7bfx7julnS/tN2MAfZh07554NS5tiLbfty/tBIGja/tFTBLZtlzwPrU8wXkUv8AhuX49JLFOL61Ywncqi2H3h6/NSv2EzQn/b0+P9xN5y6pYvyT8tqB/wCzDNR5jIrj9uP4+XkPlS3Vk6SYODbYPH/AjTTsO5Zj/bo+PkSxxGewULwc2gBAHTGG5rT2jEKv7cfxzfmSTTmJ+7m06Z999HtGXdjF/be+OkUyXMd1YtInAC22Qf8Ax7NJ1JMgsJ+3X8egfIN3YruPP+i9vT71LmY7kA/bk+PAeKcXNiDA5IH2Y/r83X2pJtCepdl/b3+P9w6zG805PY2pXJ9sPU2C5Uu/28vjZdW7QXEtgcnDA25/+LquZ3Hczrn9vT49zRfZraXToYwAoZbUqffnfWnMxGjD+3V8c57YwL/ZzOq4fdaMWwB97PmYpqo0WpO1hB+3N8aYbcRJ/ZqSsSoBtW/pJzT9rIi72LNv+3T8dbVUgjk054QRg/ZWzuPUcSfWs+ZhcuTft1fHuaUSb9NVFYKA1s24k+gV6TYX6Bp/7evx4tYp1gfTSkpLMzWrk5U9B+8FDd1YWw6P9vf494dGFgWPzLm1cAj8JeKlFXKift1/HM6k9y8OltNt/itWOR7fvTg+1aKVhFhv29vjp5iJLHpBRiT/AMesnA6f89vWm5u2w09bla6/bq+N00wkFtpGU4A+ySHPuf32RVKo9huVxP8Ahur45qyzNDpS+W/y4tnwRnv+9NS6jJLaf8FAfjtvZwmkruJBP2WQ9PQmX9KjmY7jP+G7fjncKkZj0wqTuJW2cZPbIM3AovYT1L93/wAFBfj/ADvEoi0hFx/DZSk7h24mpPV3AgvP2/vji6tbSRaTlxglrab+Xn/1ppjuR237fnxltlitLW30R1U7ci1l4HGckTDnv0q/aPsRqWm/b7+NIL7tN0ZyQck20wwMcH/XnvT59b2NE3sUov27fjLDEJI7LRvmAbP2WbnPX/l46VXtZEjIP2+vjfbRyJFbaOA7Z+a2l6/hOOKjmbAty/8ABQD46TIA9to4C/d/0SUA/lN/WpbuO4+1/b/+OtjPJPFb6I7zrtIa1mZVHt+/Bob0EC/8FCvjuZHBttHLEZIFtMB+k9QtB3K1x+3t8bLi5iunsdGLxDgNazEY/Gf/AArRSsJtsdJ/wUI+NwRlk03RCD0xa3GD+VxjH41XO+wDX/b++Mk2wnTNBdR6W9wGJPp/pHb3oVR9CnJsjb9vj4yB4ZfsejqyHIxbykH2z5xodRsnzLw/4KEfHMSuP7P0ZS2CW+zykDI95iajmHcrH9vn41TQlJbPRztYMSlvNt47f60/yFK9iXqas/8AwUQ+OMrIjadoqjjGyCYEjsf9afypNa3GV5/+Cg/xpnSRLjTdJ2spyTDNn8vOOPxp3HcrWn/BQX4vWUMcCaXoxRR8pEE2evOSJsVbqMlEz/8ABQX4ukOx0nRZFIOWEM5A/wDI9HtH2L5uhXi/b4+LkI/daPpRD8hhDMDj3UzCtPbSJOe8Vftq/Fjxb4Q1Xwhc2FhHbaxE0czxQyJImTyF3SEcgdcGuKvNuEkbUlzTSR8x+FtXsNOjZp5lilGTsdgGz14Br4PGYWpUnGyujedP3XGSOg+BGoeFdF+Lnh/xZ8S/PtdBsrs3ksggeVWdcsgIUEkFsZx2r63iHB4ytkU8Hl3xyR0UcPqtLo+uPAn7QHw1P7a/iL4z+ItS+w+GLyOaC3nkikYlVtUgTCqpYBihI471+aZnwHmMeBaeUwjerfX/AMCuKTtV55xdtT3z4I+KfAkei/Fn4raDdf23r/ifU7lrPT9PkT+0ntIvliMULHcCxJYZXtX5dxBkOZ1KuXZVycsKe8n8PzOSk0ryk9TQ+D3iqXwd4PtvEvjG/udR1bxf4jt9FtotaMaXdlaRyFCl0E+465kOG/2fWtuJsvxuLxsKNFOEKCu3DZ6aW/U1apcqk3d3satn8J/gnorfE2x1rQrHxE+izXOr6jcPGC6TXPmTJaxKBuCxxBRkHBY4Ht4dfiHiDE4nBRo1JQU3ZR12jZNv1M17FSl1a/qx+OvgXT7bWPG8EiwrDCZJJxGudiLglVX2GRj6V/YfElRUcoXN8VkfIcS46phsBN05Weh1vxCEP2jykx8pBx3GOhxX5bk7la/c4cizXGVKEY1ara82e5/DX9rvxr8LfAtr4H0DTbCWNHclpw/mMWbcSQGAPXjjpX6jTXLFH21SpKbvI9WT/goh8U440sn0XSREgCq6pLuI78bjyKt6mew5v+ChPxakGTommeUDtBfzQTx/dDZqrjv0M/T/ANv34jWkEhi0HSyjMXL4lPJPI+91q+fpYnUtL/wUH+I0py3h3TjJxhdkw3Ke4+en7Q0TsUIP2+PiOs8jL4d09W6kfvQfw+ardViuSW//AAUB+JlpeO7aJpgEw5x5nTPB+9WcqjYizL/wUL+KJTyl0DS9u7HSQkj6hqm47jbb/goN8ToLyLUH8OaazRZRVPmYIIPOcn0pcxNi5/w8Z+JbTCQaDpsY5HWTjHXvUruVexWu/wBv/wCImpLCtx4csGCEOMGQgn8+lXGVmF2yeT/goX8Q1kWIeGdMEbqD1lzn0471ftBDJv8AgoL43ZfI/wCEZ04NkdZJRTVS3QvmZXn/AG/vHMxS3TQNNwzcYkdsYo9q2Te5pN/wUS+IKnefDVgxUY5aTGB0/Op5mWVrv/goN8QWgkz4d04GYL/FJjn2qL9SL3L4/wCCi3j+KyitU8LacFjG3erv83fj/A0nqJEf/Dxn4hOFWTw1YFf+uj9PpimmO5RsP+CgfjWyVlj8K6ezSOWO6WQEE/hWvP0sIuSf8FDPGu/c3hPT2K9cTSD+lDmNMzof+CgPjBZXmj8LWQJYZxNJx+lX7W4izD/wUI8c21xLPF4WsT5g2n96/B+uKzdRsnQe3/BRrxwYxE3hXT13dSZZM/j8tRzF3Fg/4KH+NotQivX8KafIIgQoMzHPqSduRRci2ppN/wAFH/G/2jdH4VsFPZRM46/8BNIu5lX/APwUM8Z6pGqS+EbLMbbsNcPgke+2qUrA2aC/8FE/FJT/AJE6xwRj/j5fBPtlKtVBFSf/AIKFeJpoWtm8G2in1Fy5I9iNlONSxTd1axG//BQjxOYHiPhG0VeF+a5c9R1+5Ve0JbLVv/wUY8WokVq3hKxLxggA3D7SPf5OKxcwQ6T/AIKMeLGkLyeELFARji4fGD0/g5qHLsBNYf8ABRvxVp1l9jHgmxLhi2/z3H3vTEZpN3BFlf8Ago/4uCFG8IWjIvIP2lgpJ9P3dNMdylb/APBQXxCl3NdN4LtJJJ/vD7U4Ix7+XWinYWpcm/4KI68SA/gm1LdsXbD8/wB1TdQpO2pQf/goHrL3DXaeDbZSqjAF6/J7/wDLOr9s7WsK5Kv/AAUM8Qw3cd5/whtqCg5zdMeD7+X1qXVbEX1/4KMeJgG3eCLMof4/tbMcew8vP6VDkFyKT/goNr0vklvBloyxMH5uSR+Zi4pJiZbuf+Cj+vX7FZPANmkPO4fayy8cc5i71DGcfb/tyWWm37atafDXTxOSCH+1swz1+6IaVkFkzuvEP/BRu/8AFUVnZ658PtPvEgUbT9rZVUY4wPKNcuKwlHEQ5Kq09SoycdT52+Jf7Qvgz4s2IsPEXgT+zymdrW2o47dg1uTXg4Hh/CYKq54a6T6XKlUbVi98NviT8N/DHhiLRrkzaZBtlO2TfcOxYjqwiQYGMAc18rxJkGJx1WNTCwV11uh0qtnaS0PlzxraabceMpPEPh29X7L5m/LK6HnkcEV9jgMJVhg1QrrWw21zXTPYtf8AFvgzxR4Ji0e/v86ggCYEMpw2PXbXyuDyTFYbHutFLk9TonWjKNj6e+D/AOx14zh+EeoeOvB2sbLieImRByfL4PTtX6dX9jQpOtvKx6mQ4COPx1PDVXZSdj5vHw8vYZZ472+lW4LN5jBiCWzz0r8lxHFcoyajE/0Jy/wRy6WGj7R6tbnmV/bap8P/ABNDcvcySwztnezEnPua9qlWpZnhHJfGfkOaZLW4GzenJO9GR3Wo/H7W0ddBe7c28w29emaywOTyjH3zh4n8Q6FatbDdit498PXfiP4ZaXa6Jp80+oi6knuGALZzwGJOOCoBAHrX6RgsDUlBU6MNT+XM3xssTiXVnK9/6seC29z4vn0h/C0dgZLezVkkQISQ37xwx/2grNj2FbS9ql7Frb/gn5licNgaOM+t1p8s5O6u/wDCrejaV/NmeNX1PTb+wsbrSo/tGlW81oYnQhpPN3ndIP7y+Zx9BU8zjJRaWmn9febfU6NajVq06z5akoyunorWVl5Pl/FmPbai9uLJJbFZBp5dmyCDIJDkb/p2rnutNNj0auHU/aONS3Pb5W00Oi0PxY1hoL+H4tOW68yWSSRyNxMcgRSoG3II29fetoVOWnax4+NyhVcWsXKq42SSW2qu77677GA17a2um/YJ9Oxcm7E/mkkHyQpUw4I6Z5z7VheDjy21v/SPYVGdSr7aNX3eTlt/evdS+4p6jeafd6jfz2dqbaC4kLQx5z5Sk8KT3wOKp8sm2tDbD061OjTjUnzSitX3fc6XQ9a8MabqGo3V5pguYJYoxbwuA4V1dGbcTyAQrDj1rSEoKUm43R4uOweNrUqVOnW5ZJvma0ummlb0bT17GStz4ckvL+We3kSKW2f7Oi/wXLY2k8/cBz+FZpQ1fl+J6PssYqdKMZptSXM+8dfx2KF4dDZbL7EsisLYfadw/wCXjc33f9nbirai7W+fqbUlik6ntWvi93/DZb+d7k+gjRTqunf21n7F5y/afvZEWefu89PTmoSjGS59upGNeJ+r1fq3x293bf5mhrMWkz6lYf2FE1tbSbE3SE7TICAzZPQZOcdhQuXmTgYYKeIhRqPFS5pK707dF/W5+1f7E975vgXXbLP+p1ESY9PMhQf+yV/ReTSvRkvP9D/Onx9o2znB1/5qVvulJ/8Atxyn/BQrTrWT4Y+HNXeBTc22sLBHLuYMkc9vKzqF+6QxiUknkbRjqa/TMik1XkvL9V/maeAGJqRzvF4dS92VLmastXGcUnfdW5nps7u+yPyEr9BP9BwoAKACgD//1vw/r/Rw+TCgCO7/AOPWb/cb+VfPZ/8A8inF/wDXuf8A6SzWl8cfU4Yk1/A7asfTWEJzUDG0ALk0AGTQAlAD16U0B1Gi6Xc321oLtbbLSAEvtwUiaQn8QMA+pxVxi38J5GMxUKV1KDloul95Jfg9T1L4SeG9NufHXgO6kvFmuLvXNPje2AB2xvMpBOTz05GMCqjFWTb17GVLGVZ4uWH9naCXxd31/rqf0dWkE1p5Mc9n5CyISC4B4XAxjpWyR9Hy3SPDP2uNSGk/sw+JQlu0bXrQxBgBtPmzqDgfQ1EjNxaPwYjExJRmODjjoR+I5/zzWRAea/m4TBVDjnIzj6cn8aACRi0fkqwbY2QF4OT+HX1oAjIU/JHGELDBI6A9vpQBIqbF+YndjBI6cdPxoA/XT4E/s7eC/jl+yPotlq0a2WrvPqE1nfooM1vL57xgNnBZGCDcp7cjBwa+5wWX08TgIqWktbPtqfyRxNxjjci4urTpe9StBSg9muVO67NX0fyeh+aHxK+E/iv4N+Kp/CfjCy+zXMRJidATFcR/wyRNjDK3fuDwRmvjsRQqYebp1Fqf0vk2dYPN8JHGYKfNF/en1TXRr/htD7n/AGEPhb4N+KHgz4k6J40sUvLO/bToVBwJYmjW4bzI2xlWUuMH8CCCRX02S4anXpVY1VdO367H4V4n57jcqxuX4jBT5ZR535O/Lo11Ttt81ZnzB+0L+zV4q+AeutaXe/UfDt67Gyv1BCuv9yTBOyRe4zz1GRXi47AVMLO0tY9H/XU/UeE+L8Hn+G56fu1Y/FDqvNd12f36nzg4dYhEeVJOWGcr7Y7g/WvHP0QcHWNUkPyMMZIGOc980Ah0e1yJQQct6DGD/hQUiTzcL5y5/IEfXigka/lMdq/Mx/ug9PWgBVizG6FWL9MAg/iRn8+vNUgJY9yBV+8EHX/PJx6VQDpDgj5sFiMNn8wcgdazAZNPDEWycN3xzn3J/wAmtAMY3MjM6IAgbkemPQA1mBAVfblwWXrz19sDNAC4DygsS4B6DJz7Y60BY+sP2MbTQ9V+NUWleJLWO70y80+6injmX5cSgIMgj1bqK+oyKnTni+Wqrppn2HDNOlUx/JWV4tP8T0L9pX9lHWfg/c3Hi3wbC2o+ELl/nON01gznAWQn+Ak4V+nRW5wW3zfJZYRurT1p/l6/o/l69OfcPVMA3Wo60n/5L5Py7P5PXf51+EWmf2n8XvBOlKu5LjXNPV1OGVk+0JuyD1G3IIxXh4CKliqUe8l+Z83llNTx1CL6yj+aPvf9qj9j6ZGuPiL8JrZmSMma90uIZOByzwL3x1KD8PSvtc5yK18RhVp1X6r/ACP0XiDhjlvisFHTrH9V/kfmHAzKPmUx8kZzgnBPX0PtX52fknqSSPJ5LtL8qYzzk7QB0Jx3NAyuXk3mSRASoBUg4JHpwMUB5Dbt/LKKB87Y256fnmgAdbhWUOwlds4kUgHIwDxzSuFhROdqxlMrISu4EPg4/rj86YCRzeXIsCqcEkLuGD9SKAEkmMRMiAlS3zMCAAw6de/tQBCjyqzZfK5IKg/MM98+/YUAWZniVIlT+ANjJ565/wAaAEURRq25Rk5Y4IBJPrjrxQAOw3Rpv+YA9Rjr/OgCGINGPLwBGBjAPAz7fWgdhJXVdirj0OT0HtQIc7E8xE5xjAH9BQAyPzXJUnGSPYigBfMLSEBQUU464zQASktEkXyt5RIAByfm6igCFth+SL5WZcAk5x7UCsSqioOeGxzgcfhQM/TD9lD9n3wX8dv2efElnrcAtdRTWplsr5FxLARa252n+8mScqfqMHr9flmAp4rCSUtHfR/JH818c8XY3IeIaEqD5qbprmg9n70tfJ+f3nxF8Vvg14v+CXiaTw14ttTGGLG3nXJiuIx0ZD39x1FfN4nC1MNP2dRf8E/bciz7BZzhVisHK66rrF9mv6ufSP7DHw48J/FHxd4x8NeMdOW90640TAY/LJFIbiLa8b9VdccEfQ5GQfYybDU69SpCqrq36o/N/EzOsZlOEwmKwM+WSqfJrllo11T/AOG1PO/2i/2XvFvwI1NplaTVPDVzIfs2oIMEZPEc2PuuPyPauPMMvqYWXePR/wCZ9Hwjxng8/oWj7lZfFD9V3X5Hy9Iz+Wsb8kk5br9Aa8Q/TBVZEUP93puyMg565zQARRxEiVFTqRwOPb8KAJvNCDzB06cjp+NAAZAkwkRyJQQQRyR6HNA07O6NafUft6s2oWkM7jt5YXOe52461iqUb3O361N/FZmRDpejh7h1Wa3L4ZDC/wBw9x2yP1rsjUnB3i7GTr1Le67Fd7O/UBI9UmYcbVkPmKcf72R+lelTzCulbnfzOCVStfuSmPXXdcNaFoslXMSQuB15dAh/M121cyVePLWpxl6o3p16j91xREtzrqXCXEVupuVcS+dFPKrh15DAlz8w9etZRxWHceWVCPnoZOs23GUfwPR9M+IvxLsNA1zQI7+/j03xL82og3Ecz3B/vMzoZCccffrz3l+TVcTTxNWjZwvayXUFVopWaf3HO+DtTsfC+rTahNBdTAxmNFEaZBJ55D+lcPElNY+lGjhtl3PlOIMFUx9KNPD6d7/8MM1vXP8AhItR86O1khhb+Nlxg+h618pgMqqYbl53cwyrL6mGUYVJLQzo9qZVU80E4DNksp6EqDxzX1lj7YinWVCIo2KgtyDzx0+nTP0pgSPNNuRi+0RnLcchR3yOmPagD9K/hx+zB4d+NH7MPhbxDoWzSvFsC36pcgAJdKl7OFjnA79lfqowpyAMff4bJoYzLqdSnpU1+er3/wAz9VwfD1LH5VSrUvdqrm17+89/0f6bfn5408M+JPAmtXnhvxdaPp19aNhkkOG2jkEEcMpxx296+GrUZ0ZunVVmj8zxGHq0Kjo1o2kj3v4BeEfDHxI8C+LdD1uwSO8FzbPaX8Y2z27BH6f3kb+JDwR6HBH0OW4WliKFSE1rdWfVb/h5H1eTYGji8NVp1FrdWfVb/h3X66nzt8R/Avib4easdM1uIlWP7iZM+VKo6FT/ADHBFeFicNUw8+WaPncZgquFqclVej6M5S2muCAH/wBdyA6ZweO44zXJc82xdM42iKVCPMJUM3zAE+4xjpkc+1LUBI5oo2EO3eCSFJGM++O3p3qgB5zASybjubcdo3BSPU+ntQBCklyjEsxCZIyvEnPf0xjpigCecRbInGZNobBwCxwQecjn9KTASGKKNGOwoTl22jGSfbt+FMAcklFMis2CCMEZB9RmgBkAdSkRBEaDgD5gO/TOevv+HagCZ2LxBG5Gc5H6jHrQgK7H98F25XGSx5APpj/DmgBskjqSVYFSe+ePpQARF3wDgDJ5HQj3zQA1GMuQI/lb7pBAGc9eee3FAC3B8x0d04wFO09dvPXPX3oAikG9mji+Zs5bd3zSuBLtijH7wjaPvDpwe2TjpTAa0bShkUBl7FTgjHQYzkZz1qegD1WOKIh2G3ryc8/59cU7gRSv5asi7lLcKR0PHbOc/gKYEUlx5KoI5fnA/h/iOO/FAH118JPhjoHxb+DF7ayQJZa9p+qT+RfLyWVoIcRyAfeTOcd1JJHU593C4SGIw76ST3+SPyHP+IMRlOcwd+ajKCvHz5pars+/R/ifLfi7wlr3gXXJdB8S2hgnj5AYZSRD0dG6FT6/geRXi1aU6UuSasz9MwGPw+NoLEYaV4v8H2a6M+vv2MPhH4K+M+u+LfCHi633xSaSs9vNHxNbTLOiiSMnjPzdOQRwa9zKcLTxM506nbTy1PyzxD4gxuSYfC43Bv7dmntJcrdn93yPN/jp+z744+Auvmx16P7ZpV25FnqUSkQzAdAeuyQDqhP0JHNcGNwFXCztPbo+59VwxxXgc/w/tcM7TXxQe8f812a+dnofPz7QcK/z5PH3jwen+RXln3YrozRKd53MRwR2Hr/9eqQFxGAZscduOmfqaoBgXbIFUDJzkEdu2D396zAXyVKbT90difmGP/r1oBDDlkJRMyKfmY9hSuBKOSvmD7uMHopzx0IHFFwBD5chkll2qgOBnHPbkdRRcByFXDQxuqbvm3cEHPoR3pgJEkZUKIiWfgS9yvpj3pWAhcyRTRqvIXrkc/SmKxJJM7NmRlEZVlb2J/Tk0DLFowcKq5UYB+YAkAccUrN7CufZH7L/AOzJpH7QuvfZpNaW3e2YHywQC3681q6M0uaorCWrP2J0zQfD37K0EHw9v7iS9XxFEYIyxJAYqT0/CuLER56cons5XXdDGUqqezR+dvi74PeN5fE9+1jpUrQySsyEIcYY5Ffz1istr+2klHQ/2CyTjLKnl1F1K6vZdTzbx/8As7+I7nwRqeteJLRrKOwTzEdxjn8a+myDDV8PXvNWR+IeLecZVm2VOlhZqVRbH5iu0t7q0Sk7jDJtJHoDiv23D0/azUY9T/NipeLal0P3j/ZTsPC3iz4fR6DdW8cl6kQAZgCTkV+nZZzZdiYqa0ZwT99H5z/tKfDzxz8Hfifq+oaNbmKx1FzIA0YdcbGj6MORtZvx5rweI6MqeMdei/dnr+h8/mGDwmJjCGM9E726p7+qR8vabL401fxFF4wsoReX1zIxViFKu2PKI2fQgV8gnUdT2i1f9I5MRHLcPg5ZbUlywivO6Xxb/Ilj0XxwlpqD/YGeLVYYoZXKgkJG0UilTkkdU5HXOO9EFUUHpv8A8D/gEvG5U50l7WzpttLzaknfv9rTyMvQl8Q+GLuTV4LFnAUxtvU7QPvHofRTz6VlFzjrY7sdLB46msPKpbW6t9y382P8T69q/jXUItTOnrF9lUpshViuGkebBzz/ABEfQVVSq6klK23/AA5GW4HD5ZSlR9rfm1u7dlH9F8yy+oXzeJG16Tw+DEskrNa+UxiHmqU29Oik8e4ojUaqufJ8vUx9hSWCWEjitWl711fR3v8ANLU5uwkksLmymmsWlFnKJnBB+dRg4PHT/GsVdWPYrRVWFSMaluZWXk9df67HS+KfFek65o1rptjo4s7mFo2knG0ltkZRhwoOCTuwa1bTgopWZ4+V5ViMLiZ1qtfmi72WvV3XXe2hzmoXmlS6ZZ2dnp5guookWeVuryKzkkegIKj8KiXK7KO569CjiI16lSpVvFt2XZWX5O/3kWrT6Tdalf3Ol27WtpIc20bHJjHHBP51rUdNtqO3QvCwxEKNKGIlzTXxPuXdc1NLyDS9KtmeLTrZfMER+6txKsaTyAc8v5S59QoqZOOijt/VycHTqQVWdR3k2/uu3FfK5+v37C15H9i8T6bG29NljKh9RiVScflX77kEr02l2R/BP0gKLf8AZuJa1/eJ/wDkj/zPSv229DsdV/Z81i+ud3m6Lc2V3BtxjzXnW2O7IPHlzv0wc45xkH9Lyibji4JdU1+F/wBD8r8F8bVw3F1ClT2qxqQl6KDnp/29Bd9L/L8Pq/Tj/ToKACgAoA//1/w/r/Rw+TCgBxEJB+0kiI/fI67e+Pwr53Prf2Vi7/8APuf/AKSxrm+xv0OBY8YPWv4Hex9UiOpGFABQAUAFADgO9NAdHYadbPBZ317MEt5rryZMcsqKELtj6NxW0XZ8z2ueXXrzUp0qUbyUbrzbvZfge4fD+08MWfx08AQeELo3Uf8AbFiTI+SN/nR4+8B05zUtR5/dZ52S1cfUpylj4KMui8vxP6ObG0uNYIN7dhVij6ABe/Pf2rrbs7H1PO9z4/8A29JrnTf2eLG1mmyt9f20QBwAduX/APZM1jNg5No/Ekh3l2g7Qwx6YFYmYjRkFih2Nx8wNAEqFnwpy5PfvnvigBPnVi0OHyBk5waAHxgOr7uAQQQw6H1H5VLA+lP2dP2kfFPwH1wG3dtQ8PXrg3dizcEdDJH2WQDv36HsR6+Ax9TCzutYvdH53xZwhg8/w/LU92rH4Z9V5PuvLpuj9ivEXhr4R/tefC+K5gmW6t5lLWt3FgXVjPjkHupHRkPBH4Gv0CpTw+Y0Lr5Pqj+N8Hjc44NzVwkrP7UX8M49/wDJrVfefkbq2j/GP9jD4pJe27tGCx8qZQTaahbA8gjof9pTyp/A18FKOIy6vf8A4Zo/r2hiMm4zyppq66r7UJf1s9n+B+tXw1+J/wALv2sfhxc6XqFtFLJLEF1HTJiDLAx48xO+3P3XHToff7zD4mhj6LjJeqP5HznJM14QzKNelJ2v7k1s12fn3XXdH5RftNfsteIPgfqj6tpccmp+FLt8Q3IGTBk8RzAdD6N0NfC5jls8LK61g9n/AJn9YcGcbYbPqPs5+7XitY9/OPl5dD5JWNdpRmyqYPHX8MeleCfq45YohnaC2RQAxlLLtUt+7C9O/Hf1oAk84/djC5BGTwOnt/Sq0AeSkUZlLAqTkA9vpUgZ019Gq8jcTyx96AK8l1NI+5SBn0GMD60ARs5DYLcN1wOBQA1n6gcbuMUARAlUMgw5x39qAJFlklUT8jGB6fy60Aa+ka7qWgaraavo909pe2rbopEJ3IV9/T1BzWtOcoSU4OzRpTqTpzU6bs11P29/Zn/ac8NfHHw4nhHxcIYPEiQmCe3lAMN9Ht2syq2Qdw+8h9+1fr2VZxTxkPYVrc9vk/66o/eMkz2lmFP6tiLe0tZp7SX9bo+Wf2oP2Sb/AMEPP8QPhWkr6IrGWazjy0tk3XKdSYx27r0Oep+XznInQvXwyvDqu3/APjM+4blhr4nBq8Oq6x/4H5Hpn7Ln7Za6ybL4dfF25MepNiGz1SbAE5XgRznoJPRz9/v83Lelk2f81sPi3r0l+j8/Pr1139nh/ifmthcdLXZS7+T8/Pr1133/ANqL9j+18ZLc/ET4V26Q64VaS6sY/ljvAeS8Q+6JT1K9H6jDfe6M5yFVb4jCr3uq7+a8/wA/U6OIOGlXvisEvf3ce/mvPy6+u/5H6hDqNrdvp14hguYGKNG67DvU9GHbH51+XNNOzPxaUXF2luVTK0x2xqsaJnzCAD9ABz+XSgQ7aUkDyEFUAVWzhgAOMHnr6dKSAha3yU2sAzEkg857jnt7+1MCN1j3L8ixnru/i59D9aAHrmRUzgKOckZLc98/4UAPJRS/mZYMoDZGV+uAep9aVguRFFZTASUQrgAcEY5ySetJAOVpCFD4dTkdAQRjGcYxT3AkXykLKqlP4ScZ7dMdBTAqhhbGPeWAZgGZBzz0OO3SlYCd/KLOiEFsbtuM/XA55OORTAot5bOEZSFUkYHHzHjr3FAIs5LHIByfTA/X1oAibzTKVQ43DHXkY9QSPzoARopAXKEo4wdw5BPQ8HPoKAF85UwJG3MepHGD7Y4oArvdrExMQ8zdjkEjH4Y5oAls5vtQkRiO/DDGD2I+nvWYH0D8CPj54y+BPiIapoE32rTrpl+2WMjEQ3CDrxj5XH8L9fqMivVwWNqYWfNDbqu58RxNwtgs+w3sMSrSXwyW8X+q7rr62Z+0lpdfBv8AbC+FxDoLq2kHzocJe6dc44IPVWHZhlXHHIyK/RE8NmND+rpn8WVKed8F5rdOz6P7FSP6+a0cX2dmfk/8Qvht8Xv2N/iLb+JdAu5DZFz9i1KJT5E6d45k5AbH30bgjpkc18LiKGIy+spRfo+/9dj+ssozjJ+MctlQrQV7e/B7xfdPt2kvnZn6ffBD4/8Aw5/ak8H3HhjxDZwQ6y0G3UNJn+ZZEPBlg3csh/76Q8Hsx+1weOo46m6dRe91X+X9aH8v8TcKZlwrjI4zCTbpX9ya3T/llbZ/hLp1S/Oz9qX9j7WPhDLceNfBEUuqeDpW+dRl5rAseFlA5MZPCydvutg4LfI5llU8M3Up6w/L1/z/AKf9FcEeIGHzmKweMtDEr7p+cfPvH5q6uo/DflBkKM3yqN2R9e3fjvXzJ+3AkMIwFJIbkYFACYYxrGCwwqk8dR7nmgCQSFRtjjBbjkYAx+PagCZAUDvnI646Y9aAIXZQm5zjdyT6emKAHt95ZIwGzzxngdOuOtABLexRZRnH7zkgDPWgCm+pAOfLUAEAHPXigC2jsUMoPmkjoD6flWgIfFdSTr9piUrsHoFwT0571mBZkuF/dq8mAflAbqcc49+veruKxRmXeQ0DDIIHbnHP5UmMnebcpUuI3Tn6Z+vX8KkEQTX6FAZFIPIYbcEsOwoA+jPgN+1V4z+DY/sOEm68PXLbmtpDloWblni7KSTkr0P1r6PLc3rYN8id4Pp/kfWZRn2Iy98id4Pp29D6w8e6R4V/aP8ADcWsy3a3Mzqfs14mPMibrscdceqn6j3+rxNOlmFPnvr0Z9xi6NDNaSqJ69H28n/kfDEN38Qv2efGAhEW2FyTIpyba6hXuD6/qK+KUsRgKv8AVmfnalissr/1Zo+19H1zwD8ePCb208SzAjMtu5HnW7noyn+TDg/pX2VOph8fSs/u6o+/pVsNmdBxkvVdUfDfxR+Dev8Awx1H7Sha80eZz5VyB90HorgfdYfke1fFY3AVMNLvHoz88zHLKmElrrHo/wDM8yKINu1dhJzuz39q808Mdky7ScZU5LHqcUAPGwFhL8yOPmGPlz/e+tAEPlqy+WpwCoXdj5yR0zSsA/JO0ShWHQ5/i468UwHqsEbYUYwAMkcD046/jQBWLCAK8jcFhzjdjnGQD0xQBaIj83CsctyP8aACZBtLjB5+bGetBTM7920qnn5eB7kHvmgktKzBjsyPXFAEIaZpGVOrnOfb/wCvQA0rMmTF1B6MMjnnigCRNvAUAN6rwMHqKADJiyNpbnORggZH50ASR/vYyVIbH3TnGCOuR34qWAvlqVyQrN+hUdMVQEP2iFSSu5ZBxgjPHt25qLAZVxOZuTkL0GT0Hf8AOquAxlz+83Yz1xUAet/Cj4weIPhbqJksibnS7lwbmzY/Ix6b1PO18Dr3716GFxc6EtNux8nnmQYbNaVqmk1tLqvJ915fcfoHd2nw1/aK8GKSVuFXJR8AXNnMRyPb3H3WGPY19Y1QxlP+ro/n6E8z4bxrVrX3/lmv62e6+8+SdPh+K37KXjqPxD4dumSMbljnUFrW8gyC0My56HglTyCAykEA181bEYGqpwf+T9T9nUso4ry+WGxEb919qL7xfTya0ezuro/XH4U/Gr4TftY+Cbrwl4isYHvpYQNQ0i5OSf8AppC3BIB5DLhlOOhwa+9wuMw+PpunUWvVf5H8lZ9w1m3COOjjcJN8ifu1F+Ultr1T0fmfm9+0t+yH4g+C883ibwlHLrPhGR8+bjdPag9En2gcDoJAMHuAeK+OzHKp4ZucNYfl6n9K8Gcf4XO4rDYm1PEdukvON/y3XnufGCbolZs5Bz07/Xpn8RXzh+zERIVV3Nt7k5Ixntj3oAfnbKrBQ57YO7A9ep+lAE7nj7O+wbznk5Pr1oAYzAb9gyWxjpn6cjj86AIzK6RNLJmReDhTnoPb/CqYbD4rovmeBQE+7hF4G7r972z+NSBM7K7g5XcwwD93JAxyBjn3BrQCm6yLKssIyM89STgc4PA/QVmBO0jEb4ioePrkZ79CR9OnWtAK895A6FzjBUk4BJLA8jBAJA+tZgYMs97qe9bHKxx8AD0FfrmWZJGduVXZwTqH0l+yL8UW+EPxQtvEd/ctDawgl1zgHHavSzzhjErD+2hF6E066vY/aC0/aW+Dnx0gufHHiq5ij/4RgmS2jYgMzrwP51+I1lKCatqj3sJCM60Yzdk2cNZ/8FDNKupZFsdJt5Y42KK20ElV4FfmmKzmpSm1Kmf2tkPhngsxw0alLGdNrnxB+2N+3DrXxM0P/hB9EgWxt5P9d5YxuHocfSvpMsnUxkfaOFkfjXGuAw/D9d4TDVueT3dz8t9NuJYL1JmBILc/jX6BgqVenVjUjB6H4BUlzXuz9BvgZ8X7vwRHHcWtyY2GMc1/RWXxy3FKNXEySPGnzrRGn+1l8cNR+K3h/Sorcg3lodrSqOcc7gT7iviOMcNgIwUsDK7uarklSft43Wn5nwP4c1bxLDe2Nhody0c4lxABjG9jnv6kd6/FIKTmlDfocGYYXAunUrYqF42970R73b6F8dpNPt2gurd4LmOPaPMi+48UDKDkdNhj4zwR7V6SoYmy1/qy/wCAfl88VwuqsuanK6b6PdSnfr35vvPLPEy+P/Bxaw1kLbtdqfnQq25G3xlNyngH5sqfr6VxyVWn7sup9vlyyrMLVMPry9HdaqzvZ9Vpr8jj9P1zWNKinS2wBMys525wQrKOfcMa54txTSPoMRgcNXlFz6LT70/0R7jp/iT4vTRDU7bw2lwjylgwgzlvP5GN39/5cY4FetF4h+8oX/4c/MMRlvD0X7GeKaaX83Tl9O2pxOp6z4y8PuL/AFbRmtUmVRH5kZWPISJ1z1DDaEbaf71cslVg+aUf60PpsLgsuxa9jh8RzNXvZ67yT81rzK67HFx+KJItVk1R7JMywmIpjC5Yfex+tc3Nq5H0cssjKgqCqPR3v+h6PpnxCMkCtJ4Z+1eWgVpIwcfdnJP3SOfMz9E/LeNTry3/AKf+f4Hx2J4fUZNLGct3s/WHn/dt/wBvGXqXjG3l1GHUX0E2UQcM6BeM7lztLrjtjn1pOt7ybjod2HyiUaMqKxPO7aO/k97O/Xp2PP8AxBfwajcQXNrbpap5arsTplflLc55bGT+lYzkpapH1uAw8qMJQnNyd93562+Wx+r37DOpWk3iTV7bTwY7e40xJEQ9QIpVX9N9funDk04L/CvwP4n8ecPU/sbB1auso1Gm/WLf/tp9fftKeHofE3wH8b6bLKYVh02W9DAbstYYu1XGR94xAZ7Zzg9K/TsuqcmKptd7ffp+p/LPhxmEsDxVl1aKveoof+DP3bfXZSv/AJbn8/FfrB/rWFABQAUAf//Q/D+v9HD5MKAJVMa4aZd6Dll6ZHcfjXz+e2/svFX/AOfc/wD0lhZ/ZdmeeMMGv4F6H1aG1IwoAKACgAoAcD2oA63Rkto9Gv7q/gMsSERxsP4ZpEYrn/vmtX8N7HhYxzeJpU6UrN6vzimr/mesfBu80a4+LPw4tNOs3S4j1zTxK5+ZpCZlzgdRycAd6cZRdlbUvDUcTGvOdad4vZdtT+ldLRItBup5LFmf5iNyYYD8eea1ctT2Efnv/wAFHPEVsfAvgzw1AkkaG7M5UgoCI4mTr3xurOXYo/IsIzTBPLJAG7II5qAGso3M0vbp9fYmlcCIKxYurHGcHuRn2PX8/wAKYC7Np3FwWHy4Ix19u1ADQ0rIyKAGTgd8f40AfUf7Of7L3jP48amt8iPpHhe1cC51CVMBj1McAP8ArHx1wdqgjceQD62By6ripaaR6v8Ay7n5nxZxrgcgpWk+es17sE9fWXZfi+i0bX61eIPFXwR/Yy+GcWl2yLbA7mt7KMh73ULg/ekc/wDocjfKo4UZ2ofvJ1MNltDlX3dW/wCup/JOFwOecbZo603ddZPSEI9kvyitW9W92flprGr/ABv/AG3fiVFaaZEGs7YkRR5ZLDTYJCNzswB5OBuJy74AUHgV8ROWJzKskl/kj+qcPh8j4IyxznK193vOpJbJL8lole7a1Z+ovw6+Fvwi/ZB8B3niXW9QjjuPKC3+q3A2yTHqIokGTgkfLGuScZOcZr7bD4XD5dSc5vXq/wBF/kfy5nOfZxxlj44XD03y3vGC2XTmk/zk7JdLH5j/ALSv7WviT42XT+H9FifSfB8T7o7YsPNudp+WS4PrnkIOF4+8fmPxWYZpPFPkWkO3+Z/TvBvAeFyGCxFV8+Ia1l0V91Hy83q/LZfGx80nfEAVPUMenrgY/nXz5+vjCnyM5IXuB90H65FACuzRQ71T5TyRng+wPX8sigCub1Y8LboCAchjjGPwoC5QMm8/vzwc4Gev0oArsSO2d3Y8dv6VSAkC8Lk+xP8AhRsAKRtCknOcEDP61ICkKDj+mf19aAAgOAozj/D3oASNkwEz8wPv+dAGlpemXusX0GnaVC11cXLbEjUZdn74Aq4xc2oxV2aQhKclCCu2fp5+yp8FdD+GniSx8W/EF459TVS8e5sQWT4yHLE4LDux4Hb1r9GyfLoUKirYjf8ABH6xkGUU8NVjiMV8X4RL37TP7Z4vVuvh98IXMkEu6C71RRkvkYMduD/Cehfv245MZvxBzXw+E26v/L/MjPuKee+GwT06y7+n+ZkfszfsX3+ty2vj74xwPbWWRNa6U2RLL3Vpz1Ve+3qe+OlZ5RkMqlq2LVo9F39TnyPhaVW2IxytHpHq/XsvI+hv2jv2tvD/AMI7abwb4GMWpeJY18psENBZY4AfH3nX+52/i5yK93Nc7hhb0cPrP8F/wT6fPOI6eCTw+F1qL7o/8Hy+8/GfXNb1HxHr97r+v3T3l/qErTzykDc8knLE/j3r8lqTlUk5zd29z8Mq1J1JupUd5PVvzM1WAAAAUAj2zz3pGQ1i2ZWfIVc5OOenbtn0oASOXc5iUElQCCRj6ilcCPzFMvkhx8vJB5z68UwFmld9ki5CrxgClYCIcN5qsWJOwg56Nj/CmBK6hojFIDxxkjkDH51O+wEkKkRKgbykQAsD0J9BmpAiWLy87Bk/eDjnOeOBWgBtXYwcliOSp459x0oAVGEKeZJgPkkKo5PbBNACgKw5ym48H1x3oAYvBKu3DHpwc+4oAfKUSRVYEA/Nn2GeBQBQnuFZiqjGOhNK4GczSO2/cT/MUwG7SDuyOPTjrWYEsMrxt8o5Xt659aAPT/hz8PfFfxR8RWnhbwZYPfX1wc4UYSNf4ndjwqDqSa6qNCpWmqdJXZ4+aZrhMsw0sXjZqMI/1ZLq32P3G+BHwG8C/ss+EL/xP4h1OP8AtSeDOpahK5SCNBhjHGpONoI6kFienpX6TgcDSwNN1Kkter6H8PcU8VY7ivGQweEpP2afuQSu29rvzt8kfn9+01+1VrXx61Bfhn8NLN38OyTqqgR7ri+kU/I2OSi55VRz/e9B8pmOZyxb9jSXu/iz+hOCuBqHD9P+0swmvb21192Ce6833e3bu/qv9lP9j2H4atafE34mMP8AhIoU8y2tVfbHZLt5eVgcNJjqPuqOuT09zK8p9i1Xr/F0Xb1PyjjvxDeZKeVZV/CekpW1n5RXRee76WW/E/tV/tp2ltbX3w1+E8iXUlwr299qWA8aowKvFADwxIOGc8AdOeV58zzhWdDD/N/5HucCeG8+anmmbpq1nCGzvunL9F9+mj/JSVpS7yQqXJ6jIHPua+DP6wAbmLNExTPoepoAATGhdFPPUdx9D7+9ACxCIAMse4uc5I599x5yaAJF2NJskG2Ic4z/ACPSgClPdRRE/wAecfL7eh9aAKL3EsiKpJAHGPQdv8mqQEAYAH5sYOD7g1ICkKpHzZPbcf5UAadrJ5kP2csRjgEAcZ9OOaAL0bIN8bMQVbP3h+gwP/rUATKDuZlYMd3znlcHHbnHTvQBWnmaIACQfeztXnp0Ocfp0oAyri7LSCWL5cHqADg+vFAFR5LiZiWJKjpu5PFAHS+EvCGveNdYTQ9AtHnuJiCxONiqerOeigf5zXTRozrT5Kauzqw+Gq15qnSV2fpT8P8AwL4c+CnhK5uNRv8A53VZb26kYrHlAQFROgAyQONzE/QD9DwuGp4Kk5Tl6v8Ar+mfq2CwdLLqDlOXq+ny/q7/AAPjv4wfFzUfi1qsHhnwzZt/ZsUwFuoTdcXEp+UMccjOcBR65Oe3yWPx0sVJQgvdW3dnwuZ5lLHTVKlH3U9O7f8AXQ+kfgd8ET4AX/hKvEkudZmQgRK2IrdGHIbBw7Y6noO3rX0OXZd7D97V+L8j6vKMp+rfv6z97t2/zPMvjv8AtAafqUV14E8GNHdQSgx3V4QGRsdUizwR6v3/AIeOT52ZZnGadGjqur/y/wAzyc4zmNRPD0NV1f8Al/n93c+Q7eYSqIdw3dSWwRgdBjr+Wa+UPhC5LIzKvlHaEJzgZ/DHP4UrAQFyGM/mZMY+4SAdp4xzx+FMVybK7TG2X24wcHgH/aJGMfjQMW2R0jFvA2w8k5BIxnqPr9algNMWyVgTvL/MCDlRt55Az/WqABhgwlfO7kjG3j3B7e9ADVwiPKwWPkbS33sfmazAmlMMD+a+5H2455DA9CD3/CtAGKiPjadrZJHYkY5IFADUH8Eh4z6c8entQA7C+cqHK9yccYoADHvcggjHP+RSuBFl926PkfToD645pgOCsgMjFQq8cE4+tAFNr4BGWNSSo7989CaAKQuGkA+bgdqAGEkN8zHnsef1rMAYFXIHzZABx2/z7UAOZQwBC445NAFmztri8uYbO1ja4mnYIiRqWZ2bgBQOpJqkm3ZESlGEXKTsluz9IP2fvgnffD6J/E3iG4dNSu48fZlbEcSHnD84Zv0HavsMBgnS/eT37H84cW8S08wf1TCq8E/i6t+XZfmed/tAfH3TLy2uvAnhARagjZS6uiA6ZB5WL3Hdx+HHJ48wx0ZJ0qevn/kfScJcLVqM45hi7xf2Y7P/ALe/y+89p/Yx/ZV8Q6pqOl/GPxfNPpGnW7LPp0CMY7i5x0dyOViPoeXH+z168pyuc5RxFTRLVd3/AMA+a8ROPMNQo1cmwaVSpJWm3rGPl5y/9J9dvq79qb9qvwx8ItMuPB2ixw614pvozGbZwJILZHHLTg5BJHSM9f4uOvvZnmkKEXShrJ/cvX/I/JeBeBMTm1WOOxDdOhF3TWkpNfyvp5y+7Xb8LJJTd3MjS/u1dixCjGMnsOmBX5gf3YlZFORlwS3zA4yP0/OhDJULhEyTnGCOmB7iq9QF3fKzMw4O0k4zz0+lSArKAeWBJ6Z4J/xoARlGwRqcZ4Bx/nNADoiAjRFsFGyRx+HFADxHube2HIJyR/AT6ZHpQA3ZMuzaFX5s4Ayf/wBVVoBFKI1lWUEZz1PIBPc1IEW+WZtwXKRnIJGCT64FAHUeGbXQ7PyW3Hz5H2ujDA2nvX7x4awzLHZq4SjekluedjOSFO/U0fEvhGeyv2S3iJjmGVKjrmv9GMDkeDxWBlSqpXsfIyqSjK6ONt/BHjIs8Fl58MMx5UEqpz6iv5Bzjwbr1sdOdKaUGz36eYJRXc+kvhT+yp8ZPE4WfQImkif3Pevicf4X5Bgn/wAKdfU++yXjXNMvf+zSdj6j8P8A/BLv4m+Ipjf+IZUt95ydzciuzD1uC8qgqdGnztHzmZY7HZhXliK8tWVfH/7Hfwf+COns/jbxFHPfEYFvGQTn35r9JybG4TNYungsEow6yZ8/Ui4aylqO+FnwS/Z31KGK+1rxLBZQyHOxpQCAegwTX41xHg8vyuvPlV36nfRlKaO6sfBH7Od3rHij4U3epW32XVIJTp+oiRT5bFNqnOeMHmvIzelgMXktPF4SSU1pJGtPnjUcJ7H5GeJ/h3eeGtefTrTUYLlf7SmsIJYpQQWi2bXJB4BDjB+vpX4j7KVotPd2OStmFKFStQnFvkipPTRp327vTYi0268ckWUVjrE8MUt8LCPFwflm+RQcZ4XG0Z6ce1XF1dLS62PIxFPK/wB46lBNqHO/d3Wv43v952Wt/DbxrqdlqN5qeuwXf2Cd/OEkj5EqiYnJIwGPlNgHH3hXRLD1GpOUr2/4P+R83g+Isro1aVOjhpR50rWS2fJ56r3lr5M8di0rV5dLutRQH7JZyRRzNngPJuKA+udpIrgSbi5dEfoc8Vh41oUX8ck2vRWv+aPQYPHPxM0eG5iF7II9OZJJvMRXMbSOHUkkH7zYPvXQqlaKer0Pk5ZJkmJlCXs1eaaVm1dJWdvRHT6zpvxi8U2T2GoQRzwiGI7A0S4XbbqhXkfMVaIH/wDXW7jiJpxa7dvL/gHiYPE8OYGoqtGTTu/5n1m3fTZNTPFrmz1ea7mtJoG86zXEihfuLD8pJx2Hc157i22n0P0mlVw8acakZe7J6ebev9I7/wAM/E7xf4Xsf7LsoI5IXiwA6EZRY5og2VIyAsz8/T0rpp4ipBWX9b/5nyuYcOZfjavt6kmnfo+rcX1/wrT/ADOtvPiL498W6ZHaDw6tzb3m85ijdhKDJu4GT0cdu4rseJq1I8vLv/mfN0uH8py+u6n1rllG27St7tvyZxHhzUtB8Nw3tn4w0Y3c8qQtCskYynLE9cEB1YHI9q4qbhBNVEfU5jhsVjZU6mXV+WKcr2e+y+dmmj71/Ydvnj+INqTCbeO/sbxY0P8Azz3iRMe21Riv1vhed4x9H+Z/OPjhQU+F373M4VINvzs4v8Wfp/478PS+LfBHiLwpBIsUutadd2Suxwqm5haME4BOAW54P0r9ToTVOrCo+jT+4/z8yLMI5fmmFx8ldUqkJtd+WSlbp2P5s6/ZD/ZwKACgAoA//9H8P6/0cPkwoAt29wLaeK5aMSCJlYoejbTnB+tfP55pleKf/Tuf/pLM6keeDgna6tc85Kkg45x7V/Aq1R9dfUQKQenSpHcv2+nX97G0trbyzInUohYD6kD3quVmNTEUabSqTSb7sjltbiGVoZYmR1O0qVIII7EetQ9DSNWEoqUZJruWbPSdS1G7isLK2ea4nBKIoyzAAkke3BqopvRGFXFUKVOVWrNKK3fY0tU8JeI9EKLqthJbGR2jXdjllGWHGegqnCS3Rx4XNsHib/V6qlZX07Myo9NvpIJblImMcKq7n0VztUn6nioUW1c7niaSmqblq7pfJXf4Hd3fhTWNC8GJqmoKBHf3ERhj3BsqYnbeQOhAPfpmt5U5KHNLqfLUs0w2KzN0KL1hF3dv7yVvmdt8ArHVYfjj8MtRktGgt7vxDpxhdlwj7LiMHBPUDvUcstJNaM+ho1qMpyowneUd12v3P6YNb1C7ZZVXb5juE4U4+Y4OKfN0PQ5WflP/AMFJNQx4r8HaHF92O1nkbJ6ZZcfnzSKZ+ZIa4Zt0Z2IMAD1HfigksuSDgYZhlSD3Pt16UAQHcVO5ym4YJHQ0ANKojCQLuZvvdwfzoAmjBEgK/QAD17Ckw8z9x/jL+1D4M/Z08H2Xw/8AB1vb33iiytI4UtIwFtrNggy0wTHOedgwSepGc1+kYvMqeEpqjSSckvkvU/h/hzgfG8R4ueZY+TjQlJvmfxT12jfp0u9F0ufjN438a+J/iH4hufFHi7UZdR1O7bLNI3QZ4VAOFUdlUACvzytWnVm51Hds/s3L8uwuX4eOFwdNQhHZL833fds/WH4JfGD4d/s5/speGda19431rWheXMdpCEW5u3NzKqF8c7VQKu9ugwB6V91g8XRweAhKXxO+nV6s/k3iTh3MuJeK8RRoXVKnypyd+WK5VdLzbu7L1Z+bvxo+Onjz43+Ijrnii8K2cO4WdhFkQW6Hsq/xMeNznk/QAD4/GY2riZ81R+i6I/pTh3hnAZHhvYYOOr+KT+KT8327LZet2/EHMhcMx2E8BcDI+p9DXmn2IJMnLTsAynGDzyPSgCvNqUhdvKyuTjjAyfXNAFGSZ5CAxyD2/wA4oYDQA3UduO1AEoCAbsgY4GO/r2/lQBWz8m0YJz9c0APBBJHQ9OlADdw4bGR0HbP1oAeQQSygFumcdvftQA6PDYLLynPGMc+lADQTu3bvl5HAwfx70AfXv7LVxoGg2nizxbr8sVvDYraos8qrlFbzC4RuuWwvA5Jx7V9Xk0qdONSrU0tbX7z7fh+VKlGrXq2SVtfvON+MHx71bx676JoBew0FSdyg7ZLjb0MhH8PcJnHc5OMcWPzKdf3IaQ/P1/yPPzPOKmKfs6ekPz9f8j0D9iuy0fV/jro9xrcNvJDp9vd3T+aqtGrQxHZISwwCjEMp7EAiurIIQljoua0Sb18l+h1cMU6c8xg6iTSTevkt/kfSX7S/7aZmW48DfBi7IjBMV3q0ZwzdmS0OMAdjJ3/g4wx9/N+IL3oYN6dZf5f5/cfUZ9xS5Xw2AenWX/yP+f3d3+Y00808jXDSMzbjlWXLE55LE4OST1FfnW5+TX1I9ySSkSKwYddw+XHsOOakB/lRwEpvAXoff2yxNaARuHjYbmJQ9D8pzj/Z7/mKAJgrGIBYueQeduM9T9azArT4hiBG47SA25ckY6E4ycdBnpWhOpHJKsibnzuDAqyMCPfOM8UrlEjFZW2yLnIByDwfYY9D6gUWAeYdqPt3jcSV/i9sAelMdyusaKB9o+YjoOuPp+n+ekWEE9xhirKCuQFYEggE8nGfzpAOlLwBckFVxxjGfpjNaANW6DjHp0bsw9j0/WpQEc1xGJD5oZ0bjbgYH881QFJr7aoEcarg4HOcfjQBUkmnaQhDjb3J6n/PpWYCt2LYJ7g8ZBrQBilvUqelZgN2KAJCct045yPyrQBy4DKwwo6/SgD9hv2L/iT8MvhH+z5qHi7xg0OnXZvJyZAoN1dqDiOGMcFyCDgZAGckgcj7nKcRQw+EdWpo7/N+R/JPiDk+a5zxBTwODvKKitPsx7yfb8+iuz42/aI/aa8Y/HfVXikc6X4dt2JtdPR/lwOjyHje/vjA7AV85j8xqYqWukeiP23hPgzBZDR9z36z+Kb39F2Xl959A/8ABPGDwnp2s+O/GvioW0CeH7OzdLu4CqLVZWm3sGPQttAz1PAFetkKpqVSrU+ylq+m5+deLUsZUpYPAYPmbqyknFfaso2+65lftQftm6v8R3uPBHwymfTvDKkpPc8rPe49/wCGL0Xqe/oMsyzeVe9OjpH8z0OCfDmjlajjsySnX6LdQ/zl59Ond/nvM8jHefkVf7wOTnuP618ofvwRnc5WTC7Ox6H05oAleYB8fdAAyQM59MUANZ/LRd/yDuD1z+FAFc3sQwqjj8qAK7TPKNnChcn8f8aAKJxhl656ZoAarAYBGOOlAAWAG7+737/SgCTGfmxkgcfjQBLbSbZVJUqQc8dOOtAGvNcwo6uhGBz0+Ye3pQBnSXPmScn5M5/4F9fxxQBVb5mPfnGBQAFR5ZAwh6A9f0oAjKkkspyV7H9aAP0I+C2ueD/h78FLPxbq3l2st29wZHx++uHjmdUUDknCgAAcDrX3mX1KOHwaqy0bv6vU/TMrrYfC5eq89G7+r1Z8qfFT4wa58TdS2Ts1rpMJzb2in5f9+Q92x+XQd8/MYzHVMTLXRdEfG5hmVXFz97SK2X9dT239lO18P2Ft4l8UawsUcmm+TtuZSP3McgffgnpnaB69u+D7OSqmlUqz6W17H0PD0aUVVr1Le7bXtvc5X41/H6/8Wmbw54Td7bReVllHD3A9PZD6d+9cuYZnKtenS0j+Zw5rnEsQ3So6Q/P/AIB8xKoIJCljnt39MZ6V82fJCoRC3mOAzD+8OQD71SA1/MWSI5JRSuQy46g9/rVALkOqqy43AqCOBj3NAEyJ827zH24HUZx+PWgCqiMy7Zmwmc4zj8azAkeZIVVEUmIAsCpxyPagBMyCFXUg7hkE9cfU9PpWgBHcRSN5ZAyfu8fpx3oAVyYn2liwHQHr+lADXcSOVkyYjxgAjH40AJuVVHyHIOBk5OO3tSuArXFxHLstwWMY5J55Pb24qAHu25QZAG9RnGR9Rz+NXYCi97tPyYDHjkcH3780wM2R5H/eyvk9CM8ED070ANX7wZRxnjJ5/HPWgCZdm4Z6HP1/CgBhUnJBz1wD2rMBFG05AAX2H8/egBwUnGQCB2zVaAfZ/wCyFY+HZLjxLr+pwxfatIS38q4lPEMcol8wjPC52DLdcZGcE19FlUYXnOS1Vv1Pxjj+tieXD4ai3yzvdLq1a3n122v6Izvjp+0VN4ke48G+Bpmh0sZW5ugSj3I6FUPVY/U9W9h1zxuYOpenS2/M6+GOEY4XlxmOV6m6j0j5vvL8vXbzT9njSNH1/wCK+madrVol3B5c0ojfJXzIkLqcZ5wR0OR7VxZfCM66UldH0nFuJrYbKqlShLleiuuzdmffnxP/AGy5vhz4Wufht4CdJ9fVmRr3IaOyjI5VR0MoPTsn14H0+Lzd0YOjR+Lv2/4P5H4Xw/4dxzDFRzPMlaluo9Zvu+0fxfpv+YN7qF5q99LqWo3D3N1cu0kssjFnd25LMTjcTmvh3Jttt3P6np0oU4KnTSUVoktkQrCHxHj7uW+b+ZGc/TGRUmpAygb0Izn7uegPboSaAGK44U4XjOCSOnrTuAZUfMxGQeW6cenNIB7FTtdugXcOcZz0yDj+VADoyG+Uq0TE5Xg8kEd+n4UAJLtEoKKDg5JwSw59Pf1oAcFTzB5rgKxBJ5HzDpz0oAWQ4Z1wVAOMA5PfjnA/I0AAjURMEUxnHDE8H8MmtAIWWXcWVg20cqcKevI9OazAoidba/8AOySpAPfII9jzX9Y+EnFeAy3noY6SiujZ4ePoSnZwPSZfjDdfZYLVbdJDEMK2MtX79ivFHh3DTl7Opf0PLWCqy3RjXPxK8S3PKP5QPTBr84xnjhg4trDUL+p1xy2XVnfeBv2pfi/8M7iObQNVkUKc7SxK/QivyniLxPo5pR9n9TjzPqzupYNwfxHpfib/AIKCftD+JUKHWjaDGP3ORX4pPNk78lJI9Hk8zyzw78TdW+I/jOCPxzZ2urzXIbM0/nmRSq5BA83Z27qRXdT4pzOFL2FKq4x8tBewhe7Rz3xy0ODSE02XSofs0EkjKzKepIGMivnMTi69d3rTb9TWyitEeA2Nzcx3Ko9y8QZtrsCSQO5rji5JWvZGU5yUHKCu7aFuOxspLG3u3v1Ekty0LxnO5IwFIlPsckfhS5VZPm6nFKvV9rOCp6KKafd6+766fidP4e8NaLqmnXk91q/2S5t5ZFhyyhX2xM6NgkHllxkdPrVwjTafNKz/AOAeJmGZYmhWpwp0OaLSb0d1eSTXbRO//AOXmjvIYrtRekxi48twHOJDz8+M8j396w111PahKlKUG6evLdabbaeXp5EiWV+NI1GZLoC3tpYVljEn+sZ92xgueduDz2z71pyPkk76Ih16Xt6UXD3pKVnbZK11fpf8Tp9C8L6z4ivdT0o6mIpFNuJixZ0l3uETJHZSQcmtoxlLmjfseLj8zw2CpUa3sbr3rWsmrJt29bFabxB45027vt2p3AmjgjjlbeTmFdgjHPYbUx9BU+0qXbv0/wAjaGAyuvTp/uY2cm1p9rW/5y+8yrCXxKkuoPYu3mSWMhuSMHdavgvn68ZpQ9p73L219DtrxwTjSVVaKa5f8ava34lzSR4mvb23trOQLKLCZIi+1V+ylXLjJ9QWx7mnGU016P7tTHFfUaVKc5rTni3a/wAd0l+h0CeLvHngi6sdGLJEdF8xYo9qspy5kO4j74DEkelCrTpyS2seTLK8qzSFTE6v2tru9ntbTtdbnL32p6p4inku7uE3lzNAi5VT8ix/KuAOwUAVnKXNruz2qOFoYOCp05csVJ79W9X+Lufb37G2vX0XxK8KwX42tDJc2W0jBCG2faD+JFfqHCtR2in0bX4H4F4vYKlLhTHOlr8M/n7SN/1P2fr9fP8ALE/ms8RaHe+GPEOqeGdRwt3pN1PaTAEHElu5jYZBIPKnoSPev2CnUU6anHZ6n+2GXY2ljsHRxtH4KkYzXpJJre3RnPV0HoBQAUAf/9L8P6/0cPkwoAsRRTzSLDapvmkIVF9WPAH4mvnc+/5FWL/69z/9JYpSjFOU3ZLf0Oh1v4lN4i06bSYtHjjN1bJCDGMsriUSF1AXpgYA7V/CU63Poo7/AOZ5OC4dWCrRxEq7fLJvXa3La2r3u73OKsNbm0i7i36dHLLb3BlZJFIJymzy2HoOv1rKE3Bq66n0uIwUMRTdqrSlG10/O91+Rr6B8QNd8M6Lc6LpqII7oZ3kHKncuWH12gHNEK0oRcYvc87H5BhMbiY4ms3ePT79Ple47VdW8VSzjX7qySFdRunuoj5fDO6bSB32hemaqU5N89t9RYXC4BQeEp1G3CKi9dknfXpe5jw6/wCIrKewv4D5L2FsscLBAP3O9sE+uWYjP4Vn7SSs+yPRlgMHVhUoz1U5NtX+1ZfdokdDNd+OfHKXctzMHSxmmun3bYwkki/OF49F4UcCrc6k73fmeRGlleVuChGzmlFWu7pPS/zerOPtv7c/s29S2ZhaSJAJwDwVL5iB/wCBdKyjzcrtt1PoKv1V1abmveTly+tve/A1o9d8QGyk0zzXuTbx3C7XO8RRMmyXAPTjv2xxVRlNaepxSwWEVVV7KPM47aXd7x/rqekfBTXtUf4w/DrTdalJs9M1q0Ma9Cm6VCcEc+hpOc7KLex34XB4anVniaK96e772P6U1/sxmsrJmkmjeRMrtYcA55aqjF7yPWb6H43f8FC9Qt5/jcmn6YP3dnYxbgXJIMmScbj7VMtwZ8KArboM5JUc/wCOB9e1IkNrtJ5qNwTk8EnGOev+FACIoDGUDkjOCcflQAMUYK23HXjvz7daAHGaVzGU+UHkEZ4ZaTYWLV3cXd9M13eStNNO+92c7mdicsSScknqaG9bkxiopRirJHt1n+zV8b9UsbfUbHwnPPbXYV4mWWHLqwyMAyAjPvir5JFW0Ogk/Zb/AGj76CCeTwfeSRW6iKPfPAdig52gGU4AOeMYpcsnuTGEY35Va+p5L48+HHjj4XaxHonj7R30q8uIVuI4XZJHMTMyBj5bMACVYY68VDVijhWjYkkoARwTnJ/+tUgZd6iiYlQenIxnn8KAKRYv9CemaAADyxlQCV/SgBygjj+Hrz1oAFVATxz1Bx3xQA8kAFTjnrQB6Ppfwb+JutafbanpXh64u7O6QSxOpQKyMMqRls8irswNT/hQ/wAX2+RvC10uB3MZH/oVFmBS/wCFK/FZGZJPDlyWU8qFXt3+9UDsP/4Ut8UiC/8Awjd227A4Vc/zp2EQn4LfFJZltR4duy7g4G0Z9c9aLAXR8Jfi/b2zWX/CP3wjdldkxhSyggEjOMgE4qrO1uhV3a3QrN8IfijEVEnhy7DE9dg5HpjNTYmxsaL8Jvi9aXJhsNDv7eS8Bt2CfIZEk6oTkcHoRVx5lsaRco3s7HYp+zN8eJVYr4H1AqoyoKr69OGpcrIsx7fs2fHW1gLz+CdRCL1+UduecGnaQik/7N/xwlKOvgvUHBGQfLPI+uaB2I2/Zy+Oq/vX8FakAoyAYh+pzSsIqL+z18aLq38238HXzIr4Y+XkA9+SfyoSYMtQfs4/G64xLB4J1KZWyd6xZ5HY4NO0gGL+zd8dpJmW28Fampj5IMOQfY88UrMuxwfi7wF4v8A3cWleNNGm0a8uY/NihuE2F4yxUMB6ZBGfUUmn1FaxyBYsyrIxeSJt2fX/AAqiSZtrMzxjcAB16jnmgCsryqzq67WH3SQAT37etADZV3qDEcS5yQRnGOvNZgRLcCGLeh8vI4B+bI7HNAGbLcNIzSBSgJIIU4/QUAQMM8cgda0A62x8CeN9UsV1HTNFur20lGUkjjYoR6A8j8qLPsBpwfCr4lyI0g8Nag23lsQNx+lKzAfJ8JfiecSDwzf/ADAEZgfH5Ac0WYAfhJ8TS4Y+GNRx6fZ3wf0oswIJvhf8Qo2CSeGr9GPIBgcE/pTAQ/DT4i7dq+Gr/wBD/o7/AOFAF6TwN8UUtIbO60TURa25ZY0aGUxr5hywUYwMnk460rtqxnGnBSc4rV7vq/U68fA34wvbxzDwTq/lugZSbOUrgjgj5e9FmaF2H4VfHCy0u60628La7BZXrRtcRi0nSOUw7vLLgrhtu9tuQcZOMZppySavozGVCnKcasopyjeztqr2vZ9L2V/RGefgr8X/AL48E6uY+pP2OfA9wAOaXKzpsyRfgZ8Zbgq0PgPWpF6qRZXBH4fL1osyCKf4H/F20h8y78F6zAF6l7CdBj67cUcrA5ObwZ49OY4PDuonZlWJtpOSD04X0qAOnt/2ePjHfRJcReHJCkqh1DTwq3IzyGkBB+uMelXYCY/s3/G3JYeGXO7gj7Rb8f8AkSizApr+z38XWdl/4RyU7Thv3sPH4eZipswJ1/Z7+MbcjwzIT/12g/T5/wClFgIB+z38YzcNaJ4amMm3dt82HOM/3vMwP0qrMCU/s9/GNf3Z8LzqSe8sB/MiSjlY7Hn154G8d6fcvZ3Ph6/ilTIKm0lz+Hy/yqBFCTwh41JG7Qr9QOMfZZc/+g07AX9P8AfEC9DC08N6ncFPmYLZTsQvvhDRYC9H8PfiHGCW8NamwXPP2KcY/wDHRzVWYDR4E8euDJ/wjepH0P2OXg+/y1Nn2AcPh34+nDPH4b1PA5yLObGR7bKLAV18C+NS2xfD2pHBwx+yTdfrtpAareFfiVd2dtps+iarJbWQZYYjazFYw7Fm2jacZYk/jWjlJpReyNHOUoqLei2M2TwD43b5f+Ee1HK9vss2R+G2lZmZcj8MfEqCwn0aDRtVjs7l0eaJbWba7RhtpI2843GqUpJOPRmqnJRcE9GZreBPGxDD/hHdRDEcA2k38ttTZmQ0+A/G0aKZfD+pLwBg2ky/+y80WASTwL42BGNB1FWJwD9kmx/6DU2YHQaZ8O/iBdRsR4V1I+XjcyWUzA+5wlWBe/4Vd8SnieF/CerBXHy4sLg49OiUAW2+F3xMeNJv+ES1jb1YmwuAPrnZSswKX/CtfiW0in/hENXZGwc/2fOR+eynaQCn4XfEqaNnbwnq25eAP7PuCGI78JSs7mhx1xp+p6TeS6ZqtrLZ3luR5sU6NGysQCAUYAqcEHn1pNdyNijIvmNjAV/XopOetSIVk2N5jnO7OccnHfr+lBTFcEhUQlVrQkR2dASw8xWAIA68f1oApfbWO4gHJPfsKVwKc00k2HDbsDGM+lMCM5Zhzj1A71OoDyqHcq8EfpVAelWPwf8AiXqWnwajp3hy5ntrqNZYpFClXjcblYfN0IIosXZk8XwV+Ksqlk8M3RI4J2rx+tKxBF/wpz4lbxC3h658wdV+XIJ/4FmizAZH8IfiRI7JHoF00qYDDaCR+tQBKfg78UFwP+EavMH0UcfrTsBqWnw8+MlhY3mhWOjX8NrqflmeNRgS+Vu2hjnOBuPFaKUlFxT0Zzzw1KpUhWnFOUb2fa9r2+4zx8FfimV/5Fu7z6bR0/OpszoNDSPh58ZPC98upaNot9Z3YSSISogDBZUKMAc8EqSARyO3NVCU4O8dGc2IwtLEw9nXjzRunZ+TuvxMg/CX4npIJ5/Dt9hjkllyc1NmdVju4f2ffjfcQJe2/grUpYJQNuIuo9Qc96LMLFiX9nD46xRG4m8F6qsKj5j5RwB6n/61HKxWFT9nT42sizL4I1J0YZB8k4IPQipsBA/7PHxwVmH/AAhepng9YDkfT0osBZtP2cvjpeQs9p4G1WTPG42x6+h/rT5X2K1Jf+Gaf2g4j8ngHVUXsTCxx9cY6U+XyFY4DxZ4D8ZeA7+303xhpFxo91LGZEjuFMbumcbh0yMgipasI4whmzOhEgOB6EAHkUgJYXZTiQBlOSOnOeOeMYoAmEoZ98ibR6heSR6jigBu0zsMYR2HPpu7kk+tAEI2JtBOXblsDkfTHH6UAJNHmNxkts6ZwcY64PH5UAYboGTgkqOh4FAETbhhM88decZPXigCKSISRlEyAP8Avnj9aAMxSQo6jA6DqM/0oA7j4dTG38a6VLvIxIw/76QirW4HvPxpsGv/AARcyId5tXjl7cfMAT69DVyWg7nzB4fu/C0OnXUOt2b3NzK+EkUkeWhHLA5GSDyARg1KlTUbSWp81mFHHOvCWFqKMUtV3fbbr3KcA8NtZQ/amlFyb0LJtXI+yYGWH+2Dnj6VcaaUU79fwN6jxiqS9mly8mn+Pt6ENxDoWLg21xIcXZSIMvW1OfnPow44qJKLvr1/A1pzxfue0ivhu9ft6aem+pv6Lp/gmSPU21i8kXyZVFqY/leWMh8nBBHULnOOtXGNO0rv0/E8rF1szTo/V4LVPmvsnppf7zAbTtNNpqVwb5fNtHiWFOc3AckMy/7uAT9aUYPlk77fieqsTX9pSh7PSSd3/La1k/UlvtLtLG61FLTUknSzWJo2Ukefv25C/wC7nn6UpQV5WlexlRxVSpCk6lFpybun9m19/X9TX0TwzZ6nqN5aXmpx28dtapcGXIcNkx5TkjJUNyOenStKdO8mnLocOMzOdCjTqU6Lk5ScbbW+LXZ72/Eorodyl3qNtYXqmO0tJJmkD7RLAMfL7kgj5aSjJuSi+n4HS8ZF06U6tPWUkrWvaXf5dxItO1uyurWW1utks1k9zGyPgrBtfcuc8EgH5fepUJxs79L/ACHLEYWrCcakLpTUXdbyurP72tSWx07X/E2tadbT3Je41JHMMkpJyq7s5wM9VNPlqVJRT6mdXEYTA4arOMLRptXS76W/NFyK51LwRqrJCYZ5fs4jZlO9MTrkc8fMM/mDRzSg9P6uc8qdDM8OnK6XNfs/df5P8j6s/Z3nvLX4keFdZ1O6Rry71i3E0IyJIfMZYgXyMYcHK4J49K/QuGpy5/f35l+J+U8c4elU4YzDD4de5GlOz78qcvwsft/X7Wf5LH8+X7QGl3mj/G7x1a3sbRSSaxeXADKVJjuZWmjOD2ZHBB7ggjg1+qYCcZYam49l+R/r/wABYiniOF8tqUndKjCOneMVGS+TTT7PQ8Yr1D9BCgAoA//T/D+v9HD5MKAJluJrYi5tm2yxfOh9GXkH86+dz/TKcXb/AJ9z/wDSWLkjNck9no/Qo2Gpal4W1CC7ewCTwwlVEqsuQzEb+xz1ANfwVGbg07anZXoUMdRlTVW8W9bW7LT9RV17WJ9WOqwWiPLJcmYLsLr5hUjbzkkY5x+NP2jvzWB4LDQw/sJzaSjbe2l9/vKsOn65Los2qxW+dPiQQNKcYA3qcDuTuYdPWoSlyuVtDaeIwscRGhKX7xvmS+T/AETNG51zxVrE9pYSLuktSwiRIwpBVPmHA5wtVzTbscdPBYDDQnWjtK123fd6fiMs9H8R65d2emBtrPap5JkIRPs+4snPu2cd81UY1JtRfb8CquMwWFp1K1tpO9tXzWSf4b+Q8J4p06W90+3u3jEktzHNtbCu8KnzM9P4c9qV6ibiRJ4CtGnWnBOyi1pspP3fxKJ0PW4rKacviApaM6hsBluMmHI79M+1X7OfK36fjsdX17DSqxVtbzs7dY/F/XUuan4cudFn8uC/SQSWbTuyEgbc7Wj56nPBHfFTKk47Ppcww2YwxMLyptWmoq/3p+Xc9C+F3hct8V/h5b6Perd3t9q1oXC/8snjmQkHqTx39qcqajytO9zrwGLqV51Iyp8qja3mnfX/AIB/Shopup761RCrSJuZw2dvA7YrZn0Dh1Pw3/bSu766/aC197yPY8KxIB0GwDIPPYg1ytamT3PlSRJBDvb5RnAOckn6damyQiF2wwXLZQkc/KTVAQuj7t0XLMckMCVPsB2oAsIPmKldhJHUZGf6VmBKWEe1l52npnJz9KAJ7CCW7vba3UkiSRE54zuIHY5HWgD+jfwrpk9j4Q0K23xkJaRfKoYEFUXua74u+gSPTI4r6C0s7bdCy3Uy54YMByTntUX3A/F//gofdi6/aLa2QACw0i0i9RndJJ06j79c8imfCzKGbhiU4OD0JHocj+tZklS+VZPnjBHA5P3Tn8+aAMtI8Ntbk9wOQM9/TFADmZo856HjHX9PegBwXHXOcc/jQA0v+Z6AmgB/y8mPqf0/GgD9hfhybax8BeHbZLmQeRp1qvA6ERLkfd9a6OgHWWl1PJFI8moMuW+UMFz/ACofoB+VWvftQ/Fn+076Cz1RI41nkCsIk3FAxAGcelZXb0Mopp3bPP8AWPjn8VdbEa3niK5UR9BE/l59ztxSY4xs27vUvN+0J8XVuVuYfEU8TIioApAGAMdPX1pyld3Io0VThypt+ruMm/aE+McztI/ie6y3PDAD8KOZm3LsSyftF/GKW2+yv4imKg5DYXeP+BYzS5nsQ6a5ue7+85K9+KnxF1Fy954ivZGPPMzD8aVynFN3Y7/hbXxOxtHirUsDt9qk/wAabbZRIPjF8VFG1fFmpgen2qT/ABou+4GnB8evjNbIEh8Z6oqr0H2l/wDGlcChffGX4r6n/wAf/i3U5s+t1J/jSAyF+IXjsAL/AMJDqG0HOPtMuM+v3qNehM4ppp9T9mP+CdvxT17xB8NdX0HUb2WaXRbv5Hk/eEpKN3JbJPJrohqtRxjZWR9+2WsXxaV7KczMWy37snB/KtkjqikkfkD+3/qM2pfGPTIr7JkttEtxjG0/Pc3B4GKxq/EYzep8KYdX3IBhhk47/h61zkEKTOTg9OSxA5HtV3ArS3IV5FVy6oSAAOfxJ/pUAQNcOw5PJOTzzWgFZiSCVGTnoe3rWYEbMdipgkc8DjrQAxt5YAHDHgk9Me9AH6gfA+1kj+Fmisu0q0YI55wa6YvQGe3WxuYrCaYIrBuOTznpQ9yeh4Nrf7VPwu0W4l0+W5uftNk7W8saRZ+eMkEgntmp5lYlTbdrHnOuftraFayxtoNlcXqMDkSBY8VN0gUpNtWHS/tleEZLqKS5tbtwEBOxVADHqOT2pyaT0IpTnKLc42GT/tneEUfFpY3m3uWVDke3PFQ2jS8t7Ej/ALZHgyaz3y29550b5WPy1Oce+cURaBylzJW0O/s/+CnV/pmixaTa+HHna2ysckkg5TsDir5wk53XKiC4/wCCo/iKa3+zHwnFtPU+ce1Dkiyb/h6VrbW32R/CEYXGMrMc1SqLsbc5dT/gqVexWwjt/CrRShcBvNVv6Ck5p9DG8jyjxH/wUS8Y66CJtL8wZOAz7V/IVDkGp59H+2p4kGVXQod0jZJ81gOfoKTkKTaV0es+Fv2vvBr6KJ/FxnttS3N+6tgZF29uSOtXzIiE3JaopXP7Znhe1vUtbS2vbm3dhumJRQgPU4xk4our2I55uLly6roXI/2vfhrFNNHNBfyksR5m1SrD1Hfmk3rYcJScFJxs+xVf9sTwJucJDqQTPyjamAKhmqbuWpf2w/h9axrfWq6hNcsu1ozGox+J4qrkKUnJrl07nG3/AO2tatceZY6Ncso7SSIM+/ANHMuxV5Xt0PNvEH7Ub61qP9oDR2jYgAgyg9O/3aTl2LTMcftHl5Fa40uQhf7sig/+g0+YbZ1Gj/tU2uj3cd5b6bdKy8MPNQhlPUdKXMuxJ2t3+3JMyNHZ+G+GGPnnx/Q0+YDPT9tzUEgECeFYeAfmac5P/jtHMTK6Wh6v4h/ansdF+HWheKrDT4577U5SrWvmFQgQfOd2MnBwKVwk3bTc8kH7a10VYSeFkyxyStx/9hUt3Kia9p+2zppKm/8ADEi4/wCecyn+aikXcnuv20/DzTtPB4bucsMYMqD+hrVT0IMhv2z7QtgeHH2+8wz/ACp85opW2JLf9s+ztp/PTw1IW9DOMfoKpzTRLdzpof22fDV3LCdT0K6iWM5Oxkf+ZBqObuZpt/EjsJv2xfhV5MU62908pPMYhIKj3J4P4GhtdyIyk5O8beeh2Hg/9un4TaFrAuZotRFtONkym3VhtPsHOcHmkmNt22PZn/4KK/AQpczWkWoGW3gLRpLbLGsrLgCNSGbDHOQSMcdaIxTbu7GVavKko8tNyu7aW083drT0+4b4S/4KOfA3VbG4fxHY3+jSkbRG8Szg57gxkk475FC01Rq6tpqHK9evRHovhP8Aa8+BfjC70/w/oGvg6lqVwltb27wyKzySHCgjAwMnqTW6mmL2kYy5Xf7tD6W0iKPV7I3UtzFGdxXAU9j7tVxfU779Ln50ftsfs6+FPD3hy9+OVlfXc+savqFtBNEzR/ZNvllMooTfu/djkuec8dMYzs22jBrU/LdEDI6bPKEgGcA84OevHpWZBGGjjjIIIYk7lBycevOcA0ANdiApVsHhV4AGD0z9KAGmMIDGSMjOcdAT1pWAxMMTsAJ9gP6daYDB8ucsoJOB2OaAGMxYZ37SOuR1/CgBI3zjcMEHnByDWYH64/Ci+1H/AIVr4YERYxrptqoOzPCxgcHHPSupLQ2idrDqckKS7J2IGWYbcYxyeopWRDR+PXxK8ea9r3jzW9TW+niVrp1UK5XCxEovAI7CsG9TFxV7nFJ4s8Twv5sWq3Sv6iZ/8aks2Yvid8QoV2R+Ib0KO3nN/jQBE/xG8eStvfX70t6+c3+NO4EP/CwPG5OTrt5/3/f/ABpASx/ELxxFIHXXrwMOh85j/WruJxvozqtN+O/xX0raIPEVy6rztlbzB+tJNilG8eW56Bb/ALYn7RVpCltaeMbmGCL7kaBQi+wGOlPmYuVcvLc0P+G2f2mBZtYHxpctG/UkKWOffFHMx21vcydU/a4/aB1W1sLaXxfdwnT92x4m2M+4k/PjrjoPam5XSVjmhQ5as6nM3zdL6K3Y7bT/ANvD9o+w8tf+EhW4WNFUiWJW3Y7k+p709WVCnKKa5mz9Lv2Ef2kPiB8cU8YweNNQggfRmsWgEcaqNtwJg/ueYxVxk29UVTjJaSdz7wttTuDcXNve6kzKpypVBg/Q4q7Lex06n5Jf8FGRbyeOvCN0bgzeZYTx5AwRslBA4H+1WdTdEn5ymQRlk6ptwDjkf/rNYADOsQSJjwBj0IY9jmgBHUyR7X/iHB9KAFXzcKCAO2cZ/KgBgjJmRQcbeMt14HcUANkLgJCQGJI+71I74/CgDLdEVniIwB09Np6fj60AVNwUNs52nHPP/wCqgBzu/D5G08n3oAz7lCPnQYU8Aj+tAG74KlW38VaTJnObiJfzbH9a0A+u/iTCbrwXrCRJvC2bOSB02c8/lRfQD4i8K3/9l3z30ll9tiVCjIRlQX6HODzwahaO9rnh5nQdekqSqcjve/obHi7xBpHiHWLbUtP0kadaxfLJGDkPmVpPmKgc7W29OgrWpPmasrI87KsBiMHh50K1bnk9U+3upaXe11f5lW61Twsdeup100jTtlykUSOQwZw3kuSeuwlcjjIFNSp8z001/wCAdNLC49YSEHV/eXi22u1uZfOz+8w9HutOt9Rhm1SIy2iht6L1JKnGOnfHesY2Tuz08XRrTouNCVp6Wfz/AMjovGmoeCboWn/CH201uU3+cZRgMCF2gDc3Q7q3qSg7ez0PGyehmdP2n9ozUr2tbpvfot9ClLL4QOrWYhN0NP3L9oYhTJtKru2LnGQ27HPTFK1K63t1OuEcx+rz5uX2mvLva93a/wArdDEsTYy30K3chjtg4MhPXYDzjAPOOlYpW3PRrqpGlJ01eVtPX/I7TU9J8G3Onwnw5qRl1BnTfFcMsKKpVi53yBVyGCgc85rVxg0nHc+ewmKzGFdrGUrU7Oziru91bRXe1+hztzYaXDaWs1tqAmmkRDKgBAiLMwcZP3sYB+UEYP1pOMUlZnr069eVScZUrJN2feyTT8r679hZLN018aVo94lwxmEME4k8pGDHCtucqEU553EY745puPvckX6CjVUsJ7fEU3HS8o2u1bdWS1fpe/Q0ZtMWa/udLtbyJ0tVG+R2CqfLJ3ENkggE8YJyORxSUXdxT2OOOIcaMK9Sm05bJLvt2387Weh7R8IdXuLPxZY6jfXUbtFeac4dXXBZJMgDB64xmvssixChVfO93Gx8fn2Hp1MrxOFpxa5oVFZp9Ytfmf0GV++n+NB+Gn7Z9rNB+0Z4nllGFuUsJE91FnCn81NfpeUO+DgvX82f6l+DtSM+DcHFfZdRP/wZN/k0fK1e6fuoUAFAH//U/D+v9HD5MKAL1nbrdXUNs9wlokzqhmkzsjDHBdsAnC9TgE47V87n3/Iqxf8A17n/AOksUnZNpX8u5na5f69r+pxw30JN6iC22gfOSGL4PPLfNX8GNznL31qb4LD4TC0HKlL3G+by2S08tCC01PxHplrbXluDHAbnzYnKAgzFNnU/7PamqklqtrmtXD4KvUnTnrLls1f7N7/mbOr6V4x8NWA0TUj5VveDy/KDBsiNvM59MEZzUvnjeD0POwmKy7G1frNHWUdb+qt+pm2+meJ5tQt54XZbq6ha6jfcATG6vuYfUI1U1O8bbvU7p4jBQoyjJe7FqLXmmrL72jX0bwxr2q+HZPFEeoCOCzBhUFm3hYRuCjHQZPy+9UqdRx9pfQ8/F5lhaGMWBlSvKWvS15aX/wAzlre1vdTtbrUWu9vlSx797nezXBKlgOp6fNWSTacr7fqe1UnToThRjDdO1lp7qTt+Oh0uleEob3xOPD+o6tHBGYElE24bCSqsqZYgAgN36VtGmnPlb6Hj4rNpU8D9co0G3zNWtru03ovL5kWm/D/X/Fvi9vCvgiP+2LnciRfvI4wxfGMM7KvU461MKEpp+z1S3PbwmJ58PTnWjyyl0Ptf4Bfsi/tCeBfjV4Q8W+LfCgstK027WeeYX1lJtQK2DsjnZzzjoCamMXdHqRXKfuTYW3kXen2n2RoppdxZwwOVAH881td2NebU/AP9sy+N/wDtLeNWgkHl29xBAo/6420SH9Qa5pPUT3PmhVMqqz8EE5NS2I0NN0jUdWvodL0qGS8vLkhEjjUs7MegAGT+FVGLk1GKu2aRhKclGKu2fVXi39jD4q+C/htb+ObqCO6nRfMu7CL557aM8hm6hiB94DOK+kr5Fi6OHVeS9V1R9dieGsbh8KsTJX7pbr1PkxQ6BYiu7HY+tfLnxpC0h8wqRtb9c57fWgDqPBtvLdeMdBtAnE19bqV5Od0qj9BWgH9JGi2um3zWdjqcjxi0tBjaCvUAAHj2rTUG7nQagbGeaxsoCRMHJjwx3YUdaVwPwd/bPvvt/wC0f4rCuxW1e2iUsSSNtvGTz9Saze4Hys+UYMh+/wBe5OOSQKgB+9ZEMak4fkH/AD0oAw5lkSQoSVHv+hoAjUFW6Zx0z0/CgBW5Ylic9MUAIvPy4xt6kc5H880AP2oGGwkAjjHGcUAfrp4dWKPQ9OtkdpALeMJjkYCgccV13Vg0NWWeKy02W5l3pIoY8oB0GRwRUNk6H4dz7mmkaT7xY5+ueaxTGmiAjFSMbQAUAFABQAUAFABQAUASAg1pEln6+f8ABM60jfw/4wneUoWuoQqgZLDZycY7VpTtuWnY/UjT92kO1rbXTN9rfKiRQSWx0XA9BWuiZalfqfjJ+3hd3V18dp45+HtdOtI2LLjaMu2Mdf4vSsKlr6Cbuz4zg2lQPuOeHx82Mn1zUkFC/IVxgqF6fKMc45GeeRQBmbsEiQkYPU8cduazAjLKxyo3FR/EcH6itAJsEuN2M+nrx71KAa0Yj4VsEfd45H9akCN+AS/AxWgH6s/B8Wx+GnhqweYRq0Scrw3TNVqO57DdpYW1jJbCbcgPDF+ck0riPwv8Wy+b4o1eXruvJzk+7moVhWOd3ChhYaTmpGGTQAlAC5NABk0AJQAUAFAElACE4qlYVhMkdakY2gBcmgAyaADPpQAZNACUAFACjrQA+qQma93dSy6RYWrOWSFpiqk8DcRnFSMyKpiRHUjCgAoAfuFACE5oATJoAduFADQcUAPz6VSFY9m/Z2nEPx6+HsrMEUa9puSegBuEFXpdNDUVc/pv060bUUmnMbLtHA8vG788Vu5K41K3Q+Pf26LyCT9meK0VWWZdVtmOVIAOX6/nUTdx3ufiPLFKF8+FsM2AdxJHHcc8VzEh5ULLufCzjnIOcVoA0vI2GY4OcZ+tK4FeNtm7yuc+nf2PamBmzNMsoZ/lL5JIPOaVwINjhdoOV6nnvU3AbtIIIyFAOQO9IBysDjqy+h5H60AfrB8Hb24X4V+Gp2fZGLSKNSV4JHAFdCtYtPzO1ns4o7W5eSZ/3gZmLDgZH06UaC5j8TPEY2+INUUnOLqb/wBDNYpEPcwyQakY2gAoAKACgAoAKACgAoAdt9KtNgfqV/wTKvILfxF44tLqQxpPbWRGFDZKySDGSD/eq4S1ZN09D9aZmhhurgs0i28fRjGygf8AAsYrpUl3Gkj8x/8AgoEVbVvBtylwJW8q+VkLfMqkw7SRgcH5utZVXexWnQ/OFpVYNIfnwMbskgj6D/IrlESIVdlZV2q/Ixu7djn+lAExV5MOh2Z6n07A4waAGlAAdrMe5YjI47+1AEUUS/MVYmR88dsH3yT29KACcKQogOXH3hgEgDGeuMD86AILuIC33R4d8npzgeh7cUAY68MQfvD8On86AEciPYpyS3tnvnpQA6b5oyknyZ74wPagCLQZPK1qxckL5VzESR2IcHNaAfdXiS1MvhrVYklLLLp1ypzjvGaW+wHwHoWu6joIuWsAv74KGLLu4wy4wePmDEevpiiNSUPhPIx+Bo4rk9rfTbp2d/lYqX+p3k8dzBLGIhczrMwAxhlDYA9B8xqVdXv1NaGHhFwmnfljZemn+RhHrzQ1Y9FEVIYUAKOtADtwoAbk0AGTQAZNADg2OoqkKxv+GpZIvEWlyxHay3MWD/wMV3YVWxNO38y/M5MVTU6E4y2aZ/UPp10L7T7a+XpPEkn/AH2oP9a/qKLukz/CvFUXRr1KL+y2vudj8iv+Cg8My/F/Q7llxG+hQKG7ErdXJI/AMPzr9AyJ/uJL+9+iP9C/AKafDmIhfVV5fjTp/wCTPguvqj+qQoAKAP/V/D+v9HD5MKAEf7j/AENfP59/yKsX/wBe5/8ApLLjudBD4b8Z3GtCa2Aj1EymccgMr/d5AHBx/jX8IJVee/Xc8qeY5bHDcs9aduXytv8AMW98A+MLOwSyupkS2ikLom4kBwCCw49BUckrcr2CjnuX1Krq04tyas3bp2Kv9n+JfEdhDq2p6mZIwMR+a5ZgOnTt1PJ4PTrWVnJc7Z0fWMFgqssPQo2fWysv+CdK3wr1WG2jvJ9YijVYyAd2CsYXIXO7jg9PetfYS3cjw1xPh5TdOFBvX73ffbyOJg0GAawNGfUxHbMoffn5SWGQuM4yenP41gleXJc+onjZvD/WlRvK9rdfXbY63R/AvhK+hllvdejtTGxUK7opOO+OenetoRhZ3kfO4zO8wpSSpYZyv2T/AK1Oa17Q/DGnzRw6fqguSZYkdsgqFZcseBztPFZNQ+GLPbwOOx1VOVajy6Npeaei+Z9NfsjabpE3x10630mU3FqqxyF34+ZQ5OR25HHNetg3GNGs4vovzOuhKvU9l9ZjaXM9PKx++trpbarezzJcrbx2yxgxjaxOOeMmvN5mj6Z2Ne5Mser2lxbzsrIjZBAPy9CcfhRcD+bj446tJrHxp8b6i8nmtLrF4AxHJ8uVlHTpwBWT3KZk/D74c+Lfib4it/Cng7T2vr2bLNjISGMYBklboqjPU9+BkkCunDYariaipUVdnbg8HWxdVUaEbt/h5vyP2X+DX7Pfw0/Zo8MT+M/FV3BJq8MXmXmp3OFitxjlIAegzxnl3PA6hR+tYDLMNltN16zXN1b6eS/q7/A/c8syfCZTReIxElzLeT2Xkv6uzQ+Fv7XPww+LPjS+8EWXmWEm4pYyXRUJfDoQo/hY/wAKknd9cA3g89w2KrOja3a/X/L0NMv4kwmNrvDpcva/2v8AJ+XU+aP2r/2PGlF38R/hRafMd0t9psY5PcyQL692Ude3PX57OsitfEYVeq/Vf5HynEPDVubF4Jebj+q/yPy5YFJCko2SAlTxzkcEf/Xr83PyQ9a+BNmNV+L/AIStFyzm/ifn1j+c8+nFAH9E1xqV3FqJ8q0FyWhjBk3bduc8YI9s1pstS7EtpaXdzrFobdPMMSuxDttGSR7GiMboGfz0/tKX41b48eOLm4TZKupzRsA24Axfu+Dx021OzIPECyqRg9OCD1APUZqQFwYQEIwT0wO34dKAKOoxhv3iqFXocH+lAGd8qqARgnv14oAUgNlui9PYUAR7lYbVPKjHB5wetAF2yhNxeW8AOd7qo78k4oA/ZKwmktdM0pfJEzJCBgHGNoAz+tWtNWUkUvFDXB8P380KnzUt55ApPAKRMw/lRFa6GdRxUG5bWPw8vJJHuZnl5kZ2LH3JOaWuooJKKUdilk1JYlABQAUAFABQAUAFACjk80AOwBWkRM/XT/gmVrGnWQ8U2sVk1zflUckMB8mcDg+mafuqPmckI1PrEm37tlp5n6zGK5u72x8qNpGEhfYSFxgHuamKvc72j8N/24pprn9pfxKl1AYngjs4lG4Nj9yp7duc1LVtCD5GMbwSARN8u77oBwCOvFWBDcbWiljJ8v8AiA7H196AMUFEGGAHOAPSgAZywDq30PXpWYDRK0zlSMj36GgCRsZ4AbBwO1AEeHZiwA+XgA9ce/atAP1++H7tafD3w2skPm+XDGAq4z9zOef8aSvux2Ovume6gJVGUyOuI+P7w79P1oWrG0fhr4heKTXtRkhz5bXEhGeuCx60aa2MKfNyrn3MQnNQajaACgAoAKACgAoAKACgCzCI/Oj88kJuG7HXGecVUbX1FK/K+XcY20E7emeKOgIiPJqRjgpp2HYeIjRYLDhCe1VYvlJRauafKPkA2rijlDkIGiZTgiosTYYVosTYNopCADFaLQDSuoporK0Z9ux97Ljr1Gc/0pWtZmMKinKUF0M3aKHubDKgAoAKACgAoAKACgAoAcCBQB678CvJPxm8Eb2KbdZsSpAz84mUoD9WwDWitdXMKspxjeCu7r7r6/gf1OXF/eRxW4nCKwQYwD2HfFNys9Te0j4a/biaRv2ZJNQlBL/2haFscDJfHGamTK1PxFKt5PygZbOAenHQimSIrtLCpni2nGTk/lmgBjFnIRRgfeOfXPAB71PQBGQmPywAhPb1qgI3jSSLG3aRyMc1mBlkZbliDnH40AADplnOc88UARKducnOR/nFAH6t/BQXFz8GPDUnlfu4lxu3DJ2yEdK0S6geieIr5bHQ9ReeAzQi3kZiSBgBSTSi0txTTcXY/D7W5IJtWvJbZdkTyuVGc4BPAp7XsZUlJQipu7MkgdqzNhtABQAUAFABQAUAFABQAuTVIGfp1/wTRkv28c+KreJC1stjDKxGPlZbiNQefZjxVK9mctqftk/tW/C5+zuo6i1rbTwvaSXSsM7xtGMfWiLO1x7H5qf8FIEla58H3DbNqCaLIxzwDjOPapd+pNj8ucxMxIyMZH0+lSIYdsfzwx84yCQPXGc9RigCwZUkwdygnKgYznPXp+dACMcqhyDs6/0BAP8AOgCFGJIA3FOSATjkeoGKAIjNuwyKp2ljjAZvz7Zx0qkAsgEysjkozgkAngZ9B29xUgYTI4IDNux2B4FAERkWN8lMseRtGSKAHc7dy899p6GgCqzSQXSTBh8hVs4yeD7UAfeuovDe6b9nkiZlaGQAkY+8vFW0Uj4O8JeEbvxVJew2t1FaC0QSMZiQpGSByOlbU6DqN2drHzWbZtTy/wBnKcHLmdlbc5y7t74JJPcAlUcRsewcgkAn1xmubXqexSnSuow6q69DKJOTirludSGVAwoAKACgAoAKACgBRjvQB1PhKD7T4k02JWCkTI+ScD938+PqcYHviu7CK+Ippd1+ZxYufLRk36fe7fqf0rfDe/XUfh54Yv1OftGmWbk+5hXP61/TuHd6UH5L8j/E7inDuhnmOoP7NWov/J2fn1/wUXs4Vk8A3ywgSONTjeUL8xVfsxRWbrgZYqD6nHevusgb/eL0/U/rj6PVWfLmdJy0XsmlfS79om7edld+S8j8xK+3P7aCgCVI3kYKikk9hWU6kYR5puyKjFydoo//1vxDRWZlQdWOK/0absrny0IOUlFdR8sTROUbr+lKMlJXRpWpSpT5JEDnbGx9Aa8LPv8AkVYv/r3P/wBJZjHdHb+EfCHizxZayavYawtkkAaNN7tvKbuSNo4GSetfwhRw1SoudStY+czbNsvy+aw9Wg5t2bsla9vPrYyviHoPiDwvLAmo6+NTaXkbJGypJYHIY+3X3rOvTlBrmlc9DIcbg8bGTo4bkS8l5dv60Oe8K6HDrOpxaff6qthaPEXeQnIUAkKuCQM7sdemc1NKnGTtJ2R6+Z414ag61KjzzvZL8393+R6D4j8A+B9J0u6uIPFn2q7hYhE+QhsY/uljk9PSumpRoxi7T1Pkctz3M8RXhCWC5YNavX9bHiax2rSR7pcbyoY44UHrn6V53L5n6U3USfu7X/4H3nvtlpfwFgtLeTUNQuZpin71Vds7hweFTAz/AA89K9OMMKkuZs/LKuJ4olOSpUopdNF8t3954jqA0b+1ZF08yGxDLjePm24Gf1zj2rz3y82mx+l0frPsE61vaa7beX4H27/wTxsob346SM0Anjt7F5CrDI+8Fzz/AL1dlKTjSqW8jaUW6kL+Z+6y3OjW15e2scBjuJJcYEREYO0dxxXM9vM9Cw61ItdRvb5onYRWuCYYmboGPOKVm1uKyR/NTrF3p+teNL3UdUlkjtL3UJpZXhjSWVY5JSzFEd4wzY6Auv1FEbXXNt/XoOCjzLndl1tr/l+aP0d+Fv7W/wCzV8HfDf8AwjngvwpryHAa4uJIbM3FzIB9+V/tI98ADavOB1r9FwWdZdg6fs6NOXm7K79dT9Yy/iHKcBS9lQpT83aN36u586eM/iN8Zv2xfHMPhvw/aSQ2KPvttOhb/R7aPOPNnlxgsB1dgB2UDOK+cr4rGZtXUILTolsvN/5ny2KxuOzzEqlTWnSK2Xm3+r+VtjS+Nn7H/jn4K6FZ+M9Kv/8AhILSJUe9lt4zG1lceoXJLRZwFk4OfvKuVzrmGRV8HBVk+ZdbdH/l5/kaZrw5icvhGspc0erS+F/5dn96Wl/cPg9+39ZaD4Tj0X4w6ff6tqVniOK9sEhdp4gOPtCyyx/vB03gnf8AxAMCW9nL+JVClyYtNtbNW19b218+v5/R5XxgqdH2eOi5NbNW19bta+fXrrq/lr9onxx8D/iPq3/CX/DHS9W0DV7p83tvdw28drKTyZl8qeUq5/iULhs7sgg7vms0r4OvU9rhYuLe6aVvVWb1/r1+PzrE5diant8HGUZPdNK3qrN69+j39Wfsj6OdX+P/AIZSRz5cDTSlo85G2Jh12gd/evEgtT5Y/cPzfsOoz77+RnUruy4LAAcDgD19K2cVdGq2Op0y6C6hNdXF2ytHBn94wx1PTgelU7dCbM/m/wDiferqvxE8Wat5hb7Vq17ICoxu3Tuec/XrXI9xM4diEi2gA4wDxk4pEhKzeWMruPGB6578Y/rQBEyF7dg6+WSBxjH4jPNAGCUxkM2c9Co6/UUASbUfhRn1x0/+tQApSNWLI+SfYcY/KgDa8LWzX3ibSbZjtaW8t0H4yKOnrTW4H62MhtZIFa6YFY8KCRwOM4HHpWzRpEwPiJeTt4E1uWO5aNjp90EYnAy8TKD0HrVW6I48TNU6UpyV0kfiw7byW9eawiapWIj1qSwHWgBSvpQABfWgBdooAQjFAABmgBdooAbg0AKBmgD9Df8Agn54i/sL4jS2cbOkmrI8TMPuKiANk+pJrZcrWu55MqtT69GCfu8r+8/cnT7uS41Ozke6IXDEZwARgf41s0ktD19ep+DP7Xep/b/2j/G91K+9UuYIlfPy4W3jGPwOa5pO7Gz5rEgDZDbiTtPqW6j17UXJEdo54XTIYglR649MmmBizWi27sVxtJ474z70ARAHfu5IPqOlACs4ztZRgcDn0rMCE5VwR930zQBIgI3cYz6VoB+u3h23nsvDGiIbgqqQJgcDnZira0KR1D3kjQK3n/KjAkgDHB5ppJA7n4d6zIs2q3cyLsV5XIX0yx4rHdnPSuoJN3MihmwVIBQAUAFABQAUAFABQBctSouIjIu9Q65X1Gen40XIqpuErOzsQuo3YqlqVHYeseadjRIuR2+aqxool6KyZsKB1q1E1ULm3BozYHHNbqmdKpF0aK3Zar2Zr7IG0Zh/CaPZh7Iy73SGC78dOtZypnPOkYcliyisXE5nApSQlDyKzsZOJCVzxTJaLuo2txZPHb3AwQgYfRuaclY46FSFROUO5m7hWR1DKACgAoAKACgAoAKACgAqkB6x8E5LaD4teEJ7wExx6nbE4OCDvG0g+obBFF0nqc1bm5Pcdndfmv0P6d9LmskhaQ6g7naMiYsxHHbPSqs5M7nZHyt+25b6bJ+zBdXFr5ksn2uzwC7FTmZQTtJxx1HFaSWhkfhoRE4DqpQE+vQ9wME5/CswHTSsIvKLHzSeOuCAT7YB+poAiXcZFdV2465Of0pXAfgmUjYTkenBB61NwGlvLJCL9761YGPOfIk2ng+mD0NZgRtvxjAIPHPrQAjH5fcDp2oA/Uz4BTrL8D9FTz9pjaYYBGRiZq2iBZ+MviF9J8Bao7O774xEyj722U7SR+GaqyTucuLc40JOD1Px5ulAuZVXOAxxkds1i2bQbcE2VcGpNBQvrQAu0UANHJ5oAdtFABtFADcGgBSBigBtADgO9WhNn6O/8E3prmL4oeI0jn8mJ9JwwB5LfaImXA742H86ukm7vocU6kY4mEGtWpW+Vrn7P6tfTSxSW8l2U+Qg5wOGBAOauUV0PTjtqfn7/wAFArOePwT4V1O4mM5N6YuQABuicjp9KVRWRkfliihgGIDDPfniucCBYkMeAcqoxwB69aAGRxHcsR5aPrnqaAJG2kt8/Xhe56CgBWDRod/BxlSx9OtADIo1RBLI4bcMk/XoM0AMuI3lkEKgkqOCp6UAZF4vkSlkUhX5/p3oAosqhlK8DOfTNAEplwdwBG48Z9uMUAVpIxK69NuDzjpn2oA++dPSW40+wXIVjEhJIzwVroKSPzn1ANb6nfQQuQqyyL8vGQGI/GsHqYSSdromu5p7awfTVlMltJOJQwyFZkUrnnuNxFaLblWxyUoxnVVZq0krW7Ju/wChg5FQ3c9AZUgFABQAUAFABQAUAFAHT+FkWTX7Es+3y5Q68ZyyZZR+LAD8a68NK1aHk0cONlyUJSS/4a6TfyWp/Rb8ALv7b8GvCk2c4sxF/wB+naP/ANlr+msE74eD8j/HXxIo+x4qzCH9+/8A4ElL9T5t/wCChEETfCbQbtoI2ki1uJFlI/eIr21wWRTjO1ioLcjlV4Pb7XIn/tElfp+qP17wCqSWf4mmpOzot26O04Wb13V2lps3t1/H2v0I/wBDgoA6Xw61sLnbN97OfbFfG5/TrSpJ09j38tcLuL3/AEP/1/xbjsPLdZC+QpzgD0r/AETlU02Oell/LNS5tvIvFkUbmOAPWsVy30PXlJRV27Iy754XtZibdwQrHO3HY8kivIz66yrF6/8ALuf/AKSzx5ypz3pNPva33mvq/gaw0nSJr608SLNILVrkQIdoYCQLtHzc8nOMZ74xX8LSpJLSfS58FhM7q4jERpzwllzct3rb3b32/wCB5nExaDZT6itrdatCqtN5RlJ3AL5e/f8A7ufl+tZ+ySlyuS3Po5Y6pGi506D2vb52t69fQ3vC+lfD+40O4u/E2oSw36MNkUZABVmUAjg5xlieRwKIRpODcnqefmWLzaGKjTwVJOD3b72f/AsYepWPheG+uUsr0y26XF0kRAJzDGuYGzgZ3ng8cVM4x15Zd/8AgfeelQrY+dKDq07S5YN+rfvL/t1F/QZPAll4ispdajlvNKMERmXkETMoMmACCQrZA55FVTdNTXNquvqcmNjmtTCVI4ZqNXmdv8N9Pm0S6/qPgS68p9FsZrTEFwGXPHnF/wBy2SSSu3r+VE5U3sv66EYDD5rC6xVRS96P/gNveXTW+33mBe3egPayJY2jif7Sjozn5fJEeGQgdy/P0rFyhZ2R6lGli1UTqzVuVp2/mvo/u09T9HP2AtRg8SfG7xHrOi2UWnpHoir5QA2hvOTONoHUiu2VRVFJpW2/UnKsFVwlFUq1Tnd3q+2nc/XfT7+/jkdroxMXdicg4yTwB3rncPe1Poul0S63rV9pHgvxZre9EW1s53G3gDZDnv8AWqemxmtT+ZA78ZC4OeMd+O1coj6J+BH7Onjb446ssWnRGw0WBx9r1GZSI1UdVjH8bnsB9SQK93LsrrY2doaR6s+kynJcRmFS1NWgt5f1uz9bwfgv+x58OiqhbUMMkAK19qEyjj0zz06KoJ9yf1C+DyjD/wBXk/6+SP2e+X5FhfX/AMCk/wCvkjK+A/7UXgv49RXfh+/tE0rViHX7DOwkS4gbj5SQA2Rwy4/MVnluc0cdelNWl27oxyniChmV6NSPLLs9U1+vmj43/ap/ZDfwjJd/EH4aWpl0NyXu7JAWe1J5LJ3MZ/MdD6n5LOsjdC9fDL3Oq7f8A+G4h4beHvisIrw6rt/wD85/me4VnAAQAADuR+fHrXwZ+Zn2b+w3G1z8bWuhD532TTrmXK8Yy8aDHOP4q2pLUuO5+zFte/abSSzTTz58sgXcQvUkfxda6WktWUpLY04vtOnWWrG7tQzLAWzlSANjY6/Wh2K50z+Z7Urt7/U7zUHbb50zyfL33sWx9ea4CCkxIYbCUOeOeffBoMyP96JSSp2kkeoYfrQA6NZAThfkOR0xgfQk0AZEyNG7LnAXn0/WgCAHA3r0Pr2oAbtUgfwn14+bPrxQB3nwvg8/4heH49u8LexNj12Nu/pVR3QH6swXsYklElozNt+UlQePqa6LaGl1c8u+NfnWXwr8QG4TykltBErEjC+ZJGmT/wB9UnZowrztTk7H5uWnwxt7pLXdrsEb3cnlopQ/Md6KMc8/fJ/4DWio6r3tz4KrxLODnbDSairvXyb7eX4nn+r6Oml6hfWPnrL9jkMe4dHI4461zyjZtdj63CYx16VOry25le3Y0rDwqt5qVtpz6hBCbiHzjIzfIo27tpPr2xW0aV5KNzir5q6dCdZUpPldrdXra/oT+EPD+ja3dGLWtRGnxlTsPGWcdAc8Ae9ZU1GTtJ2M82zDE4WnfDUud319Drtd8FeBbCDWX03Xzcy6eD5anaBKd5VQpH3sqASR61rKlTXNyy2PAwGc5rWnQVbDcqnu9dNE3ftrpqcCukaUZ9PjfUUCXUTSSsAcQsC2EPqTgfnWLgrrXc+qeKr8lWSpO8XZf3ttV9/4DJdP0hdC+3JfBr37T5P2fHPlbSfNz0xkAY96OVcnNza32KhicS8T7J0/c5b83nde6eg+H9N+FB0Sa4128ma/iTPlhiu5vMQYQAYzs3dTit4xo8mstT5PHYjP/rSjhaa9m3va9tHvr3scv4ltvBMM2mt4emkkikiLXIbOVfPC5PfHpWclTXLyv1Pay6rmco1frkUmn7u2q7nJp/Z2DuVsl+vomfSuc92XtujW34nQ3P8Awidt4lb7J5tzo8bJgMNruMDcD+OcVtL2aqaao8qn/aE8EvaWjWd/RdvwP0G/Y91Xwld/FzS7LwrpbC1jtL25lyMtu3IqqAx5ABHPvXS5wekFofPZHg8fDHVK+Y1OaSSSt+f3n7LaPBdW2oQfa7IsjRNsGVIGNv8ASh2aP0nnT3P5/P2lrpbv45eM/wB15bHUHGCOygKcYzXI92Zvc8KWKN5kdGwcjgHrjr36iggSeYEtv/h4zjAz246/jWYFWa2keN27rgld3Unk1dwM3a8nGABj+E9famBAwVcyDLr0yB0559KzAegGD39zz1960AHydoT7zcduaAP2N0ieCG2sYJ7ZnVIlABAYAhRWzRrdEl+7wWFxfLbkQKJHAwOwY9Pwo0Jk1Zo/Fi9sdVvru5v0s5Sk0rMSsbFcuS2AcfXFY2d2zyqVehThGk6iul3V9DJnsrq2lEU8TxvjO1lIOPoamUWnqdtOtTlHmjJNEKwTNjbGTk4HHU+lKxbnHqy7a6bfX14mn2cDzXMjbVjUfMW9MetNQbfKtzCriaVKm61SSUVrfobx8C+L1K7tLmG9Qw46gjcD+XNV7KfY8lZ3lzv++Wn/AAxzQtbloVmEZKM20Njgt6fWs+lz2/awUnG+u5Y/srUCJ2+zti1GZePuD/a9Kqz102MPrdG8VzL3tvP0Og8PeA/E3iiJ59HtvMjQ7SzMFGdrP39lNaQpTnrFHlY/O8FgpKOInZv/ADS/VFXWfCeu6BGJdTgEas4jBBB+YjOPypSpyWrRvg82wuKfLQld2v8ALYwDZzbmBGCgyayPT9tDR9zVgtbvS72wvZYgQ5WaMHoyg5/KtUnFpnJOrTxFOpSi9rp+RVWwuz8wgfBPXacUJM7I1ae3MvvLSWUquY3Qhh1BGCK0UWmdkGmrpm3aaZI5XCE56e9axidSSO08PeG7rUr9Le2gaWTBO1Rk8Dmu2nSbdkdUeSHvTdkeqJ8OddhDNNYSIIwWbK9AOSa9BYeXY6qdfDTtyzTuLH4PuGCfuT8/C8dfpVKiep7KOuuwSeDbvynn8k7EOGOOAfQ0nQ8iXThzKN9WLF8Lte1aykubK0LxANycD7oBP86l4WTV0jxMXjMNQl7OrKz/AMzyTV/CWpaYVF3Ds3syj3KnBFeZKlJbo4adelVv7N3t+pyF1pMq7jt+4cGuWUbEycVbzMy70O7tbhbaWPbI6hgD6N0NZSg07HnqvTlBzi9EdRr3hDUJLWPVbaRZYEgDctyAOCB+dXKk7c1z5XBZpSjUdCatK/Y4FNPvJLeW8SPMMLBWbsCegNc3K7XPpnXgpxp31exX+yT7iu3lRn8KLF+1ha9zqtM8C+J9Zs4NQ02zM0FyWCMCBnYdp79jVKnNpNI8TE53gcNUlSrVLSja/wA1coa54V13w1KsGsWjWzPuxnkHaxU8/UEUThKHxI68FmeFxsXLDTvb9Vf8jLfT76NxHJA6sV3YI529c1D00Z2xxFKSupK2xHHaXUxjSONmMzBUAH3j0wPehJlyqwind7bmx/winiRt2NNuDtwDiM8EnH8zin7OXY8/+1cFp++jr5/MwjBMrmIod4yCMcjFOzPS5425r6EJRxyR1qBpoljhmfOxCcdcDpVxVxSlFbs9S+DUs2mfFXwnevb+bt1G2AVwVUlnC9cds5z7VUHaadjhxUVVp+zUrar8Gmf0zQxajYNELpViSRC3yNu+YEdSPY10pWPZ5b7nzN+24lzL+y7qSyRJsNxZHcWyT/pCAce9YzM+Wy1PwpX5jsiyG4DA/wCJ6/SuczHITjM53Fh8xBIyfcDHFaATFQm5QAo4ICjgce1AE/zkBSTjGT2zn6f56UACAgMx+QKcnAz+Y60AU71E/wBZgFjjoTj9eKAMllzny/vjqPf8KlgSIGZginJI69iR+dDA/S/9m6bd8FrRBAWKzXIB4zkytW0TRNJF745NPY/DrVpbi13OixuOhGFfkE9qpu2xx4yCq0Jwva6PzC8U33hi5/5Bdq8VzvLO3I6j7v4HPIrOcoNe6j57K6GOp/x5pxtov1OdkGjJb2TR73lIb7QvTaQeNpqXayt8z14vEudROyX2f+CUiLE27ldwl3fL6bazVreZ0J1edX2PaINK+DD3M8D3syoLdpEkLOF8wRkhMYznfx6V38lDma5tD85nieJFCMlTV+azVle1999rHnt9p3hSbxQlnpd80OkSz7BNKOY4yfvN68VzyjB1LRfun1tDE4+OBdSvTvVSvZdX2Rl3GnabHFevDerIbaby4x/z0TJG8e3es3FK9nsdtPE13Kmp07cyu/J9mdDo/hnQr3XH0y+1eOO1W188TKQAX2q3l89xkj6it404uXLzaWPKxmZ4ulhVXpUG5c3Lbyu1fT7/AJnS3fgHwbH4eOr2XiIPM3mhI2CglkEeAV6gHe3P+zVeyp8nNzf1oeHRz7M3i/q9TC2Wl3rs+a+u2ll9553aeH/tOmalqRuokGnGMGMn5pPMOPkHfHesow5oSl2Pr6uP5K9KjyN899eit3K93ozWk0MTTxsJ4hKCpzjPY46GolGzWpvSxftIykovR2Or0XwCdW0FNcfUYbWNpXiCv13IpbHX+LGBW3s7w5rngYzPfq+KeFVFydk7rs3b8D7j/Yz8Iy/D/wCP4sJr2PUGvLC/gCRDacxruDEE/wCzkVcqPs5WbDJc7jmclUVJxsr6+fQ/ZfiwkmXV7AyF4+PlD8KT+VU7PY+35kz4S/bvcXnwc0ydbdo/s2qwuC44VWikXp/wKs5rQh7H5HRKVAliBUHoxbKkdwAelYGZM0qMdijduHYgKfUZ+lAmQ26r5hRJS0u3nGX4HUkDn8elAxjRlY/P+WJic46/zoAsO01ywuZIsxBQFPO1s9QAaVxWI7djEFijZSkgz83OM+3TjFMZI0aQAtExeXYWJJx36DHtigCtc25uLUlSNwIPzdgRyB60AYpidQA5X0BA5IxQBEqkF0kPzA+mM0ACqI5sLwCAOfp1rMD9AbazM3gfw34ggDfv7G3STAOPMWMDOff+ldA7n5+2cugad4q1T+37Vry3jklCRAkFnEo4yCMfKCM06bppt1Fc8PMqeLqUlHCT5ZX1fZWf62JdftLifw5pUtnbE6ektz5T7SXGSu5GwOxHBPrUy+FWWmp52Aqwjja8Ks/3lo3V9OtmvW552VPpwKwPq7ibRQMMCgBo60AOwKAEwMUAAX1oAQ8GgBV600JnWeEYYrjxBaQyyGLeXEbA4xMUbyuR28zbn29q2p/xF/WvQ8fNZyhhJzir2tf0uub/AMlvY/fr9lO7a4+C2lQOcmznu4cen793x/49X9K5ZK+Gj8z/ACk8YKKhxZiJr7cYS/8AJEv0Ob/bY0u31D9nvXLudXZ9NubG4iKlQFdrhISXzyRtlYfLzkjtmvssnm/rcVHqn+Vzt8F8TOjxdh6cWrVI1Iu99lBy087xW+lr9bH4d1+nH+nYUASo7RsGU4YdDWcoqScZLQqMnF8y3P/Q/GBZriYlY4tmO755/Cv9FHFdRRq16japwt63JRbTSsi3Ozbu6dOegyT9a4q1ahhoOrUlyxXV6LcqdObSlibcq1e5Bqd9apZXRSRW8sGNgGBIZgQBjqeRX57n3E+UxwGIoqupSlCUUlrq00tjeviINKnF35kzmbbSdNtdeWy8QXKxW8eHlaGRZBtYBlCum4EkN2zjoeQa/j/l9+03Y+Xq4qvPC+0wcbyeiureTunbt1sSNpvhqbWLkw3Xl6fBLnJddxh29U3YLtu7AZxzimow5tXoQsRjY0IuUL1Gu32r9bXSVuuxzKrYLbCUsTIVA2jqH3cn6benvWaSZ7F6rna2l9/K353Ol1nU/CdzBYwaXYvB5KSCViAGkYooQkhjnDAk/WtHKFkkjx8Hh8whKpKvUTu1byV3foumhiXF1pDzQvBbsqKkG8E8lkX97j2Y9PSpk49EelCliFGSlLW8rejfu/cjoNP8S6fa+H7zQVsV82+JBuGwSoJ4/hJwB6GqjVtBxtueRiMurTxdPFuppD7PfT16maL9poxHbaem6S53owBJOU2CMDuO/rk0nNdup3ewUXedV6Rs1873/Q/SX/gmxpNzpfjLx5dX8b289rZWcOxlww82R25H/Aa2hFq62PTw9alWgqlOV09mj9bls9MeC2k0xTLOzNIcEknIOetaJanemkjz344TrpX7Pvjy/wBrLc/2beIMkgbyhQZ+hqZLS4nbdH4C+DrvwnY65b3XjixudQ0mB90ltaSLFJJjou9gcA9yOcdKzoukpp1k3HsjTDyoxqp4hNx6paM/Ru1/b88E+FvDC6D4J8BSaWttEUtIjPH5KEDgsqLuI9ecn1r7+PE1GlS9nQo2ttrofqEeL8PRo+yw2H5bLTXQ/PT4h/EbxZ8TPEc3inxpdyX11OxIGf3cSdkReiqOwA/WvgsTiateo6laV2z80xmMrYuq61eV2/6sjnNI1XUdBvoNW0a4ezvLVhLFNG21wwORg1hCTjJSi7NHJTnKE1ODs0fpX4J/4KF21t4YttM8e+GptU1NIzHNPBJGkcy4xllcHk/xdjX6Jh+KEqShXhd/mfquE4yUaKhiKblLq1bU+Hvi94k+HXjHxQ/iP4eaDceH4Lss9xbzSIyCUnkx7eg9R+VfE46rh6tV1MPFxT6f5H5/mVfC1qzqYWDinun38j6l/wCCe+kve/EXxDqAPli209YyVGc+ZJn/ANlrjpuzPHR+tejWkk12MXG3GW34GflbGSPwrok9CEyLxlqh034e+NNbup1f7NazbTgDASIY/WofmNH8zgAR1ZCRzyfc9q5AJCMoQSAwz3z3oAZkSN5f3QRzxggjuRzxQA0LmTsx2YAz/n86AK95GJYVZQWKj58jpnsDQBljbGNpAwOmOgFADSwbgAgAf55oA9W+Clqb74qeH7dMqVlduBn7sTt/SqWjA/UAQObryxJk5C5xjGRXRe6A8g/aZuorX4S67BeyCSJooo0AGP3jSqVz+KjNZtq2pyYj2nKvZ73X3X1/A/JqC3EslsjThRKcZJ+571K6EVJ8qm1Hb8Ts9d8P+GtP0b7TZ6l9qvcRZUMpG5vv8deK1nCmo3T1PncFj8bWxPs6lHlhr36bHP2umaTLeGCe/WOIQGXeehkxnZ9azUVfc9ericRGnzwptvmtby7mcILR47fdLteRsPxwq8YP86zTvbU7HUqJytHRLTzZu+H7Lww2pyf25dFbSInGMgyDB6EdOapJc2r0PKx9bHKgvqsPff4EmsReFDrEaaY7JYiH5iCWJkwTj5sHriqbjfyFg54/6u3XV5309PkY0iaQulWzq7tfGVvNTHyiMdMH1NJqHKrPU9CMsQ6800uS2j8+pWYacftbLuAJ/cjHv3/Cp93U1XtfcvbzO80XVPAdhpXl39i11ekElnTIB2DAHzDjdk5xWydNR8z5bG4XNate9Gpyw8n5vy7HBW72CG285C4Dgy46lc8gfhWSitLn1c1VanyO2mnqWryXTpru7OnWzJDIf3IY/Mij19acnG7stDClGtGnD207tb+Z93f8E6IJL3453i/caLS5UXIzt3SR9vwqobndCKSuup+92nrcf20IrmaOaO3gYjCbTkkDPB9K2voarc/m2+N2qpqnxj8cT5b5NXvVBUgE7JWUD/d4/GuaW5XU8lVSxSQBWxy3Pb0PpUEkrNHMCUwCgwcN6+wNaARB3SFUOWgIwSxz16cip6gYcyp53lq20j3/AE9DUgMxLg7vu547nGeeOuKADaAP3jBegwBjn9KALNhF5l7bxN1kkUYxk8nFaAfsdHbyxQW4MgY+WDjbt6Dr1NbJ3Bk/iWG7Xw1dWySo3m285AK4I/dsRzmp30RnUmoQc3sj8gl+JfibTdKl0GNYgIJEXzguWHlh12+mDvNWq0uXkPh3w3gq2IWKbeqenTWzv+CKGsyeK/F07+JTp+1Eh8stGu1AkCkseT1A5NKSqT9+39I7MJDL8vgsF7XVu9nveT0OctdT1aNNOitog32SYSQ/Jy0mQcH+9yOlZKo/d8j16uGw7dWUpfErPXZW/At/274gtNautcj/AHF6s3mSMF27JM9h257UOb53Pqc7wODqYaGFfvQtZa7o6YfEPx9eX9u8cuJxCsUaBBgoFCA49duOa0+sT5k7nivIMpp0ZJx927bd+t7/AJmNrGh+KPDtha2F8yeR9pZo0RgxE21SSfwK0mmklfS56OExuBxlWdSknzcqu2re7r/wSmJ/FLQa5KHbZIEF9wOQT8ufxpXqe8/vOhwwKlh421V+T9RdH1nxXos0cGj3kkDTRlgEPBXawP8A46TShOpHSLDF4PAYmLniIJ2dvndfrYuWOneJfFGnN510TaWzl/3hJHmEheAM880JTlHV6HNWxGCwNVcsPfkradtzlL+zntLu5t2cOYGKM3qRWclqz36FaFSnCaVr6moum6pNd2FpJIHkljUwgtwqEZA9qtxlomcir0FCpUirJN39TrV8barPbRW5hjG1slgPvcBcfkK6faNqxxU8ioKbld7F2a21XVZ7jW5Lby0uPmOB8oA+Xj8a35ZO8rHvYOnQoxhhlO7jp+pvaW13HJbyKF3Wwwnyjv6+vWuqF7ryPoY4KnJSi/tbnsXwx0PXdU8VWttorxw3EzHdJKQkaB+CWbnAOcfUivTwtKUqi5T2aWWU8S40ZK60Puy/+BHxas7S61TV7/TYbZ4iJXaYhBGwwT/q+Mivr3l9dJyk1959TT4Oo0YR91JRd737FR/2bfiNZWUF7NPp0VtYgyLI1wQiD724kpjFH9nVkk21ZeZ68sgdpyaXvb6kd5+zf8RrHSrqS9n0+GxciWZmuCF46HOylLLqyi7tW9QlkDUlVkleK0d+gJ+zf8W7KxeSzvLGO1kjOW+0fIUYDnOzGCMc0v7NrpaNW9Thr8KQrNTnFO3mfCXxG8M634f1yfRNYJ32jttGcr8xzlT3B6g9wRXyOJoyhNxl0Pj8RlkMNVklGze54tqFk43Zzz1rx5wPLnSSMTWdPv1uyt5JulSMHJP8GOAK56kJX1Pnoex5L01o3+Jzl1eXc8MVqsrJGPl25+XJ71yu+xxvDU4SlUcbvuUFg1EafeeVJ/o0bL5qg8E54OKm0rPsZTlS9tDmXvO9v1DTNMu9RvRZxSBXdC2STggDpURTuTiMTTo0vaSWiZ0sl/4u8Nmz0qC6ZI7d98AU/Lukwxx61tzVI2jc8aOHy/G+0rygrtWlffTQytc1zxHr8lxcaxcNO0TkOGwMFmLHA+pNZ1Kk5u8juwWDwWFUY4aNrrT7ki3e6l4qOpR3N4Cbo2YRcqP+PfaQDj6d61c6nMnLt+Bz0cPgfYOFL4ee+/2rlzSLHxdc6ZYalp0KyWulyvcRdNwaMqzZ7kZxQublTXQ5sXXy+FerRrStKolF+jul+puwfFrxtZveSKy7p2VmyvEbK4cbR2+ZRWixM9WnueZU4Uyyoqa7X676Na/JnJabruqWetLqi2qXFzIj/IyZDBwctj9a56c+WfMtWe/iMFQqYX6u5uMU1qn2exkf2hcNp8Nh5C4SUusmPmJPG3Pp7UuduKjY9D2EFWlW5ulrdPU67R9Z1vwYb+W50zDX6eUGlXARkOSR/WtoucL3W589i8HhcyVKMK3wO+j3TPSvBvxC1jxX4q8MeHrewhgne8tlMoABO24MpYccdT+VW6rklCx5tHIaOArvGSqtpPbtoo/of0XaXax6jNEmp3jMEQgZIXnI549qttp6H6RzM+df2zNMf/hl3X54JmmWCa0KAkEHF1GBWM3uh3bWp+DT5MmZV+ZRyTnI49q5TMlWLCKFOWyBn1HvWgEZTMgC4K/xen0oAmWTCqFB5HHp7c0AQQOpQhRuAPO7k8noPagCO4gSSNvugdcc5oAyJSoTGecjPsOlACqRtyCXxjGSOKAP0z/Zgl8z4MSIhCvBPcckZ53E1SsV0N/9odZn+EuvXEsgfNqxwFxjHNU9mSfj+j5/eyx7wRjPv61hdHNJW92LsWXlsPsdqiQsLhGfzWJ+VlONuPpzVvlsrbkxjV9pJuXuu1vLudb4W1PwlY/bE8QWP2pZGiaI7dxUDO8ZBGM5H5U4cifvHgZphswq+zeEqctk7677W7mFfNoUmpzNZiRbNkbYCMMG5wPp0qXyX02PSo/WlQiqlue6v6FK0XTnktFut6p5oE5HaPIyR74pJaq51VHWSqOFr2931J7uDSBJe/Y5mZUfFvkY3pnHPocVTUU3ysypTxFqftIq7XveTOxnsfAE+ixvBdmHUfLiZsszAvtG8EEY+9nvVNQa0ep87Tr5tHFNThend9tr6dexwi29qIIZzONzuVdO6jsaz6XufUupPnlHl0toy9FpunyQahK16sZtAphU8GbJOQPpTSunrscssRWUqUVTvzb/AN31LOl6Vplzq9lZ3d6Et7lCzupAMbYOFy3GcgfnThGPMlJ6GWJxleGHqVadP3ovRa67a6F7xLoNjo/knS9SW7gl25G4Eq5znO044x1rScIxtyu5yZbjquI5vb0uWSv03XzPq/8AYSmtLP8AaPsLa/nL3cllfpavkupl+yyNz7bQe/XFKLSm0ztUqjlRlRjaLb5vSzt+Nj98dYhvLq3gupp0k83CkKm0DPqcnNdC3PYufEn7bunzy/AeS6MwfZd2pIVNuNzhB82e2azqS0sPWx+MixBov3zA7SQuSAuPpwePXFcgEq5z8jmQMQMcj2wCc0AKEki8xMIr4+YO23AB6cZrQACvFK4kjDEDcM/OBjkEFQMjP8qlh0I42HmKrswyTkEZB46rnP54qgEa2Lzo3HTAPXnp27/hSuA2aJ423hAZANoHcgn8+PpU3AdE7hQrOGlKg8gEg+4/SrAydQtZLVypBIbkA9ST1PQd6ARSCyIGwSQDke3qMVmBFOC7rF1RsEkccemapgfqF8JIotb+DWg2ajeXiWIBunyNtznnpirTA/Mn4g6EmjeMtcsb+dobi3u5V2LHuB5yOdw/lWehwudTn5IwuvX/AIBoeH/iNq3hrwvJpFjsuEklkx5gOYvMQq2PUMD37it4V5wjZHyOYcPYfG49YmreLSW3Wzuvut+JxttrAtdN1Wxayjd9Q8nbIQd0Bibcdv8AvA4NQppRlFrf8D6Org+etQq+0aUObT+a6tr6bopxz3N09wsVr5rPGAQqEkAfxYHT61Ce+h0ypwpqLlO1n1f4HrGl/FHTdMjtrK50GN47bTzavkLvaYQyRCTLLwPnBIxnI611+3irXj0t+DR8JiOGateU6sMS05T5lvZLmUraPysn57HEy+ItEvvFkmv6jpS/Ypmmd7WIhBl1YJt7AKSDx6Vn7SDq87jprofSRy7E0svWEo1/fXKlJ67NXv6q/wB5lWl5oqtphv7N5BDOzXQQhfNiJXCr6EAMPxFZR5dG111O+tRxTVb2VRK8Vy36PXV9+h0vh7XvBmnaM9vqmlC9vXu3YOwBC27R7VGQc5VucdD61pGUFHVXd/wPEzDAZlVxCqUK/LBRSt3knd/JrS5F491bwZrF+03hHTjp8CtJgAbd6vKzKSMnG1CF/CnVlGU/3asv+CaZFhMyw9Hlx9Xnenna0Unr5u7MXVj4Ta81T+yfOFsEj+xbx8xf5d4f0H3sfhRN0uaXL8j0ML/aCp0frFua757bW1tb8C14ZTwm1/cHxEXW2FnMY8bsm5C/u1+Xnk/hSpuF3ft+JnmTzBUY/U7c3Or7fDfV6nZajH8MpdPtT4WE0WqzEAB3c+UWncfPnjiLZyP51q/Z8q5d3/n/AJHzeHedKrP69Z0l2S191bdfivufsP8AsS6kL74RTxbtxg1ByP8AdlghcH8ya/oLIp82Di/62R/n1464b2XElOf81KP4Smv8j1T9pHRrbXPgR43s7uVYY4tMmugWAIL2mLhF5I5Z4wAexIOD0r7PL5uOKptd/wA9D808OMZPCcVZdVpxu3UUflP3G+uyk38um5/PtX60f61hQAUAf//R/HMDFf6IXPeSsjG8Q5XRrk+y/wDoQr8944/5EGJ/7d/9LiY11+7Z5OWzX8aysjxrDc85rMYZNADtwoAaetACUAPX2p2uD2PQ/CVp4o1q3NnoMayJpkpuizYBVpE2ZyfZeB61uruHu9D5XNq2Bw0/a4ttOouX1Sd/1P00/wCCckmqajqnxKvr10luYv7OjcuduTH569gc9OverhNtvn3PcwVKlRw8Y0FaO6+ev6n6u+H4rtGaWGJGWEHIZiOCO2KuT2O1Hhv7W2pjTf2WvFl/OBHNfCKMAHP/AB8XKJ/I5rOXUpbH4ByRbAVwPnwSR1IH0rlJuV2UKwdCNoPGPegvQAgI2Dn3PYH60Ejw3TcBtPGAP60GhCoMbBh0XO3nOOKAFQyEfMMkk/QemKDM/Tf/AIJ2xLAfGussjIStpACAD0ErEHnqcitYRbK8j9TtDm0GO2tvsEJW7lVg+5CfmJyeelacrS1J3PFP2iA1t8DfHt5bwbWFncBh024H3vSpkmUj+eplLb1ViQCMnt+dYEjpLfedzKSuRyf6GgCvsVyzhsZPJP8AI0AXhnd8+Dx27+1AEHlNg7vmJOeR29P1oAxTGIZZF/hz09aAIVK7QVO0g5xQB7x+zhFLN8VdPkVCTDHO4wM4wuP61a3C5+mNgtjIZ7uaNvPEuASD/CB2pgfNv7VlxYyfD1kmUhHvbVJCoxwRI/f/AHaNOpyYmU1Tfs9+h+Z2rw6LHPbrpblo2Qs+TyG3HA/LFKSjdcpw4SeJlCXt1rfT0t/mYm228pjk78jA9qTjY77z5vI6hrfwnHfXyJPJJbpbE25xy8+OAfbNdDjC7s9OnqeMqmYOlTbilJy97yj/AJmn4VuvBtq0R8QWzXG9lLkZwiq3IAHXIqKXs01z6nHmlLM6if1Oaja9vN2/Q5ZzpjQ3LBWWUy/usdBHn+dQkmme1H26lDXS2vqS2E2ix3F1JewvJEYmEIXqJP4SfahcibUia8MTKEFSkk7q/p1J3m0qay06O3tZPtEJf7U/aTLEqF+goahZLr1MVTrxqVZTmuV25V201v8AM6HWPEmjXfh86VBpa2t0HjKygDOxN2cnrk5H5VvOcJU+VR1PJwmXYmnivbzrc0bPTzdvwOea/sFuJJ0ssxvB5SKe0h/irDS+x63sKvIoupqpXfp2LNtrGn2b6R5umhxYyF58nH2kZBwfbitlKK5fd238zKeErVFX5atudWX901dLvdT0S4uNTi0rHmlyC6EiNHUggZHoetJOUJcyicOLo0MTCFCVba2z3af+aP0u/wCCbPh+w13xf40+Jd5F5Ri2W0EYyVDMQ5GRjoCKlvmk5H0WEw/1ehCje9lufrJevaXV3eTQr89vbFpNpZRg5x/Kle2x2pn80/jl1bxv4huApLSahdsDnJIMzd/qaxGckpkYuhBKLg5bG5h2GenBoAYyLtd0P7xlIYEc4JHQe3rQAkLFCElO5BkcDnHrgYH480Ghm3kc/mMxw249T046Zx1oMyLarcldrkd+f8OKAIgQQH+ZhyMkUAbHh9TNrmnLjlrmIevVxV2A/ZKzWyvLmJL4t+6gyMBlxyBzjFVdhcw/iNc2q+DNY8r5ZY7C7ZCpYEbIHOfwx60X0IlZppn4y3el61ZWMstwgWCd0JJIJLHJHvUuMlHVHkUsVhqtVKD95J/d1NL/AIS7xQLRtLWVfJ8t0KhF+467WwcZ5B61ftZ25TiWVYH2ir2d7p7vdO6/EoWVv4jA0l7QMPNkJszgcuG5Iz7ihKelvkdVWpgm60anRe/6W/yLlno+v69qt7ZvKq3Dyubl5W2L5gJzuPrnNZqM5Ta6mFTF4TC4enUS91JcqSvpbp8iXUNL8SaPr/2MXG68trdHDoekZUMACQOgNayjUU+XqZ0MVgsThPa8nuSk1Z97tGfLc+ItdubG0uruS4kmk/ciRs4dyBn2zgc1K5pNK+51xp4PC06lSnBJJa2XRE8uj6zFY6xcvPiGzkjjulEn+sYkheM/Ng/lT5anveW5nHF4eVWhBR1km46bLr6G3pHgc6jp8uoNqkcE0MEkohGS+xELDnIHOMY961hRco83NqeZjM7VGsqMaLackr9LtpdvmcrBZ3gt7VoLry0vJCgXeRgg9SPSudc2mu57lStT5580LuKvt+RXOmkw3k73Kn7O4XGfmkJOMirs7N3N1iPepxUH7yv6Gn/ZjWV7HHb3SyOIkkV0PQsoO36jOKqUWna4U66q03KcLK7Vn5Pf0N8aLq1hAguofLjaT5ScZ3YB/kRW6hKK1R2YavQrTfs3d2/zO4s73VJ4DauQY9u0gKBgZyea7YuT0PSoYChGaqJa77nS6Xp4ABIrthA+spwPZRc/8IZYWdlCv+nTyRXNz2IjjYMkRPbJGT9BXqX9kklvueyn7FJLfdn2T8YfjdY+NfCOjaD4cmJguIY5rzHGHUDEZ+hGTX1OKxqq04xg/U+1xmPValGFN77nD6x8aPEWs/Du18CXGf3JCyXG75pIV+6hGO3c5Oa5Z4ycqKpM5J46c6Cov7w1/wCNPiLXfh/p/gWXKLbAJPPuy0yJ9xTxkYGM8806mMnKkqQVMdOdBUex6z4S+Olhb/B/UNA16Qy6rZRm2tkPWaNhhDn/AGBwfYCu6ljUsO4T3Wh6dHHxWGcJ7rRHzf440qL4h+AE16Jd2teHFWC6wOZbb/llJ7leUY+gWvExFP21Hn+1Hf0PnsVSWIoc6+KO/p0PjXU9PxnAr5WcT4epA5fUdDQXzW09wuxQpLg54OOB781yVIa2bPlalV+y54w17HJQaLp1zFcPdXXklCVQcHJwSOPTPWuNwi07s8jGV61OUY04Xvv95zTaXuhvn+0KotcErnHmZOPlHfFYcrs3fYznXtOmuX4vw9Ri6ZcQXVukNyoaWESKytjAIztPvUOLTVmYSxMJU5uUNE7W/Ujihu71rSSSc/vpPLUk5KngZqVzOw51KdNTjGOyu/M6PxT4OufDolZ76O7w580ISGU5OCw9+tbVqUodbnjZZnEMXy2puOml/wBCGTR/E8uo2ts0pkup7PzIvmz/AKPhuM+2DxStVcknvb8DWOMwMaE5pWip2en2tCjpmueJNPtVtNOuGihMhQKORufgj8cVknJbHTicFgq1R1K0bu1/kjQ0nQPEevT6laWxUSR7GuA52/edVHOPUitIwnJuK+ZzYvH4LCRo1J3s78tvRv8AJENnD4l07Xo7eyTdqEKOiAANlQpBx2Ixms4e0jP3VqXWngq2Ec6j/dtpvprcwz/a0enQs0Z+yJMdjY48zuM0e9y+R6dsO60lf37aryOh1bxnr+tW0tjfLGVJZzhcEFuTirnWnJWZ5GEyfCYWoqtJu+i37G74JsPEsPiPw3r0Ns0UFtcW7JKmOU83GT9TkVLU7KVtDWWJwTqTwsp3k3qn30f+R/UJoFrP9nlklsynmRoVDhRnI7Vu5XPpT5h/bCv1H7MGvaa1s6HzYVYqBgYnDf0qJPQpH4LMVhCOr+XGDg/xHJrnDoNiaPyXiRiWJzx2BoJIwyACID69uarUCZ0IjBiII4H1x1qgGKWQFWIAU4APp9aAHshAKk9gfTj2NAGTPb7cuTyaAKWxd+7GWHWgD9Ff2Vws/wANdR3jcIrlyee2M1KdgPdviLo1h4s+HutaMwx59lMIyAchthx+tUB+ONnqd39g/saKzEwQlXwMkndx9PSqU248tjwMRhIKu68qlv8AhjNecWdjDZT2e2VZfN8xhgspx8uPTih6RtY61D2lWVWFTS1rdn3JpL+zaS/KWXli6AEQ/wCeRHp9aUra6bmMaFRRpp1L8u/maWlavpVhrNjfXVl5kFvGVmjODvYgjIz9RVU+VTUmtDlxWExFXDVKUKlpN6PstB2tanpepXcF5bad9lQON6RjCtGP6kVNSUJO9rEYLD16FOVOdXmdtG90/wDIrzXXhmWTV/LtpY0kRfsQ/uNlc7/bGab9neT+42hSx0Y0OaabT9/zVna3zsZNkNLM0P2zeIwD5m3rnHGPxqYxW7O+s66jL2Vr9P1Op0W48GQaLMutWzT3vmts2kj5Cpwc9ODjiqg6fI+Zanh42nmM8TF4aaULK/rf/Iwobfw+39o+bO48uMm0OP8AWPngN6VMYR9679D051MYvZcsVq/e8l5EN3baMsVg1nOzPLFuuAR/q5Mn5R68YpyjHSzNqVTEt1FUjon7vmjOjityjc8hhge3rWbi0dLnO6Psz9l+w8I6b+0B4JfRrmS4me4ZZBnKhZrRgRkYOdzEVvJU07xd2fOZficfVrWxUFGOtu+jf6WP6D7P+w9StLaG4GLfAYFN4bOMdsUH1uh8cftgRwz/ALOviK2ttwisprdlyrHBS5j5LHPaoexVz8PJJN6lcnDZPB/r71kA2YyJEWhPlu3OOuSexIx+tAD4MmNHDBXZh8o5yAeMk/WgCUyqzbSmV53YbCgg+hPU+vegCFokleORv3bkk54zuHHHJzx3NaANZllJt5I9zH7pPOR6k8YHt+tZgiKVrooq/IWkBTIJZRjpkEnr3PagCVGLxMjyNLtHzEYIH0A6c9CK0J1Kl9CJCEJ+dfu4zlRgnPUk9P8A61K5RkcyndK2VjBxnjd7HJ6VAEgAV9wJ6AbfbsOeK0A/S79nZ7e6+D+luZnSS3mnDHdtUYmYjj6H1ov0C3U/P79omIW/xj8SxI3mI80bhs5zmJST+dSyWlueW6Po+qa7dPZaTbtPIQCUXGTkhR1x3NVGEpu0EcGLxlDC01VxE7Lu/Rl1L/VI4tVtfs4k+2JGJ2ZPmjCOCCD/AA5OAT70Rm7SVtzndDDylRnzW5W+XXR3TVvPQuaD4g1Tw7fyX0FtukltfKIbcvyEqwfjn+Ee1Clyu5x47L6GMoqlKeilfSz1s1b8X5iX+q3fiHWptQi09TNdxykxRhjnduZn7nI6/hTnPnm2luXQw1PB4WNGVV2i1q7dLJIqWF82lalavf6eJxaK4aBwUL7wcbu+RkHp2pRmoyTktjor0vrFGao1bc1rNa2tbb7hmmapDpl3pV1JaCQ2FwJpP+mqhgwU5GOAD60oySs+xWJw069OtTU7c8bLy0av+JreJfEmk6+9pLDp5t5IQiSHK/OiknooXk55NOUlJp2PPy7LsRhFOMqvMndrfRv1b0OZuJLQpcrDCU8yQNHnqqDOVP5is297Hs041LwcpXstfN9y9qd1oE13fvp1tJDFKE+zKxBKEY37vXPOK1bhdtL0ObDUsVGnSVaabV+a3Xe1vwOm1LU/BNxoEdrb2bRajHHF+8WMLudYtrAnJyC/zZxzW0pwcLJWen5Hj4fC5lDFuc6l6bb0v0crq2nRaHMWN9a6dOlzbxmVjazxOH6B5o3i3Dg/dDAj3HauVys00e3XoTrRcJuy5otW7Ralb52t8z9nP2DtR0+68Ga9aacxNtBNasoJyRujZMf+Q6/fuGailhPd8j/Orx9oVY47A1q3xSjNP5ST/wDbj7N8ZaG3ijwhrnhqNlDavYXNmC+dmZ4mj+bAJx83PBr7ijPkqRn2aZ/L2SY9YDM8LjZK6pVIT0392SennofzZIrMdoBJPYV+xtpbn+0MYuTtFXYbTzwfl6+1O6Dld3psPiXc6IejED9aTehdKPNOKfVo/9L8eBGd2a/0Htrc+qUNTP1+DztFukQhcJu5OPuHd+uOK+C411yHE/8Abv8A6XE48bJQot27fi0jxlsDgV/G7PAQypGFABQAUAFAD1JGPSrjuJneeHINfthAdKvmsF1QyRswcxqUi+8Wb+7yf1oje9k7XPmsylhZc3t6fP7OzWl9Xtbz0P0+/wCCcUI08/FHT5rhS0j6Ynm5wSWFxyuevWtLON0ezhKyqUI1ErX6H68/YLHSIJ7f7Y1yrDLOZEGMD2Ap3bOvQ+Ev27b2Ww+ANnp8lzI0N5f2yBWPykL+8BxjnlePpUSkUfjAA8imQMUbOM7cfrWQCC08pWklOUOenX6n8aAHKsYiCk5IOf8A9Q60AIyDkhfudV7j86AKzNH94ksp9Bj6c0ASBpRGw/1bHkjkKR7Ggu5+sf8AwT802dvAfiLUIxHCJNQ2EuGwTHCjDGO3z100nYg/QzQLa7a5LRGMeWN53AlTn0xyK1k9hI8g/ahv3s/2Y/HuqXQQSXCLCCpOMTTxxjrj+9Wcy0fz9os0z+VwExuOAWdgOvHA/OuUkjmMYQMm7cpHXHTPPpQAwq0cxBiy23gbhxnoTjNBSHKSQsbJ+8k5AJyT+ROOaCRHVEkaObKbeueo9qAM68iDAyBcsmOD0K0AZKOMZOPTH+e9AH0/+yjbyy/EuWdG+SGwlbOOhaSMf1NAH6DwzXsjSQCJfJMjHcpO449qt9mXY+Wv2q799N8G2VvOdtpqGoIk69XZIo3fHtziqil9rY8zGwlKn7nxLb12PzNk8ko7Rj5i3y+y1KsbR5k0mb73OhDUFkhtXNp5SKVJy3mbcM355xVVOW+mx5kaeL9i1Ka57v7r6L7h73miReKxqMFix0lJg6wN1MY7E1T5ee62MlRxU8B7GVT961bm8zo/E3iDw5q9p9m0LSDasQuWwCQQzE9B0wQPwqJNN+6rHk5bgMXh6nPiq/Mv+Av+CYGmXENvePcS6YbqN4WjSPB4kIAD9Ox/nThNRblJXPVxMJTpKEa3K07t+XYksWe1sLyyk0pppp4hGjlSDG28Et9e341EHa90RXSnWp1FWsk7tX3Vtv1NXwl4qbwlDNa3WlpdNcOsmZBgjCOgx7fPn8K2p1VTunG5wZtlazCUakKzikraeqf6WMnW4tX1vUP7TewaDzAFCquBkVEm30O/BTw+FpexVS9tdzVGm+KJLDTrZdKITTpGcOE+aQu3G49xkYFayUnBK2xxPE4BVas3W1mrWvtZdCDXbbxHqRtJLvTvI+yQKo2rjcoAbc3rkHNZycpWurWNcFVwdFTUKt+Z/d0sjo7nxn4y8UaVJaRWsZgVCryImPlKhOT7AVrKtVm7JHi08oy3A11OU3zX0TfW7f6n6zf8E2dLmsPgvq15DbZa/wBanSSUNzthhhAAHsSa5rq1mfpMPejc/QC8t9Qh0zxBqFsiMIrNx+8fB+VGPFUopopn8z/iKYzavqc4IBkuJW74y0hNZkC6V4a8RatbPNpGlXt6h+88EEkqqR2yqkA1rGnOWsU2cdfG4ag0q1WMX5tL82Q6j4d1vR3Rtb02608Nkxm4hki3ZHONwGaU4Tj8SsVQxWHr39jUUrdmn+Rj7XUFUT5Q2D7+uKzOoZLaLcDKjLEA4Gef/rmtAHHw14gmjwmm3ePaCTGO2Din7OfZnG8Zh9nUj96MuSKa2kNvJE0bpwysCGB9wcVm77M6otSV4u6Oj8HK0ni3Q4lGC1/bD85VpFH7Ey3d1FcIYofPZouTuxt5HrV7blJHG/EVYl8F67Jes6WyadeGZl5ZUMLBioOMkA8D1oSRjW5vZy5N7H456k2po502WUmPiYLnIAxkHP0puM/hZ4+HVFr20Y67EJ0vUfsNvq+8CG8keFWyAcpjOR6c1ck1BStuaLE0fazw9tYpN/MvatYa5oMGmyT3J8sh3ttj52bXKkj0ywNJ80VFv5HNha+FxUqyjDXRSut7pP8AI7J/h7qUWmDWZNXj/wBJCythjku6l/m5+9waqcHa99z5qOf0ZV/qyoP3br5JpaeRwG28vZoZ5romW4cQ7mYlgAQvJ9Oay3aaPr706cZRhDSKva39amhH4dz4gOiNfxr5cyxCbd8nPO4N2A9aucf3nIn8zjlmFsJ9ZVJ6q9uvoM0HSLLUtdl0vUb8W1uomYyk5VmjVio5ODuIAH1pwjebi3YvG4urRwqr0aXNL3dPJtX+5Gp4x0DRvD5WPSdSF+2/a20gjGOoKmnOEYOydzz8oxuJxd3iKXIrX/q5zllZ2E2nahc3V15M9sqmGMj/AFrE4IHpgc0owTi3fb8T2a1WrCrShCF4yvd9iWbTtKj01bqG63XBKDyiOmQCx+gJpRS5b31HSr4h1+SULR11+eh1/huw8JTWCPqd3JDdnflUGec/JgdOe/NdMFDl1epz16mOVflpwThpr+ZqhdSLDT7iTesB8wDqBuA7/QCt4xlsz38HTofxYK19PuO207TZ44YrlhhLjdtPrtxn+delGLSR9JQcJScFurHv/wAJfBKeIdVF7fDFjY4du29/4V/qfpivYwlHnld7I+wwWHU5XeyJfi7baPb+K5DpTgu6gzovRX/xIqsUoqp7oY1QVT3T6j/Z8+DnhP4jfDC+vrq4kbWUkkjiKvhYDj5Ny/xAnk5/Cvfy/CU61BtvU+ryrB06+Gbb978jwvXvDuteGb99N1yzls50JGJFK7gDjK5AyPcV586coO0lY8ypSnTlyzVjpvh78P8AWvH2u2unWNvKbRpAs9wEJjiUcnLdAcdq1oUJVZqKWh0YbDTrTUUtO56l8fvhd4R+Hh0pvDUzo90rCSCWTzG+XpJk9M5x6ccV347DU6PLyHoZhhKVDl9n1Om/Zi8OeD9di1+PVnWfUJ4vs/kNxi2f7zKehy2Ppgeta5bTpy5ubf8AQ6MqpUpqfNv+h8WfHT4Z3Hw28b3uhMpNq5861c/xwuTj8Qcg18rj8K6NVw6dD4nM8G8PWcOnQ8Sm0vw41iJLy5ZbjHKc9dwHGB6ZrxZxhbU/NMZPGKq404e73+X+Z5IbWwOoSJeMVt8PgjrkA7fzNeU1HqY4v2qpJ0172n/BMzxVp/h21RDod2bhizBhyQF7dQKzqKCXus+fwVXGTk/rMOVdDm72x0+Cygngu/NmkRWZB/AT1B+lYSirKzNqVarKrKEoWSe/cr6pbW9lcLFaXAuU2I+5em5lBK/VScfhUzik7XNcPUnUg5VI8ru1b0e/z3PQPDHg7TfEem/arvWltJipZkkZezYH3jk8c1tCkp681j5LMs2r4Kv7Knh+Zd1ftfojmbfSJrnxNJolrqCgxPLFHOz7UKJnoc9GHT61moSc3FM9qpi4wwKxVSluk3G2t3b8iLT9Cury6ubW2uY1NrC9ySzbQfLIBA9W54opRcrrtqXiMbTp04VJwfvNR77/AKBpzav58cVpdtEdVYQuQx55H3vUZwalN231YYlYflcqkL+zV1p5dDsNT8HeKvDemjxYt+P3KKFZWO/bIdmF9RzzWqU4x9pc+ew2cYDG1v7P9lu3ddNFfX7jkrbT/EN7oAuI3zpsUzMAWAAlCkk49cA1n73JfofQTxGEpYvkkv3jS6dLlCSw1OGzg1SVP3F+WWNjj5ipwR+Bq3FuKlbc6o16EqkqEX70LN+Vz0v4e3WqajrmkaVqd61npWm3EEcrou8xqZdwO3I3fMfWkvaPR7I8LEUcNRqqvTjepUd156JfLQ/qCnur2K0tY53DFYVA+QEjCjrSbsfZ2kfJv7XSPL+zLrtzKcS+apZumcScHHbis2B+CkkSOyyM2+DkEYHOR1P41IDowkSBWY5zxgYH0PWgCZTv+eRMY+vIp3Ac3nSNgBUT1+veqQEczKTsxtZjwcZHHrTAljKjKldgzgZGaAGG2eSCQSMu4nr346Y9qAMAjA2Yyec8VFwP0G/ZFFzceBdctoQhQXHO44OSnSqSvuB9QmOcWgVIvN8xCjKxwMMMHBpaJmh+MCtq+j+IdUuNKhDCC5cMuNwHlyZAI9Miqi5LWJ8/mEMPVSpV3b/gqxkand6v4kuFmliBa3Ajwgxgds05SlInDUsPgoOMZfFrqa0kPiLUb6K6XTvmhKy7FX5SEXJyPcDNUuaUuaxwRng6NKUPa6PS9+7/AMylrmma1eardXlxYNbPdTPJ5SJhVLNkqB2A7UVG+Zu1rnXg8ThadCFOFXmUUle++m52lj48fRtOXS7/AESOWVFVQzjB+VSp7eprSNZQVpRPmK2RrE1nXpYhpN3083c4fR82DXT3mmm6WeEomQf3bEhg4/D+dc8WkndXufUYy1VQVOrytO781tYWGSGHT9Qt59NZ5rvy/IlwR5RQ/Nj/AHs0RmuWSa3JnGUq1Kca2kb3Xe+33EWnXFlaahDc3VmZIY42V0x1ZgQD+B/lU3ehriKVWpRlCnUs21Z+VzoPGGt+ENUsIYvD+nNa3KyBncgDK7SCvHvitJOLVoqzPKyjBY+hVlLF1eaNtF8/8jnriXw9/YtvFDBINR2kSsT8u7I2kfhSko2SW560I4v6xKUpL2d9F1tYju/7FZ7EWauqiFBc7v8Anrj5iPbNbS5NPxKpfWUqntLbvl9Olz6P/ZH1aLSvjX4NSzCnUL7VobM71BUwXDCMjkcHJ4I5FZxjFR8zCpTqTxdNv4Fr8z+h2xe9srKCSGIzSxgAoW+X86iyT1PpUjwb9pprm/8A2cfGkcsQgPlO7xA5x5UgbOfwzQ+6E0fgMzLv8tVOSAeO+M9qgkQ4cpuUbScYPTI570AJEWA8loycHg4A4759/SgCVWjXbjK4baFGTu4znmgBpjgXaQ3K9zzn8KAI3bzsOqjtkNxuFAEIhO9mkcFznAHAHtgfpQGhMElAJLKy8FcDoQOR360AMfahWRk3bgCQTgZHTGOmK0AyrsYlbZyrEgAc88Ejj+tAFYBjJkHCkZz3z/jQB+hv7NN87fCaa1FuXRbuePGQV5w3OfrTS0GmfLv7SdrD4f8AivJqsVuDHqdqG2HAAbbtyPoaUXyu5x4uh7WHKnbZng2k3+tDXWi0r/R7vUisOBhclnVgASPl+YDpTjKXN7ujZ5eKoYb6opYj3oU7vvsmvno2b2taZ4y8N2N1qOpIqW+tIltK/wArbxtSZR/snAU5FbtThFyf2tP1PJweIy3G1YUqLvKk3JLVW1cX67syry78T4gvLyHatzZx2UbFAA8BXamPUkLwaiUpaX7W+R6FKlgfepUpfDNzeu0r3fyu9htpr+reHdYhuXgRLvTopLXZIpGMhlbcBj5huNEJShO9tVoFXAYfGYaUFJuM2pXT9GreTsbl1d+MLXUoPF+q6YZjaBi7zR5jcE7Myf8AfYA/CnzzUvaSV7HmUqeXTw8suoVrc2yT1XXT7n+JyD388mj2lkbRAlrNLL5wU7n3hcox6YXHH1rDmVlGx9CqEI4idVTd5JK3a19V63/AYLwJCkbWqq3ni43DIYrj7n+73zTl/KkP2N5OSn9nlt59/U6nxX4luPFpe5GmCFPMLxMik7Vd2YqWAG7JPB7YxV1antHqjxMqy2GXpQ9td2s03u0kk7X00X4mPf63o17Lq0kGliAXyRC2UNxbshXcenO4A/nTcoJytG19vI9GhgsTTjQU61+Rvm0+K97fddfcYImtzIWEe1dmMdefWs3FWuj0nCfLa+tz0OwudI1nRrTQLDSi95FAZLm4RAZBHbtJNNIuOoWH5mJ6BT2FUpwklC3z+8+XqYfFUcTPFSq+637sdbapJJ/9vLp3P0B/4J9eI7fS9a1vw+z/ALnUIY9hPHzwySbc/UOR9cV+tcJ1eWLpvZ/o2fyj4/5fPEZfg8Zb3oSlf0ko3/I/Vd0EqNG2QGBBwSp59CMEfUV+pn+fsZcrUl0+f56H85PifQ4PCvifVdBugIbjS7y4tHUPvKvDI0bDIJBwRjOSK/W4S9pTUujVz/cfJ8fgsVgcNmNKWlSEZJ67SintutH1Rh4WYOLZAd5yS2Qpwf1/lVPTqe8lGopexje+t3e3/B/LuRpB9lfzJUUD+8pPHbkH1rW99GzGFD2D56kUl3Ten39z/9P8f6/0IPsDJ15Ek0e6WRtg2FgfdeQPxIxXwPGqTyLE37R/9KiefjW40W0uq/NHi7da/jdnz6G1IBQAUAFABQA7IximgNxppJ7G3SaQhLZZEjBzj728gfUtzVNK2vQ4OVQqzcVrJpv7rfofqt/wTMkWOx+I7LALxvP0gKhwGOTcDgnpilHY7YL3UfrJePPe2c7SWoieQYEfysOfU4qr3ehq0rH56/8ABRzUtSsPDXg/w1dRrBB55uMBw+4xxsg4AyMbjSkrEH5LiXAxgqO4PB+tQAjFm7s68H5jg+3/ANegBVKxHaBlG657mgCN8ZG75if4QRz70AOj2iNgwySeD1xn0oAs5Vo0Cjj34GffPWgD9iv2Gng074H3lzJIq/bLy6ds5B42xjaAP9mto7DvY+/LGx0bSYR5VyZhKg3+ZIRgdfTtVXkI+K/22LoWf7Nt8ttLIYNQvrRUBf5CPNEnQ8H7tRJgj8S0feYg5JfBU44wPQEDpj1rIByzABlkAlG5Sr9hj1UYoA2dC8Oa14q1228O+GbN9R1G9YJDBCm9iT168Yx1PQAZJArSnTlUkoQV2zOpUhTi5z2/V6JLu29EldttJan7Bfs3/sfaJ8MoIPFfj5Y9X8Tth0jIDW9nnsoP35PVzwOi9yf1bKcgjQtWxKvPt0X/AAT9SyDhKdZxxeaxtHeNP9and9obLeTk2lDmP2pv2R4fFkdz8QfhnaBNYjUvdWEY2i5A5LxAf8tBySg+/wBvm4bnzrIVUviMKve6rv5rz8uvqehxDww25YzAR13lFdfOPn3j13WukvyNuoZUmexuomjmhJUqwxyOoP8AhX5ba2h+RbmDeW/lTspQFc8EN/kj8qBH1H+yZafaPE2uXBZl8mzRQQcEb3zyRj+7WkEB9s2E8UZEcUzMWLDhj1zzk1dle5pbQ+Tf2t7+2s9J8NrKvnh7q7kaNyTnYkY/9mobSZ5uLpynDkjKz7nxFFrNo1yJE08yxKoGAvoAOw9qn2muiPFlg6nJZ1bP/hzurbxjYQWHHhdmA3Evg7Rlkxzt7bSP+BVo5pr4P60Pl6mUVZ1f98+X3+fn+Bx2ueL11WK6to9OS3MxBUjqgBJx+tYyndNWPosFlLoShN1XK34kmm+Lbm2hWwtdNRmK4BVf3hbaVzkDOOelVGTtypCxGUwnJ1Z1Xv303T/pnoej33xD0s7IfC7TPK2P3kJ7SLlR6fMu38664xrR05D47F4fJ6+ssZZLs/J6/c7mb4i8W+ONPiKanoqacJVU5MeDjfkHOe5GKipOpFWcbHdl2UZZVlejiHO1+vlb9Ty6/wBX1G+uku5UCvGiqBjAwo4/OuKWrufcUcJRpU3Ti9G2/vPR9C/4WF4zPn6TbrO0ZBeQ7VDFySM569D09K6Y+1rP3UfI4yOUZd7leVr7LV2skeipYfHJLU7YrdI4OmTHwFEj8fgrGutUsTY+OdThlz3k2/XrZfqjxLXvE3i2O9ktNVlxMI1jYADATaAB+QFebP2il7zP0rA5bgHTVShHS9/ncxLbV9dsLWK3gnMcDBioB4I759ad5RtqelUwmErVJTlG8tD9tf8Agn5ObP4DWjecyvdalePtU4yW2Ln/AMdrSEU9WfQRilCyPtPxHfQ2HgfxXdy3JV/sk3DHJ/1bAfzq5OwkfzTzSl5ZJJyMyMxJ9cnIrlJPdPgR+0D4y+BviFdV0RmudNuGBubJ2/dSp347Njoa9TB42phZ80Nux8RxLwvgs9wzo4lWkvhl1T/y8j9pLW7+D37YPwwO0JdwSph0OBdWM5H5gg9COG/MV+iJ4fMaH9XR/F04Z1wZmnbs/szX9dN0fjn8dP2afH3wY8TLpklpJqukXsgSwu4VJEpY8IwA4k9u/Ue359jcvq4afK1dPZ/11P7H4Z4vwGd4X2tOSjOK96Leq8/NefTqfdP7LP7FFvoiWnxD+L8Cy3uBJa6a4+SEdQ03Yt6L27+lfS5Zk9rVsQvRf5n4Zxx4lOpzZdkstNpTXXyj/n9x5Z+1j+0DoXhHxPf+D/hhPHc3cgPnXEeDFbN0ZExwW+nArnzPMIwm6dB/Pse3wPwjXxOHhjM2i0ukXvLzfZfmfmRdXl1f3Ut5fSNNPKSzu5yxY9zXxjberP6WhCMIqEVZLodZ8O4PtXjzw1Byu/UbUHH/AF1WqW5Z+rUp+y3jbrlshRwTzgH0rRxRojivi7cZ+GviaV5W+bTLgAE8HemP605LQxnpFn5QXOjcCeW9DF/lyDnjaDjPtnGKUo21ufOQxn2I09v8ztNO+HdnqGnJM+txxgZIjLD5TuC5xnjOf0rX2d47nzWI4gqUazisO3599G/wKWpeCtItzDDNrSysQ2PmBC7WYEfjgH8az5UrJs6sPnOInzSjh7bfPRf18jmtI03TrzzVv9S+zRRuVUEk7iM4x9elZRSle57WKxNanb2VHmbVzftPDnhGW/Nrd6n5MQKguSMD5lBOR7En8KtRg3Zux5NXMcwjR56dG77fJ/qkbzeF/hohhJ13Kkpv55wzYY9Owq/ZUusjyFmedtS/2bvb7v8AM4DWIPDUNqG0uYtLvAwf7uOTXPNRt7p9ZhJ42VS1eOli7pi+Df7ODXbu10ByDkD73G3HfHXNNez5ddznxLzL21oJcv8AwOvzOt0VvhQIUbVjKZcrkAEjHOcmt4SpL4j5/GRz9yaw9rfIranN8N/snl6VHLJOSp3MCMDy13f+P7qTlT+yjvwVPOvaXrtKOv5u34WOatG0972YRBlRiPKHp9a0jZn3EI1VTjzb9T0q10Zg6yy3IZpDjIOeBjjP416MYvudGGxKfuxht/wT1bQvCM955VvbziSRvuID6n9PU16lOm3ZI97CYp1KsacYatnQeINU+ytDoejzslrYAqWRivmSn77nHX0FdU5W92L0R9jVna0IPRHIu7SsXdizNySeSTWByHong7xP4t8G37adp19d6WLwKzpFI8O7jKsQpGeK7aFWpSlyxbVz1MLWq0ZcqbVzvNV17X9fkjbWb+41GSMYQzSNKwHoCxNd8pzn8TuerOpOb99tk+leLfFGhW5tNF1a6sIWbcUgmeNS3qQpHNVGrOOkZNDhWqQVoSaG3954m8TiXVtTnudT+xqqPNKzS+WrElQWbOATnHPrSk5z953dhylUqe9Jt2Me3urqzk86zmeCTGNyMVOPTIxWabWxkpNO6Osu45viJ4OuvDV673OsaVvvNOd2Lu6Y/fwAnJOVAdR/snHJrWadak4Pdar9Ua1YvEUXTeslqv1R8kX62EU8v2yNiq8BBwc9wa+VnbqfmuKhWatB2Z51cyaOlzctcwl4ifkUcEfjXnT5ddDwMTSxDhHklZ9TjJf7G+2TeaGaDadmRyG7VwyaR5laOJ9nHl+K+ppWq+AZfLa6eSI5G8YY/wAXPT2qE6fU+YrvNot+zSfbbt/mZ1/D4MXZ9gndwQu7IIIOBnr2zSk4dDooTzJ39pFfgUtTh8OJaxnTp2NznDqfmTbtBGGx1znPFRNRS93c6sNPGuo1Vj7vR9d30+6xsaPovg+9W1+3ambZ5ly5yMIwLcdPYfnVwjB25nY8zF4zMKTn7KjzJPTzWn/BOsi8BeCZYNy+KIlft8690ZsH8RitFRh/OeBLPczjKzwbt6PukcynhXRJLmWGLV8CMZD/AClRgryTnp8x6ZPFZckW7XPbea4pU1KVDfpr5/jp17mTcaOz6pb6MNUE0E+cOGJQAcjgn274pJWkono08WlQlifY2kultTrLD4d3V9YkWOsJ5YLsY88ZSNnY4zjopH41rySkvdPAxHENOlV/e0HfTX1aS6edyXWPhjqulWm6fVIpbe3L7VB+6RyTtycZradKUY77EYPiWhiJ2jRalK3z/DoU9M8P6lpsqaj9tR4XkRpVDbS+2THAP3vXis3CSi5XPTjmFGrWhS9m009PLT8Pmf0x6K2lQWoaKWZX8tAwYM5+706msUpM+7eh89fteQaRN+zNrUsFuwuNwIZmYEnec5Gf6VtLYD8E4QpRhs4UnIxkA+wB/nXKZlzR9UvdE1S31bT3NpeWzrLDIDh1Zc7cCrjJxakuhFWlCrCVKorxejXkfsz+zF+1h4N+JcFv4C+J1tZ2HiR1EcM7xosF9xjaTjCyH06N2weD+gZbmlOslRrpKXfv/wAE/jnjbgLGZa5ZjlMpSpLVxTd4ea7x/Fem3m37Uv7EMqre+Pvg1a7lYNJd6SuenVntx3907/w88HkzLJ2r1cOtOq/yPpOCPEuNTly/OpWe0aj/ACl/8l9/dfnz8LPg946+LXixPBXhO0P2gPm4ldSsdtGGw7Sk5wB6HkngDJxXyuHw1SvU9nTWv5H9A53nmCyjCPG4ydo9F1k+iXdv/guyP298BfCf4Qfst/Di51LXpLciCPzL/UbtFZ5XHZAc4GeFRefqa/SKGFw+BouU/m2fxDm2f5xxZmUaOGTs3aEIvZd2/wA2/wAj8mv2kP2i7n4163/Z+gWcek+F7Vz9ngSNVeXHSSUqOSf7vQfrXwuPx7xM/dVorp/mf1pwfwjDJKHNWnz15fFK7svKPl+LPkO9T94Wiyu7lgexFeOfpx9zfse3UQ0TxFbPKEzKrYz1yg5oiB9UNceTbRoJWCt0+b0rRpMtI/GbxPe31l4r1uC0lKKL+focZPmGsbvZHn1qFKpK81c56PUNRspptr7XkIL/AIc0nfUylh6NSMdNFseqeHbn4jXAW60vy3XGwF9vIeNwOv8Ashq6oRrNaHw+YUsnjJ061/lfo1+tjpdc0b4vXSPqupWccixh3cqUBIVdzcD2B96udLEfFJHj4PFZBBqhRm1eyV7+iPHNb17WdYn2XqjMGQFAxs3HOPzNcM5OpufoeCwOHw8L0nv179DodK8ba9buiQWiTt5OzbszlQoXd+AFbRqyT0R4+KyTCzi5Sm1re9+t72/E9JufEPj1bd47nwkAj7wSIjxkA8emMZrsftV9g+Mp5dlTmpQxuqt19ThL7xBq+iSTDV9FMDSscLKhC5VnBBBHOCSPwrmfPFtyifVUsvw+JUfq+Ivbs9dUv8r/ADORh8QW8WrPqLWK+W0ZTyu2T3rFStK57s8BOWHVFVNb3ud9pfjfQ2jjWfw/9oeMNkouc/PGQTx2Ckf8CrSMk943/pHy+JyXFJvkxXKn39Jf5p/Ij1nxP4fuoh9k0B7aRDySvUbgeePqKc6sXtErB5Zi6b/eYlSX/AO0+DXiTR4vi54Dms7UW9xb65pTtL0wEuk3DA9u9Jzi1ZLU9rC4TE0q6nUqXjd6H9Dxuja2RiW5cRsxUHORntWrSaPsop3PGfjZYPqPwQ+ILwXLzbdLvZdgbK70iZ+R+FLlVglufgXywJjPYc+g6n3rkIHxbwQshDbuQxzn/CgCN2DTZP8ADjjPyk+ooA+pv2ffjxpfw2v00Xxj4fstd8O3LjcZbaKS4gPd0dlJYeqk/SvosszKOGly1YKUH5K69D6PJ80WBqfvIKcHumk2vNN/lsfpN49+A/wb/aJ8DW+s+DEs7G4ZC9nfWUSRhWI5jlRAM+4PIr9BxWWYTMaCqYeyfRr8mfoGa5Fhs2orH5XJKpbbaMvKS6NdH991t+QfxQ+FPjL4Ua7L4Z8Z2TxmTmCVQfKnTON0b9/p1HevyzF4Othqns60bfr6H5PWwmJw9vrNNwb6P7j7I/ZZ/Y/bxLJbfEP4m2ph0tCr2tkww1zt5VnHZB6d6+tybInWtXxK93ou/wDwD7jIeGpYu2IxatT6LrL/ACX59D3X9pX4sfCT4R6e/hnw14X0fUPFVwu1U+xW7JbA8b5Ts6+g717OcY/C4Zexo04ufotB8RZ3hnKWAy2EbrSU+VPl8o6ay89o+b0f496hf3d9dyaheonmXLl2KgIqsxycKoAH0Ar8rbu3c/OIRUIKEdkVZooJ4cr1bJJGOoqiznXVSODgjkg5yazA+9v2Ubsy+A9YtNwG2/JGTnG6KMfzWt4FJHlH7Y3h+5tdd8OamrmVZ4GizjHzq2cfliokhVGlG72Pl23tda1nxBBESLO8ijDo5ymNp4Yt2+vSmlOb7M+XqVMNhsHKS96Ddmt9+lv0NC/t/Fus3Y8PalfPcfZIvNRZJNyKkahQVPsvA9qfvtcknscmHq5fh6f1yjTS5nZtKzu3fX57nSN8P/HupW1rvlE0NpEhgO7hEiEzIBx/0zfH4VqqdSVm3t/wf8jxVn2U0ZztGzk3fTdvkT6/3o3MLXfBHi1tZuG1vab64ld5ndwMyFiGJJx1Pf1qKkajm+bc9bA51gFh4rDX5IpJJLpbT8CxqniDx1NCfBmokAXW1fLMahm80xyKNwA67EI9OnrVSq1F+6fX/gGOGwGVqSzKj9m7vd2VuZPT5yRUh0Xxo2hw6RFYl7MSyyqVC7t0qIGy2emNvHas2puKjbT/AIY6JY3LPrUsRKpadknvsm7aetxmr2Pi8SW7ahpxjaztUs0+QDMcYdQTg8nhue+Kqbm7cy2VisJWy+0/Y1b80nN69XZv0Wq08zZ0jxt4j8GWP9mSaXHiEBFaZWyu1nJ74JJcj8BUwnKm9f63POxeTYLMqvtlWeuuluqX+S/E5bRG1bSIrwDSPtTXSxgM8ZJiKSK+V6/e4Xn1pK0E1a57mNWHxDp/v+Xlvs97pqz9N/kVZRejSItOk0xkdblrkzGNgxV0UeWeMbRjI+tWpJQSt1ubx9l9YlWVa65VG11a6b19dbfIuWF6trBe2s1ubdLyWNvN5BSIbkdR3IYMQcHBAIpKUbNNbmNek5zp1ITu4pq3d6NN/d+Nz9Ef2EbvT5/iHfWwijlSLT5ooH2AH91JCyseOW2sfm61+scJqGtul/0P5R8dKVb/AFco1W2n7WPMvWM016XsfrDX6qf5zn4H/G/SI9N+MfjSAkySHV72Uu+3cxmlaTJ2gD+LsK/TcI+bD0/RH+23hz7KtwpldaMUn7GC+6KXXXp3PLgMV2KKR+rC1Tdgtc//1PyEC46da/0BlLTQ++jBLUztaWBtKvPtRIXynwR/fwdn5tjNfn/GUn/YeJU+0f8A0qJ4+aqSw0pQ3vH7uZX/AAueHMO9fyA9j5dCAZqSgxzQAuBQAmOfagBcCgAwKBXPQLTydPsNCm8QWZl04XVw5jGVeUDy9wJ4OOAK3WlnNaXPlqrlWrYmODqWqcsVfovisfph/wAE8ZdMlvfiHeaRIbOzkvLAwRE4O1ROVz16Z9ap8sr8uiPewEa0KFOGId5pavzP1TW6ku7aKJrt/L3qucgAnPNWopI75J3ufmB/wUh1sXPjfwzpCTeYltaSMcHIBLDr+Brnmxn5u7sIGPOPxyBWZmA2+UcD5Scgck4/rQAwD72PmB6dhQAE7CGYZxxjOPyoAljbKnD7SMjGM4oAiWUsWfcNsncc49R9aAP3W/Y3ibTf2atJWSLzBI1xKyjAZvNuXIAz7EVorjsfU0l897BLKsD2gRCAhwSeOvcUnZvRlWPhn/goJeXum/A7w1oz2skQvNWi+feh+VIZWIwCT1A7USjYWh+NnOxlT5pCRhcYyD16df0qBWPVPhP8IPHPxf8AEaeHfBVsWUMDcXMmVt7ePPLyOM8DsBlj0AJr0cFga2Lqezor1fRep62X5bXx1VUqC9X0Xqfsp8Pvhp8Jv2UfBN1rup3kUVwYx9u1W4AEsx6+XEoyVUkcRrkkgZ3EDH61hcHhMqoupN69ZPd+S/yP3XB4HA5LhnVm9esnu/Jf5I/OD9oL9qbxb8aruXw34Vjn03wrGxIt4wfOuNhyHuCh6AjIQHaPcgGvz3Nc5q41unDSHbv6/wCX/Dn5LnWf18xl7OF401su/nL/AC2XnufRn7Kn7Xovls/hp8VrzN0oWKx1SZh+87LFcMf4uwc9f4ueT9Fkme7YbFv0f6P/AD+8+u4e4mvbCY2XpJ/k/wDP7zv/ANqj9k2x+I9vdeP/AIfW6Q+JlUvcW6/Kl93LADgTfo/+9ye7OsjVe+Iw6tPqu/8Awfz9d+7iHhtYm+LwatPdr+bzXn+frv8Ajfq+m3Vg8tnqFuYLq1cxyRyArIrA4III6g+tflEotOz3PxOUXFuMlZo+mv2TJY0v/EURQmSWODaewCM+7P13CtIIEz7hL/bFhtoVwyHGT/StdtyuY+Ff2y0upL7wvo0KGWWCK8kITLZ3tHk/gErKSvsclarCNnN2R8xWHiLxRoNrJbJo2yONGJ3ow28csfyrqjVnBW5T4qvl+BxU1N4i7bWzXyRrT/GHxhcaYmlRWkCRTDC4Rm3fvFk4BJB+ZBUvFVHHlscVPhPLoVnWlUk2vNK2jX5NnlNzFqVx52qzRMVaQh324UO3b0B9q43Fu8j7qnKjDloRl00V+h6B4a8MeP7xV8R6PZI0axsFkcoo2phSQCQcjIrqp06vxxR8pmOY5TTvg8RUd76pX66nX6r4z+MOm3FjY38ipPd73hCojNIVkYsSRn+PNbzqYm6T3Z85hMn4drwqVKSbjGyerSV0rfhY8817xB408SQeZq9w80PmrB0Cr5iElVwO4ya45TqS1k32PrsFgstwVS1CNpWcvOz3Zjnw5rb68nh26xDeSOiN5jYClwMbj9KXJLn9nLc9L+0cKsI8ZDWCTei7dj2TTvh78RdDnsrHTNchtpZIzJGkbsCF2uxOCORgHn3rvjh6sZJRkfnVfP8AJ8TGpVrYdySdm2lvdL9fwPPZtc8dTaeLmbWJ3t7i4NuP3uMyYYdM9MEjPvXE51Wr3Pr4YPK4VHCNBKUY823TT8djDuPDmqSLq13cXCM+lbfO3SZLEttAX1qfZS9672PRhmFBOhThF2qbabaX17Gho3hW01Xw7eaxPq8cMtmHK25+8wVd3GSOp44rWnSjKDk5bdDlxeaVMPjKeHjQbUre987H7l/sLxI37Mvha1iQCaW4vJdxGM/6S6gg/wDAaIWUbs+wjKysfV/i/Rnm+H3ifR7r5WNnPJJIh+6vlk9+/wCFOVi+ZM/mPCtIV83BUnC88H3A559a4zA7XR/h54+8R2R1Pw34a1PVLLeU820s5549ygZG+NCMjI4966IUKs1zQg2vJHkYnNcBhZ+zxOIhCW9pSinbvZtHoXgrxV8XP2bvE1n4ptNP1DQ5Zc7re9tpbeK8jDDchWRRuxnqOldNGpiMJUU0mn5rc8PMMFlHEWEnhZzjUiusZJuL6NNN2f5n7hfBX9oD4e/Hbwgdchlgtb3TEE1/Z3LLm1KDmUFuPLHPz9u+O/6Xg8fRxNPm2a3T6efofw/xJwlmOQ4xUbOUJu0JRv71/s6fa8uvTy+Df2p/22brXjd/Df4N3LQWMmYbrVEH7y4B4aODuqHu3VhwMDOfl8zzhzvRw706vv6H71wP4bRw3JmOcRvU3jDpHzl3flsvXb897r4S/Fi6DTyeENakyNxdtPucnPU/cr5Z4Wv/ACP7mfvP9u5Vt9ap/wDgcf8AM84vLa4sZmtLyB7a4iYo8cilXRhwQynkEdwelcrTTsz3YTjOKnB3T2aO0+GVxFafELw/cz/NHDewsQPRWzx+VVHcs/WSOWELIJEBaUcHGa6LFqR5f8a4pbH4ReJbmUDbJZFFx2JZR/WpdrEzd4s/KPQ7DR76Z21e9NvHuIAHXPGDz261nThF/Gz53G1sRSivq9PmZ6Zpnh34UHzRqetygp02t1G+Mccc/KXP4V1qlh76yPjMTmGfaexw6+7yf6pfeeV+JYdCt7zy9AuHuYfmyX7c/KPfiuKcYp+6fc5dLFTp3xcVF6bempjgWnkZLES7wMdtvc0uh6F6nPa2lj2vQZfg1bWCx6wJp7hNu5hnDfvFzgDp8m4V6MXhkveR+bY1cSTqt4eyi+nbR/rYi1TU/g82mpFYafN9p/d7mBOeD83X1rOU6HKrRKwuG4iVZyq1Fy62/Q8X863CY2Hdk9+Mdq4UkfpHLO++h0Xha/0ew1D7bq9i13BGyssQ+62Oze1XDlUryVzysyoYmrR9nh6nK31/yPZx8SfhpbywmPwmDtRQdygZODn9a7/b0Vb3D87XDucTTvjOvc848UeI9J165Emk6QunruXhO4WNExj3ZS341z1KkZv3Y2/4Y+7yjL8RhY2xFfn/AOHb/JpfIyrBljkIKctjB9MGnA+scb2dz1DwraWF62dQu/ITOFGf4sj9K9GjGL+Jjq1qtK3sYXZ7l4al0Pw7qCarbXhuHtw3yZ++rfIy/irMK9ilyU5cyZ62X43F+0g5U7K+vp1K/iXTIbG+E9mS1leL5sDH+63Y+471rUjZ6bM+xrQ5XdbM0vh/pWmax4psrLVZAkLNnaejkchfx6VdCMZTSkXhoRlUSke5fFbw1JJqGl+ILNAqoywS4GMBjhWP06V6WKpvmjNHt4ql78Zo+zvhx+zhonhfUrTxFqN//acixAiIxgRh2HJByc47cV9Vh8vjCSm3c+zwuWwpyU27nnfxO/Zss9F0vV/Fmh6ixWJmnFqyAKqMeVDZzxnjiuPE4BRjKpF/I4sVlijGVSD+R6f8IvhjZaX8Jrux8Txora6jTzlhgxxFRsBPtjd+Nd2Ewyjh2p9TvweFUcM41PtH59aza2llq15Z2E/2m3hlZI5cY3qDgHFfJzSUmkfGTSjJqL0O+8BQ2vh61ufiDqq7otOzFZR9PNvHU7f+AoMs3vgd66aNoJ1ZdNvU7MOlBOvLpt6nyH44hJv7i5SPcbtmf5R0YnLcV8viFq33PgMdHlnz30PD9QjmeSVFiJYdQAcivFmulj5utOCSfMcXqMiPMdibR6fSuGerPNs0tWbXh/X/AA3pqqmr6ULs/LluvRsnjjqOKqFSC+KJ8pmOBxlWV8PW5V2+RsN4j+H72zZ0Y+Z8uOCB0weQeKrnpW+E8pZfmqn/AB9P68jzW6axF0xtlYwYG3d16c/rXJyo+wpRq+zXO1zFmxbSGvIftwkFuSfN2Yzjtt/TNNKN9TCusR7OXsrc3S/6ntMMfwMmsoRK9zFcYUOdzddp3cYI5bFdyeGaV07n5xUlxRGpLlUXHW23dfpc5vxlp3wxjtTJ4Rv5WnjyxWQ7lYFUwBkA5zvzSqxoW/dvX/hj2soxGdupbMKS5X1W61fn2seWzJbRohilLsVyf9k56V578j7eDm21KNtTtfBujeGNYJGv6ydOIEuAAMkpGzJyePmYBfxropQhJ++7HzebYvG4f/daHPt+LSf3K7+R6e/w28CSvci18YZWJXI3GMlguMfxc8dq7Y4SjK/7w+IXEeaR5efA726P/I8u1Ozi0LXI7a11AX9srMYnB/hB4JGSBnriuGdPklZO6PvsFXliaKq1KXJLS6P6dreDUbKK2e8MYSaPd+6JIzj3ArdI+v5bnhX7W5vv+GadbbEYjxu3fNuxuP4VnNGfLY/AxflkLMDjJyQOuPpzXMTuTr+9kjcsr8nggbgfbH8sUFFyPz4pi1uGV4/mBG4EHsRjv+VVqY3i9Ln6gfss/tuS2D2fw4+M9wZLZsRWWrtktHjgR3Pcp6SdV6NleV+0yzOHG1LEvTo+3r/n/S/mPjjw0jX5sxyWNp7ypraXnHs+8dn0s9Jfoj4s8WfC34N+GtU+JGrGz0qzvSs009vHGJb+Zh+7C7MGaRx93npliQoJH11Wrh8NB15WSfbr/mfzhgMBm+d4mnldLmnKOiUm7QV9b3+FLr56JNtJ/hd+0Z+0d4w+P+vmS4f+zfDtm5FnpyE4UZ4kkcD5pSO+MDoMCvzPHY+pip3lpFbL+up/dPCfCGE4fw3JS96rL4pvd+S7R8vvPnRiYl+VMkYyAOcex45ryz9EIntxL93I6kDgf/roA+4P2OrER6D4i1IglkuFjdR0A2A/n+NONi00j6t+zvYvFPPhkOWGOeDzWuhXN3Px88V6Fa6r8QvF3nXi2Yg1K6I345zK/v2xUwipXu7Hg5hjZ4fl5Kblc87tNMm1Brkxyqfs0ZkYk4yAccZ6ms1Fyv5HTVxMaKhzRfvOxs6T/wAJHDNZ2+mXbRvdgmILJtHy5HPp3qoqenK9zzsV9TlGpOtC6jvp3t/wD0bRofiR4h0J7xde8uziujbss0hAEoQnr7jiuuKqzhfm0vY+Oxk8mwmJVN4a8nHm0XS5yPjfwN4i8JXIutWuIrh7ljkxsSTgK2SCBx8wrCtRlS1l1PoMmzvB4+Dp4eLSj3Xm1+hkW1h4o0q6sp4FeOa8hZoMHJeIgg49sZrJqat5no1K+Br06kZWai/e8n0O5T4n/EhoIXacSRSyGBGZBguw2lc+uK6FXr2TufKvhrJlOS5bNLmav03ubXiax+LfjAXUOrWCSlXZiF2Aqzychee7t+tbVPrFS6kv6uefltbh/L3CVCq1p562XX5I8WvLTVpb46fNbMLmIbDGq8jyxg8D0xXnyjJys1qfpNKrh40vbRl7r1vfudd4U8ea34SiEdpaxSxtvQF05O8hiM/8BGK3pVnT2R8/mmSYbMJc1SbT0ej7X/zPRIPjF4hvzdiLw7DNIOWKISUJdmGR9Wxiu2OMnr7h8dU4RwlLkcsU0vN76Jfoc94Xm1SH4l+HvEV1pUmnxJqFnKwKFVJFwGJyfUjH4VwzTcuZxsfeYCeHhTjQhWU2n3V9j+mCexlgePUJVU28km9R6DkdK202PrudWPNPjDqFjF8NfF9wYitvcaZdxHaBnMsTIDjjuaHH3bkNrU/nc8pQ5LSsQRkDuef5VwGY/cu8lzhlyB6HHagCLyjs89QY2++QDkZoAfEpgGUJCuMjvx3AHagD3H4LfHzxr8ENaGo6TP8AadNnYfarFyTDIo9P7rehFevl+ZVsHPmpvTqujPbyzNa+X1faUXo910f9dz9mfBXjL4R/tK+FrTUltLfU/sTpM9ndqpntJx6jr16MOD+lfruHxGEzKkm0nbo90z94wmKwOcUFJxTtunun/XU8a/ad/as0r4U28ngXwI8d14ndPLdkw0ViuOhA48zHRf4e/PFeTnGdxwqdHD6z/Bf8E8XPuIaeCTw2G1qfhH/gn43apq+oaxqVzrWszvdXd25eSWT5ncnnk/jX5LKUpNyk9Wfg73b+f3lJikkZk+6cfdA7VFxFXHmAKvKADJHHfpVgZ97A0cpdwAD2HJ6evoalgfYn7JBney120UqQJIX+Y/3lYD/0GtYOwD/2wbeYeDtDv8fNb6htB6gb42P/ALLTloiZJSTi9j4Anvry6ujNcTkPsK5z/D/d+ntWDbe7OKFCnTp8sI6X/pjnN1bSI63JLvGvIY8Kw+7/APWpSjawoqnNNOGifbr3PafBHg/xP4h0z7XYeKlsFVAyxGV92DHcMRhTxjy2BB/vj1Nd1HDSmrqdv6f+X4n53nOaYHCV/Z1cHzO+9l3h3X95f+Amn4g+G3jnR7Ua43iKK+mhJ8tQ772KuFOwsMNjdu5PQfhVVcLVgufmucOCz/K8RL6t9VcE99FbZvW221jweK71OS6ivIrhmmR18ti2WBXhetcCu2pdT9QnSoKDpyho1r+p6l4Kj+J+txSR+Hbvy4o/OyZWVVynlCQfMDzjZ+VddGNWStF9/wBD4bOHkeGknjIXb5dr9ea3/tx1GteFvjLewSyakYrpbYyZ2yxZwBcM2OBkfLLx9B3Fbzw+Iktf08/+CeJgcy4bpziqN4uVukv+naXfXWH9XPHNY8QeItTimstR4iikAKBcCNsklQO2WycetefNyasz9FwmAwdCUa1Hdre++2r+X4HXeFPGPje7v1g0SyTUJ5XgUReXuBZZEKDqPvMig+tawlOUvdV9v0Pn8zyfLIUubE1HBJS1v5O/3JtnW6jqPxSvLD7BP4aKxiFSGSE5CiJQGzk9UKn8a2axDXKofh5Hz+Hw+RU6vtYYvW73f95u333RwF/4l1CSNtF1i0EIgdfPRlPmbo5WJHIyv3yCo449awlUlbkmtv8AM+toZdRTWJw073WjvpZxX37J3Z9k/sSavZ/8LqgjsIzb217HcqkbNuIBgLgZ4z/q6/S+Epp1JJbX/T/gH4B4z4Wq+EKrqvmlCUG3/wBvJf8Atx+y9fsR/mMfi3+1xZzw/HrxFLcld1ytpINuduwW0aL174UZ984r9AyyX+zRt5/mf7F+Bs6dTgbBRp3911Fr39pJv5XenlY+aSmOlevzpbn9FOn2EKZ96nmjLQTpux//1fyI2HrX+gCir3P0Rp21Kt+2nra/8TQM1pvjEwThvLLjdg/SvhuNLf2HiL7e7/6XE+ezpVfqNX2Hx20vte6sc34pX4aLZSr4Z8z7Qk1uASXZXiKEykbumGwOefTiv5EqezSah5H5Hlbzr2qeNtytS7aO65dvK5x9qfDQtyLoS+cbe4wAOk+f3I/3cfeqIcnXez+/oe/V+u8/7u1uaP8A4D9r59jvfDviP4d6do1raarov2u9juEMshXJaLLFyDnqAQAMYOKuE6ailKN3c+XzDLs4rYqdShiOWDi7K+zsrfq7nAvfaGYyUtHEhS4Gc8b3fMRA9FXg1g+S239dD6lUMVfWateP3Je997Oo8O+MdC8P+Kf7ZTRxPaGOJPIcglSqpvYEgjLMpI44zWsKkIz5uXQ8bH5TisXgVhnXtK7d11u3ZP0TS+RU8S+JT4kWC5t9LW3NtBJFK0a/IS8hYNwMLgEDrWc6iklaJtl2W/UnKnOtzc0k1d66K1t9bvUwf7YLaabA2kZc3KT+bjkBUKeXjpg5yfcVHOuXlset9TSre153blat6tO/r0Or8SeK9X8dHTIZrdZbiOKWKOGJSx3MwJcD1OPyFazqzqNXWp4GXZVh8qVaUZWi2m232W3pr+J+in/BMe4js9c8eWWpW+VjWzYhlztfdKpBHY0U1q0z7SlOLipXumfrZY2EgljvmiX7IkuSvHPPHFbaHRzrY/Iv/gotax2nxi05WPzTaXHP5YH3A0joBx6+WTXLO19DOVj4AG+NOpwOwHO33rMgfB+8XfGGAPAzwfyoA+ufAX7F/wAXfHvgG+8dxW0dgETzLKzn3LcXq9WKD+EY+7uxu6CveoZRiKtJ1Urdl1Z+TZp4iZNgMwhl9SfM27Skvhh6/rbbqfKWoafqGlX02nanC9tdW7FJYnUh1YHBGD0NeG007M/VadSFSCqU3eL1TRQIVcMo3EHOfSpNAQFpd45DUAfvV+z5pl3pnwF8GIlyYo5rS3mZdoH38SDn8a6lHQpHvP267m0+aBbrnBBYKOCR604wSRUr30Pgz/gpLqMkfhjwNpPnB99xcTbc9fLQLn/x6sZszPyS3EpuGFPQjrWQHT6P418Z+G7Y2PhnXNR0mGU72S0upYEZhxuIRlBOO+K6aeIrU1anNr0bR10sVXopqlUcV5Nr8j0nwV4X+Mv7QOu23he11DUtejibe8t7dSy29qp4aRjIzBe3Tk8AV30KWLx9RUk3L1baXmejh6WOzOrGhGUpvzbaXm77H7GfBH9nnwD8DtEFtEkV9rN+vl3V9OF3SlhzFGrfdT2HLdWzwB+tZdlVDBQtvJ7t/kvI/ccpybDZdDlbTqS3b/JLt+fXpb4p/at/ZDk0E3fxN+FdsTp4JlvdOjHzQZ5MsQHWPuy87eo+XOPjM7yP2V8Thl7vVdvTy/I/POKckpYKDx1JqMLpNPo27K3q3sfECfFv4pWsUdtB4z1qFI1CBV1G5VVA4ACiTAAA4GK+OWNxSVlVlb1Z8RHMsakkq0rf4n/mcPqmr6rrF1NqusXc2pXlycyzXEjTSyY7s7kk9OpNck5ynJym7vzOGpUnUk5zbbfV6n1h+yrpsckut6m8aunypknjIAJAx9acTI+v9Gjtrh9xiLIFzgg9fatG+wH59/ta6zPpvjrSv7OJikjsXJByeJJpARz6haXNbVHBicPTrpU6iutz5jXxJ4r128uLVXDvfr5bptAUBuuPTPrT9pOUn5niPLsBhacajVlDVP0/Mk1G18VaLdaVZSSp51vG7WwjKtsXc27J9c56+1VKdROK7bCoVcBiadeqou0mua99dFb9DIaXxCPDrhnP9mz3eSOMNcAdfyFReoqfk3+J3KOD+uKy/eKH3RLVtrni6ytL2wtb+WG3CfvkRsLtJHH546UJzScU9DKrgcBVnTrVKScr6Nrrr/wTq9K8PeKfENpaatd6wYRZIy25cszomx5Dtx0BwfzrWHPJKTltseBisfgMHUnQp4e/M1zWtZu6Wvn/AJHn8dtqMsMOLn91PcYUF+kn98jt9ays2lr1Pq5VKMZS9zVR7dOxLq9tfW2pXqXV15txavseQPuLspxkN3+tTOLUnd3aDCVaU6NN04WjJXSta1y5bWt9d6jbQT6nsZ4gRK0pwikfdznj0xSS1V2c1WrSp0ZzjRuk9rb+djW8T+HtB0mS0h0zVzdrLLIrMSpCKrEBsKTjNaVIU4tKMrnBluYYvEqcq9DlslZa63V7a9jm2srH7Be3X29fNhmWNIud0qnq47YFZ8is3zHsKtU9rTh7LRq7fZ9jKu0hhYrbyF1KrzjHJHIpOPVHbTlKSvJWZ/Rb+xhpNtafAbwRp9zEWZbWeR1KtgmS4kkHP0at01y6HRrc958capp2jfD/AMf3J3QyJpt2VBDHpAwFDeg1c/mgR1ScA9CCQDgHP0PP61ygfQPwD/aD8afAvxNHquiStdaRdkC+02Rv3MyDuO6SLztcdOhypIPqYLH1MLPmht1Xc+G4n4UwWf4X2OIVpr4ZreL/AFT6rr5NJr9qoZvg3+178LWGE1LTrkYZThbuwuccepSRex+6w9VJB/Rl9WzGh3X4pn8USjnXBmbae7JfOFSP6p/en2aPx3+Mn7NvxN+C3jBfDmnQ3Oq2WuSGDT7izRyLoOeImVMkP6qfqMivz3F5fWw1TktdPZrr/wAE/snh3jDLc6wTxXMoSgrzjJr3fO76dn95+gv7Ln7F2mfDcWvxE+K8UN94ojHmwWzEPBYd8sfuvKvdvuqehON1fXZblCpWrYj4u3Rf8E/nbjfxHqZi5ZdlDaovRy1Tn6dVF/e+ttjhf2q/23IdPF38O/g1eeZc4aK71aIgqh6Mlufbp5nT+7xhjyZnnNr0cM/V/wCX+Z73A3hq5cmY51DTeNN/nP8A+R+/svyMvzO8z3EzGRpCWZmOSWJ5J/xr4W/U/rFJLRHS/DiNLnxzokPZrlcg8e9NDP1gnjtoblYQu1tq9MnPNbpgzy79o77La/CbXAisgNug6nBLTxCo1sZz+Fn5iyy+AFtoiIpGmL4fk/KOOfQ854rV+zsfJRjm3M/eVraHPXP/AAjhu9TNv5nkhR9kA7tkfez2xms7U/ev8j16f1z2dHnte/vemu3zsWNOm8Kx6hZHUI5ntBEftAXhjJjjb7ZxRB0+aPNe3UxxEce6NT2LSlf3e1r9STwpq3h7S7uSbWrD7fHIGUKf4M9GHuKmnOEX7yuZ5phMZXpqOGq8jX4+R2Ou+MfBuqQ6xbaVoAt3utwtGQDcmX3DIHovHFdM6lJ81o77Hz+CyjMaE6E6+J5lH4k+ulvzOKe+0y3uLNpNOdVjtwsqtkGSQj7/ANKxbhpp0PpFRrzhUUaqu5aNdF2KkuoWMmhW1kLILdRzO7z/AN9CBhPwrFtcijbXubxw9VYqdV1PdaSUez7nfaV8UX0zw9/YsOkW7SRhFWYqM4Vnbkdyd36V1xxLUORRPlcTwysRjPrMq8rO+l/Jbfd+JW1DWNV1+/j8RwaCot4LP7MVC/u8xj5pPqNwNEpSm+dR6WNqGEw+EpPByxPvOXNvrrsvwOb0zV7mD+y1jskkNrKZEyufOJIO0+oGP1rKM37tlsfR1sLCXtnKo1zK2/w76moLq4v724uni8oTy5ZVXCqxOcCtrylJux6VGnCFKFNO7S08z0W0k8GRxReWZDIXw3Jyo45/nXfFwMKEsy5nzWtY6O1n0wXFz9mY+UP9T7/X8K64OOp9lhZ1+SHOtep7l8O10XxTs8J+ICwUkvbOpwyv3XPo3p617GH5Z/u5/I+zw3JU/dz+RT8e+E5/AuvRmxZ/s74kgkPUEdRn1Bor0vZT02JxFF0Z+7sfUfgnXbTx54et5LlFkkfbFOh7OODx79RXt0ZqrBXPocPUVaCufozott9j0mztevlxKP0r7WCtFI/Q6atBIs3llbajbSWd5GJYZcBlPQgHPP41bSasy3FNWZ81ftI/EVfDHh1PCOkyBL7U1+fbwY4Bx+G48D6GvFzDEckPZx3Z4OZ4n2cPZx3f5HhXwW+CFl480m98R+J5ZbXTozthKHaWKjLsSewGK8vB4NVYuc9EeRgcDGtF1Kmx5F8U/EGlSX40Hw6DHouj7orcE5LsT88jHuWIAz6CvOxVSN+WGyPMxlWN+SHwrY+XdU8RuL25CIoaMkLkccjFfNVKrcnY/OcfTp4iDoTf9bnjE3iu+sNUu7+JF82fqCOAQQRj8RXkOtKMm0fH4rLqVWjCjJu0TiY9Smgu57h7dbh5o3Xaw4G8H5h9OtcKm03oc+IoxnTjBTsk1+HQyI7z5rJPsiyGJ84/565P3T/KsU9tDCrS/iPntdfd5mzZay2hQ3MM+lqZJphIhlXhQD93ntVqTgmrHk1sGsVKEoVtErO3XzNXxZ4203xFZW1lbaPFZNAse+RQAzMkaoeQBwSM/jVVqqnFRUbHHlWTV8JVnVnXcr3suiu2/wBbGC2o6B5Okp9gZWt1YXbZ/wBcSzEFfTAIH4Vm3BqKt6nqrD4vmrP2vxNcv93Rb/O7Kq3GkNYyf6NIbj7UGVhyog/un3qvc5Wra3/A2dPEKqvfXLy/Pm7+h6hB4k+Ev2q5SfQ38gwjym5z5hEeRgHjlX5966VUw/M/d0/4Y+Inl2f+zg44hc19fT3vLzX3HnZk8KXfiNJWSS00mR23KvzOi7Ttxn3xXOnTdTXSJ9hy4+ngnFNSqpLV7N31/Ay5I9GNs7xSsJxcAKuODDz82fXpxWfu236/gdkXiedKSXLy/wDk3Y6jR7HwPJqGppq15ILOGDdbuAQ0j7hlcY64zituSkpPXToeLjK+aKjSeHprnb95dEtdfvsb2p6b8NodGS50K9mfUHQkRMwOG3DhuBj5c1co0uS8HqeVhMTnUsVyYqmlTT3+XTXvY/pX8OyT6nbWIuYZLgCJG2jAYKVH0zVN2R+iKRxf7QFtBffs9fElFheOK10y98tG7bUJ9fas5NlKTfU/nK+ZmEWNuDx349P89K5Bli0u5rG6t57WcxzQNvRwxV1YHKlcHOfene2plKKknGSumfrt+y1+23DrP2T4e/GS6WG+4is9WkO1JuypcnoH9JOjfxYb5m+8yzOb2o4l69H/AJ/5/wBP+SuOfDR0+fMckj7u8qa6ecPLvHp000XT/tS/sWaV4/juvH/wqt47LxAwMl1ZLhYb3vvjxjZKe4ztfrw2S3RmWTqpeth1aXVd/wDg/meZwP4kVMFy5dnEnKltGfWHlLvHs94+atb8yvDXgb4x/FzxXp3wmX7feT6KXhitLmR/J09C370sr5ESAgE8DJwOSRXxdKjXrzVBXbXR9P8AI/pzG5llGVYWpm1RxjGdm5RSvN293bWT7eXlc/aj4N/BP4bfss+BbvWNQuoRfCHfqmrzgKSo58uPPKx7sYUcu2CcnaB+j4TBUcDSc5PXq/66fmfxNxFxLmfFePhhqMHyX9ymvzfeVuuyV7WV2/zG/ar/AGtda+Mctx4U8KzNpvg23kA8oNtmvnU/K82P4QcFY+gOCckDb8XmWaSxL9nDSH5+v+R/T3BHAdDI4LF4m08S1v0hfdR8+8t3srK9/iCUAYjKH5cbdxyGz16HPH/66+fP2g/Qb9j2xtp/h74zvySZLa7g81cE5SSMgH5emCMfjVR2A+ipIbYaVBKIirAKM4Ykj9aq+oH41fGK2+y/FLxOijAkv55FGOzuWHB+tZNXZLOJt7WzmnaJroQp5ZbcwwCwH3fxpRitrnFUq1IxTULu9vl3JdMtLWe8sY7m68pJ32uQcGMZxnJ4oUY6XZniatSFOo4Qu0tPM6zxP4fs9Et0bR9Y+2QOxLoHXIkDsucKTngA5961qwhFe7K54WWY+riZtYihyyWzs9rJ9V36HL3638tw8d3eG4aNA25nLAggcAnPSs5JvdnuUXRjBOnTtd9rGlJZ60v9kzre5NzE32f95zEoJUqefl6HiteWdou/ocUa2G/fx9n8LXNpu9HfzNvw74W1rX9MdrXUBClpdHEb7sCUIz78jgH5cCrhGUo2T2Z5mYZphsJXSqUruUd1ba6VvxIH8U+PLO91Jm1Kbzyo+0ndnI3KQfzwalVKt5O+vU0jlmVVKVJeyXL9n7n+lzL0i88TJr1reaY7HUJlcxtgEsCp3dfbNTTdRTTjud+Lo4F4WdOuv3aav96sZy3WsLZxQdIIrjK8DiX0qVKSVulzqdPDOq5facfwO9urjx34RfU9TlSJTqxKzSrtcBlO7K4+6QTW851IuUn1PlqdLKswVGgm/wB3sndeWvcUfEvxJqbWFhqTqILYxsSFw7CN94JPrkk0vbuceRs7MLkGCwlZ4ijfmv30XTQ/pyto7C48OvdIjnazsjncflLE8f8A6qd9T7Q8r+JWnWWq/DDxVGkfmFbaQEksDwnTFEpdgij+eYK2weVgbSSQB0rjAVWcEHYHyCDkgY5545oAheQrI6A8HB254HuPpQB7T8F/jdq/wf8AES3traQaro9yQt5Y3CI6uo/iQsMq47EfQgjIr18Bj54SpzRV090/63PeyvNKmBq88UnF7p9f8mfr7Y6d8Cv2qfhtJFZWlu0LgeYsSJFeWFxjKk7eQR2PKsMj1A/VoxwWaYb3V/mn/XyZ+2xp5dnOEtFL5aOL/r5M/Mf4j/Cj4ufsp+KxrGgajcxadOWjttTtSyq6sDlJcZ2tjseD1Ht+bYvBYrLavNCTSe0kfkGOwGNyavzRk0ntJdfL18jsf2a/2Wdb+MurL498fmWDw2spkJYkS375yQhPITP3n/AV25Rk08ZL21bSH5/13PTyLh+pj5/WMTdU/wAZf13PvX45/Ez4TfADwrHYR6Jp91qxhEdjYCCM7VUbVaTglUH5noPWvt8xxmFwFJRjBOXRW/M/Q82zDA5XSVONOLnbSNl978j8WfE/i/WPGuv3/iTWdj3F429hGixqoH8KqoACqOAPSvx+tWlWqOpPdn4NiMROvVdWpuzkXYtvVfkwfl7cexrnOYjuY1nh77lycZ5yPX8aAPp/9kq8a21/XoJjtMsUB2t0yrOCf1rSIHpX7VemW9x8Gm1FJ/MaHUYm2/3R868fnQ72Ez899P0LRbfXrO08Q32yxuLZpmlQ4KsUYoucHncAK2jCCmlN6WPmMRjsVPCVKmEp3nGVrPrqk39xANK8PXviK/srHUfJ02JbmSCWYcuI1ZokOO74A+p6VHLCU5JOy1sbfW8ZTwdOpVpXqPlUkul2lJ+i39EQWGkW08likepR25vIpndmYgRGPdhGI7vjj61Cgnb3tzSti5xVRuk3yuKXne2q9L6+h3vhbwVpOvWOiyX/AIn+wPqk0kfklgxiKyqmSC425UlsnAOOtdNKlCSjzTtc+WzTOK+Eq11SwfOqaTv3vFvtrqradzj77wikXia28OaVqUV39qaCMTE7EWSUAkMckAKTgnNZOmvaKnB3vb8T6GjmzlgZ4yvSceXmdt3ZX29baIh0+013TmV9KvWhMl19iUxybcynHofunjmojCV/d72Lr1cLWTVene0efVX0/wA/I7zSrL4havpuoufELQw2V2bWYTTNhpgksnB5BzhwPUtXSoVrN82ztv6/8E+XxVbJ8NWpL6rdzjzK0VteK/8AkfRI5nx54Q8Q+Dr6S31e8iu2uJZGkMTE5eNypZgQpGTnHtWdejOm7Te57eSZvg8wpqWHpuKiklddGr2T/MzbWPxf4K1O6ks2ks7rTvJkn24Oz5laMsOR94qR74qeWpTk9LNHXVll+ZUYKpaUZ3UfPRp2+Vz0HSfGfxbvLm40yzlV5YLRHdJI0BWErHGjDIH8OzH510wrYhNpdvw0/wCAfI4rKOH6UI16qaTk0mm/ivJtffzHOeJvDvjdJV1vxNZ7hP5cYMZRt7O74BCk/MxV/wAayqxqfHUR7GW5hlbi8Lgqm13rdWsl36JNHuv7HNzNp3xp8OidTGzXCLgjH+tSSP8AXeK+34Tly4hx9P1PzzxWpRr8J49Qd1y3/wDAXGX6H7x1+4n+SJ+S/wC3Hpwtfi1ZX8cHl/bdMhLMGLea0ckib8H7uBhcD+7nvX2GVTl7BpdGf6ufRvxUqvClWg583JWlZWtypxi7eet5X87dD4yIOeea+itdan9h2sxMFamMEtgdz//W/JEpkYNf33C8T9SlHmVjK1uU2Wj3s+wSboXjwf8ApqPLz9RuyPpXw3Gs7ZFiP+3f/S4nzmbYbmwktbWcX90k/wAbWOB8NXnhWwv5bjWoHuYdiBFKbxvON5IJHQg45r+Rqc4RfvK5+V5jRx9WkqeGkou7u7206GNFc6IPN823di0dwFwRgSP/AKo/Re9ZKUOqO+VLFe7yzW8fuXxff0IRNYA7ntmYb4uh42KMOPqxrJOLRryVdlPo/ve33HReIvE1hrs8L2uni3SK3eJV44LHhvlA6VrKon0PHy7LKuFjJTq8zck/u6avqZzT3Gp6iX07TeAYn8lAXx5ahTnAzhjyfc0+ZSleKO5QhQo2rVu6u7Ld3/DYuWnim+tPDN14bgtUEN1uZ5AW3EFhyQDg4xgZpKouXlsctXLKdTGwxkpu8dlpbZ/8OZ63ereSLNLYLuuvMVtnz+Zs2hMntg5x+NVzNRtbqdbpUOb2jnf3bb6Wve/39RivrXhLWGSTdZXsAC8gFlB5/ChOdOXZjaw2YYZOPvwf3M/Vr/gm/FbXGg+ONfu/+Pq8v4ULDvtjMhGB7vWkJXbbPTp0lThGnDZJL7j9Xp4bC1TTEJeMPKrOcnaeD1p3Nj8Yf2/dXg1r9oa9iik3x2GnWdvwehG+TH/j9c8twPjCw0/UNT1CDTNLhe7u7lwkcUal5HJ7KB1OaSi5NJIzqVYUoOpUklFatvY/Xb9mb9ijTvCy23jz4wW0dzqq4nh058NFbkcq0/ZnXrt6A9c4r73LcmULVcStei7ep/InGviXPE82XZLJqD0c1vLyj2T77voe63/7Y3wY0v4lwfDRb7zFz5MmoR4+xxTdBFu746FhwDxXqyzjDRrqjf59D4Kl4cZ1VyyWZuNnuoP4mu//AANzi/2pv2TtF+Mmnv428EJFbeKok35TAivkxkBiON5HRu9c+Z5XHEL2tL4vzPa4G48rZPUWX5g26F7a7wf+XddD8RNd0TVfD+r3Oh67byWV5auY5IpQQysp5yDX5tOMotxktUf25Qr069ONajJSjLVNbMzV4JRSD3yT+oqDY/ot+GUFhY+APCGk3yb4rfTrSPawyNyQqBx+Fd/Loa6Kx3z2QZ3uLaALaPMuccA8qvShWL5lsfmh/wAFJpk/4STwTp8EYRY7W7cr0yXeID/0E1zVNzOVuh+ZqxblI9j+FYmZ9O/AH9mPxR8a76K+kVtN8OxMPOvnX7wB5WIHG5j+Q719DlmUVcbK60h1f+R9FlGTYjMalqekFvLovTu/I/UfXvFHwc/ZH8AR2FtElu23MVrGQ13eSgY3Mepz6ngV+lVa+EymhyQWvbq/U/SsfmmCyCh9Uwcees1tf/yab6L8eyPyW+Kv7QnxC+KniqHxFfX0lhDYyiSxtrdyiWxU5UgjBL/7R59MV+U4zMa+Kq+1nK1trdPQ/GKtavWrvF4mblVfXa3lFfZS7L1bb1P0i/Ze/ar074m2cXgnx1NHB4kgXYkpwsd4oGM+gf1HftX6Lk2drEJYfEfH37/8E/YMlz+ljaby/Mkm5K2qVpLs1tf8H+B4/wDtW/siIou/iN8L7MBDmW90+NeFPVpIlHbuV7duOnkZ1kXs74jDLTqu3ofCZ5w9Uyl+1oXlh383T8m93HtLdbS11f5kND5TMir5bJwwIwRjr+NfnjPlT9Kv2N/Ak3iD4Q+LNTs1TzoLrfEGJDFkjGQMDoRkfWrjYD2X7VcQW0EMyKjIoHUqSRTbJ1PzH/adt7jxJ8UhAJY4nhsLdfmJ/ikcgD1+/mnGPNoeXjMUsPack3vt958vi01Gxu7x7aba9j991OO4Ax+JqUpK9ugva0a1Onzx0nsjWXT9a1XU7aC5vgZ5LfzVkeT7ibS23PbPpVqnOUkm9TgliMNh6E5Qp+6pWslu72uUH065GjWt6boGC5mZVi3fdZeC5Xt9anlkoJ30Z2RxEPrM6XJ70Utbb+Vzob7wtpdroFxqkWrLNdRlEeFcDLMeQDnkDrnFbOmlTclLU8mhmlepi40JULRd2n5foYC6dD9oW2a/VENuJdwY4DFc7PrziufkV7XPVliZcrmqV3zW/Hf0Ft9J0uW30x7jUUje8dhMv/PBVOAzfXrW0YL3bS3/AAFUxddSrKFJtRSt/efZehb0mw8MjUbhNXu3+xxSMiNFw0i5IVsnOBxUKK5nzPQ58VXxvsYPDwXO0m79O69RusWnhiPWLuHTLhjZRxKYX5YvJtG4ZIHGc9qdSEFJqL0KwtXGvDwlXj77butrK7t+FipaQeHPP08Xk8ohkDm72rkowztCjvnilFRurv1N6s8ZyVfZxV1bl13737DX/wCEe/spjB5p1D7VjBHyC2weSf72cVcqacbve/4BH637f37ez5fnzf5Gxqd74R/sD7JYWLx3ylcTsSd/PzE84H0AqOany8qWvc4cLRzD637WtUTh27dumv3n9OHwdWfRPhB4T0toEgWCxiXduKnle9F7H1Fmc38atRkb4J/EjUZPlaPSr+MBW3AjymA545JpN9Bq5/OP5cMrlD1Tq2MH046gH8qzAbG+9CWZkZR3wSR6n1oND1T4RfF7xn8FfEcHiTwbeOk2FW4t3J8i4jByUlXjIPbuOxzzXbhsVUw8/aU3/wAE+YzzIcFnOFeFxsLro+sX3T6P+mfu38Hv2lfhp8XvBs3imK9h0u50qMSaja3LqrWhA5fJxujP8Ljr04ORX6fhMxo4im53s1un0P4R4i4KzPJ8asKoOcZu0JRXxeXk+6+e2p+cn7VH7aOpePTd+BfhnLJp/htSYp7sfLNenvxxtiPZep6t2UfHZnm8q16VHSPfv/wD+keB/Dmllijj8zSlX3S3UP8AOXnstl3f53K0p5b5XyQec5J5/GvlD+hCdofMQrjCnkDqaDM6z4S2ks/xL0K2jA3m5/iOBwrHn8qpAfrPYNcWtxdLJCjAIoBDE4981Wgangf7TuoufhHrEGBiT7MM7s9bmLindGVS/Kz8mCFHzMhPzdfasr6kq+yZ2T+I9I/sCfSbfTgksqBRKdpIIYNnOM9sda2c48vKkfOxy/EfW4151dE7217NGVp+oWVte21zLpwnjiiKtGeA7EY3f1pQnFSV4ndiKFSdKcI1bNu9+3kU7O0vbxFgsrRrlo23sUUscHscdqmOuiVzprVqdNudSpy301Zs6Vrdx4f1e4vxYIZY3+5IDiIgniqU+WblY8zFYKGMw0KPtXZrddSTU9e1LWdXjvmsQJIrZYxGFJGxVxuwfzzTc5N3t0Jw2BoYbDukqmjk3fzb2M2S61I6Tp9o9qqxRySPFJt+aQnGQT3A4xUyn7iVtDuhTorEVainq0k10W/3XNK98PeItM0ia/vbUQ2t08eScbssGK4HUZwabhNRcraHFRx+Dr4iNKlO8op/ha/6GkniXxctjLo0UYEMMLmRQgBWN9oLE/gOatVKtnE4pZdl7qxxMnq2ra9VfT8zO0qy8Trd6ObJCsr7pLPIHIHJPP0q486ceXfod+IxGB9nX9o9FZTLmnQ6nNHc3ruBFFKDLk43OXAwB3OTn6UQlJ6s7/b0IShSitWtPS1y0rLGRKFPLc9q0T1Poacm9mekWmu6c2nm2t7fY+0DdxnOc5r0ozjayKw9KsqyqTnodNouqy200VzbyGOWIhlYHkEdDXZTnbY+wpVGmmj7MT7H8V/AIdgv9oQrjPdJlH8mr6XSvS8z61WxNHzPIfhd4xn8BeLEj1CJmtjKFni7hkPUD1FcGFreyqe9seZgqzo1UpLQ+wIP2qPEFhZJBBYR3cxklZ3mJACs5MaoF6BUIHPpX06zOaWiPtFm01GyVzTsP2qL2bUbG61Oy8iKNJluI4juRyceUVzyCCDn61Uczd05IuObNyTku541Yxa58b/iaGnBLXsm6TH3YbdO3sAOPqa86Knia/qeXFTxeI16/kfSPx78a2Hw48HWfw78MMLWa4i2v5fBjgXg593P9a9nHVlRpKjA93Ma6oUlRp6X/I/NPXtXADZavh6sz88rVTw26+3areztZuFUsWyx2jI/rXhSm5Sdj88x+Np0Zc8tzhLvTLq/1KS1iIEgBLZOB+dcck3J2PNxWNp06SrPZmGsWtWurfZoAHudjoOjAoVIOPwrkvNSsjx6tXDVKHPP4bp/O5ix/wBpQx21yqfu0lPlnHVweRWd3ZNG03Rk5wb1a19C/rGs6tqkbwX0QHksckDBUls4/Oic5Pc5MLg8PQanSlv+Ohb1HRtetoV1W6sPLt5YkAYD5drKCp+pGDTlGUVzSRjh8bhJt4enVvJN6dd9fxKv2+4a20qL7ArJbbwpwczZYn5vXGcfhT57qKtt+Jv7CCnWl7XWVr/3dFt+ZseHPF7+H4LmB9OS5WWfzDvx8pwV28g+tEKvLfQ8zMcqWLlCXtXG0baddb3OeZxfXd01tYn96nyouTs6fN/n1qItXeh66XsqcFOps9+/kNs5bSyv7VtRtGeODIljGQz5Bx16daqMo8y5kVWjUqUpqjUs3s+xWeWy8lwsBDmfeCegj5+Ws5SXRG0Y1eZXlpa3z7nY+INa8Halp/l6dp5trpTkMq7QflAwefXJracqbWmjPnsDg8wo1b1avNE4+0WL7QhQEfKc59cVhF67n0U3LltLuf1ZfD/Tr6Lw3pGr3E6GKa0j27QSwyg/WujmbWp3nnHx9N/D8DfiXZRSJIj6TfNgqQx/dNke1KT0GrH85qMdo4wTwcjv3rAseGVgGkUElgM8Z+oPagC2A45b5cdPX/61BmfoD+zF+2rq3w9ez8B/E24l1Lw6gEcFy/zT2S9lJ6vEO3UqOBxgD6vLc3nRtTrO8fxX/APwHjXw4oZmpY7LUoV92tlP/KXns93rq/1X1Xxx8LPB/hm8+K8tzY29jqEUckl/AqeZdhQfLUuo3SEAkKCTjmvuZV8PTg8RdWfXv/mfyhQyvOMbioZNyycoNpQbdo93Z6RXd9T8Qf2mf2oPFHxz1k6dBM2meFrSTNrZK2fMI482UjhnI6DkKOB1JP5vmGY1MVO20Vsv8z+3uD+C8JkFDm+KvJe9L/22PZfn16JfLCKzhg+WKkHPcD+leKz9PHiJFOUbPOecDj39qkD9Tf8AgnLptvqXh74laVccwzLZlhgY+YS4P5gc1SdjQ9jlS80q/bT7iNWkhJXbuJBA6H8RV3RnaR+Sf7Qn9nWPxt1mXVrbzEmRZAi92Ycenp1pJxT95Hn4yFWdNKhKz7nhSnQZdTDzJJDZMGJVeSrY4A9RmiCi35HP/taoWi05/mVYo9IMFuzySLMZcSjHAj9QfX2p2VkmayeI55JJWtp69ia4t9HBvfstwziN8W4K8yJnqfQ4qXGOtn6E06uJ/d+0ja697XZnV6npngb+y4JNMvZPtzQxu6k7ow+wF1Pygg7s47VrOFOy5HqeDhsTmntpKvTXJdpd7X0e+1jAh0nSZYNLkk1NI5Lx2WZDn/RwGIDN7Ec0KF1H3t9/I9Wpi8RGVaKotqKTT/m02XoQNYR20N3LDfq32efygqsQZVzjzF9qwaSvqaqu5ypqVP4o39PJmzo3hqDVNZudMudTSFY4PN80EFW4U7eSMkZ/SuinTvJxcuh5uMzKdDDQrxot3la3bfXr/TIToU0Gv2un6TqCyGckQ3CtsAHOc/3e4pcr51GEvQ0+vRnhJ1sRSatvG1/+HM6bSNSj0+e9MymGC78hgGGfN5+YD096h05crl5nZDF0XWjS5fecebbp2/4Bf1CbxVcG606/u3uEt4xLIpfK7Wxg5/EVTdTWLZy4eGAhyVqUFFydlp11L9r4S1NdFh8RvPF9meJmVWYhyoYLgAjBOT69KlUpKPtOhhLNqH1p4NRfMmtenf8AQ/qB8A69Ne+GNLnZVYNDEQN5+YMitnGOOtPmR9WrlDx5Y6hrGk+JYUt4ola0cgFyv8ByMYOaNBn82N3C0NzPCMsI3ZQF9jgg9OKxArBW+aRBhWHQYP4CgCFmmCHbweoHAP0J5/KgCSNzKyscknnnOA317CgD0X4dfEfxf8K/Elt4p8J3r2d5CMSR9Y5o88pIvRh7H8K7cLi6uHqKrSdmelgsdXwdVVqErP8AB+p+ynwe+Pnw4/aP8Ot4b8RWdvFqzoPtWl3O2SOXbzvi3ffX26jv6n9Zy/NaGYw9jWiubqns/Q/Usp4noZg3gc0hGM5P3f5J9lrtJbWb13i9eVSfH/8AaH8K/AXw8mgaIkMuvPEEtbOMDy7ZMfK8ijoMfdXv1PGM3mmbUsDD2VP4+i7ev9f8H2s8z+ll0Pq2Hs6ltukV5/ovntv+I/jTxbr/AI+1258Q+I7mS7vrmRmeRySDg8AY6Y7DpX49WrTrTdSo7tn4RWrVK1R1asrye7Zz4KrE0Y+TcTnPY1zmAwfu2+YjHrnPbjg9PagCGVjmOOJdzbue3fPJFAH03+yxL9l+IOoR4WRZrIsQeSpWRB/7NTuwPdf2lbZLz4P+ILKC3fzbaSKXcB8o2yrnB+hqmOx+S4OWUsScfpU2M2tHY3tOj0WS6hTUnlig8qXzWQbj5oVjGAPQttBq4qF7N6Hm4h4lQk6CTldWW2l1f8LlrQ4vDsmpaauru32Vi/2rqAo524IyfTOKcVBOPNt1McbLGKjWeHS5tOXz77lzXLDwsNStV0S8P2SdU8wtkmI7F3dQM/NuxRPk5lyPQ5MFXx3sJvFU/fV7W66u34WMLTrK1uLuzhuLoWyTTCOSRuBGpIG8+wHNTGKbSuerXrThTqSjDmaV0u77EsdjaebGGvBsN35JweQmR+9Ht6VXKl16kSr1OV2p68t/n/KdL4p8P2OiIn9kauL2GaQh18xSQ4kkVSdpIPyqDn/ap1IpaRd/6Z4uV4+riW/rFDlklpo9rRbWq7u1vI5a/W9d7l7q7Nw0UgRiXLFySeQTnPI61MotN3dz3aPs0oezha6vtaxp6xZazaXmpwXl55skIiE7CTd5gbaVGf4scfTFXOM4ykm/U48JWw1SnRnSp2Tvy6Wta9/T/gnVahonijw7pra9a6sXF7bxwTFCyv5LxRyBCT1UAqBg9V4rWaqJc1/+GsjwsPjcDjKywk6FuWTkr2tzKUlf13evcyLfxj4ngu7C5vbprpdJaCaCKQ5T91JvQe45P5mohWd030tY9CplGClTqwpw5XU5lJrfVWf5fge2fAfxdeaj8ZvDms3gWN47uzGFGBsinjGP++TX1/DtW+MUn5fg0fB8W5TTpcNY/CU22nTqfe4S/U/oCr98P8eT82f29NJVNY8Ka6rkme2ubZl2kACJ1dSG6HO85HbGe4r6jKJaTif6U/Rex/Ng8zwLXwyhNO/8yaat0tyrXre3Q/PgDFfUH+gSikLjNANXP//X/HDXPEsGiv8AZjC0s7qGTBwuMkHPftxiv6u4k4ueUYmOGVHmbipXvbq1bbyPtMZj50Kqgo3Vr7+pz3/CcW0k7/a7Ez23lDbGWABnGCC5wcx5HKjBI7g1+P5rxpi8wozw1SEVTklot9Gnv8j4/MMXjcXQlQjJQ5nq0nflv010l56q/Q5LUdVgv7p7lbNLYPt+SM4QFQBwMdDjn35zX5k2m72PJw+GnSpqm6jla+r31d/+GJX1awS0toLXT0WaOKVJZHcv5hlOQwAC7Sg4HJ9apyjZKxKwdV1JSnVdm00krWt063vu9h1x4kv5rGDTNsSWttIskaBBwy56nq33jnJNPn91R7Ewy2jCrKvduclZu/p8lt0MuDUpoDLtVD50TRHKg4Vzkkeh9D2qVK1ztnh4VOW7ejT37fp5G5b+M9dsr6fULGVLaa4CK/looBCKFAwQRjjJ9TzWiqyTcloeZUyfC1KUaNVOSje12+rv/XkZcOpXrQCyQhvMUQgY5KFt238W559KyUnsd08PSU/avpr87Wv8kdzYQeN/Ed7e21sg8+xuGu5wQqeXM6+WTz7LjFdb9pK67O58rXnlmDpU5zfuzjyrd3inf9dz139n3w4njb4mR2PiSzg1WVru3tmS5jSRCI8gg7gQRhcE969jBQjKlWqVUm0enFQpxoww2kXr9+p/QT4C8FeGPh9dXlh4X8L6bo1vJEjypYQRW6PIRjewiRQSAMZPOK8HQ+j1OsnvWvdQs9PKjbIXYnO7G3HGKXMrFK5+Cf7W2pNqX7RXjOVnBjjuYoTgZwI4I1I/MGsgPoP9nL4q/sofBKwj1rUW1LVfFcw/eXclkCsGeqQKX4A7t1PsOK+vy/E4DDLmldz72/I/nTjHI+LM8m6FFQhh1tHn1l5y0/DZFD9of9s3xF8V5v8AhAvhJDc2Oi3REbyKpF7es/AQKuSq/wCyOSetZZhm88R+6oaR/FnVwf4dYbKI/X81alVWv92Hnru/N6I4HWP2Ivi7o3wyX4hTQrLqMf72bSkBa5jgxneSOCw6lBzj1PFcs8nxEaHtmte3U+hw3iTk1fNP7OjK0dlUfwuXbyXnsejfsw/toz/Dex/4Qn4rG4vNDt1b7LcqpkuLcj/lmVJyyHtzx9M125bnDoL2VfWPTyPmeN/DmOZz+vZUlGs/iWyl5+T/ADGftO/FD9mH436bLrvh2a+03xfaJ+7nNkVjuQORHKQ35N2+lLMsTgsSuendT9NyuCMk4oySosNilGWHb1XNrHzjp966n56W1s9xfW9tF8zTOqLxjJY4A/E18mf0If0i2Omz2GlafahkKxwqAFBB+QACvQUrikzuUivoreztSY2S5lQnghguc4/Ss+4X2PyT/wCCkd8lx8XtE0qA82ejpI2D0Ms8o/8AZK55ls/PANtYccHPPpWZJ0dp418ZaXaLZabrt/bWyjEcUN1LGiA+iqwAreOIqxXLGbS9WddPE1qceWnNpdk2jN1bW9V16aO41q+nv7hECeZcStKwUdAC5JH51E5ym7zd35nNNuUnOWre76vpr8tDMDOSW2+//wCqsyS3az3ltdJd2TtbyJysiMVZW9QRyCPahStrcfmjrR8RfiJ0l8Var6bft05BB6jl66/reIt/El97O2eMxM4uMqkmnurs49nMha4djK8hJYscsSeufX61yHCkkrI/Yb9hv7JpfwQvrp5BE91PclSDjkEqCB+FaRXUtHW+PfD40HWpbhbsT212DIjNjhv4lAHof51OrB2R+Pv7Shgn+KOsslyQ1nb2e3nlmaBHwMY6bqcjyq8mqsI8t09z5+0a1g1HUYra/uRaRTE75WyQuOeaumk2ot2IxlSdGjKpRhzNbJF/TdO0i7S5e9v/ALM8SyFARw+3G0A+pzThCLvdnNicRiKbh7KnzJ2v5X3+40PBlj4Uv2uv+EovGswmzysdGzndnAPTApU1B3czjzivj6XJ9RhzXvfy2sZfiKLRor8JoTtJbKnLHru3H19sVnJxfwnbl8sRKlfFK0r7eVl+txjLon9k2jK0hvjO/nrj5RDhduD6k7q0UI8i11LTxP1iaSXJyq3fm1v8thdbOhbbM6IZdxQm48wdHzwB7YpzjGy5BYL61ep9Ztv7tu3md3f6t8OjpCw6Xps324oVLMOA2zAIOe7Vc502rJany1HCZwsQ5V6y5L/hf07Hnuk+RBqNtPqVs1zbRSK0sa9WQHlfbNc0HFSTlqj6/Fc0qM40J8smnZ9n3NzTLnTba7uprzSGuYJRKY15BTKME59FJBP0q1KHM7rQ8vFU686cFSr8sla776q/za0LPg3XrHwtfTXOr6SNRWYIFR8LtCOGO0kHk4x0q6c+XdXM84wVXH0oww9fkavqvNNa2fncpeJrxte1G2lWwFjFIRGqqODkjnOB61lLV7WOvKsOsPB0nV52f09+CI5V8OaWsmoi4SO1hwrlAF+QewOR71Tu9LH09rHm/wC0b5Fv+zd48vor2XdLazr5cZXY29im37ucfjWjWhkfz1NIVzgbeT94kZ9+Mdq5zQiKxEKoTpzwTkA+h6fhQAkmAPLALoMYJx7k8f8A6qAJraSSN5MttDgZKtgkdgwGc96CNxNqRA7RtTPQf/roEIsivI8bKSFAOQcrx36dvSg0NIJxtIOT64ZT+X/16CWelfBq0874o6HPIMbWct2Awh9gKaRJ+l7zPNeypBeeWg2gplSCcc8n/Gq2LSPAf2oti/CrUB5o3mW0XauCDmZTz+VO2hhW+Bn5la5rlzfrFaXlusUkDl24xnPYjtVSm5bo8PBYKFHmqU5XTViDzr1knjjsxjU+UwhyACf9X7dqV99Nzbkppxk6n8PfX8zYGt6xZarZObGKG4jtkto43jwGRhtDEHqx9a0dSSktOljzvqWGqYeovaNxcnJtPZ729DbtbPxz4LtDci2FtFGS7b9p3YIBDc8gGnH2lPY82rVyzMqnJz8zeitf8DlrabWPEF/eW1pH5txqrtLIFA5K7nOPQDmsk5Tk4rdnu1IYbCUoTqO0aasvwRo6efFV39o1aw5aC3eGRhtyIY8Bhj8QM1pFzu5L+kcmI+o0+TD1esk1v8Tvb9S/4W0DxR41tEg06dTBozfulc4KmbLHAHJ+5zVQUqisuhy5nj8DltRzrR96rvbrbv8AeZniWbX9OY+HdRvTPECs2wHK7hkA8+mTWM5SXuN6HZlsMJWX1yjTs9r9baf8AqS2eqLZ2mpy3qhNVLQk7/m2oRneOu3p+VNqSip33OiNag5zoRp607Pbq77eYuq2uq6JcWCm/wDMLQh4Wjcny0fjH+zmrUpQtcWEq0MTCranbWzut2vzO81rwZaeHLBLqPW4rwtIMRowO47wCcAk981pOCT3Pn8BnNTGVXB4dx03fo2GueKZdWt4dOvbNbaWCRpGwNu7PQEY4rV1ee0bH0eVYCNCUqtOo5KSt3/EoRai8ZmYwBFuPu8dAD/DVqerPqaKV4x5tY/1qdBp+o4xzXVCZ9FTqHuXw4+JUvg26lkZDcW1wuGjDbTu7MCcjI+levhsT7N+R7uExbpPyOl0rWfBOq+IEvb+1vnaeRpJCJowSScnHyV0wnSlO7TO2lUozqJtP7z3bR9e+FGm3qXk+iX98iAjypbiLYcjGThB0r2oVMPF3cW/mfRwqYaL5uVv5mbNqPwrLs40/U4wSSALiI49vuVHNQ7P7zNzw3Z/ejqPBPxV8A/DfWxr2i2OovLsaNkkni2OpwcHC56gVtRxdKjLmimbUMbQoT54pngfxG+I154z8Q33iC/f57pyVXOQiD7qj6CvHxOJdSbmzwcXjHVm5y6ng2s6xu3fNXi1Kh85WqjfFPg2HTdLfUV1eNmCs6qjDJKgeh964q8EtUz8kjnn1nEeydBrpdnga3M0l0sXmlGmIRmz/eOOa8pts+gxPKqT929tfuNnVfD9xpdk2swakskkIwoVvmwWCkD86qK5VzXPk8PmEK9VYaVGyf3bXOYgtdQk0pLwXAFvFIdqFujgZyBWOtrrY9aVWkq7puPvNb+Qy6h1KG0ju55Mx6jlzzksVPOfxpS5krvqOnOjKo6cFrDQ7rQ4fGXjO0FtZ3IkjgUQBGwPlRQAMd8LiuiLnU0+R8xjJ5dltTnnCzb5r+bf+ZlXv/CS6Dqth4al2/aNMcNboAG5m+cZPf71NuUGodV+p30fqWKw9XGx+GorSf8Ah0+WxUmtvEMl1Poslt/pF5MZ3QL829Sc49MHPFYNVG3C2r1OiFXBqnHEqfuwXKn5PYNJ8U6hpWrS6lbQo09xF9n2kYUDCgEe/FVCrJScl6CxWWUa+HjRnJ8sXzfn/mbF7H4niv4vEupaX5otQWcsvyOPu5fH1q3z83tGtjzqMsE6TwVGtbm27rrocz9vmutKmtksVIkuvP8ANUEleD+7/wB3msua8WrdT2/YRp14zdTaPLbv5+pHLdQSvc3b2SpHdIEjA6Iy4yw9+P1ounfQ0hRlFQp+0u4u781rp/XY6e38RQS+H49Gi05N8URSS4Kgt94MCCBkHjFUqi5OS3zPFll844x4mVV2bTUem1v1uf0y+Ab7TJPBHh+2sbgSzfYoCVyRgeWual6LQ+zUe5ynxZktF+C/xIguZADJpd/gHLctA2OaTvuOx/OYJEMrIchkwe355rMsd5czzLGuCMgnI6+nPSgzNDG1dyDJXnBGOn480AU5+JNoAIz+npkZqkBpHxD4iuNGi0OfVJ5NNt3aRLZpGaCNnOSVXoCe5xzWjlJrlvoc0cPRjVddQXO9G7K7Xm9zDY4YOGwTkHPf6VidJYB+Xc2Oemc8+1AB5ccoORt55Yevce9AH6h/8E0FjfV/H1lJdSW6fZrFgqEDdhpxk5B6dsVrDW5ofY3xZ8NxvpcHiHTrhVa3ZoZXBXfjcdrEfmD+FEk07krsfhp+0+Jv+FwSuHN0/wBngbOOuC3HH0qGtTKrbkd3Y8qv/Ednd6XJph0pY7iRdokGMg7lIIGM54I/Gr5vdtY+Ww+X1addV/bXiunya/X8ChYzWEGiy2tzpZmvXkyszZwEKsMY9c4I+lTePLqtTrrqrPExqQrWglt53X4W0Kd41g+l2VvBZPFeQ7/tEhORICflwO2KUpRcUktTaiqqr1JzqJwduVdu5ueEr3wraOyeLbWSeNmyHjG4quD7jPNVTcE/eR5ma0cfUSeXzSdtmZ2vTeGJ/EKSaJFLb6W3l7lb74x98j69q0dpT93RHZgYY2GDaxLTq627eRZMXhB/EMMST3C6R5jCSUrmTZnghfp2qlTpupv7pip5isHKTjH21tF0v1VzkyI/M2rlkDY+oz1rmtbc91Xtd7np95oXw+/sW4vbTWG+2okhjhOcsw+6DlehrflpOLaep8TSxub/AFmFOpQXI2rvsuvU4vS9M0y8025urvUBayQuqrCRlpFbuBx071EYJxbbsfTYrE16daFOnS5k09eiIXs4Y9Fj1Rb1WnklaJoAT5gVQCHP+yc8fSiMVy8zZqq83iHQdP3Uk+bpfXT1Re0ZHvobnz7oxpZR7kjYnDZPIUE8fgKzXrscuMkqU4csLuT1fb1/4c/pq+FDrefDTw7NBdKWl0vT5d7lQ6mS1ib26Z4rWS2dj6KNrG/d3LSWOsWV7qH2p5LYbSSq4BDgj5cA5qfiV2U0fzi+KIvsvibVrLIHl3c6nB7K7Dr1zWZmc9H5m9QSxCdOQR+PSgB+8Hdvj69RjOfc47fWgCN3Z03qQowD36Z5HNAEouFYqH3AtxnOOMd8dc+vagDS0zVdT0G9t9U0e5lsryzbfFLEzI6sOchhz196uMpQalF2ZMoRmuWSuh2s67rviXVZda8QXcl7fXJLSSysXdmPcsepJ7mnOcpycpu7ZrOTnJzk7t6t92zBLuzHcSGTJ9FHHGPw71mQSMQpUXOB5ozkdTn60ACRo+3yj8ygbiRz0+tAEUk8qNtiIbd8pLHaB/n8aAPrH9jfTBrHxebR5CsL32m3KAsM7WUpIMDPqorWCu9QPqD4m6VqKeGfE+g6qV3iKZHUr3C8Y/LNEomq2Px60rUNO067069e388wM5mQ4AbsOuR+lKMoxalY8PFUK1anWpKVr2s+3c6C61TTJ9dg1nUdFMdph/OhiGxHO0qhXjAx8pPqfrWkOWc+eUdDyKeGrxwksPRxF56Wb1a1u7+uv9Ixobvw95elpdWcpaFpfthVh+9ViPLCehUcH1qfdXLF/M9KdLGXrOnUWtuTTZ9b97ho82gw3mmPqUMkkUdzuuxjIaAFeFGQSQM5GRmpp8ia5u+voPFQxUqdZUZJNx93ylrq/Laxo6rL4Qu9Ts3sIJLOy8xFuAMsfLBG51BJIJGfl9qpxg5prRHFho5jToVFVkpTs3H16J+W2plS23h027mCaXzPtpRQV4+x44fP97PaiSguvX8DtjUxnOlOKtyX3+329PMr3FrpirctazmTZc7IgVwXh+b5z6Hgce9Zvl1s+v4G0KtduKqRteN35S00/M6PxbpfhGyLnwxetdeU5U7zlXUn5ShwOg+9nua2rRpp/u2eTlWJzCql9ep8t106Ps99+hmahoum2r6sltqkdwlgITEVP/HxvIDbP9zJz9KmVOKcrSvb8Trw+NrTjQc6Li581/7tr2v6lSewdPPhW9SaO3gjm+8cNvCfIozyV3dPap5Wm0n0OmnXT5ZOm05Sa22tfV+Tt+J08/hW3g07T7m11JJ7zUVtdtuRyvnE9WBP3SAOcHnpV+ztFNPV2PEjmkp16sKlJqEOf3u/L5W6r8jr/A+mal4K8a6TLqJQMJi42Nn/AFbAnPp92vo8kTpYyKl5nm4zE0czwVaFG9nG2q7pr9T+jQMGUMpyCMg+oNf0Uf4stNOzPhX9u/SZLjwZ4b1lXQLZ30kJQn5z58eQQMdB5eDzwSK+gyeVqko+R/dv0YMcoZ1mGCcXedOMr9Pclaz83z6ejPy/Vc19Y59j/UKELiYOcY4rOFRvQJQ10P/Q/Dzx+CurQDr+4X/0Jq/Y/ESS/tOl/wBe1/6VI+hzmNq8fT9WcGCRX47c+esGTSASgBcmgBKAFHWgC7arJJcRJBxIzqF+pPFU1poZVZJQk5bWdz02Ww8aaPrsiJftFfatJKkzpJt3leX3twMfNWz9om9dWfEwr5bicKm6d4U0mk1tfa33H1N+xnocv/C44bO7kEslrdmR3B+8RETnJ68nr3r28PeODrJ73R7FGpCvKhOCsraLsfum9zdT6nNFY34jiURoyHaSTjJ5PrmvA+HQ+osjXsLSOXWVzci3aCIn5NrH5j759KuMdNSX5H86Xxw1JtW+L3jW+80zE6xeIr4A3rHKyZ49QKxe5ByfgnwL4p+IWv2vhfwlYvqGo3RwERchR3Zm6Ko7k1tRozqzVOmrtnl5jmWFy/DyxWMmowj1f5Lu/I/az4AfsveB/wBnrQz428a3NveeIYIjLcX02Ft7MY5WHd0x03nknpjgV+j4HLKWEj7Wq/e79EfxRxXxxj+Iq/8AZ+XxcaLdlFfFP/Fb8tl1ub3w+/bH+E3xE+Id58P9Ole1KtssruchYb1h94KOq8/d3H5h6dK3oZxh61Z0lp2fc8/NvDjN8uy6OYTtLrKK3h29fO234nz/APtcfsdRa8t38TfhXaCPUFDS3+nRDAn7tLCB0fuy9+o5zXkZrk/Nevh1r1X+R+hcAeIjpcmV5vP3doTfTtGXl2fTY/I6a3mhkaC4RklRtrBxtYY4KkdsV8Htoz+uE01dM6jwPEL7x54esnyEn1C0jxjrvmVfyGaEM/pB06DTtXvY4r25MQtbbI2EgHJUDNa3aBtM1b/7JPPY21ux85X+Ta3zEKpovbUSPxG/blvHu/j5qMGWZrW0tYsljuIwzYz6fNWctzU+PVZsZ4+Tt6fSoMxZULhCv8I+YnnPOeKAHMoCfLk5GelADEJbAbOQBx6UASqzx5IYhgev+FADS2NxJyCfTP1xQA4yRBQkRJHuMdelAH7afsmaVFa/s8aDi3EtxdNPKFCjc2+ZiOT7V1w+EpI9g8deHp9W0G6tpLYRXNoomiBAJYkHcM+4ppaGrjc/An42TaVP8XvE39q7o2W4ijUdAPLhRDn06VztRb1Pn8Z9YUv3HzOH0J/AOJH10SYBbaEyT91sc/XGauMqd/ePnccs10WFt8/Vfpc2r27+FMQlazgmlba2xcEDOU28n6N+daSlRV7JnnUaWfOyqSS7/jf9Dgru98PS31o0EDR26g+cB1J7YrB1E7aH1NGhjFSqKUry6Gzc6xoFxDDHp+mFWD7mUAsSAPX39MUpTi1aMbHBTweMhOTrVumnT8DurfxT4VSJIR4RlkdCu47Rk4kUkdOOFI/GtlKG3J/Vz5eplePcnL68l8/Jr83c5XUPGuksUW30NLcLFswcZZtuN39ahzWlke5h8lxGrliXLW/prsc/ofiWPSYlh/s1J5S+S7DLYzn5fQ+9ZRfKetjctliJOXtWlbb/ADPStD1DxtZyf2hbeFWukkwULxMVOQCDwOeCDXZTdRe8oXPjMbhcumvYzxvLbezLniDxT450y2Muo+GI7CORGTeyN0CKp6+gIP41c3Va1jY58vyrK60+WjjHNpp2uu7f9eh5Jd+ItVvr23vpIEMlvuKjbw2SWJI/GuB890z7+ll9ClSlTUnaX/DF+11rU/EviHQrbUAr5u4EXaMZBdUC4HHAAAq/aSnZM68FgKGFlL2XXf8AP8T+mPRIZ7SxsYZ7MwK9uhzIo6KqjHcV0RVj6BxbPH/2sLk2n7MHihUt2jM4iUOAAuHnA/rUz6mdmj8EHmWNSBnAGDg+vt2rlGQ712lVUKRltpPPTn2xQA6OULmR9pfpkDGM9hngigAEwDeWCWVyAMYI+g/nQA3YwbczFnxzgnn8OmPpQBJC5KliWB+vqPQ8f40AacbqDyCGOSuPu5/kR+VBmfSP7JWjW/iP4z6fpl4oaN7e5LblHynZgEDkcE8VrT3HY+3dT0ybR9TvLU2bf6LIVLBQEJHGRVtalrsfOn7UDFfhhMsSfM95aLuUAc7mIB/KiRzV0lTd9j84b/RdYur/AH3aKLi4bGMgHPA5A6Vkoyb13PFoYzD06Vqb92J37/D74g3FlYCRVMVim23G7lVdpGOMDPJVjzXZ7Ks0r9NvxPlVn2UQqVbPWb97TqlFfk0ZOueGPFhvFv8AWblGubSFCp3ZYRxgbemOmaicZuV5vY7sFmeX+zdLDQfLJv73e5PCPF/i6wQ6hqubVgQqyvkkE/NtUct0BNZ2nUV3Ixm8uy+q/Y0feXZfdd7Ij8NeBL7Up5Liw1OKzkh3rvLbDgKxPcHkDFKkpXvFl5jnlKjFQq0XJO2m/Vfkbsvw0udNW53a/DCmxtwVwN4DJlcBu+7P4VvyyV3c8uPEkK7h/srbuum2j128vxOFOknS7+2stP1TC3Q3NIrbVXHrg1yNu6t1PqFi/b0p1a1HWPS17mtP4b0BQjy6wJ2dtu8Yxx255/HpT5Y9zz4Zhi7tRoWt0Oph8DfD8wRtN4nRWO3Izwm5gD27DJrf2NK3xniSzvN+ZqODfX56epy+q6P4LtUxbao1y4h3D037M7f++uK55Rgup7WGxeZzfv0eVX/C+/3GBaR6N/Z6Sm4kbUHdNiAfKuG5yfp096acXHzPbm8R7Zx5F7NJ3fyOh1XR/EFzqBvNRiEdxO23bkA8cfd7VtFTveRz4DH4SnS9nRleK/rc6a58I+MlsLKWaAeRbjZER/tO3PTnkGuvkq8quRQzzLnWnyS96W/3L9CGS01rzI5L1lDRxqV/3QBjp7Vavf3j6HC5hh0nGnezb+86Gx1HV9VgUvOoi5xnAz64Het1KUle52+3w+HlZLU9E8AaXe6jfSXNvcxxNASoLHHY8849K7cPJ3ujqr51Sw8U6kW7nqf9k3tors+pRINrE4Yc8IxHX/a/SvS9o+448TU52Spt/wBNfocndaibKeCCG9VvtGfmBwFwe9c8qz0t1PcjmntYSlKHwkN6+niPc+pI5Lbdwxge3rmspVF3PJecV27KmyGfRvDEtuJJteiRiASuRxkgc8e5/Ks5KDWsz5avxDjlJxjh2/8AhjzLXrXwtbjbHqgmJQtweNwDcfmB+debUlBdSYZpmFTV0ba/5f8ABPPrRvD09uX1W9dZGOFQdOCOp7DGa41KnJe8Z46vjIztQpq3f+vM8/0/+z59WEd8/l2x3/NnpgHb+uKw0vaWx2YydaOHcqSvLT89S1qlpoQ1GGOwvWks5mwxYYZBnvWUuS6UdjzcPVxXsZe1p2mvxNC00LQbqDnUxGcn5WOBwuf58URjFrc4quOxcJ/wb/8ADnR3vgXQLbT1uYtejlYEjywQSo+nvW8qUUrqZ41HO8XOs4PDNefcpR6AdOh+06NrQhl2lwofYW7EjHtWVraxZ1Sx3tpcmIw91ttcztI0G81ySHV21MR3TPtVnb5gU4BzTpu9n1OzF46nhebDexvG3TbU7qD4a+LX1FtQg1aI3QdwJd/JLSMhOfcqT+NdSjUUrp6ny8+I8v8AY+xnQfLZaW8k1+ZwUngnUbbVBYtMnngCQHPGeuK4+Rt8p9RHOaM6HtVF8uxsarq3jhIU8L39wGhuwUAGCG3HJG4e9arnX7uT3ODDYbLHJ46lHWOvXT5DdM8O+N4dKn02wjD20swZtuC28Bh169M1cY1OVxjsViMxyydeNas/eS/DQg1Twr4yt9DtdPvbMLZ2skkiMAMlpFQtk9+NvHvSlGqoqLWiNcNmuWzxM61OfvyST+Tdv1M3T7HW9L067ZbfNrdoN79cBTx06c1z2mntozsr1sNiK9Nc3vRei9T+lT4XXzf8IL4d861Qn+zrU7gduSY1q1C7Psvspmh8Sbq4k+CvxBtzCoV9LvlAByMNEe/41o9DNan82EDEhm6e2PXtXKywG/zImVPM5JYA4x70Es1EkUBiDlwOFI4x9etBJlzNi48zcDnjnP5gVSARFKhlJ6846AD3oYAm7GyTAzwcHPPt9aoBP3m0MxwhPbGKAFLMjkMNoH0/l1qWB+lX/BNq5kh8a+L7Xy2nWaxtyAOoCu/09auKKWp+lurWKalp9xpclqHFy8kTR7QGG5j3x1FdL2LUOrPwO/a+0nUPCnxqNrcwNDcwWsYw4xuw7gMPYggiuV6bHLXpxnFwlsz5nn1jULyaGedVdoXyDtxkjHBx6YqW5S1Z5sMHRpxlCLsmj0vw3408T3Dmw0/Ro9QkLqdgQkg7XAXj2Yn8K6KbqdFf+mfF5jk2BglVq4hwVt7+a1/BHW6trPju7tjZ3HgoxsQGDJE+7GPXn0rolOpJWdM+ewuDyunP2kcwv6tHnF74pktB/Z2raKolUFXEq7XXOCNvTHvXC5a8skfZ0MrjUftsPiNOlno/XuYuj+IrDToTBc6ctyWlL/NjO0gjaPzpRfKrbno4vL61afNCry6W+fc9Eg8Y+BpC0tz4TkKk5IULjG9CQOP7oI/GtueG/KfITyjNFaMMavx7NfnZ/I5W71rwpLq8c8OltbWu0hkdM5yDzgEdDjvWLlDmTtoe9SweOjh3GVbml3T/AOHMDU73wxNPbSadbPAgcebGzbxs74PHWm5QunFHq4ajjoxnGtNN20e2p1OmyfC+eRhqaT26l1wygn5Nw3cA9dua0jOk37yPDrwzuKXsWno/vtp+JevLb4TtYBrG6m+1BAcEPtJ2c8nod1OXsLX1OSjUz9VbVYLlv5d/8jm7e38JmwMpuHS8G8RqPmDMPu5B+6D+P0rHlg9ep7M6mPVbl5U4aX6evqf0MfAu/N18EPBN+0AMh0HTM5VcuY7WNCc+5WuuOx9pGDauepR2CG5kW/sGizEdhljBU5zwpOT3qY2Rc9Wfz1fFGxNh8SPFNi3Kx6reIAQNoAmbAB7cVyy3ZkcIp8oHDgqTgcgEL6dPXsTUgSLKmAMnkn5dvbHp/WgCMLGy4bBDADaWzhf6UANj2pJ5RO0RDjgAc/zFADz5PzkclsHsAPQjvQA1iIx5bkAOMDA6H6+/vQAReTEo2biw698N+H9KAI51EsnlAhlIycjB/QUAOdXVd6gA9CM+34cY60AQuqyKsoGApz/+v2NAH1J+xxqosP2hfDbzYRLpbyJiDkAG2kKn8SAK3p/FoNWufpl8bvDWkXVlfeIEAaW5haOfk53bTsb05Ax+ArWUTc/neNnMb82ESlpDJ5QHTLZwK5LX0RxznGEZTlstT1nVvGPia60NvB97pcaNdqqK+xhKwYxOoXJx/wAs1x6hj7V0Oc+Xla3/AOB/kfn+EyfA08UsxpVm+XW11b7Sd/8AwJ/cc19m1yTw/Do0OjH/AFkrGcREyOJDGQucfw8YI/vYrJ35UuX+tD1/aYVYuWJlX6L3b6K3Nr8+voUdcgv7+6SYaU1gPKhiCIjAFoo1QvjHVyMn3NKo+Z35bHXgalGjTcfbc+sndtdW3b0V7eiOqj8W6LbeHJtEvvD4e/aFoFnOAVbyvL3Ebc7g/wAwrWNSKi4tanhSyrEzxkcVSxXuX5reXNe29rW0OOsptLt9FntbzT5JtQeXMcpyFSMoVIx67sH8DSSgo2e59FWhXniY1KVVKmlqu7un91roq6hLps0GnpYwPFLHBsuWY5Dzb2O5fQbSox6ipmoe7y/M3w6rRnVdWSacrx8o2Wj+d2dp4Yuvh4unJF4ptpmuUxkxA4b52JGQwxhcdqqlOm9JnzWZUs3dZywM1y+fovLvc4/Ro/D8kN42syyJIgjNusf8ZLgOCecfKSammoWfOz6LGSxalTWGSad+a/TTT11IpodNj0i1lhmdr95plliK/IkYC+WwPcsS2fTHvR7qitdTWEq7xE4SiuRJWfVvW6+WlvUntxbQ6JNeCZo9QWdAiD/nmPm3fXcBzmsk0r2ephUc5YqNO16bi7vz2t9x1ugm5a70nWLm6897udwQTllwpU5+ua93KptYqm292/yPLnKEZ1MPCFlFL0Z/R74Xu/t3hjSLzOftFnbyZ/341P8AWv6Tpu8Ez/F7NqPscwxNH+Wcl90mj5x/bK0q61L4LT3Num5NNvrW4lOQNqEtDnnr80ijj19M17GXStiEu5/Tf0csfSw3G9OlUdnVpVIR83pO33Qe/wCZ+RCqoORX2aSR/sMkkAAFCSTuWf/R/EXx+0f261XaRJ5RLNnqC3Ax7EH86/Y/Ea39p0v+va/9Kke/nEZfWU29HFfnL/gHnR61+OHgCUAFABQAUAFAGppkIuNRtLcyiASyxr5h6JlgN3fp1rRK9lc58TPkozla9k3bvpsad4L1tQuLea7MrQPKPM3khiudxB77sfjUcmrVzho+zVGM407JpaW77fcffn/BO7ThqfxQ1CW4Amjtbd5SW55+RR1+v6V7dCVsHNea/I0UF7eFlayf5n7GLClrNLLBZv5QlADbcIS2BketefZXPYSurHSWEsNouo3hgZvLtz8yDjKqx5/OiRHK0z+bjVbiz1nxne3mo3ElvaXt/LJLIieYypJKSWCZG7AOcZGfWuZb67GFSUlCTgru2i2u+1+h+m/wY/aV/ZJ+Bvh4aP4Zs9We9mC/a76WyjM87D1bzeFHZRwPrzX3GDzDL8LDlgnfq7f8E/lTiXg/i/PsR7XFSpqC+GKk7L8NX3Z8kftGftUeMvjjqB062dtJ8KwvugsY3OZCPuvOR99vQdB2rwMfmVTFSttHt/mfrvCPBGCyGnz/AB12tZv8o9l+L6ny1HNLBLFc2jtDJEwcOpwysOhB7HNeJsfqLSas9j9UfgH+3ppmi+Fx4e+Mi3VxPYqEtr63jEskyDgCVcr8w/vZ5r7fAZ4oQ5MTfTZn8s8WeFlTEYr6zkvKlL4ot2Sfdb79j5y/ab8Zfs8fEq/PjX4YfbtO1+Rv9KgktBFb3Ger5Dnaw78c14+ZVcHWftaF1LqraH6RwTl/EWW0vqWa8sqSXuyUryXltqvyPHf2fNP/ALT+NfgmPAZ01S2lweRmFhJ/7LXz5+vn9Ct7q8dnqcwe1MjPEnzqQEUN2+oxWjaS94tRb2HWsVxNq1tJbxNcmFGYgYXHbrQo3T1GfhD+1vqcmq/tBeL5JYzGYZYYtp6gpBGMcdec1LJZ82k5Y/L9454HTNSSAB27QMZ/zigBV4AQk4HpQA1lJfGfmA/SgB6AEgEn5c9OKAFIXbtLcDueooAcNqrgkDdQB+6P7O1vqFj8EPBptpVVRZQygMuc+Z85/nXfFe6iubQ+hxpt1qltdXtxcgMi/KAABwvGfxp36FOb3P5vfj/5M37QXjdmhe5tYddvUZYxyRFMyEDHTpXNpfa6PLxMnyzUZKMraXGL8Q/CdrpiQv4RRZdpTeVABYxbM5POcndXVLEQ5bez/qx+cPIcfUrtrG6b2v53/wCAc34x8f6V4kilisPD8FhzLhkGCvmMWHT0HArOrXU9FCx7OU5HXwkoyq4ly2+dl5nm1r9ptbqM+QZC+CqEdc8DFcaaTPr6vJOm/etbqeu+Em8c+EYxLZ+HDOZyyl5Y+WXj5enGM120vaQWkNz4DNP7LzB2qYu1raJ/ibF18cvG0Mt266dBbmOY+Z8hwkhkeTB98sR+FafWqib0OGnwdl01D99J3Wmu6slf+u55Bfy6z4iu5b1oAz28Klwi4CRphdxx+GT61wvmlr2P0ChHDYOmqSlpJ6Xe7etjY8H+EvFXiN/tmhRI4tXzl2VRu2s/Q9RhTVUqNSesOh5ubZrgMGvZYptcy6X7pfm0ej6t4l+Lnh3S7f7Tdxx289x5Eeza5MhUYUHngADFdrqYiMVqfHYbL+H8ZXlyQbko8zvdaXepwfiDxD481mG+XWrx2isSEmXhQPMKjGB64FYVKlaSfM9j6nA4DKsNKm8NBXnqvlf/ADZgz+H9Ys9WttKupVimuUjYFm+VY5DwSew71hKnNSUX1PWp4/D1KEsRCN1Fvpu0d/4Z8B6jZfFnwX4csZk1K5vtSsRGIQWGXnStalH2ckr3IyjM446nKqqbjZ21P65/DnwGa70ewl8TXjLcrHGGjiGFVcDcDnqT61HtLbH0/Oz8+v8AgofoVx4R+BHiHQILgvbLdWaRkqQSDPGwyfbOKbleLHzNo/n9BlwrMxVlI+XsfXB965zIdIFZzkDI5Xdzn8e1ACExj51P3AcYH6dP50GhEzMAHRSm08BuAc+o7UE6E+4rjHGOw5Gf8/hQUDksw2S7V6HA/iHbjjFBLNAHyxluh5A/z1oJPrr9iZJ5fjjbvAQHi0+5bLDOeUHT8a2pfEUnqfo38UtC1VJhqa+WFnYRylVOenDHt7V0SVtSuY+C/wBrWGfTfhokbSbll1C1/hwchJj/AErGWpjVd4NHwl4K8Kar4xnRTrEVh5R/dGUksxLqCFxjpuB61dKhKppzWPiM4zTD5dF/uHO+9vR7/celyfD7UYbeQ3fj1IyMfKHY5wsx5+f/AGMD/f8Az3+r96n9anxsM8oSkuTLr/Lzj/d8/wADwTXHuLK/e2bUftw2gGRHJBB7Z9q86cEpb3P1DAqFSkp+y5PJogs4Vkls4hfeUsrHJJ4i9z6U1BO2ppWk1GpL2d7fiez23g74UHT1ubnxXKZmzuQFR8wjdsAAH+MKM+9dnsaCXxn57UzbPHVcYYNW6aPuvPtdnN+NNG+Gen27v4Z1qe+mAkwH+YMQQEGQB2yc1FSFFfA7nsZTjM5qzSxdBRjp8t79fQ8ni8pseaTz1I7CuW9tD7iXMvhPQ/BR+HcZD+MxNKrMBtjJAVdwy3y4J47VtQ9lf96fJ5ys4emW2Xm+um2vmd8usfAW2D7NIuLjkEAlxkdxndXXfCLoz5P6pxTO160V93+R4pqM+kSXLNpsDpBsUAM2Tvx8x+hPauKc4N+6j9Mw8MQoJVpJyu9l06FOMoZoXgRgEIDH3qE1dG0k1GSm9z07wnofiLxqdq6okCws3lmUkszZ5VR1zzXXTpSn9qyPk8wxeFy+SiqDk5WukfR8P7Nvxmu4ZI3v7po+CNsUhXaHcBuvA43D/eqeekrp1gp4bFrkqU8onqrrTul5edvkeD6p8NPibp189pcabdSyRjaxCtx2wc1yOtC91K5+i4bLcVy64aUfJxJbb4cfERUgP9k3aK7YB2HA962VaC+0bvCYluUfYtv0Pprwx+zrr91psEjf2gJ5tu5RHsAZt+cE9hhefeu6OJwkY61TwpUOJnU5aOWycejafl/wfuOy1j9kr4njTxc6FpGpXTAMSZNmzhU287u7FvwAq5YvD8t4yZ2YTD8Q+19nicIo7bWv1v19PvOGg/ZP/aCmgFzeeHZbeHIG9nXaB9c1xvH00tz6yWBzHm5KdBt9tDvvDX7GXxQnZptb0a4vICPlEJwOoOSc+mamGOp399M+QzTC8RJcuGw/K/NrzNmf9k25t5Xgn8PSs+RhWnAbryPvVMszwadmn954C4f47qxUoUdO+h8ffFv4QeJPhzeSPq2mzWdttyN/OWyeh7jFZLG0qj/do9t4XNMJFQzGnyyfXpY+enmjlK+VEzbc78DNW3fYiTkr80vQx4m3TAbC3J4HX2pPY1qfDuSsYAoSSNhJn5vpUXSMFzN3T0Nzw/J4ZS6xr0Ujx7j909scfrW0HT+0ebj441w/2RpPz9f8j2Ep8BphNhrmIhDtGWGWA4/M12cuE11Z+eJ8Uxa0i9fI8g8RR6BFqj/2DPI9k24pu+8ozwp/CvOlyqXuPQ/Qsvni5UF9bilPS/n5mHbGP7TEjymOJmAYjsO5oVnuepNPkk0rs940nwd4EvLGN38YSQTscEbsAfvWUHk/3QG/Gu2NKk1fn1Py3E5tmdOo0sCmv+An+ehm+JfBui6RZLqGi+KBeXBiRymecNGrMMg9iSMe1ZzoxS5lPU7sBm2Ir1PY4jCcsb2vbzdv8zyGaa5SK1nNyWIBKDPKYJ/KuS1knc+9hCDlOHJ6+Z3/AIIt/EuvXHk2GtDT90mCZHx823OcfjiuihSlLaVj5XOp4LCxvVw/Pp0Xmem3PgH4g3kLwf8ACRwXEOzcQX4/1cLdPo6j8K7Pq9V6c/8AWh8ZTzrKaclU+qtO/bzl+qf3nkOuDxD4fuT4fv7lXhAcfu2ykgz1yOoyK5JxnB8kj7/BfVMXFYulD3tN91/SP6Pfh1aWkPwy8IX63jSO+n2bFSRjBgXjj0rSKPuFsafj/ZP8IfGjJclC9hdjYCP+eX9aUoicV0P5upWfIEZC7uvt3GfrXGZdCQLgKxO7J5HT8fpVMkuq2wZk49PxqQK8rAuRjblcE46/StFsBUmYlUK8N9eCKABHm3fPH0wRkg/oKi4Dl3KeVJQH0PP49sUgH/Nu8w88kgDqPrQUj9GP+Cb8c3/Cz/EUFo4Uvpqk/LnOJMf1raD11HF2P1el0m9iifVUuB5vnM2Cvy/f711cxXOz8Rv+CiVhc3Xxs0e/mKKb7T40DqCASjsMnn3rnnHWxy1anLBztsfDGtaBc6JcLbC6SdXxyh6MT0PvU1Kbg7XPHweOhioOpyNW7mzFD4x8H6pfpZzvb3OnhZJ9rBsYHyk+uAa0Sq05NJ7HnTll2Y0KTqRTjO6j+p3+jeOfi7fapa6dZ3Kvc3cHmxLIigNHjg5+ldMK2JclFPc+SxmTcPUqE61SL5Yys7N6O+xj+JfC3xH1e2HiHV4o5khDEyI6FiFVSc884UisJ0q7XtJHpZdmmTYef1TDyabto0+7/W55SlrfywPfRxExW7KGfHCseQDXJFO17H3cqtJSVJy1ley8j17Q/jL4o0iyOnR6fbzrGGYjYQQGMRJOO37pfzNd0cTOK5Uv60PgMZwlgq9T2rqyV9N/8X/yTN3UPH3i7xZo8VmPCUcttcLw8cZYuAz4KnbkYJPTrirdapKNuTRnmUcky/A4h1PrrUo9G9tt9f6ueH6lBfaeFsL2ye1nyzfOpVtrcAYPYEGvO2Vmj9NoTpVb1aVRSjto7o0vC+t6doGo+fq+lR6jGHjbZIemw5Ix0O4cHNa05Rg7uNzizLCVsVStQrOD128/8j1ZPiJ8NLh0+0+DkBCkHYqE/wCrlXpx/Eyn/gNdixFJvWn/AFqfBvh/OYJ8mOe/VvvF/o18zzPxRqvh3U9RjvPD+mnTELHdEPuAADGOTz1zXPOVOUuaCsfZ5bhsXRouni6vO+/U/oS/ZasbzW/2efBl8s4UQ6TFGoCZ/wBXvQZ/75xVqVkfVxk7JHtNzd61cXMa7oQIl5IVs5z05NaJXK57s/AP48201t8Z/GAcGV/7SmOAoUfOd56n39q4p/EyWeS/vCFycHdyQO3fmsySciIuVkYMVx94jnHQYwKAIfIJJkKjaMAZHGe2CO345oAIo/MJZcqOgwOnrigCIDc+yZQcgfMVwP07UATEbTs2hAeARz7DrmgCuVVMksdrHYB6+5wTQBMYysSptGDzjd0x+dAEBT5ijKcLyAPfrkHrmgCZYmjDhSGJHQfLkD9KAPZP2c7ubT/jh4QbcPMa+WMg/dJkUoPmA464q4uzRXU/djxPoR1fSr/SbmNNtzAVBU56g7SenINdrd0Q2fzIeJre60bxvq1nwlxYajOgHUB45iO/bIrh1WpnUjGcJKWzTuLJrmvXU1tdyXBmktJf3LNhiHGOPpwAB6Ue9KzbPFWCwkIzpqNlJa+mp6j4I1P4qasvleHI4bhLdn5lWMAFXhDDLdwRH+FdlKNa37vX+l/wD4fOcLkNB82Mbi3bZvqp22/7eNjXbH4yTwG+1PSomisg25ovLHyRqWP3Dk/Kp5HNXUjiGryjt6HnYGrw5CXsqNZ3l3vu2l1XdnkGr+KtV1N4vtlvGptJt6kJtI2knYT1IGe/PrXA25fF0P0PCZZQoKXspv3lbf8AE7XQ/HWu3yXFta+H49S8wyuQisWX91Jn7vOFVy3/AAGt4yk01y3/AKZ8zjcjwtJxnPEuFrLVr+aPfu0l8zpdYPjfxpI2kad4Buo7ppGBWC3ldyWklbGNvY5H/AT6U6zbTXJZ/wDDnNlOXYahNOnjlU0VtV2iu/8AVz6m0b/gnx+0/wDE7wrca/a+Bo9FYKrwC7kSC5m45ymAPZcBeKxnU5to2PrcDltbDzTdVuPbp5W6+t29T578cfDbxR8H9Vk074s/Du+0wK0QDvFhSFZN+HxtIYKR171ca0XL34njYnKsy5V7DE2eu97ap2+6/wCB5hq3iH4eT6eILHRpLa6VFBchQCdkQPH+8rkHvuqpVKTStHX/AIb/AIJjhcvziFbmq4hSjd6a95fo0vkcvqV74duNLjhsLYxXQ8ozOPlQjncuOec4OentWL5Xqke7hqGMhXcqs7x1suvk/wBLfiT2C6bY6hYtaXBkb7REWQ84UnBOa9DA2hiqcl3Q1KvU5vaRsrPU/ok+EF8dQ+FvhS6Y5J022Un3jjCH+Vf0thnejB+R/j5xxQVDiTMKa/5+zf3yb/U5T9pXTJtV+CHiqC2hM0sdukwAXcQIZUkdh6YRWJPYZ7V7GClbERufd+DGMhheOssqVJ8qc3He13KEopfOTSS6u3U/FJV3HDcV95c/3GjG71GdCRRYjZ2P/9L8SfiG/wDpVom3ojHd65I4/DH61+xeIr/4UqS/uL/0qR9Bna/2xO/2V+cjzWvx9nz4uDUgJQAuDQAlABQBZhDtNGsX3ywAx654qkTOyi29jtJ9D0fTNUs7bUr8NE15NDdCLloo4ZAm7/gQyR9K3cYRa5n11PnKeNxNahUnQp68kXG+zcle3y0ufpJ/wT2061g8aeO5vD0ontLVIYopG+bcsmTnPH92vRjyKlKEdr/od2XzrzhTqYmPLPl1XZ3P1isH1jUIY9NYxoPM5YAk4ByDiuV6antqWliDxN/aPh7wR4qufNXba2kzlip7RZ/Spk0PnufzTjO7LHDAc/41wmQIA4+Y/dPJ7ZoAFV1BIHTv0z9aAJFB2/Jgk9cmgBFbMYDAjvnHOfehgKQC4UsTg8joKAPXv2ftXGifFfTPEKD/AJA32i4wfullgcIMf7xFeZj8YsLh5V7Xa2PbynAPHYuGHvZPf0Po/wAdftLax4i1g6fqOsSQvcMAqxHZFuX7q5HcV+TYmWcYyn9ZndQ7LQ/dMGshwNX6nCzqd3rr6nuHwD/al1PQfFdv4Z8f3zTafeIYYLmTkwscY3HuDivrchzafL7Ku7+Z8dxJkdO7rYaNn1R8D/HnVxrHxi8Y38T+asmpTDeOhCNs/pX6C3rofkTTTseRb/lGc7vT3qRDw2MqvFADlJzgj5c4J+lACDYpG0gKvTj+dACbsAAg/NmgBRgdM5PY80AR4D/K3+T7UrAf0I/C7S7LRvhL4KtniCt/Z9ouRknIhGePwrri7LUGup6xLbWUWgpK0bbpCu5huHGQOafNqT0P5ufE/wARr/RPid4zvNMtortdR1rUbgeYMkFpn5B+nNEK8qekT4/OMko5hNTrTcbaaepxba14s8b2ENhBYRzCxuPtBkC4JLeXEFY9MDCj8aalUqRStt/wEciweX5ZUlVnVa548tv/AAKV/Xc5O+vNWWTVkuLeOPznQT7VGEZegX0zWLk7yv1PeoUcO1QcJt2T5fO/ck1O91+bU7ea7jEF1Z26CMBQuIo8lT9aKnO5K62M8NRwioSjTd4yk7+r3Oib4h+P7ltNYXp3RFvIAA+YnGSw79B1rV4it7rvseQsgymCqr2e+/l6div4l0XxJpGlz3Wp3sbR6hcJJLGpyWlIZgx47ZP50VITjFuT3N8txuCxNeMKFN3hFpN9rpW/L7jntNTWo7PVbmyufLijhVLjDYLxlx8vvzisIc9pOPzPXxDw3tKMKsLtu8fJ2ev3XKOm6rrOlu39mXsltlTnYxXgggjj2JFTFuKumdWIw2GrJe3pqXqjtPDWhy+I7RG1bWza20UoaNGfJDs4VmAJGCBzmt6UFP4pWR81mONjg6jWHw/NJrV26JXS2/A427gA+2Ml55qrNsAJ5l5+8azklrqfQ0qn8NOnbS/p5EuqWENtqE9sNQF35SApKhLBzj7oPtSqRSk1zXFha86lKM/Zct3qn08z9f8A/glp+znaX3xEtfi/47hLCwQvpUEo/wCWnTzSD6c7fzr5CGe0JZmsthq7Nt+a6fcfSLBtUPbWtqfqh4z+N3xB/wCGsdd+FWk3E8GiaR4SfUFhhg3+bdSeYRJvPQrtUKO5NfVNpK7OI+If29vEmo6n+y14TTxHO/8Abmq2ukS3okDCRpjCkkhcDo2evvVqpFxaTvYqzPxBiIb5zkd9oB4I9P61JI52CA7Ruz/eGTz2oNBjKQnOG/hIxg465GelACgxZCp8zDGRnt+dACeWI4ZCp5Z8Lx0z6UAO8tItysDITjD+p79v/r0CsSgh/m27sdzmgg+2f2BtPTUPjfPujLCHSrhuCV582EdR7ZrWG4H663OjaN4hFzoMpBSYyIVLElWABBz14IzXQ3oLY/JX9s63XTPC1tot0XjddZgSQNkkKkM4JAPpmsW9jOo3yNx3PiW18L/DULYG58QSK1zJh8bdsS70GWwMr8pY/hWzhQ097c/Pp5nnLdTkwq91ab6uz2111svmeeXVpo8cN9Jb3u94ZgkCYP7yPPL59hXM4ws7M+upVcQ5U1KnZNXb7PsXI7Hwus1+s187Rx25a3YJ/rJ8cIR2HvVcsNbs55Vsc40nGmruVpa7R7+pv+Bp/hxC5HjSCaXJBBQttAA5GFIzn61VD2V/3p5WdQziVnlskvW1/wAUQ6/ffD650mFdBspbW+FwN4Yll8kDnknqTVTlScFyqzNMDQzaGIl9aqKUOXTp73pY5DUZdL+3XJ02OQWxY+SJPvBe27FYSau+XY+goQr+zh7Zrm622+Rd1C80Uz2c2nWbJHFDGJlkOd8oA3sPYmibhdciOfD0cVyVI1p3bbs10XRetj0+b4meEmex8jwrAqxOWmXC/MC5YBTjjjjnNdssRTumoI+Ijw3mCVTnxsrtab9rXevzPPtSd2t726l0hrdL2582KRgyiNCdwjXgA5BrmezfLuz63DRXPTpxrqTjGzWmr2u/mINch36o8ekRhLqERqpyRbnGN49/rRzK8vd3D6jK1FSru8Xf/F5ehBba/eR6N/wjzQpHb3MscrPt+cleMg/SiNSSjydGaVMBTliPrnM3KKat01PXNE8K+AbDUdHu4fEUksk10v7tcDGChG4DoCSR+FaVoUVDSR81hc1zWpieSeFSStrr3e3f/gn6xaXHJq/xjsvCEmpT2+k6kLeMiNyMxsgxivyWjTdTHSpzlof6dZrjJYbhDD4/CwSmox6eRhftl/B7TfhP8RtK0/w9c3A0+/iTzGeQlt2cZz9K9CrQVLEqknofFZfnOJzLJKmYTS9pHR6fcdHf/CKzt/ANrcaKlxqEojE7MZD8gxkmvazCioYZuK1PzvgzNqmJz2nTxU0k32Mz4aQ2mq2DPdaHfao8LYeVLkxoAO1fH4C0ldx19T+kuLcQ6Nd0qWJcbrRKNz6++M3xM0fwx+z3peh+GA2n32oy+U0Zl8yVFHqwNfR5ljVTwyp0t3ofkvA+R1sRnVTF427p01fVHyLrHxk8S3/w8sfhpczSLexThhNuOWUjjmvjZ47ESprD9Uf0ZheG8uo4+pnl17NrY+of2avindR+HvEPw88XXhtrmG2ZoZn5ccds819LlmNvSlRquzPxLjrI4rMMPmeCjzU5NadD5ztdLuJrjWtVZptatoXY/a0uCjxc9dpPNeA9m2+ZH6fLELmo0Ir2cmtraPQ5z4v6p4Q8Sfs3+JJUuG1rUtMj3D7Qvzxbjt4PtnNfUZXVjKUXE/m7xHyqpClUhiLKSaaa9V+ex+NvhrxtdeGbW5tY7KOZLtCrM689CAQfbNfoFKu6aaS3P5DzHJoY2pCcqjTi+hzGiau2j6zb6ssSzGF9+xuhz2rOFTlkpWPYxuE+s4aWHcrXVrm9qfiltZ8Q2+u3mnxkJLGzRIMLIqH7hx6jinKq5TU5I8rC5WsNg54WnVez1e6v1+RjX99a3LXxSy8lppN0eOkQz938uKhtO+h6OHozgqd6l7Kz8/M6G11rSdOvry8n0bNvcweXFHIMhHx94E+ta80U2+Xc8ipg8RWpU6ccR70ZXbXVdifWfFXh7UtKW1ttHit7og7nQYxls8H6cUTqQcLKOpng8qxlHEc867lHs/T+mcb5mnf2aqhW+1+Ydx/h8vt+NYe7y+Z9Fy1vbPX3LfiPt/7Ma0uzclxcDaYAB8pyfmz+HShWs7hU9uqkOS3L9r9LHq+mwfB+RrSG+kuB5lqjSyAkBZ9g3Lj/AHs4ruUcPdJvp+J8DiZ8RJTlSUdJOy/u30f3HB39r4Xm8RxW+mXLxaXI6qZJBkoMDcfzrkcYOpZPQ+qoVsfDBOdeCdVJ6Lr2Rny2djALya1vgTBP5cYGQZEzgOPQY5ocVrqdca1Wfs4zp7xu/J9jqtG0q0uNVvbOXXzBb29sJVlVyBIxVfkHPUdPwq4048zXMeFi8VUhQp1YYa8pSta22+v9dzY1zwfoNloket23iAX0pRykJ5YkSMuOuRkDP41u6dNQ5lO5wYHNsVUxX1aeF5FdXfTZP/gfI/oa+CcMDfDvwY4tjL/xKbGTAGT81uuT+dJ6xR+hpnceOrayvPh542eKDy1SznXDLjnyf/r1LKiz+ZxIQqZnJYuueOnsDXGPoOTKhQBgd/xoKJtyt83Lfj0rQzIm8vLM7YXpjvSuBGihfvHlz0x2AouA4GRm3qn3ed2MGmA8nL4A3M/OQPzzWYCFePKJJP8AdB7/AIUAfoD/AME5dYs9N+NepwXJMYudMkUdcfK6HGa0gzQ/YSGLTrqLUpVDSBZJHViWwO+RW9zK5+HX/BRu6t3+JOh20T7nisufbJqKjuL1Pz1MamCSVpSZFYbV55z1OawsrHPzWmo8uhvahp4t724iTVFnAgEhkDEiTIzs9yOmDWsopSfvHm4fEc1OMnRtra1tvM6zTfDszaRba9pmu+TfpECse/ayDdtKBt2RgHpitFD3VOMtT5/E4+KxE8JXw14N6u176XvaxxB17xAuntp32+b7JuOYt525PBOKwUpctk9D6b6jhHWVb2S5u9jT0PTvEuqWF/YaS5e2LRtPFuA3NnCk59CetHNKNOTv7vUc4UJ4yhDkvVldR0+9H0zH+yv8YbfwcfHWnaFqdtp1xbHzppIN8bREZyAFDhT/AHiuPeuCGLteSi1HvY+rxHDiko05ThKpF35FJXv66Rv5XPGLrxF8QfBl7p2gRXIVdOytsoCsjKxL4JH3xljivYjWqLlUXotj8wrZRlmJlXqV6bUm/fTummtNumxxeueJPEPiG6XVNWYSvC4VflACkHO3HpmuepOc5czPYwWXYPCU3QoKya7/ACuSarqmtTahqkt9Yxxz3caiZRHjywAMMo7ZArWcneTa1ZGFwuGjSoqlUbjFu2u/k+5u6Zd+IdHn0/xYuiRy21pbbAcfJIj7lDtg5zzj8K0jKomp8ux5eJpYPERq4D6w1KUr+aas7LyNb/ha2oXOhtpNxpVuTK0gE+0ZAdFQgDpkbevXmmsVU5eWyOH/AFWowxKrwrS0tpfs2/12P3Q/YluNN1T9nnwUru8mLKeF1DMAGivblRnHtislpGx+iLa59BpFpsmqrZ7vMfdIFQOR93A7c1rzaDSbPwg/ah09LH4+eMbWNMeXdRnH3j88KMeTnI5rkluWzwYwvAiuVLbfUYH0B68e3+NQSKm0Nhjnfg4HTHbIzxQBLKFY7FC9iP7oI7Yzn9aAKwgUrIsSg7gdwJ/l14/GgB44AiOVZRyB0H19aAFZRGfOi4J4OMjOPZutAEMVuACZSHVuTk8j+ZOKAK7j78UbndgdCehPU8Z49KALH+kW6NOHfaw8tkP3CPUA9TTsir2IIg8m+ZS24k8Dg4HOeR0pEnpfwgvv7K+K3g+/HzxjVrIs2cBQ0yg/Uc1SA/owtbGDXNRkLXgtgIA+xWXDcj1Bx1ra8hOzP5mvjvo6WHx88Z6bK3lRvrVyS3HyrNMW3enRs1DSvZmNWcoU5SirtJ6fI5XXvCunWXiG10PR9Xjvort44zKSFSOR22ncQSNq8Et71c6UVNQhK58zgs0rVcHPFYig4OKbtu2kr6dbvXQr2Fvr2j3AOjaj5D/bfsQMU2z95kYb02kgfN04pwVSL92XW25rXqYXEQ/2mldcnPqr6dvXfTzO/wBIT4ja9pt1MfEvlQW16bZlmlJBmVGYFeDnIyB6k1uvbSi3z9bbnyuLlk2GrwX1S8pQ5rpdG0tfwucT4x8Ga34U1pdJv7iO6uZ5H5iYkeYZGiO4EAgsVJHtiuetRnTnyN3Z9NlGb4XHYZ4ijBxjFLftyqWnomfT/wCxd8EPHHxZ+Odt8ObWSSx0+2lkOrMgB8qNUaKQezFWZR9aFKdKTV7P+kbVsHgM1pwqzjzJpNPbS6kvxSZ/V18Ofgn8OvhfaCDwxpMSXByXuZFDzOxLMSWI7lmPHrUzqzl8TOzBZTg8FFRw1NK3+SX6I9YAwOKxPaON8b+DPD3jbRZdI8RWEN9bv/DKgfB7EZHBFVGTi7owr0YVqcqVRXT0Z/Nv+2X8J/FX7OnjIzaN4Yi1nwzfhRaTiMsYiptwscnyn/niB77iK9GGLlfWN/6X+X4n5djeEsPCXOsTKEW31787dtf734H5e6l5v9rDUtU0qSwtLhoWeMoyK2SGYqcD7wyQB61yy35pRsj7PDcv1f2FCspyXNZ3Ttulf02MkvYw6oJNOLeSpRxuGCCCCR+Bp0mo1U490ehH2rpJVt9T+hr9m2/W/wDgr4afOTFFNEfby5nUfoBX9M4J3oRP8jPFTDujxbjV3cX98Is7v4nWxvPhv4qtVBLS6VeqACQSTA+Bx79u/evUpP8AeR9UfN8D1/YcT5ZWe0a9J/8AlSP9eR+DWzPJOK+9gra3P+gtpTVxQgHvWzYo00mf/9P8WfG9vqOpT2ttZ2sk6W6PIfLQsRvwDuIzgYQY/Gv2HxEu8ypW25F/6VI9TP6lGjjVOrNRcoxWrS2ctvvPNrixurWUw3EDxyDb8rKQfm6cHnntX5BJNM8aFWnOPNCSa7j4dPvriWG2igd5Lh/LjUA/O5OMD3yQKOV6Ezr0oxlOUlaKu/JG5qXgjxTpEPn6lp0kCbkUFsctJ9wDB71TpTW6PKw+dYDES5KNVN6v7t/uMhNJ1GUMY7djsWRzx0WL/WH/AID39Kz5X2PRljKMbXlvZfOW339Ds9G+GPivX9Mh1axjiFvcOI03yBWJYlRxyeq1vGhUaUktz5zG8S4DCV5Yeq3zRV3ZfP8AU4mXTLmJ2V8KU8zPP/PM4b9axaaPo44mEkmutvx2O18OeANV1bxKdAuJY7SWFY5XLk8q4RgBjnJVga3jQk5cmzPncxz+hh8F9bjFyTulbyutfK6MzxFFokOpXSWcrzOJrpWIGFyshERB75Xk1MowTsn3OzL5Yp0Ye0ikrQ9dve9LM/Uj/gmLo8c2i+PNVmVjH51rGCGK/dRyen+8K2i7RXr/AJHvRWr+X6n6neHYdPu2MpkLokYcbWOQe3SnJ6DWjPOfjp4js9A/Z88e3kdzm4ns7uJAzHO51KKKiTLWx/O0zFtq/eB65/XFc7ETJtlGCDkk8VICMQnHoeRQAihMb14HSgB+WUKMEgjOaAEYYkG44XHagD174feDbnWtLvdW07UUsrxpYbNQzBWdbj5Wx9PWvKxrpSiqdTXVaHvZaq8JOrT00evyPpX4rfs/+DPAHwZ8MX+tpEfFksu6Ty5NzY3E4J74GOa5M3rqlhlGnoz0cgwv1jFuVVXS1+Z8y3lw0s0brxsII/CvzWhHkP2fEP2mhw+vSiXXb+5Y7vMuJCxHu1fsGGlzUYPyR/PGOjy4mpHzZjYCk8cjoenFdRwB8+MHHB60API43Hk9P/r0AIFwpOM/T60AOkIGDkbiMZ68elACKZBznjpn2oAUjcGVx06YoA/pN8D6bf6Lp/hyzkgjdYLRQQHz0iwB7VtoTqdHrGquEVCFVJJUVvmyFXcCTj2FLmXQNT+XNtD1LXrjVfFNhPGq+bdynLDdtyzMce46Uowk1zI+XxuZUKWIWGqxb5nH01empg6Pe+I7GK0g0u68mO9kwg45ZWByc9gwBrRSnZJdTbGUcFVlOdeF3Fa/d/kylNYapNYX1/NOGQXIilG4ZaTPXHce9S46OTXU6IVqEalOlGOvLdeSNS40a7l8Qyafq2pKrRogln3bgEIBwCOuAelEoPn5ZM46eMprBqth6W7do2trcfrHhy30zU7GxtNVSdZYhKJc4WPPbvitJ0kpKKkZ4TMZ1qFSrUotWdrdzm0aW8eCC7vGCSSAEuSVUZxuOawWtk2e01GkpSp09UunXyNKXS9Khh1QxakrvaSiOFRn/SFyQWHtxmtZRj71nt+JxQxFeUqPNSspK7/uvt6mxZ2Hgs6PO93eSHUUiZkUcIzkDao4JyDnNKEadnzPU86tXzN4mKp017O+ve3VnO29vpBax+1TsFkDfaML9zBOAPqMVCjC6u/U9ipUxH7z2cdVbl8x8cehCxjMzSG6NyQ4A+UW+Bgg/wB7rxRaDS73/AUpYp1XypcvLp/i1/DY+kfgh8JYfG/jNH0uya4sfM8yMzj5EhU9ZB0JPYV8rj6lXEVZYXCv1fY/oHhPKcFlmVRzriKPNNr3IrZv/hz9xPCE114UFvLogFo1sqqojGFAUYwAO1fy3jPrWV5jJKbVSL39evzPDUqeJp81tJH0dp/xusTMupatYwx6o0Qglu1jAleJTkIWxnaCc4qM44nznH4ZYb2ll3WjZhTy3DRlzNHx5+2V8VPAXxT/AGfPF+n2dljVtGuYdhljKtujlUFkb0Kdx2rv4MjmuHzmgq9ZunNN2vfp18zix2Ho+wlKHQ/BBm3FVY7Tjp1Jr+vj4caxTaDjhuMg9MUGgkisJY2U5C8ttOcKe+KDMcBGC867s4A446H0P9KDQTDt8xIKcZBIHGeuep/AUATuFSQbHMjDg84Pt144oAmXdjdKMke/BqmZn3v/AME9rK5vPivrUttEGMGksGy6x4DTRngnr0qlYNT9j9HvpoNIHm2oikMr5cSD16Z6H61V0idT8of+CltiG0TQdZjXYbjUhE+WVtzJAxDZXjkHFS5Cn8LPyLjOmn7J5yvjfmbb/dz/AA/hSi4Nq/zOOXtrT5bbaevmdZruq+D7rR0tNH09oLlTFmUqASFXDnOT941rOcGrRR4GBwuYwxLqYmreOul+70+5GAl1owe9zZOyyxYgGceW/wDePqKhWV+ZHrOlibU/3i0fvea7DLGGWaSCSLT3uY4R+82KTuPXkgdqiKv0HWlGPNGVVRb2u9jW8N+JYNASZn05LqSbK727A+nBrSlNQ6XPPzHLZ4txSquKXQytVvLnV9Qv9VW38sXErOwA+VN5yBmpmnOTkehhaMMPRpYfnvyq3rbqXNRW/wBa1GG3jsBbz+TFGIo1I3BUAD4PdupPvRO7kkkYYd0sPQlOVXmjdu7e2u3y2HXOia74f1CyivbMLO2XjjbDbtpKnIB9Qacqc01dEwxuFxlGp7Op7uze1uv6mtrPiTxN4isYILmJfs/nqiFEx+8jVUC/gAK0c6s42ZwYPLsFg6spQk+azbu+jbd/zKjx+J4Itc8yPao8uK+yB8vXaPboelT+9XPp6m0ZYGbw/K+7h592VLvQdSi0i31y5kj8reIUj3ZkAxuBx2HPFLkkoc7Omjj6MsRLCwi72u3bTt95R0+5srG6tL1gTLDch2A6eWpB49+tYPlkj1ISqKpf7KS+8/TPw1+198EtP8TaN4u1XStTub7TUgTy0ZURjGNucntwK8Khlip1XVvdn7NjuPsRisvhlns7QSSevZeh+tfxEsPgn+1F4c8JeLNXu7jTb3V7YNbQr8zKB03fjWs6MKlVVGtUZ5NjM1o4CrRwy/dTWp7D8HfgrEmm6romtxsbS3gNlGx6tuH3h7Yr0p01Ug4y6n5/QxdXCYtV4u0ou584+Mv2GNV0u4u7jw14jureylLP5KMQBn6V848npR1R/SWW+I9XEcscRbmXWyPiv4lfBHWvDEDWF7q9xIkbZHmMW79s15tTCU7ryP6HyTFwxlJqnL4tzmPhTodvqvxM0G015pLy1MyRlAeeDxzU4ehTddTa1PQ4sy2cckqwoVXFJbH7MXH7IXw+1LxHa+NbOee0nEagxKcIwx0YV9UsBRUnNLU/gCvxbmvsPqTq+7F6HmHjL9lf4TnVZ4J9Wn0e5uskwxS4WX/gOa86pl2HTu0fYZfxpnvs4xUuZLq1sfl9+1T4l8E/DLwn4i+F3w5haW6niIv5ZhlhHnGQfqa1wuEUZ81JaI+J4o4v9tH6pjJXqTaWvlr+h+TVn4X1jU9Ik1NHjFvaoxClvnK7SxwPw619RGlOceboj8dq5phqGIVBp80muml72/U5GwtJL29gtIjh5pFRc9MscDNYpNtRR9DXqqnSlUlsk39x1Wp6LrXhm4s45WR2R0liKEMu8nIB9/atZwqU2rngYbGYbGwqON1dNO+mhmX41eV9RkvIsN5ga4woG1if05pPmbd/md1D6vFUo03093zRfvNd1K6s/wCz7q3Ur5YYHbyFC4DflzRKcno0ctLA0KdX20Jvf9djDXS9QezW+S3ZoQCd4GRgHFRyu17HpyxNJVHSc/e7Cxs8titnFa75GlyHAJY54201rGyQ+X97zuXTb9T6b+GfwhvGgF/q9kk0lxtYxyNtSNQc4J6knuK/V8k4QqYil7fEqyeyPy3iDiOhCXsKUm3Hqj0m4+BXgC+v5ZUspYvOPKrKwRCeuMivsZeH+Bbv7SS+4+Vp8aYynTScU7Bcfsx+Dl8tBLdRyo24qWUh1z0yen1rznwDhXrCu7ehuuPMQ7/u1r57HnfiX9mqS3huJfDeox3Em/KQXH7t1Xupb7p9q+Zx3AuYUryw7U4/cz6bA8bUKrjGveOmr6N9/I868c+C9N0CxMb6Xc2V2igh9jNG2I1B5GRjfk5r4bF4Crhrxr03F+aPcynG42tV5nUjODvs13f6WPIyLZUhaBiXKEv7Nn/CvEuk9D7K83KSktL6H9QP7PlhqC/B/wACatO6CGXQ7EKRkt/qExXRzXVjvNj4gz6haeBPGMETRyJLaTNkg55iAIpOWg0j+atkxErb88Ahc5OPQ+uK5yxdm44jUHHI7EZ6596BXJlzzv4x1AFWyCtcY3LJsPy9gP50wIUYSHdgZHI68/4UAXIv3hKKuMn69qAFkj+ZVI2hQR171mK5AVYFl+6W5/H1oL0Ptj9geVl+PsMS5Am0+5UnrzujqkK5+2NhqMsE93ahflhmwDvA3ZAPI61pzIlpn47f8FRfDUo8ZeGPGawCGK5tmtmAOfmQgg/lUMT2Pzj1y+8LXdhGmk2TW9wi/wCszxITjIIzxjmtqrpte6rHy+CoY+nVbxFRSi+nYrhPCTXa/POlubRix25YXW04A/2c45qEqXNu7W/E35swVN6Rcubv9i/52uZcVtpLLYh52VpGYXHy/wCrX+EilywdtfU7J1MQnUtHb4fPuWtMtPDslrcyancyRypJiMJ1ZSDg4I9cZoShyu5hiKmLU4KjBNNa+TPdf2YNE0PWfizaaRf3ADTZFoWx5ck6jdHG+TjDkbTnjmuCun7sUrpvX0Pp8vqTi3VUfeUX8ulz7dOi/tyQfs8a8ceIU1m18RwvAgLm8e1wwby1HzGEPtyANuD6ZrqOY+Rv2ofAr+FviNpNjdTfY9Tv44HuocYFrLNjK4BwNvpxiuWgpc8oWsk9C80q/uvbzhd8rb/vWX5s+d/E/hcaCreRqcd+gfEnlkgq+eMjnOfUV6NWnybO58nluZ/W2uai4O2l+xJe6P4pl1K+S4uRPcx2vnzNvDboQvr34q5QnKT5tXa5NHGYCFGm4QtFy5UrbSv/AJj7XV/GUFlYaXbTf6PdJtgQqpyinOCcZ4JpxlNWS67EVcJl06tWvOPvRfvPXcg0Xwrrut6ZJNZ+Wba1lbdvYIwbaWPJ9hWChOS02NcZmeFwtdRqX5pLorq17H7p/wDBP7V3i/Z58PWqAnZLqCFg6qVIunfBz1+92oUtNT6dXsrH2trFzPdR6eILQFmlIL+YASCPXpVaBqfhB+2hp8th+0D4kjuIhE8yWrkBhJu/cIB09cVEtyrnzA8sY2Ebiuc8L/D/AJ7ioASYGICR1EYB55IP1P8A+qgBUkDO758sL1J6Nx2xySR68e9AEMPnR3Uhdw0eAABkYHX3z+VABIARkZGCM+mD60ARqHKsRHvccNjgAZ6gkmgALvncDtDc46j8MUANuYzDhpCSW5IBxn3BHH+NBTEjYrG6KpMYOck88/rkUEkG5/MDI7eWBhweOc8g/THegDovCVzLY+K9DvonCrb31rJjquFlVufagD+l+S80uwuba7uLYqbm3KgRJkcY67a1TvuPlP5sv2rWWT9oDxgyc5uueMclQeahks8OtYLCV4FuZWjBmUSMBkLCcZb3I54pLlurs5Ks60VLkV9Hbzl2/wCCW3tNHS5dUu2kiW78sHGN1uD/AKz2OO3atPcvo+v4HMquIcE3Cz5L/wDb38pv+KtK8Oab5cvhnVTdRM5DIWyykO4VuAvG0Kc9eaqqqafuO55WV4rGVrxxtHldt7b6K669W/uOPYyz3WZpyzlwN7Ek8nrn2rFrXc99csYe7HS2x/Sn/wAEkfh1pfhPwZ4k8VapcxXOt67eSJHLu3NLBA20urHlgzc5rWcJat6mGCr050abjHluk+Vq1vK3S3Y/Yma9s7eRIp50jeThVZgC30B61kk3sei5JOzZSvtYtLNCWYEjtSGeXeIPiPdafZzfZYld+dpbt+FAHxT8b4tU+JngbWdL1Z/NkkgdoQAPklT50ZfQhgCDTUmndHLiMNSxFN0q0bp/5W/Jn80Pirxp4ofUINM8QrG/9hXEOyLZhXa3ARS45zlFwfWuh1qkklJ7WPlcJkGDoe1eGunUUk3fa7bdvRjfEnjmw1/RYtNg0iKymSOPdMoAJMfcegNaSr86UeWxzZdktXCYl15V3JXdl6/5H7Y/sd3/ANv+CllznyLqdP8AvrbJ/wCzV/R2VS5sNFn+bnjZh/ZcVzl/NCD/ADj+h9S17J/OZ/PldQtbXc8LDDRyMpHoQcV+hp3Vz/pDwk1OhTnF3TSf3opBcHdmmdKjZ3P/1Px+1jxTr3g+Yz6ZtMWpQvCdwyVeIHLADuBJxniv2bxBnKGY07daa/8ASpGfFuV4XMMfThXveEYv1TlLT58pwmrX3ibVpk8YXNrtRmt41kVRsZ4AETgnJzt596/JJe00nbt+B81hKGBw8Xl8J6+87X1Slq/z0M46z4g22bEeX9kkuJYWCgEO7BpTn2IH0rJ1JNK/Q61hMHeot+ZRT16JNR+/8Tp7bWvH3jO7eyW4BY/Z5234jRTbjETZxxwfxrRVJydr9vwPDqYPKcspqpyae9HS7b5viX9bHMo3ifdOkUsnyRXgcg8GM/8AHx+B70rz6ef/AAT22sDaLcVq4W9fsfcFpqfii1hjsbK+mjijlgdI0cgLKwJjYehGTis1KolZMqrh8DOTq1Kabakm2ui3+RP4p8L3vh64ihvLpZpJommbAYY+bBHzdST3onBxerMcrzSljISlThZJpdO3l5FC8g1HSdTc3lxuuIHjDFXJYgoGHI7AYH6UpxafvPU66NSjiKCVOHutO2nnb89TV0zVbGO5s79dK+0y2wlaYMN0byO5ZCR6Kpxg1T5YqM7Hn4rC1XCpRdblUrW6NJKz+bep+v3/AATqjkn+FPjPxDZ2ZWK41yVQA6jAEEJC9s43elU5KWp7uGpypUo05O7SSv3P07N7HaW8KQ2xgKRLuCkDdge9TodOp8fftiagLX9nDV7rGxtRlhQLxn55MEenepbvoUfhdsckKDuxyff2oAVRwRjDZ49h7VOwC7QOFPWpAaeOnJ74HGR0oAkAY8r1x+ZoAXacnPOeTj+dAHW6TY+K9XtQfDMbsdPw0iIhbG4kqx25PbrXzGYx99SnFtd0fc5NNum4U5pPs9j0CPXNW1jQ7iTxvczTaxDIkVsjMzKIx94nPT0r5zE+xqUnONS7XRn12CeIpVo03SSi+qLOh+EPEXief7Pomny3RA3MyqdqqOpJ6AfjXiUacqs+Smrs+mxGIpUY81WVjxq+maW4llHR2JGewz1/Wv1rC03Toxg90j8Cx1VVcROpHZsrr8p3ffBHUius88YQuQR0PoKAEChWDY4xQBKu4A7QGK/560ARhcAfNwffnNAC7Q23cfy7YoA2PD9qNQ8QadYSEsLq6hQn/fcD+tAH9Li6dKy20drqiWggj2sRhtwxjv0rdR5TQTUfDsWp6a0EeqRRllYeaMFtxBGf60+Vbktn5Vwf8E0tK/0hbT4hzxpuZTi1HzA9c4fFZ8rWxyyo05Pmkrj0/wCCYGiFEB+I7LjoPsq8H6eZxSbL9mncht/+CXWm3erPpyfEQiJUEhf7ICSSfTf+tWo3KUEXZv8AglzosObdfiAWkP8AGbUZ/LfVcqsZOi+a/Np2Mm7/AOCXNpDNDAvxD3eaf+fMcfh5lTym6pq5Ldf8EubKzaMv8RNwc45sR/8AHK0UBuirF2P/AIJXaPIhd/iWYwP+nFf/AI9WfKLkQy6/4JVafDbSXKfEvdsGRmxXB/HzqHEXKjDh/wCCYEU0Cv8A8LFA3dR9gz+vmVLjYfJHcvf8Os7c4R/iYg9P9BB/lNUPsJRW59O/AD4Fp8PvDFx4d04tq81vM6NfJGUDKnA4ycD2ya/B+JuIquT5koUZqzV2n1ufo9bFSzPD0adb4aa5Ue82Gjyi5FnDkMxIIY8Z7nNfllGhiM5xfKtaktbm0pxw0P7qLGp+HJIbhbGZ43ZzjchJAz6108RZBVyWUOeXMpLfz7EYXGQxKbStY+FP2zmk8I/DaO2tGUjVtRWzm8vksio0jYPTqqg/WvveA8teIm8wqL3Y6L1PJzaryR9lHqflDjYcRNnJAxjr681/Qh8aI5UMyY255HGP1P8AWg0GwnKMwGCPl65I/PgUAPwGCsobcuD1PP4GgCFWDffK7SOMEnPqCDQBdQAFtjeYuSufce560EskihdTtDZHfIOT+AzWhJ+i3/BOpEHxA8TXBYoIbCJSM4OGk9/pU2uUj9V9MOqXinddx3FsHkKxhVUgBiBk56j6VTfSxR+fP/BQLwd4y8R+FPCr+DdFvPED2mrTyzwWNo9yIVWJQpk8oNgMSRzxTtZKyOavD2lOUL79j8xtf+Hvxe1a4sbyX4a6xbC03eaq6bciOQsxbnEfA5x3q3JuSly7HzGByqWHp1YKq3zWs3utLHLf8Kn+LgspIB4A1jEk3nCQ6bc5AH8IOzpU20tY9j2D9op8z0Vrfr6mxJ8OvjRez6lPF8OdUjTU41jO3S7nZEAMZQ7OCe5q3JtyaS1OGOXKFOknOT9m7+vr3J9P8KfHPQIBp9n4P1RothVlXTrh1Jbgk4T71VGpOmuVHJXyfDYyftqid7+n9I5dfhZ8YHto7BPBOtMkDlxjTbjcC3qfLrHW3Ke99XXO6vVqw+L4bfGSGzudMi8I60Irl1eVP7NuCSyfdJ/d5Aqry5XG+jJlhKUqsKso+9FNJ+pLc+Avjdd3xvpvCeuG58tYt40+4B2IoVR/q+wFJtt3e5nSy+hCl7GEPdu3bzbuxt54G+Nl5PbS33hfXXltU2Qk2FxuVckkD5PUk03KbtvoFLLqFKMo04JKTu/NlBvhl8W4I0R/CWuRxK/mDNhcABz1I+TrwKj3tjp9hFtysr2t8uxFL8OPi4RO0nhTWytyQ0m6yuPnI6Fvk560m5a+Y4YeC5bRXu7abegj/DP4rxiOSbwdrWxSpO6wuNpx0/g6UXY3RSTt5nW654X+IGt2lhHF4D1GCS2lZ3MdjMBIpCDGAn+z+tXKSlb3T5zA5ZUw86k3VclJJK/Tf/Mw1+HXxHkW8EfgjU8XLoVb7DOTEFPIHyd80PrZbnsRw0+am3N+7e/n6n7f/CLxXJ4R0DwjqOrWEqfZrGKLy3iZfLdeoww4NeA52qPQ/qLhvDQxOVww8Za2P16+Evj608eaF9ts7Z4VQAEspXJ/GvVpttH5JxFk7y/EcvMnc73Xra/ubJ47AKXIPDVo1dWZ8/gqlKFRSq7H54fGX4G/EzxleNHY2sRVz13AYzXg1MHKUtD+ruF+NMly+knOdmjS/Z8/Y2ufBfiKHxd40uo5p7f5ooE5Ab1NdFDAxpvmb1PG418UKeYYd4PL00nuz7l8e+JIvCXhq41M/KI1wD6V6kpWR/O2UYL65io0n1PwH+OHxj1/Vfi5YXmk38zyJcoAqsTkFuRge1fO4mbZ/YeCy3CYbA+xnFHz9+3J8OvG114ksfFOgafd3w1qBROlpFJK3ABIcIDxn1rsy+q2nFH8mcYZZTjmSrcqt08j4CTwH8UFDQReGtYDbdpVbOf7p6jG3pXuKUkfDPDwcrtLuTTfDD4jWtlY3UPhfVVnLOSRZT7gVIwfu8VK7nQ0mmnsylc+CfiPt8258PaqFU7svaTYBHfJWhts540IR2SMxtB8ZSef5mm358/mT9xJ82ORninzPW7KWHguW0Vpt5CDQ/GB3SNpd9nZ5efs8n3cYx930pXYOhG1raXv8yzHa+N4beOyi0+8WGPJVfIfvyc/LzV3drHPLA0ZTdWUdWfRnwD+H9xqMqSa1AyAu0ojkQo8e35c/MM5J6e1fqXCWUQrv61W1jF6I/MOMcz+qLlpaTatfyPqS/uJbJFFhD5hi+UgDAAHGK/pClBW5bW7H4XFKWsmYM3iW4NtKrxiGRgW346KPamoQUtXsdP1dNpohsPiR4Xs5xBrV3HBuwFd35J9cdhXgYnMsNB2lUUTslk2MnHmowb+Q7V/FGnvMyoY54YkL74vm3Dtz6V30sTSSundWuFPAT5drPbUzbLWfDc1r9s8RXMdjHKu4RyuB5gPRdp+9XJisZhXSX1nls+krHWsPi4VOXBptrqjy3416b4WvvCltfeB9AW6uLqZkaa2hJZE2BgSEGAcn0r8E4twWCoKlUwkF793ofpnCyzGtWk8XUfuPbufs98F7oD4F+ArJrKSKePQ9NDguUIYWyBsrkYOeoxX5uo6H7UjvvEl9pEvh3UoXsGdpbeRW3NkN8hHPzc1ooo6LJbn8zyoo27SDgE7e+M84rhMR4RgyksQRk9skfSgB6RSDgHIY+taGZHOfLYLGMn+dZgNyQD0Ut3x0p3AkWMo/mMckcj0/L1pASfNImUYAP8Aez/9egBv2Vo48y/L/dx3/GgD7I/YYsbi7+O9i1pci2lhsbmQsRkNtKZXv+daQV3YuKuz9rbuw1CxaSdpIJWuXB3MSpXjj+HmtZRLtY+b/wBpL9mW/wD2hdE03R9Y8VRaWNPl82ORLfzj8wwQRuT+dTy3JPjy7/4JUSwabNfQfEqN/KwQh08jIPv51HJ5mXKrlOD/AIJZl4Irj/hZcSPIudpsM4/Hz6yejG4J6MY3/BLe4hcoPiVF7/8AEuJ/lMaq3Ynkizz7xF/wTov/AA+Y3l8dxTwykqrrZHhl7EedxVctgsjyLxl8C7n4BJpnia08Rrqd092nlhYPJMbRgtn/AFj5B79K8rHylCClE+24boUauJlSrbNWPv3wL/wUG1K38JWya1otxd6xYQtAqxzxraXBO3bJIzKZVKgYwuQcmvCqZ5GnpKGp+k4TwyqYuTqUcSlTXde98ujPlrRPhFrX7afxC8S6xqPiCDQNRheG4ZjCZ12zeYoRF3ocDZ1ya7cqrzruc5Lc+e41yjCZdDDYfDtvlT177anp6f8ABLC9hcx3PxFt5N3QjTnXH4eec19Morqfjc6Um1ySt8r/AKkGq/8ABK7WtNtUvY/iXbSLI4jI/s51IVvf7Rg/Slyl8i2f5Dx/wS01iN08v4n225QNuNOcFc+n+k8fhUJ2dgdJNO/UhH/BMnxDawT26/E6AQ53MgsJAGYdyPPIJ96LNmEsNTnJVGlddbH39+zV8AL34MfDiz8IS69Brawz3E4k8nyQBOVO3G5zxj179q05Vax2rQ94fS9WjlicalAbSOTJiCgNjB4Dk/rihroUz8P/ANvjT3svj/O8jMwvNOtJfkIbkl0A/wDHTWUo20Ez40mRLiAbIwAnBVwTv5HBJ6fTFSGhNIsZtg6naqHhcZII7H2+tBIkDAsiyYwf73IoAqN5sissWGUfL0wc+x45FAFkSq0MhRFYoB1Udc9yDQBXK52Ewl9uMnOR9D060AL5ZG5U+6wI5PP6YoAVv+PYOOfL42jkkDtz3oAWQK6HywAwOePQ0AQtsBO4hhgbiM5OPegC3byyRFbmPDLBtbI5AAIxn8cUAf0qaLd6henSbi4Cy281uGAi4J3pnqTiuzlLTPwV/bt8GS+Ef2hNZuvKaKDW9t7GGOfv9eR71hKNmQ9T5x1/xDpWsTW00WlR2iQuM+XhTJHuLMHwPvc4B9K0rThOSfLY+VwGBr4aM4yrOTa69HZJW8tL+pn3l14fmW9+yWUsBkvRJB84IjtfmzEfVuVwfaobp68q6/gdlGljIOn7SonaFpabz0970308ypcnSGM7W0ciA3IaEHoLfnIb/a6frSfJd2XX8Den9YSiptP3df8AF5eW5veKJvBVzcg+GYZraFZMHfkhoySdwDElSowMZOadXkv+7Wh5eWQzKEP9ukpO3To7bab3d2fsb8E9a1aP4L+A5vh3PcyQ6LcamxmiJSQwRIzKHA6ZOOK+hy6dD97Gez2+/wDyOpUalWlSq4lWqW1s9n1sz7K/Yz1XxB4r+HsXxU+I15c6hrmoTTCI3bsxSNGwpVTwPwFb53OjSryw+G+Fde4YPApVHXnJt9L9D60uvFqzs2+TJr5E+hOL1XUvtp2Kcg0Acvd2nmIyEfKwwaAP52/2y/g1e/C74m6hfvcLLZ65P51uuCGVCM/TAOR+FXa3vX/qx5NOq1iJUfZtJK9+j11/z+Z80HQdbu9Fj1ryAbOGJgHBwdqnkn8TRyza5raHF9fwtPEvDc3vtrTzaP2b/YL1E3Xwmu7Nmz5N2j49PMgQf+yV/RGQT5sHH0X5I/zs8f8AD8me4erbem1905P9T7fr6k/kk/Cv4sWaWHxQ8W2UShI4NWvVUBQgCiZsYCgKOOwAHoK+6oO9KL8kf9A3h9iZYnhPKa8ndyoUm9W9eSN9W23r1bb7nnY5OK2UtbH6Uf/V/GTxVput31y97YRGS3s7ZjKSRtQOH3HnuVXt6V+w+IcZPM6bjsqa/wDSpHdxPicNTxtKnXdpTSt3dpO34v8AE45tc8Q3lja6GrBoYniESKgzuB+TnGTkmvyJTm0kfJLBYOnVnimtWnd36dSVbHxLfSWenSkqJpbiOLeQqh2YCfJ7AHG7NNqbtH+vMh1sDSVStHoot210t7n/AACxdW/irw3qNzbQ3TRzRC3jkeJsAh03RjPHAFVJTi2r9jGlPAY2jCcoXT5mk12dpfiUrbStcmtPtqSlY5be6mzvxuiibEoP1PbvSUaltOz/AOCdVTF4aFT2TjqpQW3V6x+5fcaUnhGSPR7HVVvkaS7uIojECcxM6sylmz2Az079ap0nyKV9zkjm0ZYipQ9m7Ri3fvZpOy9WY50yW4ge5mvVYpbPPhnyxCS+XsGe5PzAelQlJq7fQ9BYqMJKEae8lHbvG9/RbGvF4b0aKbVbe+1RN1mrCBoyCsrqu7qe3bjvxWns480lKWx588xxMo0J0qL95q976K9vv6+hoeFfEPiDRtKuPD+naek51L98GZSXCkAZXBHGF71EJT5eWKOPNMBg8TiI4ytVa9npvp8/PU/Xj/gnIJ7L4AeJI0cRz/2/Oi7sFd4ggHNSlY+1haUVJdT9Emj1Ga3lm1FklYAgMowoFL4nsabHxF/wUBkudH+CuiaYLxZkvLqMeWq7TlAH6+lW11A/GPLu6/OUwDnrUmYxmfbhX+Uce9JgMjcsFIzjJAGcZFMBG8wMdpOTxg+ooAge5fjeSnYkdBQBIsj5P7zcvpn7o96APqb9nm7+IVpp/ieb4d6bPfXlwLOGSWNPM8qMGVjkf7WB+VeFmlSuqXLQWrPqckp4aVVyxMrJH0ymp2Pg7wtb6p8YfC4+3XsjC3yih5tvViO2D1r8RzDJ8dCaqRlyqXc/QaThWquOEqXS3PV/hR8WvCviXwl45t9H0L+zZtN0i6uC4UbPLRDgZHevv+E8NChGSldze7PlOIcJVpcs5Tuux+OHnTNLsIDEjBA/Qiv0q1j4ABPLFlmyAq8Z55Jo0AiW9ZW+ZiwOMei+pzQwFNyRlkkEiAHkc4qQJDNOxBAJD9McEY9RVIAEk+FDbuvzFuNuOmPWpAkR5CSdzfP90UAd/wDDCE3XxL8IwMQ+/V7BCoPDAzpkGqS1A/ozl12BrV4ltosuvHAIH6V22ZOgtpdaQmnrC9gCVBLMFAz9M1Li+jJN7w+un6rY7rKKOBUY7t23nHrWRoZS6PY3E1wsUUId2+9gc4qJXaCJmM9lBqx0vyEWaMAlgBgj+dJ3XU1VmQ6k+mDVVaKEAqm0kKDgn1rSE+4uS+xmI/2jUYrCOKLfL91icH8sVtdGkVYl1KxbSbiC6nSKZA+Cuf8AEYq76WQT2NbUdUtLq0FoLWHkjOFB4/AClaRzOxZnu9B+yZ/s/aiDP3V/rWbi+4zprW0sr7TI7y2giSDy87WC9x+OazEznbfw/aywr9nt4UwxY/KAT/Ws2rsqJx/hb40+H/Bcmt6dZJD5djcNHKgKqI3ABwc1/F/G2VV8TnNSVR9dPQ/UcHhJrDUlyN8yuvM+Bvj74/8AjjqPiy78SeGBPD4ckIlgk08B0ww53FMk85zX3+Q4JZbSpVZNqo1u+x+y8PUuHpUfq+Ppr2vVS6fefRv7NXirxl438IbPFNi1vf2rECe4yjzxnkNt2546flX6zSw+EzvDexxsefle/wDk+5+O8WUsHgczlLKpWg1t2f8AkfOH/BQ6yOleFfCUMqoVmvrh8KTklYwPT/ar6/D4PD4PDww2HjaKPzWvUnUk5Sep+VvyylEJAIbgDOSe/BwR+NdJyFlIwVO6Nl+Y8noB2+tAakEW5pnDAIVJ+VEblc9SScDP1NKwDU+zmU5kVE53ZOP16j8qY7sdb+WWKLJ5m1Qd4wSfYeoPSosFyVpQF3GNixwN5JxnPQD2qxD5jsypJznkcdB0+maAP0S/4J4Wdtfax43luowyRWtmq7uSC7yk/wDoPStYIOp+mGnrDCIo1tnRJCyqXRlGAe2auKV2zZq6SOmtLy20zRru5WIowmyCVIjyQBkkUa30M+VrQW78Ry3Fo9uChVsZIBIA/E1Ti11J+ROdfs1sFWS1jCxp1LgZ96lx8wN/SNQ07U9NjuvtENqqBvlLgVjfoDMe2hsL0NHDcQDLk5BU5/KlJXCJlw6raPrE2nsIlNtjLbhz/hUyTS0NkUrrUrCTVZmg2YKhSVZTz+dbxkxct3e5VtJze6oumeZEm5d2WBzgfjirvYuLsS3e3QtQt7kSxSeYSuDkflzWjd9ETPa5q6hrpvEgjdUZEbJ46+2TU2fcw0sWLzXtOjt/OltEUJjjcBWbj5jOlkl064043puIY0aMAIWXv2xWdyWYkFjaTwxvDJABEGO0YOfyqHG7uXEzNH1Wxu5J5WWNFhYqwyvPvRK6ehpYydO1rT9Pv5Gnto7yy8zdtYK+0+1clSkn7yR6mCx9XDJw5nys+tPDvxd0ZdA3aJbRTNAv+pjwrDA9BWMay2ZtXwtSt+9hLmueFt8evGPjPxRc6GsMujwWuTgKQz4968nMcbUoxXszty3Ko1W/baWIfhD8SIPiX4v1zwveWt7BLovWaRmVHyccdK8meJrqKbmdVTB0YuyieYeKPjprukfFG98C6Lb3tu1iGfzyWMZC+pPHNZ/X68FzOVzopYKhVfJKNj1Hwv8AHXUviXot74P1rTPtDBTG0rDC/XNfV0ayqUlN9TzaGHxGGxPNh09DxC1+A3w88D6/J42v0+2aiGJiRvmWMn0FcE4c70P02pndWhR9pjZ69jqUuL6XV3uhEY0dBt3fKfyr3MFhlCN2fjGYZjVx9d1paLoaljLftfSLAzK4XLNnGR+Neo0keW7mjFda5Ffw3RV5LVPv5cdPYVi/ItIf4n1BdWsxpVnYODdxvGG3KfmdSOfzqOlyPU+FdcsNQs1msPszW19E+xlYgEEHnms9C7mRdzXlvp7K0WSo+bDA1VupbM/ZdXVrkISSuVycGttR3RyHiaD7FFBqUMey7EbpJzk4BBHP4V+8+H81KjWpS7o/BOP6f+0UZdGmcZp9hqk90b25JROWC9j9a/YqlW3un5HKVNRsty3/AGOms3E9tEBCWQruxkZqK8uSneWtyY1vZ2e9j4r+KngldK8XJpME5vZZ8D5R0Y9FUV+E59g4LEJt79z974fx8q2F5lG1i9ZWnir4WTfYfGFjPZJOn7kTKQWRu2D69q58pzmGG5qUpXS2/wAjszPLHilGpCNn1/zOL8beFvHXkW3jHxJp9xb6dqLhbWR1PlleyqenAr5fGYqWNqutKV9dF2R9FhKMMJTVGC6a+Z+pv7E8r6D4H1jTAHlaa5hlV+N23ZtOQTnggdKrP1yRoU09kZZDUVSVabXU+1PE+rXGnQ2qNA8lxdMVRVYJnAySSSBX47xFxHhciwqxWLu03bQ/XciyPEZvXdDC2VldtmxFquh634ZnuobSRcxyRsrHJDqCrDIOOte3leZUsywdPF0H7s1dXPPzLAVcBip4TEL3ou3/AAx/N66xwTNDKdzI20lABnnn8BXZY8O5EojZFnIG0Zb5j3HviiwgErGMPtwCvUdB9SOhFMCFpBI+3JPrnjFSwHqQVbbyexxUgIoIYbx8o5yaAHLMNqqp+Ud/Q+v40AI7vINpfzBwcqOv/wCugD65/YhiaT48WFnHhjPZXgy3ThA3Xn0rak7SLjuftDqlm+k2y3M0cMiMwXlu5+oreTRu9UV52tXtdk0Cktj5QoOPxwKTkluYOF9Ub+oNplrpkdyLcGBEGV2jn6Z4rmcm2O2hYg0W2vII79bSIQyJwrAZwf8APam4u5LaNzRtDt47FWgtokjjY7lCrn8iM1oZo8+8S6L4Y8T2V9YGx2yI52OEXCuvAPHOKpJtFX1Pz2+L3g2fVDL4MttLS6Se5RJ3RV3xAcbk3bTuOeCORXqYDD4OtWVPHu0P67HlY/HZlg6Pt8qV6q22/U8v8Ofsc6xe2Or3zxahBLYHNtaiRVluFX72FbnB7c811YjJMjWNhBSbpPd3/wCAdeX8acXrL6lRJRrLZNf5M+ov2efAeqfC2e80qbw9LDZauEnFxeII51dRtCMXG5h3AA4JJ713ZnlmTYOnH+zKl291dv8AQ8PLOI+Jc3rSef0uVRVotJJfcn+ep9cyDT3a3WeBXw2ThBgfjXyjklofUuD3NjWG0y0aN5rUPCxAVdo79OvFc6bZTSRcm8O2vlSST2kRSUAgbckf1ppO+pm9jobfSLW30xLl7aM26xnKhV7e1aEI5iyuPDZhaVbAsjFs/KvH4jNWkyitp19p1kJoRZxbXclSVAOD65Bq/eErH5C/8FA1T/hcOk3tnCLfzNGhU7cEFkuJ8ngAcgiueotdSvQ+E97H5zgl+eBn9axEQl03BnO3C9sr1oAcUCnEfGenc0ARqp2A9Sp5AHGfX6UAIoj3sxUBv4iOOR+hoAVSDyjAgjt160ASiPCiP5eucjkke9AERZW+SJeh6DGOf60AR5kjOV47n/8AXQAxG37kU4JBJJ5b6UAEKpGGdvkY9SOn5UWA/oR8BfEPwfqnhPwoIdftZNR/s+1ZIY7mMSmRoVBXaGyTyRiu5We5pp0Pnb9qL9lHWP2ivFmkeIbDXo9IktLdoCssDTF+QQcqwxipnTvsZX7nzGv/AATI8WmZon8aWyIF+VzZSYLen+s4rncbDseR3H7EPiW0vLnT5/EcUUls7Iwa1kAJX/gXftStYmyMmT9jXxLDbmebxBEm3sbd+nr96ixXKjqvD/7AXxD8RGGWy1mFLSUgNcSQSLGoPfrk/hmr5JByo+5vhL8PPGP7Jfhidb7VF8TWERZ5ltIXUpDIMN8j5zj2puPKrtlKm3pFHSeDP2nNa+JvxGsvAnww8uw0WwUyXbyQYYpjOEXgKM8Z9azlOMtU7mssNUo3jWg49kfbNrLPIQWOSetQYG7CsoGcZoAvI0EnySHaaYHy5+1V+zTp3x/8GwWEF7Fpur6dJ5ttdOpcKP4lYKQcGmlqS1c/D34l/BLxX8NdbvPAV7rsV5FYEAGJXWNvMRXyA3PORX1OHyWrWoxqKokn0Plq88PSxMpOneemp+gP7AUj2Xh/xJoEzB3t/sjgjof9ap/kK/W8hpujR9jJ3at+p/Cv0g6anWwGKitH7Rf+kNfqfoVX1x/FB+Mv7TunQab8cvFEEKBFklgnwucFpreORjyTyWYk84z0AHA+swD5qUbn+43gXjJ4rgDLJ1HdpTj02hUnFLRLZJW623ber8Br2D+idz//1vx48YG7s4FudMuHWSdDb3Me0bfLlyseCepcmQHgbcA554/V+PJSeYQ5ekEn98j0eLqdF5nShWjtBSj6xk2/u09Tziy0jW7iWyltfke7kZIDuC5ktyuQPcFhj1r8vtJJWW/6HyVbF4aEakamqik3p0lf87M6LQPCviLxN/aH+niL+yZHEgdiSGlLGQjHYlfmNFpyT12PGx2Z4PBey/d39olay6K1r+l9DnhY6lqM1y012N8UMszmRzlhajbjnqcDCinFOTbv0/I9d1qNGMFGGjaSsv59fu7k1toAa80a1ub9I4dTJUuG4hUOVbcM8cjPvURg2467mdTHtUsROFJt0+n8ztdWHeL9GstA1FbGxvRfIE3M6lSAwOMAqSKJwUXa9ycqxlTF0XVq0+R321/UbdaNokKat5eqLM1pj7PgcT5KZx9Nx/KtHGMXJX228x0sZiZOhejZS+L+7v8A5L7zT1Ow8GQ+ELa7sLxpdYkRfNh5wjZG4YxjGCcc9qmapqKs9Tjw2IzKWYzp1YJUU3Z91rbqYdvrWvW7R3EMxiKQpEGUAHy93Az7n9KyfNF8yZ6U8HhJpwnG92387H7Df8E+I4ZvgfqlzdgtM3iKf7oJyTDB2HvW0dY6nu01aKUdj9AkeGa0ljZGwh2kNnOfpWqSSNJRvqj4E/4KPaxbJpnhHRYXbCu8hBHbYVHWsJNks/JtmlHyq3A4BI4/OpJJmLIjSv1AAx2J+lAHq/wq+CvxD+MN9NZeD9N85bQb5biRtkCYGQpY9z2FejhcBiMVJxpRvY9fL8sxOOm44eN7bvoef+I/D+seGvEN3oniSyks7+1cpLFINrK68Z/wrhqUp05OE1ZroebVpTpTdOorNbowFXzMeSAFQ4IPeoMiwDDGRuOUzggipYH6uf8ABN1JYdH8WzsR5UtxGjMOuY484I/4FRa5SPrX4h/BTQvjN/Zc/i23eH+zkPlNbSFchzlgw98V52LwdLE25+h7WAzGvhL+y6nF+PvhpoXwd/Zr+I83g+2itkutOuonkdi05DI0Y5Pfniumhg6NBctNHNjMfWxUuaq7n4OhQyJGshJTB44z7muo8wWVnCohAyq7i3ZiOg+uazAkVo4yGU7QcZBGQQeuaAEijTKyBVzyOnFAEvmqgDA9eACOBQA2Xyyxy3zZx1yee9AAqExvvLZ6Ywefw68/pVIDtvhr4js/Bnjjw94m1G3a6t9Hu4bqSOIDe6xNu2jOBzjuapNJ3BH6Szft9+AFtzDH4Y1HawwDmAfmQ/FdHtV2G9TTi/4KBfD0QwwSeEr8+WoBH7n5vod/NZc4KyOs1r9sfRfDnh3R/Fmp+ANSsNJ8QPPHYs3kL5/2cIZGClwdg3gBsYJyB0NazpTjCNVqye3yPJo5phK+Kq4OjUUqlNJyS6c17Xe19Nt7W7nKaT/wUB+GenWskcvg7UWuDISSvk4XPQZMlczl2PUR2mgftneHPE2ja34p0zwDqM+n6HD597ebLfbEhYIoZ2lHzMT8q9TyR0Nb0qdSUZSirqO55uKzPC4arSoVqiU6jtFdW99uy6vZHnJ/b5+FR1Rr4eF9RKhdu2P7Opz67TJz9alSW56bZrSft+fCdpF8vwvqhlVch1SDcB9fNqudDuZ+o/t4/DK9MMr+HNYCISSHW3PI9B5ppqoi7roNn/b8+GssUar4b1QAHPKwLwO2BLk/lTdRWM3Y0m/4KEfCaWTy5fCOpyj+Jdlv8v1/en+VZc9xrQhm/b9+FzpJAnhPUgrJkKRbhQOnH74fpU3Ey/a/8FCPhBp+mxW8PhHVmnjX52UW5HzHjnzs9qT/ALoI+cdd8cfCz42fEA/8Ijp3iOy1HWpVaaztYoZFnkIx8u2fCkKMsTwByTXxeNyHE4rFKWGs3Lv0P1rh7i7F4SksHShzPaNuh6n4D/au+DPwusLvwUvh7XLoaZLJC/mC2kJkRiHXPnY4IPQ17uFy/wBjReHxdpteWh8Nm2ZV8VjZ4morT2O0h/b6+DauGtPCutQu3B8uG2DHtzi4ya9elGnSioU4pLyPClOUnebufOP7aPxUsvH58IWf9iajoM9vBLfCDUkiWSSK7KpEdsckm3PlMRuAOMHGDmuvEU5w5VNWur69jfEYepRcVVjytq6v2Ph9ZknjZQOc4Zuh/wDr/wD1q5DkK8lw7I0aF+AACVwGC/3Tz+NAD4nlJ8q5kKHIPyZ2E8YHrn60APmRGnkVUyZCQcKCOQM54J7etAXHeWscapFmMD5VGDt47/480AQzDzvNUFZEbAIGcZH9aAAM7qVlB4xjvwOMdOT+NJAfTP7Ov7RMfwDm14nQDrR11bYFxcCHyRb+ZxjY+d3mdumK0jJIqLtc+p73/go5azW0EI8DsBF3+3jn6fuKtVPIrn7Dof8Ago3avpLaU3gV8O+Q4v1/+M+3rR7XyG5mPN/wUNSaNoI/BBK5xk3gYZH/AGzFN1DI1D/wUaWNI/M8C7hEApH2sEf+i81HMNaET/8ABRqBnO3wQFZ1ICi6AH/ous7g2WtM/wCCjFlYWAtW8CKJtxbIugOv/bOhu6EiVf8Ago/bGMBfBO8McnbdID7/APLPmkmO5mxf8FBdMXUZb+XwQxLqFx9rUYHr9z+laxmkhMuS/wDBRbRCA58ESYGfmW6XjHqdnSq9p0BMzbj/AIKC6LeXEdz/AMIbKgj7G7Un/wBAo9oXzLoiS4/4KFaeVjlPgyQrCwPNypzz/u/rTdXyFoao/wCCjOkM7GXwQzc4wbhSOnX7tZc9yUVJv+ChulXEUsQ8GN+8XoZ1I6/7tTzAzXh/4KM6FBZQ2sfgh0eNDlvtC8j1+7+lS3fYEJH/AMFGdDaNQ3gt1XkcTR4zj/dpqTKTMnTf+CgHhm3km3eDJnM7ZGJ0wPY8Vopon1Hv+394XS4W5sfCV3avEfvxXCDdn8KxqQpz3RVKc6U1OlKxoWn/AAUORtStrqTQ5RBDneWKtLz7gV4GLy/2sWkz6bCZ9XprlrQUvPqei/8ADyXwuEL6ZpE1jK5+aSONQz/WvI/sartzHdLOqHSl+Jztz/wUD8I3Blk1TTJpTNw8giXzCOvWpWSVP5jann9KP/LowtX/AOCgOiadp6W3gbQ5IGk5ZpwBnPpjvXr0sFViuVs8/F8S4uV1hqaj5nzVr37aXxl1m5ae3vIYo0beiGEHAB6nmvXp0VA+Mn7fENVMVNyZHJ+2v8d7lS15qNm8jYVP9GVSFA6cHmu7mfQ2WiK6ftm/G0b7lb6yjIyrf6N8x9Bjd3NHMyrkyfto/HDyvI+1WuVBJLQE7vybim5CVyv/AMNp/HEXiOLixJhGVP2Y5z2I+eq5vIDi/Ev7UHxY1++l1S+uLQzMoJZYSCT6fe5OKzbW4X0OZP7RnxGkDM9xAY26qYT3/wCBClcB/wDw0d8TURVEtuu3sYj+HenzMD1b4X/FTxN8QTe2eulC8G0o0a7dobK88nPWv2HgCtbE1ab6xv8Ac0fkfHtFPDUqr6S/Q9AmvtStmihd2WUfKxU/Kw9TX9DKnHRtH4coRlexpS6++hWjagIWkaPG7b0I9RXHilHlb3RFPDe2nyXsckdW0bxBeW/iC9sY4ZRIphk24bep4NeP9WwmKpWqx0el3ufR0PrOBny0aj06HReKvC0fxa8RWt749157lI0VI41kRFgVehOc18FV4Uy2hOpWc2/K60PocTxxmX1aFKjRS5etnqcv4x1FI9Bs/B+kawPEen6NLiNZXWXy+o4x2ow2U5fg8MvYPmlJ9Wm1/kdM87zDMpqeOh7NW2Stc8Lvfiv8RPBBsbjw3qsmlGQy7/JCdQdoyCD2NflnEk5fWIq2yP1Xh+jCFCXJs2frj/wTr8eaJ8SdF8R698efEK6zdW8qW9gl6FQImNzspQKM5469K/CuJMw4ffLgs6lG+6Utvv0P2jIsDn6pyxmURlyv3W42/I8s/b8+I+p/Db4h2DfA7xMdP8Parbfvra1iRoI7hMA4Z0YkvyTg9a9Ph/NcorUvquUTTjDotkcWd5fnFCaxWbRadTZvd2PyKkklIEu8Elshs/MR9MY/DFfXnyRUVnh3KAdjNnnkA+x7c/WgC6Sih1ABVhtBUfzJxxSsBBhfKIbkDv6/jSYCRuWCsMbW9z09Pb+VSAj7VO3hcjoeaAJOWXc4yRwc8ZoAFwyMEJI6g5HTv3oA9i+AXxJ0n4TfE3T/ABrrcE11YWsc6NHbbGlPmxlBtDMo4J55FaQkk7spH6Hy/t//AAemwtz4b1uVRzseK2P44M9be0VxtroVr/8Ab0+DupWkkMfhvWEfjG5LZR/6OJ/Kj2hGpdt/2/vgzBbJbS+EdRkUDaQbe1ZSR6jz/wClYuRdy/b/APBQv4LRIILrwrqrRjIVES3x+AM2KlPXUl6mBaft8fCK0jkRfDeprubIISFiQT0yZqptbCRpH9v34LRJ5sfhXU0YnLERQHJ9x5opqSKZjr+2/wDBJtdm1mHwxqMc8yglvKg3ZA9DNgH8a0VRLoJImj/br+EH25NQ/sfV0JGDiGAN/wCjf61ftYl3RsS/t6/BV2Et1omrymP7m+CElcen744qfaRE32KGpft0/Ba9SKSLRdVGxwx3RQ4I9MeYc0OaZN2a5/b0+B7RbG8OX8qr0BtoiB7j97WPMVcsy/8ABQD4JT2bxXegaqZChVcRxHHHtJkVKfch+Rj2H7efwgjtY7U6HqeR1Xy4zuHuTJTbRSL9v+3t8D4mHk6DqUKqTuXyYjyOvSSrU0D1KUf7dnwhjeZ20vU1SRsr+6jIx/384rVVV1J0PiP9qD4v+EfjD4m0jW/CMNxawWdq0Ev2mNELsZCw2hWPAzWNSSk9BtnzK0biXAUgNyMcg/nWQhzsBkSqo/2hwce9AEQYsT13Hv6+9AD5Qyxlo1wMgEZwcevvQA1IXHynII7diD0IoAZLEYvlUHae+PWgCNYiEQZAIxnHGee1ADs+TtUKSvfAGTQALGnkgk7ecYHOPQ0ADRxpglSrrzuHGaAJSvngbzvU56daANvwjf65oniSy1nwkG/tPSn+1Q7U8z/VAuSy91ABJ9Bmrje+hE6kYK8nZefnovvZ9Dt+2j8fo5EmXVoA0Z5H2VAB+XWqdRssdJ+27+0MqsG1eAoDkL9mTj/GlzAczr/7TPxxur2b+2LuOG7480NaiNsnpkHmplfZkQlGa5ou6fYo6d+0r8VLST57m1mft5turAfQE4/ShOxZ3y/txfH2FY7UajZlQu1f9EXGFH1q/aMa0K91+2r8dJZlNxdWUqgbSptF5U9iM0ObZak9z0P4Qftf+GfBF/cajr3gu2S+v2/f3ennymbnujkgfQGsYxjG6ijpxGLr4izrTcrKx9Wwf8FCvg5BFv8A7M1AkDpsHWqOOxwI/wCChmreJPG2i+HfCugQ2Gl6lfW9tJPcsZJgk0ioSFBCg4PXmmrN2GkfoPcNqV3exPZiWbau8lSAAffPrXTaK2Ktdliyurm6mtUn3uZCdyA8jAJOPpiqa8iuVrVH5NftjWYtfi9qTGNohKkLAN1wECj/ANBr9Jyed8JFdmz4TM4v6y/RHSfsN3uPFfiKxU/6yyWTH/XOVR/7PX2+WP8AeSXkfx548UL5Tg63ao198W//AG0/Sivpz+Cz8nv20NMhsPjHHdRghtS0y2nfnOWV5IeBgY+WMcZPrnnA+my6XufM/wBh/ozY2eI4KlRk9KVepBadHGE+7vrN62Xa2l38k8171z+yT//X/HrxLpN3rF4Vt7hYI4IY3cMT8xVpCuFHJxzz0HU1+q8bxk8xVtPdX5yPR41xdOhj6PPC7cLLy9531/q5XsPhfqt5YQ36atHHHksgB5XPJYfNxnH44r829lNxTTPyKvxNQp1ZUnQbez8+y28zl7nw0LHVY7D+1UVbnzPMl3EAeWcNuwTnOTWElqke7TzL2tB1fY6xtZeu1uxu6Z4J8NXV5Lb3+uLbJFtO52Rd27sOo56/TrVqEW2nKx5eJznGwpqdLDczd9r9DN1/w94S0u2c2Wri8uAhYbSCud2AMgelZzhCK0ldnXgcwzCvNe1ocsb/AKFfTLTwWbW0e8un8xmxNyQF+gA5XHf14xQlBJO+pviauZ+0mqUFbp5/Pv5djqtVtvhFbwMdOuZbiXGFUhxzuHJzjtnNaSlRtdangYapxBOa9tBRXy7f5nA/aPCyW2pq0bvO7SC1z91EH3cjrk9OvHWsrxu9D632eOc6LuuVW5u7fUs6L4WsrvVNPsdV1WOxtr22FwZQQ2zdu2o3IAbI5z0BzWkKSclGcrJmWLzOrToVatCi5yjLlt32u/TU/YP/AIJ0T3Ok/BzUpYYhPD/b10A2cZxDCM/pW9OKsfT05vkUmj9AlttVumm1MxIqxybyu7qOO9VdbG/tND8yf+Ck7XX/AAkfg6a6KKl3a3BCLklTEy8n67+Melc8yJO5+ZLM+wqM8jgHjNZkH1r+zl+yj4q+NNzHrmvCTSPCUJAedhiS4I/hhB6+7dB9a+myvJ6mMlzy0h37+h9nknD9bHy9pP3affv5I/V++8YfBP8AZt0bRvB91dW+g21zIsMEKDdIzN1llxzjP3nbiv0uWIwWXQhSb5U+n6v/ADP2KeKy/KacKDainsuvq/8AM4n9or9m/wAM/Hrw8Nc0RorfxHFFutbtMbLlMZWOQjqP7rduh46cma5TTxsPa09J9H38mcGd5HSzKn7WlZVOj7+T/Rn4feKfDmu+CdauvDPiezk0+/smMciyrjkHgj1Br8eq0p0punUVmj8Ar0alCo6VVWkjGZGZEbjcCQWJ4IONox7HP51z6owP14/YO0KCH4Qa1qxkeB7m/kZirbRhEVT/ACrqilYEfcGlXCIq28E7sNgI2tgBRxSikjaSdtDwn9rLWtO0z9mLxPbC7BmufIj8stlv3twq89+c1NTqYn4OyR7P3meo5A7n0rnAGCsoHPzkcdMEfSgAaHegWU7VQ4zxjOPegAEKRoy7ug4A/wAOaAEckrsVgFXAYY6j+goAmDpH8qREsMA4GRj0+nNAEq7lLSZyCeMdfcZ649qAIicoWcgF+T224+negGP8tnaNYk81mxtQHJY5x90HrzxQO6P1T/Zd/YoklNt8QPjLamONgslpo7jDN3V7kfwj0j6k/ewBhvt8tya9q2JWnRf5/wCR/LPG/iYqall2SSvLaVRbLyh3f97ZdLvVcT/wUO8Z+F9X8UeEvCHh68huJPDMN4l1BDgpbNMYQiHA2ggRkbQcr3ArDP61OU4UoP4b38tv8j1vCPLMXQwuJx2Kg0qzi4t7yS5rvvq3u9+h4x+zZ+yp4w+OOoxa1qpk0bwjbORNdMMST46xW44yx7t91R1ycKfOy/LKmKd3pDv+iPt+MOOcJkNN0o+/iGtI9vOXZdlu+mmq/QL9qb/hWfwY/Zn1P4W+HfI0qfVUgisrJPmnuCs8TzSt3Y7Fbc7cZwufuivqsz9hhsE6ENG9l1eurP574H/tbPOJ6ebYm81Btyl0j7rUYrpu9IrXd92fii0xmgO8gnIJDYBU/dGCB79K/Nj+3CvPHuUnAO35v4iAAP8AP+FaAEDuEEEwAYgjkA7s+i8mswEN2I1khmKFkG5R82Md85BXj1oAgjnjkmkWJGZgNrOBtxnvuOfwwK0AtCdoN4CZB6ZznPY8cfjxQB3/AMLvhj4w+LXilPDXhTT2ubuXDS3HK28MXd5XI4VfzJ4UEnB68JhKuKqKlRV3+XqejgcBXxtVUcPG7/Beb/r8T9pPhR8G/hn+zH4Oute1O6gS9SHOo6vcgKdo58uMclUz0Rcs5xnccAfruDwGFyyk6k3r1k/yX+W7P3nLsswmUYd1qklzW96T/JeXktW++h+HGo2lz4n8VTx6HbzXM+qX0rQxxIXlkM0h2gAfMckjA61+OTTqVHy6ts/n6d6tZ8iu29PO7P1a/Zi/YzsPBS2vjr4qW8d9rykS2tgx3wWbdnfOQ8vp1VTyMnBH6ZlGQqlavileXRdF693+C/L9kyHhiNG2JxqvPoui833f4L12+Nf21fFuieKvjldXfh2/TULO0s7azd4TuTzYi+9QwHOC3JXIr5TP68K2McqcrpJI+F4oxNKvmDlRldJJXXdXPkhUG1wVVY37c8Dsfz9q+ZPjAYRyCN5H3SLwTnG4YxtII6e5oAZtddkiAAICCgHBB96AsPCxSH51CMpBB6fgQDQApUeUVgI3DGNxw36UANiZPN8pmG7aT833iPTPrQAMgVeu7B2kg4Iz049aAKgEburbuFAxgZ3Edc0AWA+1jtOM+nb60AQ+bL5jLGPmfGP6mgCGWQwZZSCwOdrdOfpQBD9tB+YIFfO7jpn3oAgF08UoeQE+3UUAbcbCfPO9GB+6fmBx8v64z7UArAsWR+8Ubl5GOnPUfWkgPYfg18EPGHxt8RrovhqAxW0BU3V3IpEECdyT3b0UdT6V6WBy+tjKns6S06voj28syuvj6vs6K06vojd/ab+GWg/Cb4kN4H0CSSS2tbC0kmdz80srrl3x0AJ7CunNsHDCYj2MNbJfedOeZfTwWL+r03dJL7zxfw14W1nxXqVtoHhuze+1G6cLFFGpZmcngEdsdSegrx6dOVSahBXb6HhUqM601TpK8nskfWPxt/Zoj+CHwg0DXtcuvtHifVdRWOcIf3UMXkSOYl9TuAy3txX0uYZR9TwkKlR+/J/JaM+wzTIv7PwMKtV3qSlr2Ss9D44iUjlMsHOBnr718ofEDY7XyvnVgPXt+dAEoHls2GBOQBntmgBkSx4JnA5PO3p+XagBst2gwsYzhuR0FAFeTUHlICjG3nJ60AJaXEjSNklt2D1+6BQBrw5KmNF5B59/r7UASNtkYsQAcFRg55oAjaRxsWIEYB/Dj+dADGngjZUuBvcjgE4/X2oAnhlQsA6oed3zLkYHQZ9x6VoAnlBcgLtUEZ5HA/rU6gVopJYpSrZKFcdSee2faqAsPMImEu1dhOGyce3fiswKl1NabcOV8vcAvfJPfjPNAGPeSpE/nICVcj5SMY9v/wBdaAeneHfh1c6n4f1DxLrUbW1rBazTQIOHkdELK3ThQRn3rtp4Zyg5y2sfJY3O4UsRDC0dZOST7LX8yh8IvFieHvFDq7jF/EIsngbg6sAfc4wPWvpeFsxp4LMY1KztF6P5k8TZfPG4CVOmryWq+R9wwQpPCt9lXbIIA5DL/Sv6xp141I+4/dfU/lyacJODVrFfXGSysmkmYLHtbCdsY7UlKMYyduhpQTnNJbnkuseJLm4sLTSNH1Cys43zg2p8+9c9wFxiP6mvz6rjJ1ansaNRRi+2svkuh9vQwUISlWrU5Sa/m0gvn1PMJ49As7gJqHhK91FsndJ58heRv9sjtXz9ejhoPknhZyfe7bfqfUQlipx5qeLjBdrKy9DIvdGuY5pdYtNBOmDK7IbOZkdQPXJIJ+teXXwUotzhQ5X2i7M9Cli4uKozr8/nJXRHY+Gr3xb4l0zRNREkStG8suSC6Rnnk+pxjOOpr8a4wzCeE5q0tZJJJX6+fofrvCWXRxco0I/DdttLp5H6q/Arwl8PPAfgm0vdGvJZpZwI5bcSpuaZ2AUsCuVwTycdM8V/NXGOVZVmmXyzOtWftKcbtRtvtaz1R/QfDGPzXLscspp0f3c5Ozlfbe91oz034p/C/wCDvxM+FmoTeJpp7PxFpd5biCKO6DM4lOMxgRqSMZ3ZGBXy3B2LyvLMrrY/CVXGvL3VGbTvquit0630PquJMFmuaZhQy/E0ebDr3nKKato1q3fr06n4n/EXwfc+BPF2o+Hrzc8dmxMTtwXiPKvkDI/Ov6YyfMI5hg4YldVquzP5yznLZZfjamFl0enmu5yxDBlZWAJGflI49CDn8DmvePBFZHYbuc4xwR835UAQQykFsNuzj0JH8h/nipYEoZN44AbnHGakAbLfJjB/KgCFGaPd5ZUgc5Y8fjmgBY3j3BUcHvtXn/I+lADnbaehGccjpQAoYEYGGA4+ufegD3v4Tfs6+M/ipomveL7Uf2d4e8P2N1cyXjqcSywRNIsMQ43MSBuOcKOTzgH1MLgateMqi0jFN3/Q+Dz7izA5TWo4Wo+arVlFKK3SbS5n2S6dW9F1a+fmKk+amBn72DkmvLPvD0D4d/DXxZ8VfFNl4R8G2T3d5Ocsw4jgjB+aSVsYVRxk/gMkgV00KFStUVOmrtni5tm2EyvCyxmNnywX3t9El1b/AODtdk3xU8DXHw08e6z4FmuxeTaJOImmVdoclQxwucjr69KeJoOhVlSbvYjJc0jmeApY+EeVVFe3bVo4IPJjDAfQY4H+e1cp7o0srnaw+btnpx9aABmDbml4AHAz0AoAjRnVG8tvl4HQnI+goAdA6vkwksE4zjAH4GgCV8ByrDbnJB9c8UAT2ttcX8y2sCNJNIQqKgJZ2bgBQByaaV9ENJt2R678Tvgf4p+EugeFtY8Uj7PceJ1uZFtcfPAtv5WA5/vMJM47Yr1cXl9XC06c6ujlfTta3+Z7mOyqvg6VKpX0c76drW3+88aVoD5gIx64HSvJPCPbfDnwI8Y658MPEHxZuY/sWhaJCrQtIp3XTtKiERj0UMSW6Z455x69LLq08NPFNWjH8fQ96hlOIqYSpjbWhHv11tp/meK7srlTgHgjHAHevIPBI5MtwnCj+Lpz2FAAkUTN+9Yse+KAFuLlLSMNgMewPBoApyamHUeXHtPQ5OfrQBTN7Os4fqB1HagDVa4aVWXGAQCvHHPpQA0ndEAeNoJHvigBQitnAy0g7H0oAcjYKljkAYx/WgGShgDiTJ9c9KAIHZFZfKyPpxj8KAPoX9k+/ttP/aK8F3F6UFvNcy28hcgIRPbyRFWzwQd2Oa9fK2li6d/60PzzjylOpw7i4073STVt9JJ/ofa/7Uf7D63El18Q/g7BtfDSXekoOvcyW/8AVPxHpX0eZZNvWw69V/kfi3BHiXfly7OpeUan6S/z+8/KG4tJbaR7e6jMc0LlWDZDKy9QQeQc18M1Y/quMlJXi9D9vfiN+zB4O/aG+Fnhvxfopi0/xW+k2ciXkePLuSYFJjnx154DdQeDnt+k4jLaeLoRqQ0nZa99Op/EmT8b4zh3Na+CxKcsPzyTi94+89Y/5bP8/wAafG/w+8WfDrxLeeF/Gdg9jf2jEFHBwynBV0PRlI5BHBFfnlajOlNwqKzR/ZGXZjhcxw0cXg6ilCXVfk+zXVHGbo1Xa3zEngjpz/kVgevYnb92ATy2OnXFBBVEc7EvglJACV6kEdRQBKWYssf3WU45647H60Ghu+Fbk2HibRbxSM2t3BLuxjaUkBB/KqWhmf0gWF1qtv5E6SoUlQA5XpwMdK9GysW5O90dDZ6TdRxW2qLcfvRJgjbx8xI4qeZPoHNI/ML9vDS5bH4lWt1Mcm6soyeMcq7j/Cvu8lnfDv1/yPjs1X79PyOA/Yuujb/FiWDOBc2NxH9cFH/9lr7rLnat8j+XfGyj7Thfn/lqQf4SX6n6t19cf5xn5wftzaPHF4i8K66M77u1uLY8DG22dXHOcn/XHsMepycfQZbK/NE/1L+ifj5Ty7NcA9qdSnP51Iyi+n/Ttdfkra/B7Lmvobn+iMo3P//Q/GXxLbm/8SWNg04tVnRVeQnAVMvuPUds8d6/X/EGCeZ0o3t7i/8ASpHr8X1XTq+2ceZqGi87u34nVX3w38EWVpPNP4wDOkQdFBTk7CwBAYnrx61+ZywtKF/fPwmhxDmdWpGMcDo3rv3t2PBmitvtM8XnZjj8zY/97bnb/wB9V5iSvY/U1KfJF8urtddu/wBx7J4c0n4PDR7efxFqcxviUMqI7KvzZJACqegwCc9a9CEMOornep+d5jiuIfrMo4OiuTWzaXT1ffbyOA8VjwbFqzr4VaZ7Lbx5nrx3PJGM9utclRQcvc2Pq8reYSw6ePSU/I1vAep+A9OuZ5vGVi97G2RGgyQnGd2Ay5JPHNXSdJO9RXOPO8PmtaEY5fUUX1ffy6+pp+NfEfw71PTIrbwnoLWNwvWU8ZyRwRls8A/nWlWpRcbQjZnBk+X5vRrOeOxHNHtv0fkrdPuPMCytAUSElk3bm64BxjP0rk6bH2yTU9ZaOxZu7bTYY4zbzNKzRRM3GAsjffXn0HQ1UuXozGlUryk4zjZXdvNdH8z9lf8AgnLPFP8ABnV7YylXg1mbKn7uDBEa3pPSx3dD9K2tzBpVuq3bIbp03LxjGc8flVX1ZR+UH/BTLU0n+KfhXR4JA32PSfMwOcGaZxzj2jrFlM8h/Zw+GPwX1KeLxn8Z/GGk2VlG+6LSXu0WSUqes4zlEJ/h4JHoCDX02V4PCTaq4yqku19X6n2WSZfgajVfH1oqP8t9X69l+J9xfGT9sb4b/DXwvDpPwouLLX9Tki22yWZVrO1UcKXKccY4Qc+uAa+xx+e4fDU1TwlpPpbZf12P0PNOJsLhKSp4JqUraW+Ff12PzZt/hr8cvjzba58UGtLnWxbAyT3MvG8jkpApxu2jnag4Ffn0cLjMap4mzlbd/wCX/APymOCzDMFUxnK5W3f+X+SPdf2WP2r9R+Gt1F8P/iNK8vh0vsinkyZbFicYIPJj9R27V7WTZ08M1Qraw/L/AIB9Hw/xFLByWHxLvT/9J/4B9O/tG2n7Nnxu0NriPx5oWn+JbND9mu/tsIEmOkU3zcqegPUV9HmsMvxsOZVoqa2d19zPrs8p5VmFPmjXgqi2d1r5P+tD8dtUtv7PvpdPeWOUwOyeZC6yRHacAo6khgexHBFflTVm0fiEo8snF9D9YP2X/HVr4K+A2k26Wpubq7nupmUEEbfOYDP4Ct47IE9D2fWPit4m1tm/s21SyVUwSqhTg+mKd7aFc/Y+TP2nvEOon4VKLws32u4to3LHOQjB+3utZStYTaPzmaMSktEuO/PPI/CskZkisqnYWAGOgHOfXHNHUCv5m1/LKlgSBwMr+JPpUgAMioTyE6Hd94g9cHH8xQA5pVijwzEh+c4ydvY7aCkOiWJWG7LvnnBJJ9+35AUEkseJiYSxCDgnqc+46/1oBEllY3GqXsGnWqCaa7dIkQMPmZjgckgDJ/L2qoq7SRnOcacHObslq/kftr+y5+xtpPwphs/GfxDSHVPFoAkiiGHt7A9RtPSSYd3+6rfc6Bj+kZblEaNqtbWf4L/g/wBI/ibjfxGq5pz4DLG4YfZvaU/8ovtu18VruK8n/au/bRu9MudR+Gfwhmktrq2d7fUNV2sjo6/K8VsCAQwOQZeuc7OzHz80zhpuhh/m/wBF/n9x9fwJ4bQlCnmmcxUk7ShT3VnqnPo77qO383WJ5V+yt+x1J8UVtfib8T5S3huZy9varJ++vzGxVjI6ncse8EHkO2D0GDXDleU+3SrVvh/P/gfj+Z9Xx34hLKZSyzLVeulq2tIXV1ZPRys79YrS99Ufc37RP7RvhX9mvw3Z+HNA02ObXLi3H9nWCR+VawQglFd9u0BAVICIQTj+EYNfT5hmFPBQVOC962i6I/CeD+DsVxNiZ4zF1GqSl78r3lJ7tK99ddW9Neux+HXi/wAc+L/iJ4kvvFHjLU5NT1W7wzyMuFC/3UA4RB0CqAAOABX5nWrVK03UqO7Z/cuXZdhcvw8cJgqahCOyX5vq33b1fU5No9yESKJEwF2jHI65II4z7GsD1BJEdd7JGucdWCjqO2MdK0ASZA8IeQ9OvGPy7Z96zAgacqFiiCuSOgAwAf8Aa9SKAsIpQGOFmwoO0AAsPxJ/xoA95+BHwM8T/HXxIdI0aRLGws2SS+um58hCeAqE5YnB2r09TXtZdl1XG1PZw0S3fY9/Kcpq5jW9nS0S3fZfqfsnZaX8KP2UPhbLcQQtZ6XYhRLLt8y5u5iPl3MMZZj06KO2BX61GGFyvDNxVkvvb/r5H7pGngskwbklaK3fVv8Ar5I/KD4pfGb4lftReNrLwzpMRgsrm5EWn6ZHLtQE8BpGOA74+8x46gADivzDGY/EZlXVNLS+kf66n4xmGZ4vOMRGlFaN2jH+uvmfpZ+zz+zB4X+B+nf8JHrbR6n4peMtPeFcx24x8yQAjgAcFurewOK/Q8qyango+0qaz79vT/M/V8kyClgI+2re9U79F5L/ADPjv9p/9se98XfbPAfwuuJLLRPmiur8Bklux0ZY+hWM9PVh1wDivk84z5170cM7Q6vv/wAA+Hz/AImlib4fCO0Or6v/ACX5/gfndEV3+e6D5juXJ69+Qehr4c/NCHzZMsqld3OO5x05GaAFUyD5ZMFo8590PQAnrx+VADZkDMvluVXcCcHIyR70AWW85w5iQAYxlDjJ7/pQBXDFEXDB8DblvlAPfAoAWRQu2aQ4ZeBxzz6nvmgCSNRFGrH5S687jklvWkuwEaxLhWix8ufypgMSQBBvIXnqD+YxQBSa7zKFhO1v5CgCm5eRicn1qdAI87X4A68VIAN4PKkAdc1oBqWE8W1kJ+ZepA7UAfU37O37NPin446lHeSB9M8NQODcXrLycHJSIH7zH8h3r38syqrjJ6aQW7/y8z6rJ8jr5hPTSC3f+Xdn62a94j+Ef7KPw6jt440sbaFSLe1jINzeSgdSTyST1Y8Cv0+rVwmV4eyVuy6tn7PWr4HJMIklZdF1b/rqfkP4hufiJ+1b8X5NT0bS1a+1EpGI4uIoLeMbVMjnsq9SetflVWeIzPFc0Y+8/wAEfidaeKznGuUI+8+i2S8/8z9Xfgx8Cfh9+zb4Tm13VbmFtTWIvfapPhVRcZZY8/dT9TX6fl+W0MupOpUfvdX/AJH7JleUYbKqLq1Gua2sn09D85P2sf2lLf4039v4c8N2wj8PaNM00E0gxLcS7ShfHZdpOB19a+AzrNvrslTpr3F978z8t4hz1ZhNUqStTi9O78z41lYR7WUjAxnB6V8kfEEPmI+2SLncTxjgn+lADXnQNiVgSp5VfbuKAM+W7adztOwZ5A4wcd6AIC4GGBLH3oAGVh3yW/T60ARoR5vy4yc5B/nQB0MNy8sK84Vvlbj/AD+dU0BNsPIUKoGMj1z/AFqQGiMkgP1HJBOBn2PtQBDcKZPvY2KcfMemTz2oAvP5khIXDEgKuONueAefSgCEqv7zCtuJG7Gck5xxyfxoAeGfe8ci7Awxyc598nrQBQaWO23qxDAA8McqAfb36UAZzXT3MgMUeC2FX0Ppx1+lAH278Ev2bFmgj8U/EaEkyKGt7Jsg89HmHt1C/nxwfp8Fl1/3lZei/wAz8P4m4y5W8Jlstesv0j/n93dcv8a/Gtj4Okv/AAVpbJe3kiNDIynKQxuuPmx/Hg429j19DnjK6p3px1Z18N5VUxahjqycY7ru2v08+vTufP3w6+GuoeMJxdzlrbS42G+UghnIP3Y/f1PQfXAPlUMPKo79D77Ns5pYKPKtZvZdvN+X5n2x42vvBPhLwdY6xBqcmk3hCwpbITObhlwG3I3IAHJfPHTkkCv0/A8QSy6Ebu8e3U/EcHgcXmuMqU6lNS682yXbbvtbfrtc4XS/EE/iiOK2jRruHIYyRksqqOpBA49wa/V8BntPGR54Sjbq27W9TDF5LVwc2nF36JK9zoVi8CeF7+Sf7RYWupTjc586FZwo7lWJY++FqJZxkmFnKr7WCk92tW//AAG5lHLc7xcFT9nPlWyei/Gxz978T/A2lMzwagb55MhxDDK7AD+7vWNCffdXjV+O8spt8ilL0VvzZ7VLgvM6qXtXGK83f8kzxjxh8R4tRnabw/HJEsnEk0qqhQYx8iKzjPT5iTj0HBH5hnPFc8W2sLDkT3d7v/gH6PlPDFPCpfWJc7W2mn/BMz4W+NdH8K6rqN7r4cy3CBRPyxxuBwR1JPHI9K/COIMvxGNhFUns7tH7nw7mWGwFSbrLdWT/AEP2I/Y/+MXwJ1/xVBf3OmMf7Mt5DK/2QSRrPJhFBDDccqX6Z7V+J4fC4XhzHTxWftyjUTjFWUlum21+G3U/YcdiMXxJhY0shtF02pSd3F7NWT699+h7j+138Wvg/puiaX4g0K3aIWjtDO8Fp5Uaxy4IYgAEncoA47mjMsZkPELo4LJY2qxbatFQi1Z3XTXr8h5Jh87yBVcwzeTdFrlfvOTvfR9dN18z8P8A9oLx74X+IniKyv8Aw3CzCKBoppZVKhySNoI4I2jPUd6/XOEspxeXYadLFPd3S7d/vPzDjDOMJmeKhWwi2Vm+/b7j59RFDpbbiyxgsFXbjI6E/wD6q/Qj85LWJ5MPG4RlOGQjBK/X60ANKAMXjXk8AD7uB61LAeVzgNyepGM/zqQFWM7xwCDngjofSgB/lNGQo5XPYAUAORI9xkA2MwO4DAz7E0AQyElQMZA7e9AH2j+y1+yPrnxiu4fFfi1JNN8HwSZyRtkvCvVIvRf7z/gOc4+jy3K54l889Ifn6H4zxtx7h8kpvC4ZqeJa26R85efZfN6Wv+lnx8+J3ww/Z8+E1x4QSGOCS/sZrLT9MttquVlQxmRh/CgzksR8x4GeSPssdiaGDw7pJbqyR/M/CuSZrxHm6x05NqMlKc5bXTvZd35dF8r/AIp/Bv4M+NfjT4sj8O+FocoCHubpgfJt4j/Ezfnhep/OvzjC4WpianJTX/AP7Wz/AD/B5LhHisZK3ZdZPsv1fQ/dHwH8P/hb+yt8N57iWeO0hgQSX+oTY865lAOB6nuEQdPzNfptDD0MBRbb9X3/AK7H8L5rm2bcXZnGnCLbbtCC2iu/+bf+SPw0+Ovjuw+JHxV8SeOdGt3t7PV7kSRxyEGTYiLHk46btucds496/M8bXVevOrFWTZ/c3DWV1MrynD4CtLmlBWbW27f4XseUFWJygwccntj6etcB9ULtJYBc5H4UAPSI7iM4Vh1oAVlePBBDDtk4oAcqxtll5baOM8f/AK6SAt2Wl6prV7Bp2kW7Xd3cOEiiQFmJbjAA9auMXJqMVdsuEJTkoQV2z9iP2X/2S9O+Gtvb+N/H8SXXiR0DxQNho7JSM9+DJ6nt0Hcn9YybI44e1fEaz6Lt/wAE/ccg4bjhUsRilefRdI/8H8j5p/bs+LHg74ga/ofhTwxObuXww119ouYyPJMk/lgxof4tvl8npk47Zr53iTH0cRUhSpO/Le79bf5HynFuZ0MVUhRou/Je76a20+VjO/Zf/ZHvPiJcW3jn4gW72nhyJg0EDZV70jv6iP379uKjJskliWq9dWh+f/AMeH+HJYtrEYlWp9F3/wCAfX37XnxH8BeAvhDqXwvgMaajq9oLe1srcAeRGCCrsB91RjgdT1r6zPcZh8PhXhVu1ZJdD7niTH4bC4KWCXxSVkl0R+KfICrjfnj8K/Hj8DFme1hRUk5xzg+tAGW94QSsYxnnJ70AUJXldCZMk+jUeQEakEkoQEI4BoAaN/Rs5HWgDXsplCBHOCvIPoKALMoIUhhnOc5oAaoaFSH/AHhOMlen1/GgBVYEsHUlu3rg9qAI8uS4GW44B/QUAO8yQgkYHmDGDxjjtQBJbO0E3mQMY5EIZSD8wI6FfegGk9GfqN+yz+25JZNZfDn4z3Zki4htNWk5ZQOFW5PoOnmdv4u5r7bLc55bUsS9Oj/z/wAz+XuN/DRVufMMljaW8qa693Hz/u9enY97/aY/ZA8N/Gayl8cfD3yLDxQ8fmfIQttqHGRvI4V27P0J+93NermOVQxC9rR0l+DPgeDPEHE5NNZfmd5UFp/eh/ml23XTsfBHwQ/aF+JH7LfimfwT41s7mfQoJit5p0+VktiT8zwE8A99v3W9s5r5bB4+tgp+zqL3eq/yP37iXhHLeKcIsbhJpVWvdmtU+ylbdee6/A/Ubxd4I+Dn7X/w3g1Oyuo7mOWM/Y9StwPtFpIedrA4PBPzRtj8OtfbVaOHzGipJ+j6r+ux/LGX5pnXBuYyo1ItfzQfwyXdP8pL8dj8SfjR8BfGfwM8SNo3iy38y1uGP2W7jBMFyg7qxHB6ZU8jvX5xi8HVw0+SovR9z+2uHeJcDnmG+sYOWq+KL3i+zX5PZnjTQsNrMgJHy9c59CTXnH2Q8sApyxdgDnJAHvg+vpQAyN/lDqMk+uQc96AFCRswleP94rDaQSMEdxigzP6S9Fexk8K6DqT/ALv7bbRkPuJzujyOtdikEkdvJHp8OmWd2m5cSxuzKzEHDjOaL6gfnN/wUIktbnxJoF5ZyCQG1dTjnoy4/ma+4yKX7uaPls2XvxZ82fsnX32P4z6L6T+fEf8AgcDgfrivvcC7V4/10P578V8P7bhHGf3eR/dOP6XP2Fr7M/zAPhv9uXSBN4U8Ma7kf6JezW2MHJ+0x7+uMf8ALHuc+mecengZWlJH+hf0UMw5M5zLLrfxKUZ9P+Xc+Xvf/l52t3a0v+aw6V9XHY/1VP/R/IK+07wlqGsyr4tvXs447UNDsIG9h5hIyQecgADvmv2fxAhD+0qftH/y7X/pUiuOcRmFHE0ngKak2knfoubf87nnmsab4QhvWGl37yWpS1KkjcSZP9cDwMFB29a/IXClupdv+CfL4SvmM6S9vStK8/w+H/wIqRJ4Vt59OmmkkuYxLJ9qjxtzEjjy9p9XXOfSo9xW1vrqbyeOnCrGKUXZcr82ne/o7HW+INT+GE+yPQ7GaAJc225hnLwBD52NxODuxj863cqDfup7r7up8/gMNnkbyxVRP3ZWXaV1y7La1ziY7nQRbTJLbyPO1s6o2eFn83Kt9BHwfeuf3NfT8b/5H00qWK54uM0o8yb/AMPLqvXm19DvtJ8f+HLLRLHSW8NwzzQ+assuF3ybk2oQcFtwbk+3SulYiKjGPLsfK4rIcbVxVTELFtJ2aWtlZ3fW1rHFG/htGiil0nZIkdtkPuBYxtuZsH/noOPpXPzKP2e39fM+j9hOonKNe6bltbqrJf8Abu5Yi8WXNlZ69Y21pFHba2xJXBHlYYkBD/shsc1SrtcyS0kZSymFWeGqzm3Kl176Lf1tck0rXNG0y8S6TS1mjFtHE6yEN+8C4kkXPALHlfSnCcYyvy9CcVgsTXpum61nzNprtf3U/Rb9z9mf+Ca2haVD8Hri/wBSgaVb/UbuXIUkAoscQ+v3TWUT6bofodqU1lOLTTUh/wBbKBGNhUDAPU1d7Bc/EH9vS6il/aFvbTkfZNPtYSo6Dhn6+vz1DGfGQmWKJpEJKgEYxyT/AJ9KAP0A/Zk/Y91f4hrZ+NPiZA+meGxiSC1GVnvl6qc8FIj13dWHC8HcPtMoyKWItWxGkO3V/wCS/rzP0XIuGZ4q2IxWlPousv8AJefXp3P03j+IPwm8DeIdI+ENvqdlpWqTxhLPTk+UKo5VeBtVn/hDEFyeMk1+jLE4SjUjhFJJ9F/Xf8T9aWNwOGqwwSkoy6R/rZvpfVnx5+1n+yHF4riu/iP8L7dYdZVTJe2EYGLoDkyQr2lHdR9/t82AflM6yP2l8RhVr1XfzXn5dfXf4jiLhv2t8Xg4+91j3815+XXprv8AkHMz2jvb3LN58Z2FemfY55FfmB+LlJrl5Y9h+UZ4z29vpWYH6ffBWwe1+FWgAOF82JWC7evmNnr+NdMXpYD2W3W4t7CW5jlVflIAK56e/FD3A+Z/2wLo2vgHQtNwC814rHAxwsb/ANaiWwHwHayLKn+kqSY8cseB/SsQJnuJMszKwQjPJAyvrgdQfSgCeImQAkEx9AAeCPxFACNJGisyYVB3LFe/bGOlACsCR5TD5R6gck9+1AEgXjhvlUdTzx9cGgB/k7gMAkIOTkjr68c+woArsVVGc8SIwIxwePfHUe1AH6kfsj/tlmxFl8MPi1dlrQBYtP1SVsmLssNw3dOyOeV6H5cFftsqzfltQxD06Pt5P+tPTb+X+PvDpV+fNcoj7+84L7XeUfPuuu61+L6F/am/ZL0P4zWEvjXwZHFZ+LoowxYYEOoRqPlWTHHmAfck9PlPGCvr5nlUcQva0tJ/n/wfM/OeBuPq2TTWX49uWHb+cH3Xl3j81rdP88vgL+0F45/Zo8Y3PhjxNbXDaGZtmo6bMCGhkyF82IH7jgdezjAPYj5DA4+rgqjhJe71X9f0z+jeKuE8DxNg44ihJKra8JrZrs+8fxT26p/rP438D/Cz9qz4YwSxzR3tpcoZbC/iA861lI59wRwHQ9fyNfe1qNDH0E737PsfyLlmZ5twjmkoyi4taTg9pL+tmv8ANH4YfGb4N+K/gv4uk8O+KrU4YlrW7XIhuIweGVvp1Xsa/MsVhKmGqclRf8E/urIOIMHnWEWLwcvVdYvs/wBH1/Ly3ynMoVTs8wYypGVA5H51wn1I98oxVSQqjOSM9+eOueaAGRxozk7z5nJz1GD25FAEW2cBdijOTkL1GOn/ANegB6ybosgbyf4Qeh7544qkB3vw1+JXif4W+JoPFXhS6NreRtiRGOY5U/iSQdCpFdmFxVXDVFVpOzR6WCxtbCVlWoOzX4+TP27+FHxb+Hv7S3ga4sbqCJ7h4vL1HTJsMV3DG5QfvIT0bqDwexP7HgsdQzKg4yWvVf10P3/Lsywub4Zwmlf7UX/Wx+af7Rv7M3iT4Gax/wAJr4JM1x4ZaUSRzIx82xkByFcjnH91vwPPX88zXKKmCn7WlrDv29f8z8nzvIauXVPb0bunfR9V5P8ARn13+y1+11Z/EGC28BfEiZLfxAq+Xb3bkBL0L/C+ekvv0b65z9Vk2eKvbD4l+90ff/g/mfbcP8RrEJYXFv3+j7+vn+f58v8AtV/sewa/Hd/EH4X2oiv/AJpL7T4xgTdzJCB0fqWXoevXOebOciUr4jCrXqv1Rx8Q8MqfNi8Gtese/mv1R+TM0H2KaS0uo3jkgJQpJncrKeQc85FfmjVtD8daezGso81ll2srDK49x3qWIQRnkxMrfIF5HXHvVAExeNY3wDnjjkdBQBIiSEBmYqq/wDjH4d6zAaJUkx5JBzk7dvIHT9a0AYJI0fYVKheRk1mBHNcWpZW/1h69e9aAZ73kspIQ+TgdvSgCtvDbWLZz09KAEMyRyYZQxAGe1AD2OeclQ3U0ARqQM7VyCMY9xUWAbmT72cLjBHfNNgdT4Ku/Dmn+K9Mu/FsEt3oyTp9rjhIV3h3fOqn1xW1H2aqRdVe7fU6cO6aqxdZXjfW29j+kn4c6l4J1fwLpt38MWthobQAWiwABI8DG1lHIZTwwPOc55r97wc6E6EXhbcttD+n8BPDzw0Xg7cltLf195+In7UejfF6w+JV5L8W3a6llctaTx5+zNB/D5A6Ko6Y6g8HnNfjea08VHEv63q+j6W8j+fs9p46GLl9e1b2fS3l5f0z9KP2KtX+EF38OoLHwDGLfXIo0/tVJyDdPLjls94ifuY4A4PINfoXD08I8PajpP7V9/wDhux+qcKVMC8Ly4dWqfavvf/Lt/meJft96b8X5Vt762kaXwGgQFLYHMc+OTcDvk8qfugY75rx+JoYttSv+68u/n+h8/wAYU8ddS3o+XR+f6dD8sZJI4YjgsQ5zzz+Nfmx+SFN9QVcbF+cYx0wPTFFwIHuXIyWO724zQBXLYYlx+eO9ADVUAlj+WKAH7cAbsbQM47f/AFqAEZNoG/ke+P0oAaVCuygnn0HXNO4F60lw4RmIV+cjIAx6c80gNZDt3M2T6nnOB3welUgIl2JGA0nzE5HcfQ5PGakC0YD+8VhtVgDgdcHscf0oArKQ0TKC5Ujblj0B64+nbNADGvWUFwxGOApXuPpnOaAM5rueQYLiJTgnHDFffpQBWdQSjYEgbjd6fXrn2oA+nP2YW+G//CWFfFyhdcLD+zhPt+zb++Cf+Wv9zdx6fNtr2st9j7T95v07f8P2PzPjT+0/qf8Asf8AD+3b4rf/ACPe2vfS59ufF7/hPh4JvD8Otg1LHz9fO8nHz+R28z0zzjO35sV9NjPbeyfsd/x+R+H8Of2d9ej/AGn8HT+W/Tm8v1tfS5+XHhKDwzJ42sz8RhcHSzOftWz/AFpb/az823djfjnGcc18RS5PaL2t7dT+psw+s/U5vL7e0t7t9v8ALbbpe19D9Lx8OtGudDW48E3MQheDNmOsB+X5OV5256455Nfbewi4XpP0P5eeaVoYhxx8Xe/vfzb679T80PH2m+M9P8XXen+N43TUGOMN9zYTgGPsUPbH86+KrqpGbVXc/p3KamDqYSEsC04f1v59zItrOK2CyI+1hkHJK8EYwee9YntCMjgfaGLoMY2ghlPpn9MUABRWjdYVEjYBIY9R3oAgkKRwNJE3O3aQTxnPbHcUALoGkT65rlnpSRgm6cKSp5xnJ69wM1wYvEKhRnWl0R3YPDvEV4UY9Wfr3+zN4b+E/hC2eG93WV0typl/euhmiA5+Ykqepxnoa/IsUslz3DLD5xO1RN2e1k+z2+8/W4LOcirurlMP3Ukrre7Xdb9eh+kPxK+Gn7MVx8O9V+33qa19vtCbeM3BmYscMu1UwAc9z0r5/BZfwhw/UeJo4jmqpNL3uZptW2Wn3nqzx3FefQWCdC1Jtc3u8qaTvq3r9x/PJ8ffhnYfDrxFbXGiW72+k6lF5kS5J2yKfnQk5JwCp59a/SuE88lmWGl7Z3nF/ensz4fjDIY5Xio+xjaElp5Nbo8HiZGXCttLjPXr7V+hH5yNcMFWKRQyqflbPzAd/f8ACgCWGGNAGXhSOTgk1LAsH+7jrzn0IqQH7lKnHzFDz60AMdlcqG4D5yMZI+lAEPliFuGztyPpQgPrT9kP4UfD/wCKvxF+weO9USBLFUlhsGO1r58n5Q3oMDK9T2r3MqwtKvW5ar26dz8q4+z3MMpyz22ApXctHLpBd7efR7Lqfsv8WfEmr/Cv4W32r+AfD/8AadxpcIS3tIFwkSAY37B1VAOVHNfo2LqSw+HcqML26H8XcPYKhnGbwo5jX5FN3cnu32v3fdn4EJrOofGX4ow3fxK8QmybWrlEuL64y0cCE4wF/hVRwAOBX5VzPEVk60t3uf6A/V6eT5ZKGW0LqnF8sFu3/m+vc/oE+Ffwz8F/CTwTb6D4BtEa1WMSmZSrSXblc+Y0g+8W7dgMAcV+s4XDU8PSUaS/4J/ntn2d47OMc6+YSs72t0ir7JdLdetz8Uv2ofjT8SfiX43vNF8ZWk2gWekTPHb6U+VEQU43ydndsZ3cjGMcYr8zzLGVq9VxqqyXQ/uDgrhvLMqwMauBkqkppN1O/p2S7ffqfLXlqzcnce3qQa8U/UGNSIphucHgY9fegkfyx2j7p5B+tA7DwwI3p8xU/wCRQIjPlyyLG+cMOR6H60FaDQgjLY6nj8aCT9kf2Mfgt8PtG8JWnxKtryDXddv0BaReVsiRzEqnkOOjE/hX6xw9l9CNJYm/NJ/h5ep+5cK5VhoUI4xNSm//ACXy9Tmv23vjX4/8HxReA/D1nPpunalGDLqYBxMGHMUbD7uOjd65uIswr0v9npq0X17+SOPizNcTRawtKLjF7y7+S/U+b/2N/gx4I+J3ia41bxlfxXDaSRJFpRb55++9/VFPUDmvnsgy+hiqrdWXw/Z7/wDAPleGMrw+MrOVeXw/Z7/8A/Sv9oL4ja98Ifhlc6/4P0Vr+eICFPLT9zaKRgSuq/wL0AHGcDgV+jZti6mDwznRhd7eS8z9ZzvG1cBg3Uw8LvbyXmz8EfFXi/VPFOsXOv8AiO8kv9TvXMkkshyWJ7ew9ugr8QqVZ1ZupUd2z+ca1apWqOpVd5PdnGtfSSNvH3egFZGBCWeT5mJPfk0AN8svyFxkfWgALAr5eMknH40AJtxz26YoAZ5eAQM9R26igCzbSi3kDMu5RxjPrQBrcNIZo2zxyv1/nQAziMdCG9Og5oAUu/mqWOB37j8aAI253hXGeDz0I9qAAZf91JIMuOCMY4P5g0ARQxwrMJEyTkjPOAfrQaH1h+zX+zN4k+PWtNc3aSaf4WspALu+P8ZGD5MPq5HUjhQcnsD7WX5dPFT7RW7/AEXmfl3GPGeFyDD2+KvJe7H/ANul2X57Lrb9jvHnxB+Gv7L/AMMbQX0n2ex06EW2nWQfdPcMg4Vd3PU5ZjwM/QV+i1q9HA0Enstl3P4yyvKcz4qzWco6yk7zlayin1f6Ld/efinr2r/Ev9rr4v77GzFzqV/+6iihTbFa2yE43vx8qA5Lt1+mBX5tUlXx+Iuldv8ABH9t4TD5Xwlk/LKfLThq295SfZd30S/zP2V+B3wZ8G/sxfDq7S51BfNdFutW1CZ/LiLRKfug8KiZIB6nOT2A/RcFg6eBott+bZ/F/E/EeN4pzGCp09E+WnBK717927K/RdOrf5Zftc/tWy/Gm/Pg3wqPs/hLTJhLG7KPOu5lBUTHcMogBIReDgksckKvw+aZm8U/Zw+Bfj5/1/w39U8B8DwyKm8XinfETVnZ6RWj5V3eiu/Ky01fxBGiySOAxUtjtkHHcH1r5w/aibaVHlu24A5ycA/pQZilkLlNwB6nIPJ/+vQaDZAVOxYwSxBxnB+uM/yoA/o3+CN7eXXwx8Aaw9ss0V1YWZJMoOd0Sj7vUEn8q6DK7PXdd1WSOzucQkBR/qzIuB+fpUXQtT89P2+7BVtPDF5nem2RAcY6/N/Svs+H5a1Fc8DNY3UD4a/Z+1IWHxb8Lyk7d+owRH6Sts/rX6HhXatB+Z+M8eUPbcMZjBL/AJdSf/gKv+h+29fcn+TR8q/tj6NNqfwbkvo1+XSNQtblzkDCtut889fmmHSvQwMkq2vU/sb6M+ZQwvHMaEnrXpVIL1XLU/Km9z8nB0r65PQ/2aP/0vxQ8fLGdUg837vlL069Xr9k8SXbMqX/AF7X/pUj6HiJy+tx5f5f1ZlNe+FU8ORWiWzNqhkRpJSv8GcsoOcdPavyC8OTzPzpUse8bKo5r2VnZefR2t+pjzS6W1vEtrbv5oM+8k8EOR5WB6qM5ovCystdf+AehTjXU26k1b3bfL4vvN/w54gsPD17Ncy6X9pZkjUByBt6FjhlbliOPalGooyukeVmGAq4ylGEa3KrvbrvbZrYwYb5EtZYvsas0sDR7z1UmQN5g98fL9KFJWenT9T1pUW5xftNpXt3921v1NKE6npD2WqvpmIzK00JkUhZMKOB6gDBou1aSRwy9hiFUw6q62Sdntr+b2L1/rniLXNX/tT7KpldrUYCEruU/uvvf3z+fateecnzPfT/AIBzUMFg8Lh/Yc+i5+vde9t2/AzbnStc1DTrvWpoh9mt5mEh4XDyNlgF69fwFQueabsdtPFYalWhhov3pJW66Jaa+h9CfDb4D+GPGvjbQ/C15dXscWpyBZWikjDABSx25jIHTuDX1mIyuhSouom7peX+QqWMqTqKFl/XzP3Q+EHwv0n4C+F4fh74FE+paZBvm8+/mQzh7hizqTHGikDt8oP1r5G9lqfQqJ65b2V1dapZrbIGaPc581yq54HGAaIxTBn4Gftfateap+0d4ynu1QGK5it/3bFkXyoI1xu+XuCeRSdkyD6L/Zl+CnwN0KO08cfFvxp4dvdSBEtrpTapaSRW/cNcfvCHf0j+6o+9kkhfvMoy/BxtXxdWLfSPMtPXX8P6X6jkWVYCFsTj60G+keaOnrrq/LbvfZewftJ/ts6J4RtZ/CfwfvINW1mRcS6lGyzWtqD0ERGVlk75GVX/AGjkL62a5/GnejhHeXfovTu/w9entZ5xVGknQwLvLrLdL07v8F59PyC1LxNquq6jPrd9dzXWpTymaS5mdmlkkY7ixYtuJz3Nfl8puUnKTu2fjE5znJzk7t9ep97fBn9rPW/EGnw+EPiXrRjuoECw30z7FmVeizOT98D+In5u53ct9xl+dTklRxMvRv8AX/M/Scq4hqTSw+Lnr0b6+vn59eupw3x38EfDvxYbjxl4T8QaXFrOC9xCt5ABddyw+fiT1/vfXryZlh6FS9ajNc3VXWv/AATgzjCYarfEUKkebqrrX/g/n67/ABEWUSYU4A49enWvjT4E/XH4cW1nD4H8LaPcMRGlpbjA3BvlQEnP1rbULnol7/Z0Fk9spBjPAJLZJP1qSdD4n/a/kEJ8PWBJB2yuQWJ6YHQ/WpbuUfFlvMA+/IKg8grkVIGsMM4dGHooUYAB9KAHrE0JCDGxefQYPXnpQA1mQMTHgEMQrHJ/SgBq/wAMkrcL6jv/AJ9KAJY5GU7D8sg5GPSgB6NMS3z4HBIAwSDzg9f0oAUKMZLEk9Mnj3yRQBByMsxAYEDeeF/z70Afpb+yT+2FL4U+yfDj4n3hn0ckRWd853NanOAjnqY/1XtxxX2OV5t7O1Gs/d6Pt/wD+b+PvD2OOUsyyuNqu8oraXmv735nin7c2o2l9+0XrJstk0SWen7Xj2sjCS3SUPkcEEPkHvXn51JPFyt2X5H2HhjSnT4dpKorPmno+lpNW/A5f9nj9o3xT8CfESSW5a/8P3bD7bZM2Ecf348/dcdQfwPGRXLgMwqYWd1rF7o9vi3hDCZ/huSp7tWPwy6ryfdd1+p9fft1fEnwl8SPg14G8R+EbpLyz1DU3fcAPMi2QNuRx1UgtyK+izrEU6+Gp1Kbum/0PxrwyybGZXneMwuMjyyjBejvJWa7rQ/K+JkkBE6YxnPvxxj/ABr4Y/qomzBLIccdCSTwcehoAG3SgeSCA4yFJ5yeoGKAIF3D97IdpcYGD0x60AOEY83D4yMjIyDknp9KAYs9rHhkKrkndkc4NUwR1Hgfx14m+HWvW3ijwxeNaX1o25SnRgOqsOjK3Qg10UK9ShUVWk7NHZhsTVw1VVqMrSR+wPhz9o/wr8Z/gV4yN2sdn4g0/Q76S6sXw2Slu5EkYP3l3AH1Br9XpZtSxmCq82k1F3Xy3R+3YfPKOYZdW5tJqErr5bo/FC1mntrhrm2cpNC4KuOGQqc5BHNfkCbT0PwZNp3R+s/7K37XkWuR2nw8+KN2q3/yxWWoOcLN2WOU9mPRW79D2r9OyXPVK2HxT16P9GfsfD3EqnbCY2Wuyl38mfAf7TBtG/aA8cfZkFsF1FowqqArhQF4HTk18Vm7X16rZdT89z239o1+X+Y8P2rDIHOSW4IHT6n2rxkfOk0EZ3yx4G0YKfTkkD8abZSGs42mRxyOuP4R/nFMkjDR4DBjk5xk4x04/GgChPKLWdT0kwcZHAz1596AKs9wZ8byy88ben1rMCmkZBI49evb6VSAcfvAKo46mqAA64DfdIPf+VACxjILYxuJ570AEkgVueF4/H6CgAwQ4AXj19KzAc6tjbncB/WtAFwFUHOD6D1oA+lf2dv2ivFPwQ1oTWbte6JcOPtdgx+Vx3dP7sgHQ9+hFezluZVcFU5o6xe6/rqfR5RnNfL6vNDWL3Xf/gn7NzQfCf8Aaq+GCSRumoabdqdkgwt1ZXGOQRyUdeMg8MMHkEGv1eUcJmmG7r8U/wDM/cZRwWdYO+6f3xf6P8z8Y/FFj4u/Zq+Mmo6X4b1jGo+HZkCXEWVWaOVFlUOrccq4DryM55PWvyStGrl+LcIS96PX8f6R+E4iFfK8dKFOfvQe6+//AIdH6Y/Dn9rjwj8XvCL6LqWnxrr7QmO9sZQHglXGGePOdyN3U8qeDkYY/o+DzqljKXs5x9/quj9P60P1zAcQ0MfQ9lUj79tU9n5ry8un4v8AM/8AaL+F2n+AtYh13QXEen6zJLst2LFoGXBZQecpyNvcdD6n8/zTAxw81KHwvp2Py3OcthhZqdJ+7Lp2/wCAfNSoeCoyY+c88/jXz58uP5K7nycEEHPX6UARg7T+7wAeOvJ9iaAFwYgCxye/sPxoAkaRsZjIYdc8j8MjNADmMr8s2SeRxQBG64X5cEdz3/TmgAUNnOeFx1OT+VAG4siAecx2cYOQSRnuD2z36UAWVkjkIZ+3UsM89gN2cjsapgUpLtIbbZFHuK8jA2kfr/LFSBlPdMxO85xgEjrj196AJgEVDyQCMEA9PwxQAihAAcn5vu/hz0oAjZnJ24zu4HPAzQA5d67cNyhB5OMEH2oA+5fgV+0XuW38IfECfBwEt75znHYJMe/oG/PjkfUYLMNqdZ/P/M/DuJ+D782My6Ou7j+sf8vu7Ptfj18C9G8VabeeOfDpjsdVtYXnmx/qrmNFLMTjo+BkMOvQ9cjpx2CjUTq09H+Z4XC3FFbC1IYDEpyg3Zd4t6fd5dOnZ/L/AMHfjprPw2v102/332hTtmWDOTFn/lpEex9R0I684I8PB42VB2esT9S4i4ZoZpD2kfdqrZ9/J+X4r8H90eKvCHgT47eEIbuGVJw6lrS9i/1kD9we/wDvKf8AA19TVo0sXTuvkz8JwGYY/IMY4SVv5ovZrv8A5P8A4KPzb8U+HLrwh4j1Dwxd+XPLp8gjZgTtY4ByM+xH0r4mrTdObg90f1Bl+NhjcNDFU1ZSV9Tm522q29D5ZxkKTnjPP4e1c56RFFEGXaHDjA5AwQD60AVroBrYqnzSQnIP88etaAdj8NLy40zxXZ3kFg167Kyqq9QSOWBNfN53SjVwcoSnyrufR5HWlRxkZxhzPXQ/UP4ffCv4n+KLUXWn+GmnjkRJQfNAZVb1ADGvwTOsnlh2va05yvs4Rvc/bMDm0cXB+yqwja6ak7Hv/i3SvG/wu8AWt9rfgq7MI3QrIkithslydhwcYOBXxcOCfbuWY1eanC6Xvq2vyv2PpcNxPLDSjgaU1VnZv3NdPwPy7+Onxv8AD/xI0W30XTLCWKeyuCzSTDayEDDKB157/QV+9cLcNV8trSr1Jppq1l1PynizimhmlGOHp02nF3u+nkfKcsQPzwuWKt06c4zkGv1dn5KDTGVU2kY7kcZIPNCZLLtvuTcW+XOMduPehklxmVVChgc5OenvjHrUgRgrktyM9hxz9aAGykrNtwCfUc9eevtQAzLfxZ9yfWgC7Y6hf6XeR6hpkr21xbMrpLGxVlYcggjnOapNp3RnUpwqQcKiuno0z9hP2Wv2zrDxtHaeAPipcJba4wEVtfSYWO7PRVkzwsh6Z6Mfc1+g5ZnCqWo4h69H39T+POOfDieD5sxyeN6e8oLePmu68uhT/am/YvtvFYu/iB8JbVYdWYNJdabHhY7k9S8I6Bz129CenNRmeT8962HWvVf5G/A3iTLDcmXZzK8Noze8fKXl59Op81fsw/tfax8KLqHwT4/ll1DwqCEVzlprLnBKdyg7r+XpXi5bmssO1Tq6x/I/TeNvD+hnMHjcBaOI+5T9ez8/vP0R+M3wK+HX7TnhCDX9FuoF1OSEPYarBh1YYyqybeWQ9D3Hb0r6/GYGjjqaqQevRn858N8VZlwrjJYXEQbpp+/Te6849n+DPw5+IXw+8TfC7xXf+DPFlsbXULPBwDlWRvuurDqrdjX5lXoToTdOorNH9zZTmuFzTCQxmDlzQl+fZ9mji92CHOeec/4Vznsj3ZVCKjZUdDggn2oARcDHHzEjGT0/KgBjI3nNH1Azz2PofWgBXXytu4cZwcnOfrQB7H8HfjZ40+DHiFda8NzeZaykfarJyfJnj7gjsR2Ycg+2QfVwGYVsHU9pSenVdGe1lmaYjAVfaUXp1XRn7I+FfGHwm/ao+HU9tPFHdwOoW7s5SBcWkpHDA9QQc7XHBxj1FfrlGvhM1w7jJX7rqn/XU/dsPicDnWFcZK/ddU+/+TPyv+NHwo8U/s1eM7bxB4R1R3sVm3WV9btteJxkiKUdiRn2YZ9xX5lj8BWy6sp05adGvyf9an49meWV8pxCq0paX0kvyf8AWp9G/D/9q+7+LdknhXxdNHZ6qY9hjAAhu1xg4B43H+JD17d8fT4POnio+yraS/Bn2WA4ieNj7DEaS/B/12Pnf40/s9G1W48VeBId0Ay9xZDqg6l4vUeq9R2yM48HMMq5b1aC06r/ACPmc1yRxvWwy06r/L+v+B8X5GSgHIHp0/Gvkj4QlUxlcgZJ5NLW4DNxxsH5UWAGfaMgdRjk/wA6YEYckbmxgd6AJGIwGOcMPwxQAwgglemKANOwdJEMLMDt+bsevoaALYVYIzJuJB5II247HHqKAGMxBV+DtyD7g/TrQA7lzgOvAyemcfSgbQLDsUFgNwzgALjJ789KCx8TRrKjy/KgZdykcMAeR+PqOapGcotp2ep/Q58SPi58Lv2ZPhpYmC2it4ktwmlaTbEK8xxkepC5OZJGySST8zHB/WMRiqGBoKy9F/X4v9T/ADxybIM14qzSbqTbd71Kj2X5a9IxVl6JafhH8Vvi340+Mviy58ZeMrnzpn+WG3XIhtouqxRITwo9ckk5LEsST+Y4nFVMRUdSq9fy9D+7MjyPBZPhI4PBRtFbvrJ9XJ9W/uWySSSX6zfsMt4C8Ffs6XHxE1VbbSpPtN1/aWoScMyQv+7DNzwFICoo+Y9AWPP3mTexpYR1pab3Z/Jnib/aOP4jjllG81aPJBd2tX+Dbb2XVJHw1+1N+1frPxt1GTw34akk0/wfZyfu4QcPdMp/1s+PzVM4X3PNfMZlmcsVLkjpBfj6n7rwRwNQyKksRXtPEyWr6R8o/q935LQ+M0McrhjuCL64w2PfqK+eP2QUMBJhjxt4Jb9D2+hoAaXl3DaAFHBznnHQ5B4/KgliQqrTBsAsowM5J46j2HtQUK8hVDIMhVIHGGOP89e9CRLZ/QH+zPqk1z+zl4NubO5EcsVvHGjP8ygRuUIIPP8ADVxVtR2ue/y217PYzvfOkrtkGQAAD8KcdXsU9D4x/bv0WdvAvhvUDdi5RJiMBApGU65Hbmvr8idq0l5Hz2aK9OL8z8uPAN2dL8c6LeE4+z39tJ/3xKp/pX6FSdpxfmj86zuj7fK8XR/mpzX3xaP3ur78/wAdDw79pWwk1L4HeK7dOqQRTfhBPHKf0WuzCW9tG5/QvgdjVg+P8qrS6ylH/wADpzgvxkfjIPu5/Svs1pof7tX0uf/T/HXX9UsNM1Cc31kt4txaBFLAFo2PmhWBbgcnn6cV+z+IsorM6fMr/u1/6VM6eMcJVr4yj7Ko42SfqubZ2PMYbyyjCf6CHwIAeTy0TZc/8DHFfj14rofPTpVJX/eW+L8Vp9xv2F/f3V1FdaPo482wmnkyilwDM25A3GP3ePlz1qk3dOEdjyq9ClTpyp4mvpNRWrt8Ks7f4upXvfEF9qmrXOrpZxiQSRXDrtLBPIUR8n+6c8+9EqkpScref3GtDAUqGHhh3UdrOK6X5nf7+xNap4ku5oPDdtaDzbu1MEaFArNEJDOWBPfKnn0GKcXJrka3X/BFU+pU4yxs56RlzN30T5VG33PbvqT65d+LYr+00DUWAubYssSADj7QBGVyO2BgDtSlKd1D+tTDBUsvlSqYqivdlu/8Ot/1v1Kco8VabYz3zTGOKzuILd8MuVltSwhBH+ztbBp3nF69P02OmH1CtVjS5buUZSXmp25vvurmt4r8Na/4Vsbb+0L8Sx6i2TGjEghjvJPY/MM/WicZxlvocGVZjhMfWk6NKzh1a7afkfe37LOl/wBqfGfRULMotY5Zcr1AC7ff+9X6BmMv9maOvBK9dH6yrIbLUJ2kv3LqyhiXBbgcDjHrXwDgrn2C2Os0qYtq32m5unzFFnEjDGM88celU7dCLPqfzm/HHVP7Z+L/AI01IyF45dXvNhbuI5WQEfUDiuZ7knksl3GpO1RuPUgAfj70XAzS8kk25i3vg8fWmBEWyOFywPGT1NADFcOdmfmTt/8AXrMCULuOSeTg+lAEgC/NtHVhwKAP2T8DExeDdGku4pZzDaxncWyfu8Yyc9K3aA376W3ubQJHazBpCpHOOc/WmO5yXiXwX4R8STwy+KdEXU5IgUjMo8zaD1GSeM4rMVznIfhB8JJbuOWTwpbrGEIx5YwWJH+FCsB9D/DX4Nfs76/pMsGoeBbN7uybY58kZYHlW69fWtOVPYdzuD+zt+zlFp7ibwPaecc4Bh9Tx3rRQRtbq0bkX7N37PVpZJPc/DuzcNtUYgUnLfjU8hjcq6l+zN+z7eXFtBZ/D62Uglm/dBRjHfBqWkJMqj9m39nuzcxS+ALcsBuyI8rtPHXNYtWHo2PsP2Z/2dDLey3HgWAsdvlKYzgKAc45rVJFlP8A4Zu/Zxe0kdPA8AZs7PkOf51TgT1sRT/s0/s3kW6QeCreS4dlUjYcnjnvVqC3Zq0ktjfP7Mf7OFk8Bm+HtuJJDtUrGTwPTBqeQxuitqv7NXwG1XVUdfBKSERhXLh/uoAqAknOFAwPQVMlfciCjBcsVZGd/wAMzfs7Wpe2m8CoWAy2FYrtb3zWTVkV1Ldh+zR+z06XVjdeDwbMMHggPmeWpKgMyjOMnHJrVWtYXJHm57a9yhH+zL+zY6SS/wDCGIOSo4fqPbNVyDvqVT+zH+zZDp4DeEIvtHp8+cn8aagjo5Vuzfi/Zf8A2dLK1W6ufAichQCFkzk/8CpchjdFDU/2Vv2cJvJSy8DhZXYdBIMr6HJqXFCuQSfstfs7Wc2LnwV88uSu3zGzjrk54rJrQQWn7Lf7N8uoo0ng/ZamM8ZlwX9znNVFIpoY37LP7Mz3csbeD8CL5SMzDGfTmtOXsGg7SP2Zv2c9NkuZovDRt3mEkfEk67o3G1lO1hkMDgjuKuMbG0LrVaF9P2Vf2Y0eGOTwPh3UyAjz8EHv96p5fIwk1cyB+yT+zxNeTvZ+DXEUeAvzzKAfbmocQuTXX7Mf7Oepzy3N/wCFJ7m6lZ98kr3DO0nfJZiSc96ltyleRTk5Nyk7s/En4raNY+H/AIjeKtD0aD7PYWGo3Vtbo2fkSKQoqnPPbnmoZB53lEjLM5DLkZ6mqAgnvrbZgL520HJ9qAMo3G5f3ZOwZxgd/UHvWYCeW02dx5PJPXGO2P50AIyDaFDBR2BHH0oAHjQbdoOFwSf/AK1aAROQuexbocflxWYDmG4kyLuz60ADAbSB0H4/lWgDUfEeSS3IHTGaAGNIEJJUkdST0HsaAHKSwO0hg2eQcgGgBdgKtnJBx09RWYFmKdbZ/Myc4H+eKAPZfhL8dfGnwV18a94On/0eYBbq2kyYbhPRh6rk7W6r24JB9PA4+thKntKT9V0Z7OXZnXwFX2tB77ro/X9H0Of+L3xAb4m/EbWvHI8xU1ZoX2yclSkKRkYBxgFePzxUY7E/WK8q3f8AyM8xxf1vEzxH81vySOF03VL/AEPUoNV0m4e2u7Zg8ciHDBh1IxXHCcoSUouzR50JyhJTg7NHsPxR+L5+J3hfw/banbeVqumSTm4dB+7kV1QK6jjaTg7h0B5HBwPVxeOeJpwjNe8r3Pcx+ZPF0acZr3o3v2ex4eCDuaMYAPUH/CvGPnxkhG4Mck+h64+mP60ASLyC3HPOaAAqqsHXJL+nWgBwB2DgrjPGOaAHAYGBzjkA0AMIYrnOCfb/ABoAiZUXG85bsT1oAsWd79nBt1G5X7tzyaAJnmmkADMFxgDHGAOtAELbvllk4AHUH19aAHHaHBySuOSP50AN+XjcMjqOc0AN3YkweAemO9AEm87dik7cnn3oAgRgAc/xcdO31oAl38lUYKq4J/GgD6c+H/x71HRPC+p+CvFW670+5sriG2lHzPA7xsqqfVCTj2/OvZw+OlCm6U9VY/Ns34Vp4jFU8dhbRmpJtdGk1f5/mfMQVAdrE5IP614x+knq/wAK/i5r/wAMdXElg5n06Qj7TasfkkH95fRx2Irvw2KnQleO3Y+VzvIcNmlHkqK01tLqv815FD4jeKrDxZ471jxDpKs1tqUySxF+GU7FVlx9QajEVVUqynHZnZkuDqYPAUsLV+KKt+LOWCvtEjgh1bIPt6Vy9T3hgZjMwjjAYn6f/rqgB1ceWR+7Azux16/1oA99+COkW0s1/q7ygvDiFBnld3zMfx4x9K/M+LMTKKp0I+v+R+ocIYWEpVMRLpp/mfqT8Gf2gfHXw5ls57C1h1NYoDAA+V3x+hI7ggflXwEeMszw8fZSpqVtm/8AgH0uM4YyuU3UjNx7o9g+Ivxy8UfGPwzZrqcUWnWMU+57eIZJlTjBY8kd6+CzTi3N8xqPCV4qNLfRb/M/R+G+GsnwkFiaMnKr5vb/AIc/En9oPwZB4U+Jl5LZlRbaiBdRgHlWk+/nHq2eK/ovhHMJYvLIOe8Pdfy2/A/A+Msvjg80n7PafvL57/jc8P8AJ3TAyMFA9Ov0x9a+9Pz8ZH5sqAOuBhckY4wOlAD4l2ZXJDZyAfQ1LAt5TG1gMHkj0qQIdzbQvU/l+tADt7MSWAHpzzQBCxYg44IPT1HrigBIQSuzOPcjB/GgCWMsspEQ5UZB9D65zQB+m/7K37bEui/Yvh38YrppLFtsNpqrnc0J6KlwepTtv7fxcZI+0yzOOS1HEPTo/wDM/mTjnw2jiebMcmjae8oLaXnHz8uvTXR/m/rTQ/23qQhdZYhcSBWB4KlzgjHBBFfHT+J2P6Rw1/Yw5lZ2X5H0b+zn+014u+BOsLayltS8LXT/AOk2LH7mTzJATwrjrjo3Q9iPXy/MqmFlbeL3X+R+d8XcFYPP6Dk/crr4Z/pLuvxW67O/+2H458LfEj4tWvjDwfdLe2GoaTaHcv3kdS4aORequuOQfUHpiqzavTrV1Upu6aRz+HuVYvK8olgsbDlnGpL0a0s0+qZ8rshQ/IuPc+g/OvDP1YfhQNpPHf1GfSgCNclQAxwvPbr60AKxOzaO3PA6fpQA4gcttUDv/wDrNAGdJfLGWEY3e3JxQBueEvHnirwTrUWveF757C6jBB2MQHU9UcDhlOOR/XmuihXqUZqpSdmdmGxNXD1FVoysz6K+J/xh0j4p/CMpcEW2u2t3bvPbM2d3DKXiJ+8vPI6r34wT9HjMwhisJZ6STWn+R9Xj80p4zA2ek01dfqv60/P5JhZ4JEnhZklQhlZSQQR0IPavlUz4lO2qPtL4V/tApqumyeDfH0wS4kieKC+bhXypAWY9Ae2/of4uck/YYLNeaPscQ/R/5/5n32XZ3zQ9hin00f8An/n9/c+JkUkHjO3jtXx1z4ADt+nt2HtQAcNhxkBu1ADQYwdrZ55Pr+VADuSwVG+U8fh7UANVug6sv8vpQA1gu4NtCj0H+PNAD4ZDG4YjIbgj2oA2JCWG8tkDAz0oARTGvBOQT170FdBjKkpcqqsARx6CgEPmzxubhcHrz+dBQ1QxB3Adfcg/rxQB13jrx14o+IerDXfGF819diNIlZ8ERpGAEVFAAUDHQYrerWnVlzVHdnjZfluFy+h9XwcFGN2/m92+79Tko3GTI7e4Pc1geqdVJ8Q/F114Hg+HP2x/7CtbqW8+yqdiGaVVUu2PvcL8uc4ycdTXQ61T2apX9297HlRyzCRxsswVNe1aUebrZXdl287b6X2OMZARH5ZKk8gDk/jXOeqIEOPlJznr0+ooAbJgArnLdApPIx1AoNCRZFkGV5xwAeKAHFljUzIucdf5CgzHKZdpkZNpQZPfGO9AH7a/sgPa6j+zjos9yC0ljPeISMk8Tuw4HswrpirxK2Z9T27wTRSW5jbG0sd2RkH61cUkjWUbvQ+ef2xUtbr4RabIu7dBPGOVOBnA619Bk0rYm3keFmS/c3Z+Pz77HVBInDqwZT7g5r9FTsfHtRnFxezP360+5+3WFter0niSQf8AAgD/AFr9CTurn+MuJo+xrTpP7La+52OY+I+m3Os/D3xPo9ijSXF9pd7BGqgszPLA6qAB1JJ6VpSdpxfmfX8GY2lgeI8txtdpQp16U23oko1IttvokkfhApya+ypybZ/0Ts//1Pxp8WJf3NzcWFlAZ/tFvCX2jJQRyO2f071+weIjk8zpK32F/wClSPS4rdKGPoVqsrWi7ed20ZGl6X4xjs7KbT9PLRWc0k0cm0fM0oUFWOeVwo49z61+Ux9ppaOzPznFYrLnUqRrVdZJJq+1m9V567/5FvTLvxzod7d6dYwrHca27O8exWO5Sc7Qfu43Yo/eK6W7OfE0srxVKFarK8aSSTu1o7b99huh+BPF19PqEGlMgJQw3GH+Uo5ViuQD3x09KmnGabS+Y8bneX0o0pV097x06q6T+65JrPh/xj4ee21W/vwlzYRhIdjfvERnKYB7fMxpzco2b3Rngswy7FqeHpUrxm7u60bsn+SRP/whmp6xqkEup6zGb24bJld9xUjnl8gZBPI7VKpylLfUz/tihh6ElQoPkj0S3+VuvTuXNW+HdppcTfavEMMoldCVVlO5mDHcfmPI9T6050lHeRzYXiCpXkvZYVqyfR6LTTb+rHBzWVk2iJqEuoebeF1xBnJVN2Mkk/XgfWoio2Uk9T62nXq/W3RjStD+bu7f1qfqP+xlbofiXf6i6M4tNOcDb2Z3T/4k193mb/cpeZnlyvVb8j9L9R8Q6Np2iT3NzaN5hkCs2wZzuA+9Xx7STuz6hSWx5FqXxfukg1GLTLHY5jwJZACQMHoPfNZtormTPwC17UZ9T1/UtQuHLtc3E0h7cu5Of1rmZgY8ckbMMLnJ6HvTAazZ3ZXBc8AcAYoATOCGHJY9RQAuwAgMM9h7UAThNowG47Z61mBZ02H7RqVpD1MkqLgcZBYCgD9gdKup4tDtLfLBEhjQ546DGAK67AbrajqEYiG1m2lc4XotZySQGhdX9lJcRRRCQsQWPyn8agOpRkkkjvtkMbm2RAc7Sfm9KVuxaZseC/FU+leIDdDcsEzmOUAYIB7/AIHFaxbHofXDvYjQFu5ZJTcsm7B5O7PArdNl3TRbGrXsiWoJcncrKG7sOegpuJg2zcg1y8GoxC8VvIIYSMIzx2HNYSsthK9i29/pV7qE0EPnGNAqnKEY7jPHes2lsC3MeLUbq2nvZ5YZfKiLCImNsMuOvv8AWk1robJnMNe3NxpwntlcnGQUU5IPsRXQnKwLlRq6k1lZm1mtJpWmEi4IGTjucY9K030Kk00Wk1a/a9gKljImSisM/jgCk4nO2zXsNembU/L1FWW3dCGcRN17c4rGWmwywb/Sb3UbiCBpTGpCn92wx9eKzavoxLQyob+4ivrp5IpTBCSIm8pyGH4Dmpcf5TZPuc2t/LdWkksCvnLMNqnOe4wR1rpi21qCUUW7r7CmiC6lml+0hQ2COQ2emMVabLumiZtZvJLe3R2fBZSNw27m7DAFHKjnbZsnxDfpeW3nRkqXxIwic7Vwec445rKSSEr7mlearo0t/Fa28sjHYWOInzz1xxWbGZM11LDq0dtAkr2aR7i4icgNnoSB+lQ46WRqmYkmri+v7oIp6gH5HVgQPQit4c2wvd3J9KW1uLNpdRmlSUOw2soXCjocY71qm+xpzLYt22sXcd6fJJby49oBUthAeDgDjNLlXU5mza0jXoJpLqPVt0EaEMhWGT5uOccHNYsepXivLC5s5Lq2lkZk3smI3wTn3H6VLV3djWh/N38T9QlvfiT4pvJcNcTarfSMPuj5p3OCCPfpUiODkiVojEh8t+T6Ac9+Of8APNZgc6AFDbSec7iuWHPt0rQB2AFG4Fz69R/So2AXLMxEgwucZzg1YCOzHI2hnQcc4z+XeswI8qXDHkEcdc/Q5oA+mPB/7ON74s8MWfie31xLU3ibhE1uW2g/7XmD+VbKAHb2v7Hl/cRyO3iePKDPFoeeM/8APUYp8uth2K93+yZBplvDLqfjO0s/tB2xmaHy1LdcDM3JqWiJSUVds5O9+Afg+zJjn+J2mblBBXy93TrwJM0KPS5M6kIx55PQ4Ky+HvgHUb640608f2pW2RnaR7Z0QhRzglufpzQot3sRUrwp2c+rstDTi+FXgB4jKnxJ05VTk5hf9BuH8qRq5JaDZPhn4C3RJF8RtNl8wgHMEgA9zzWYKS1K/if4W+DNAtTKfiHp164wVSKN2Jz7qxq3GxEKkZ3scBDp/glYD53ijDqcALbOQf8Ax8fypJGieth72HgEgMvikg45H2Nsf+jKVkMtQ6R8O5gqyeMRFxg5snP/ALPVWA2B4a+G5UbfHsAGO9nID/6FSsu4HO3Vn4JtpGSPxR56jjKWr8/+PipApbPB3CrrjyP2P2Ruv130ETlyq569o3wb0nV9JstVHjKwto75d22f5HjwSMMu6rsEZxceZMzbz4ZeEbLWU0f/AITzT5Lh22gJG5UE+rZxT5G3Yh14KDqX0L0nwj8ODdCvj3SzIjFWX5gQR170uXWxUakJRU09GOi+EvhEnMnxE0pGHGNrn8+aGvMu6vYv3PwW8N21ot9L8Q9I8ps4I3Z/IHNHLoZ+0jzciep5nrnhvwdpwYW/i+0vWX/nlE/P0yagvm1scktr4eDBm12Mkf8ATJv8auxRvxad4NaBZW8UQozdUMD5H41AG4nhbwVLEMeObLJ/vRyDGaq3mBWudA8D2gO3xtay+yW8rcelKwGM1p4LiQlfFEchHQfZZefanoB3nhL4X2/jLQNW8Q6Xr9qtroyl5xKjq20KTkDvwPzpWJi7q55+LbwkwKN4jiQ8EZglwP0paCjK/Qu2em+Ebqb7O/iq1hQjJd4ZQCfyoLNkeDvCI+ceOdMOepxID9MYq7AU7jQPCMWIV8ZWLjGCVSUgf+O0wK/9heENy48YWQI4J8qbH/oNSkBoQeFvB93JtHjjTogOfmjmA/PbTsRKSW52mm/BjTNZAfR/HOiSyD5gvmsrfkRQo3FOpCCvJ2R6Dp37OlpqFnFcN8SPDdnI5O+KW82urKcEFSPxp26D5425rm1F+yshjS8i+Jfhby8nk3p2n17UPYFKLdr6mHqn7Pem6U8P9r/Ebw5bwXmfs8z3LbJdjEHawU5APFU6bSTezOeGKozqSpQknKO67XGeH/gXrVnqzrp3jjTY7OYndLZzhywH3WVWwCD71xV8JSrW9tFM9TDY2pSu6E7d7Hq0PwQ8bLcC0svH1zjAb5FQ4B9hJxXH/ZGD/wCfaO3+1MVPX2tz134dfszfEPxDrJ0wfEPUbe2aMu0v2dJFVl6DHmd6ynkWXz+OimddLOcwpJ+zrNXPgD4qWer6P8RfEXh/Vr+XVLjRL64svPlABlW3kaMNtycZAzjtXo0MNRw8PZUIpR7I8nEYmtiKjqVpOUu7PNzLGjCYfIHJy25QoIrrOQQ+ZLmS1XeJOG56j29KCmEDBV3Aknvnt/jQSS8ctuO76Y/WswD/AGicjOP8+1FgHBiAxC5A6cZ4P0zQA0qxJdc8dgc/zoA+q/2W/gh4S+Nmr6xY+Kbq7gFhCkkRtJEQ7mb+LfG4/KtqcFLcpH2np/7APwjupkhuNX1g/OQQJbcZB6YJhP8AKtZU0kSdO/8AwTt+Dub0f2vrgFsoIImt8DI7/wCj81DhEpFaD/gnt8B5Yw03ijV0XaCSJbf+ZgpOBJIv/BPX4AzQF08Y6qVOeTNankf9saHBBc521/4J/fCG481l8U6u5jYhSv2cgj8Y6hw7FaFtf2APgkqlW8Zaor/xASW24H3HlcVLViUNtv8Agnv8Hp9XFh/wmOqfZTHv3FrbcW+vlACtFACa6/4J6fBqC4WBfGGps2f4ntiT+Hlj+VVyIrQqXn/BPn4TQvCIvGGpPvODlrYkflHxU8gJJjdX/wCCevwntLV5IvF2pSPg4Ba2644ziP1qvZqxpyo+cX/ZF+HkU0qz+IL8eWSp+aHgg/8AXKp5DEZ/wyV8OvKZ4/Ed4eCR88JH6JS5QMqD9lLwZLGW/t696n7ojxj/AL5qXErQm/4ZQ8AsAD4luxj0MRx/45UMksj9kbwJIc/8JDe4X/ahAP8A45WvKjSxXh/ZM8DTPIH1+8XYeOYuf/HaXKSzwzx/4L+C3w68QN4d1rWtVnlEYkLQLA4AY9DletTZIzlKzSscTv8A2fTcbV1rWlhI6mGLIPuBxRoUb0Glfs53CFv+Ew1KEntJboP5A1IEVzpH7PEWxovGN/I3Q4t16flVJIrQYdO/ZwXp4r1ZvpBH/hVWiSNew/Z0I/d+KdU+hgj/AMKLIGzY0zwj+z3f/IfHFxbse0sKgD9KVl0FGSZ7j4M+Bf7N+raTJdeIPiqNMaN8Iv7s70I4ONpPHem423M41YSk4rc6uz/Zz/ZPvphbr8aFQydPljHT3K1Siu5TqRSb7DY/2b/2Ym1e4sYPjAJkiiMitGIizBRls5GOKUafM+WJz4jF0qEPaVXZbfeZ/hz4DfsqeLlmj0j4uOTCMuJo0iOPXkVCVzadaEWlJ2vsd/a/sXfA68dJ7T4orJA2A7BoMLnoeauMb6lyqQi0pM9Rb/gmx8MkjE3/AAnt6FbHISDnPQ9KvkRomV73/gm94AVP3Xjm9Yxr8pMUOOPwpKFw0PyHu7d7W9ntZB89vI8Z4wQFJAP6VgURmEbQHGF65zk59KCegwqCzBSx9/5/jQUNjiBZnTDHOcnrQAixsDGiHchJB9iKAF2N5pRRhIzgk9DmgCQDymdGctj070Csfr5+wP4nhu/hdqHhpVAl0zUJJdxPBSZUYD6gg/nXXS2HfQ++Xb+2rqNYiISVKHdW2iKVTseW/tJaAuufAnxAsq7m0KMzhlPVoTnP0xmvQy6py4uFup5mPSnh5n4Yay+L9D9K/Tz4SJ+6fw4vl1L4f+GdQU7hcaZZvn3MKk195Rd6cX5I/wAh+J6Dw+dY2i/s1ai/8mZ2MkaSxtFKodHBVlYZBB6gg9Qa3PmYTlCSlF2a10P5/r/T7zSNQudL1CNobmylkglRgVZZI2KspB5BBGCK+zp8u/Q/6Q8rzClmGBoY6g04VIqSad01JXTT63R//9X8bfEl1qkWtQ2mktmTUIUiZDjDDfJjOfTr7da/ZPEOTlmdLl/kX/pUju4vp0J4mNTELSEbp9tX/wAMd2nhD4xaZpTxLqltbW9tGzBBKpyAuSFO3qRx154r8u+r4hK3N+J+BvNOHq1dSdGTlJ728/U8Eub/AFme/nFzdsZ7cTBiTn13gEdc4rzbS1TZ+p06GGhSjyU/dly/8D7j2Pw/8PrnUtMi1q+8ZR6c92VMkYb5l9Nx3rk4wa7oYe6Tc7XPz3G57ToVnh6eBc1HZ2/LR9TyjxdZR6XrMunQat/a0KZ/fBic4YgDkn0z+Nck4qMtHc+6yqs6+HVaVD2b7W8l/wAMdJ4K0bwHqlvcS+MNblsmjJ8pUOM46kkhuvGMDsc1rRhSlf2krHkZzjM1ozjHLsOpX3v/AMOvmVvG9l8OrJ7ZPB17cXRwPO3/ADDkHJBIX24+tVVjQiv3buaZNWziqpvMacY9rfLzfmefEwZQR5J+U/jnmuaNuZWPrUp318z9nf2GtJuLrWfE+pRlFWKG2jy3qxcnH5V9pm07RhH1/Q8nLlrNn31qejXes6Pf2cRQu8TSZIypKknj8q+Xk9D3Uz451u7ls/DfiDU7kKptoZMY7BE/xrBlH4pkYHzHcx7nvWNwF8s8Hrg9qQEx3KCACR1oAahWQkAEigCOPbnHbtnqaAJAqk7TnPr6UAdD4NtUufFOkw3DhFNzExOM4wwY5/KgOh983H7RfwhskRP7bkmQJjbHC24MvrxW3PoZRqc3Q5HXP2vvBllJD/Y0F5fI/wDrOFTC+nzd6lscZybelrHmnjH9rLXLbxIZfBE0Q00wIFE8Rdg7cuCcr0PFEtNEZ0ak5x5pxcX20OZP7W/xHDMPOtW758hufw3VK0N1J9hbX9q7x+kEzieyR85VGt3LMT15DYA/GqUtDOU5KSSjf7j0Cy/4KA/GOLTo9NmWweOIAKxtWZiF6ZPmCj2jLlKolaKuOP8AwUP+NqyRtFBpy+U2QBA2Dxjn95WjqNoq/csN/wAFHPjoy+WY9O2ZyR9nb+fmVnzDuT2v/BR/45Whm2Radicgtm3ckbRgY/e1Ld1Ymwsn/BR743mNo2h051II5t5B1/7a0k7FXILf/go38cLeFIEstJKIMf8AHvICR+EorT2jEe/fs6fti/Eb4yfFvRfAvie3sIbS8SU/6PA6SF1GQAzSOOgJ+7VRqXIhKcm+Y/UFI4RrCxRXbxmNvLKFkzyMn+GuhyTWpT3OiFvYPqb6dNqEqW8UXmcsgOee5T2rHSxV2flta/thfFqy8U+Lbdjp40XTr+7ihfyHMpihlZI8sZMElQM4A59K+CzTOqtCao0Yp373/wAz914c4HwmNwjxWNlKKtfRpfmmeI6r/wAFDPjrb3UkFjDpEsAYqpe3mLY/CcD9K+joYipKEZTSufCZhlOFo15U8PJtLu1/kUdK/wCChnxutgts9nooRSefsswPJ9RPW9TFVIq8UvxOTBZZhqmlaTXo1/keiW/7cHxR1TTZJLqz0oIvLFbeX+sxr5mrneLhUUYwj9z/AMz9dwvBGU1cNKtOpU0V3Zx/+ROWg/b7+KjKZJbXSofs8gK7beXkDkDmY17ssdXulZfj/mfF0ckyScJynVmmnprH/wCROk8G/t6/GXxNq5024ttLhhkbG5LeTdj6tKa83Ms0rYanzxS+d/8AM1yHhXCZjiHSlOSj5NX/ACZ3fib9s74n+CM3jpp8k3llArQuVwfbfn9a+ewHEGMxU+VQjb0f+Z9lm3AGVYGm6kqtT74//Inj7f8ABRb43+a2LLSGjJyP3Ew/lNX2kcRUXRXPyuplGF57UpSa+X+RXj/4KF/GK2E866Zo7SStk5t5v5+dmtPrdVaWX4/5lyyTDKnKXPK/y/yIf+HjXxnJczaLojhhjmC4/P8A19dH1me9kePDAU4r943+H+R9IfsxftRfFD4z+M7jRdbgsbC0Fux3WsTh8qQQPnd/5UQxUqldU+ljslk0I5bUx8m7qSS2s/wPvVB4hubjypdTxtIC4iToeDzjrXpygrHx17ux2EOj6xHs01NTkMcURkyI49+c55O2s5RT1Ykj+ZvxvM9z4u1y7Kks9/cuWY8kmVju/wDrVkIxI52aNzGd7DBwffvj0oAw7qPynwp3I/4EHvWYFceZ2bC8c9TWgDECGQBiCR0PrQBKrbW45H1xjnrWYDWyeMDb7dyaAP1S+E1lFZ/DHQWZ2G6FcHPy10xYHq8Uax6bLMs7IxBHB4Pak3qT0Pi/9s29T/hFPDkVuNhN3KSwP3tqAZ4+tTPoNpM/O0yMTkkk/WpshWGbsdO9ZjsNBxQMXPagBMmgB24UAITmgBtABQAo60ASq5U7l4IosKSTVmOaVyRuYnHvV2Fy20Q3exO7Jz61BVug3knJNAri7WNOwuZC+WT2osHMhNposHMJRYdxNopDDaKAG4NAD6AO38O+KNT0fQfEWm2UmyHUreNJB7CZDx/L6UCRxJOevNAIY3WgY2gAoAcCBQAuRQAmcGgBdwoAQnNAErSuyqjMSF6AnIH0ouJRSbaQ8XMwIKyMCOhBOa1SuSo22P0z/wCCbrf2x438V2+oRvfyrZQGLed5QiQgkFzxxTgtdTSnCMXdI/anw5b3VlqsLXheKBQw+aQbRxxxkj9K6ZWsbz8j+dr9oJYpPjr8Qp4pNwfWr4j5s8tMxyPY5rke5znkSMCGQoTv4BGADzxjoc1mBHDhI98CqoPDgEj8Bg4/StAGKVLl3jwT2zgD8qlAWwEx85GOnHHFUA1TEoYYwuOORg/hiswGsVDhDwWxx7e3pWgEgRljATGPXuR7iswP0J/4J7xQ3HjrxBbyxLJm0jIzkfxNnoRWsGB+rGix6dcaiIPL3IrOCmGwCp9a3ctCbO5v2t7pultre7MTYDANuPRRSvsUjMg8Uyy6egXy282McLkgce5q+V9w2diXTtZt47JbeS2RyCcsSBnNDj5kXNfw/qdjqsctrGY7Xyn5y49fWsHa9i+hXmjsJb65iS4hYtxvypzSkrqwRMjUru30y+ttNk8tjKMhwR29qmzsaJ3ItYv7FLi12hGkQc4Zc1UJ23Bxu7GJe6iIpI9pj2SsFBfPU/Q1u3bUuKtsaupaSbSD7Z58RMWGI7H9ablZGyjz7s+YfiTH9g1SSaBEEF+N67eQGP3hUWZyM4C3vrcW6xNADgYJ45qbEM0dLuLW/g2xbIfLY5yR2rIZV8i2llmjVowWPJ45pNAivLppMzASJxWyfumy7mOs5W6kt22fujyVpA9T8jPjnfXF98VvEMtw2Sk+xf8AdVRisXqzFo8kPSpAZQAUAFAD9woANwoANwoANwoAcrshypIPsaAcU1qKsjITtYjPXHFUiXFMu22oXkDARTSIMgkBiAcH0pyiTKmpbo/qg8NaxpuqfD/Qrj7GPMurC0mDkAjLRK2T+ddMYu249EdONdhNoI2t4sonI4XP5ir5WXofzX+PbeK18d+I4PumDUbtAAem2ZxiuF7gckBu5A27sdaQCJmMnYR1yDnv05oNCLDy27PGNjAnP1HXtQBYJMWMr8wweD1PpxjNACRMZA4jG4MdxHoT6j/JoJQqr8u7pz25wfXNA7n6b/8ABOf7NcXXiuwkRZMCOT5gRkYC8cj0raDsJo/Tnw39huLwI0JcBT8pVsAr6Vs5JrQizOd+In9nTfCvx/okqNG9xYXgVcNnLxtj9TXVhZ2r05ea/M568b0ZryZ+AmuRjz439a/Wj4CJ+0X7P939r+DXhKXOdtksf/fpin/stfbYR3oQ9D/K3xGo+y4pzCP99v8A8CSf6nsFdx+Wn4cfF20ay+K/jG2fORq98wySTteZmUknJOQRya+woa0o3fQ/6A/C7ExxHBmUVE/+XFJdtVBJ7eaP/9b8f7nw4fEnigWw1NNLa3tRMkj9WwzgheRziv2fj+mpZnT9637tf+lSHx1mSwdWEvYupdJNL1e5yWvadf2tx9mbxH9sh8i3cOZmwVmfZgLuP3RyR2FfkE46/Hc+LwOIpVIc7wvLK8lay+yr7267LzMGDR9HiutP/tDUV+zzzSpOYvmeNI2ChsHj5wcr7VLgk1eR6s8XiXTqulSfMknG+zbV7fLqdV4j0X4b2hjTRNXlmIuUjlZhvHkmMsZFwoyA2F9etbThSXwy6nhZdjM5qJvE0EvdbXTW9rPXtqcBAukNY3b3Lut2qRmFVHDOX+cH0ATke9cq5eV33Pq6jxCqwUUuW7v6W0/H8D0CbWfhkdBjtbbSpf7S+xyK0pJOLraAjctggnJPHHpXS5UeVe7rb8T5OGEzv626lSuvZ86dv7t9VtvbTz7nLwX/AIZt75JJdPmkgWRWZGcAmMRYZc44zJ8w9BWSlTT2PbnQxs6bUaqUrOzt15tH/wCA6eo1Nfsz4Xj8O/YI1uPtKzG6wN5HQqTjOOmOfWrhNcqhbruV9QqLHPF+1fLy25enqftn+w0IrTwl4l1Fyi+dcJESxxwkYbP/AI9X0ecS/eQXkbZdpCT8z9BdL0vT9PsoZvtLXJuIBuDSAYDDJHTivm7u2p6+h+df7TOmf8In4P8AFs1lI/2S8imMOD8p3ZUjPfmpZoj8YcFgRwAccHgViSCEBdzAD2oAepwfm47/AFoAWR1Knkcds9BQBGQVPfBAyTyKAFVVwd3XqO4B9/woA6rwcQNfjdyMW8VzN9PLgdv5igDx1z8x9zVK1hWGk+ooYxp61IDtwoAbk0AKDigBdwoAZQAUAFAEg6UAfS/7IMV1J+0b4KWzLiT7Xj5Dg7WQqf0NUlqJPQ/pL0We0FrcXE9iy3XnNh2ClhjjmtNB6g8y6hqF3mPDW0ByXUfNlTwMU7iTP52fEuqzPa60luRm7up5G+jOT/WvyirFVMapy6H9qqTo5EqVNa2R4BaWk88siuOEJYnvX29aajGKR+A4PCzq1puRG+kzpOrR8rml7eLgOplFb2kXDa561YQfZdAktpFybkDDDtivkKs4uvfsf0RgacaOVuhUWs0eKanvguWtXJODmvtaDUoKR/JuPp1KdZ0drNnSeDdauNM1BJoD8yHvXnZnh41qbiz7fhnMZ4fEJRPXPF1nqPiHSZNbfLLx16Z9q+PyypTwtX2Udz9o4go1cbgec4Dw/wCF7nV7WSWP7sPU19FjMw9nI+EyXIfbYdzfQ6kfDi5maJ1b5HGea8x5toe7Phz97FPaxTvPAlxHcrbBcqe9aQzbmVjr/wBTo4irGnHY+7v2H/DVlZ/Eia2VfMeK2Zm5x1+levk9V1a0pvseH4gYCjluUUsHT35tT9T9Ni06fVfsyj5BIylMk/dPrX3DkrH8wWaZ01pfaXpeoarcSuYhFBxuJ4AXPFRfQpH8wN7cG6u7m7k5aeRmUNzyzE4/WuawGd5cYy5YKG6cdKqwFDUGkVFSZc7c4IOTgetMDKBduVAUADHP5/8A1qzAXaZP9Xzz+VACpG8Odw3dcd6AEB3cL1XnjtQB+t3w0iEPgTw3a3UEhiaJOCOOmc1oFz1C9ntILWVIoiIum3b6mgD4M/bNsZbbRvDXyhVae5frnqqY/rVSd1oRKaUlDqz8/duKzZSZHUjCgAoAKACgAoAKACgBR1oAv2lpNeTCGEZYh2/BQWP6Cqim9jKrUjTjzS20/F2IRCTVKOgc5KlszHpTUCHULsdgx7VqqbOd1C6mmOR0rVUzJ1SwukMeq1apGTrDv7Gf0p+xD26Klzo7xjeKylSsbQr3M1rKRe1YuDR1KomM+zErnFHKPnIGgI6Vm4lqZEUIotqXctwkLb3QJxvRQPc7wcfpUPcpNFAnFW9gQhOazGNoAKACgAoAKACgAoAKAJMZqkJn6d/8Ey7CaXx34tvY1f8AcafFtZTjDeaOv4Grh1bJVRc/JfW1z9n7Q3MmqW1tM7Hdl9r8g7a2lJWN210Z/O9+0XaSp8c/HEMK4b+1boZHGMvnFczJZ42gMcJWZCWbHUdcd/rUkj4LdQGdJSFc525PA9KpgOjZzuaMnJ/EfnVAWlDPwRjb3xxUsBxUBQqdP1qgISASuc55H/1zQBIg257hSR9fp7VmB9/f8E+orqb4j62lsgctaIzAttwAW6VpELn7DaNezQ6QUmtRHIssgLA8/ePGe9VoidSjPcPdtq5ZMNBASOQS/wAmetJyRSufl7on/BQnw9eMNNj8H3UZUbSWnjxkcelcmIzCNBXaufaZTkFTMKnIpqPyOmuf2+tE0LTkQ+EZ7hQScrKn5c15mHziFefJytH0Wa8D18BBT9qpfJmRB/wUY8O3h3xeB7iERnnE0fNd9XFxg7WPmMNkNWum1JIdY/8ABRLwxYXdxcTeBbiXz+BtljBFSsbBq5c+G8THZ3Ors/8AgoD4evke9Pg6dUHHLxswrzambQpyUWr3PrsFwDicRRdZ1lFLumcf4m/4KC+Ebee3mn8HXRWJt2VkiXNejhcwhWdkj5LOeHq+XTUJyUk+qKh/4KVeAZVCt4JvcE8ZkhJB/OvS9uj5uOGk1ds3bT9v3wTr0H2aPwxfRM3ALSREfTg15VfM40ldxbR9rlfDVTGNclRL1uY3xK/a38OS+HYrWfwteKT80T74sD1zz0Nc+Hz2hXfLFM9DNOCMXg4+0lNNeVzxnTP2n9JurFXTw/OVj6/MnP61vVzKnB2aPGw/C+IrU/axmrGif2j9KfY0Xh6ZFPoyf41yvNaXZm0+E8TFr31r6jYv2kdG0xpnl8OzyGX7pVk4/WhZtSfQp8H4pW99fie2+EPFMXjPwuPF9vbNbRys6iFyN4KEr245xnrXs0K6qU1JHymZYCeAxDw1XVq34q518dmeSsKEkZJ7munmR5Fz8dPjdLbz/FHxBNbAhJLhiAeMe1RuyL3Wh5PuFZlDKACgAoAKACgAoAKACgBy9aAHqACDVPYm5/Tl8Ep73Vfgz4UjaxiEy6LpyMzMB8626AnIBPUHNbp20ZnTqRqwjUjsz0Y6ZqRMenNZCRjGXO1gRge7gVqpo3vY/nr+NEPlfFjxfJDbmBH1S7YIcb0DyM+MDI4z2NcknqxHmYyF3Bjuj5IYZJz7VACZMTNtPyn1OOv8qDQQRhQqqPmbngkDI9f/ANWKAEfCtvkAXGBnPGPy60ASxvKQdh+Vh/DxnHQ9smgzHYPDDq3XPqOgPHNBdj9EP+Cekt5P451+wiSP95aRsQ77fus3TA+laRJlfofr/pV/eRaKsE9uiNFI4LKxGPmOBnvT0RNmYGqRya7Y+IdOYAGS1eNcNu3B4+cnirhNKSfmKSbTR/PTqKtI4ScYaM4/Kv2hH5tFu9j9bv2Ur03XwT0aJjn7JLdQ/h5zMB+TV9hgXegvmf5qeL9BU+LcTL+ZQf8A5Il+h9F16h+En47ftUw3EPx68TSzgBJxZNFjqUFnCpz77gfwr6zBOPsIv1/Nn+1P0ccRGpwJhqaesZVF99Sb/U//1/ye+P3hCHwpe+CLa5zC+q6BBfzkgggz3Nzt/NFWv1bj6op5lBPpFL8ZHw2W8SSzrH5rVp6xo15Uo+kIU7/+TOR43HB4RXw2sksztq7SLkDcAqFhkYxgnGe/pX5haHLpueu6mYPGuMYr2Vn21dnbz3sYs/8AYqwx/ZfMeUmffuGABn9yR+H3qzly2Xc74fWXJ+0sl7tv/bv+Abug6p4Z0ya6m1LT2uxIirCGAIRsDcSDx1zWkJU1J3VzzcdhcdWjCNCry2bv59l9xz1vNbrY3MUttvlkWMRyZxsKtljjvuHFZJWTuj1akJurCUZ2Svdd9NPu3NbS5bvw3qNpqt1pxkKqZIxKrKrDPDjjoPyqk3FqfKcOKjTxtGdCnVt0drO3l8zQk1fVb3WJNWTTUeWWZ32FCw3CLBX1OF+b9a1dSblzcv8AVjjjhMPSwyoOq7JJXvbTm3+b0MW80nVYtKs9buIwtpMwiifjLFM9hz+J61HJLlU2tD1KOLoTxE8NB3mtWvXzP36/YuggsvgLdXd3bKyXF3NMzbFZ8KFQ4yM/w17GaSbrpdkjXAx/dfNn10L60vYf9DjMKRJtPmxgFsD0IrxW+zPUsup8ZftvfZbL9nOSWaCWGYzokblNqFZX5X0Gc8UNNE6WPwrUbfu85PrzzWYhNqkFhndnp/kUADLhhyfpxjNABw3BHI69v0zQBIyggbhuoAQxlnwpIzntn8KAPS/hdp8N/e6/PO/lR2Oiak5Zuib4TED+b1pBXdrmVabhTc4q7XQ+ezjrjrU9DTqRk5qRiUAFABQAUAFABQAUAFAC81a3A+rv2LZfs/7RnhS48h5hHKThOq4H3j7Cm029DGdWFNLme7sf0UWlzqs5e3aOM2pkkIK53kbjg0OS2Oqwy7iv7PSPEOq2Zij8i3cgSZz8seaTSULmtKPPVjDu0j+brxLfNpVokcnzSTgl/Y1+dYSkq0z+v8/xn9nYaNG17o4CwvIoGM1021GIBwM9a92tGc9Ibn5Pg8bToydXEK0e/qetz+HrWPRY9YtJEubeYZVkOSD6H0NfHRxc1UdGorM/cKGEwtTBLE4eSkj0Twpoen6zpCNM4URYOzuzDoPxr57G4itRqy5VufXZfCliqNJTVrHBfEH4S3dvOdZtgPs7dcckfUV9HlOdpQVGpufnXF3Bsa+KeKw+isec6B4VupZ3SKJmfqABknFfQYzMYRW+h8dw/wANT55SS2PafHtw3h/wrY6WyGFpU3FTwScd6+FyiDr4yVZao/T+IcQsHlyglqcV4FmlazeKNtquea9/N/jWh43C9ZfUZRe7dyzrXiS7tLwQFtoj4HPauehg41I3R6eNzRUZqElseleAVfxU8onIUxgYY9/X8q+bzL/ZHFrqfYZDiHXnGdj68/Yz8Ka1ZfEvxJdeQZYEto9jhgMgs/TNfonDdaFWMmt9Ln4H4rqpCtC70bdvwP090a68nSEMln5cxkfLgjP3jxmvvdNz+aNTnvEF60+jeJrxk8s2dpKAWwS2Is54pORWp/MlLJMg2MpcqMhjxyPbtWQEat9oWRLYbuDhc7c56569D2rQB80iHJf5cLggYycjkfWp3AL/AMNa3p2m2mtz6fNDp16SIJ2jPluVODtbocEdq0cJJKTWjOaOJoyqyoxmnOO6vqr90c+CseeQM5OBxjFZs6RgkI4JYKO5x+dSAgHO4A4PU9v161oB+xnhJrmz8H6FHCizPHGgCk4wAmc5pJW1LsdHOs91ATIm2WQqMbjt6jvikrNjex8QftwpdqPCccxjVYhc4VGJJ3eXyQQOmP1puNlc5JT/AHijbo/0/wAz89zyaTN0JUgFABQAUAFABQAUAOAzQBIic1SRMmbWmWj3Vx5aPsIR2znHCqSR+IGK2jG5wV6yhC7V9V+LSLUNiWIGK6Iw0MpVTetdJLY+WumNI4Z17HS2mgFwMrXXGicEsSdDb+GmIGErqjhzklijVj8Ltjlf0rdYZmDxaLI8KnH3M1f1Un60Urrwk0kTJs7cVlPDXRrDF2Zwc+huhZWXkV5kqNj2Y1zIm0krn5awdI6Y1jHm08rk4rncDpjVMma1x2rFxsdEZixS+TY3NvtB87aMkZIwwPB7dKlrRilHmqQnfa/5GMRispHamRsO9ZljaACgAoAKACgAoAKACgBR1qkB+ov/AATHbVYvHPi97La0Mmmxo6sT185DkD1xTTsrswUo+25La2/C5+0VjZXUmt272wSNkjP+sz6jpinGKaOpn88/7Syz2/x38cR3LKs39ozE+XyMnHTP1qXoQeEpPuG3dkLkA4x+H/66oBxl2DMeMyABgTgY/wAaAC0YIQuTs5xxxQBf84bflwc578UAR+ahKjBbPB9M0rADTIu1yOCcY7UwEEqLyVKbuw9BSYH31/wT1uCfilqoZip+xqTg9t2P61NikfrvbPqdzczQRzJJaCaQCML82Ae5z1q5PoXYv22nzyHVTFdJasYT8pQN/AevIq4x0Je5/NQnh6ex8QXsEcfCTSLuHbDEV+fY7Ewm7XP6wyTI50q8Wlo0mZ/i7UUsm/s4DcAMg0sDRUnzp7FcUZl7F/V5ROe8Pwz3lyYIur9h3ruxtTlXMfI5DSnia3s4x3PY5fh5e2mmDU5Yd0LDr3H1r4yGbRlPkP26PDvs6PNNE3gi0tr6WXTWxGScc1jmFSpDlqRVzTK505Qq4acbdjqvEfwlj1nT2s9N2ySQ5Ic8bia4MDnNSjW5po7834Yw2Oy32X2+jPmzWfAWpaHObW9jxIpwVxzX6Vh81pVo3TP5qxvCFbDNKZ2/gzw7cC+tHELSIHAcKM4r57NMdB05QbsfqmQZHOioTtodT8ZdZgsZU0qZhGVUBUPXHrivL4bw05Xq2uVxzmlDC0lSla76HmXh+ZxamCJsIa+pxy97Y+Jymovq3IWdU1We1Kw9AvQ5rCjRU0deJxapxipIm0nWGvriK0l+YOdpPpWVfDcicgwmMVWVkfox8FtOuB8OJbbz41jjlkwu3J5565/pX02SVPaYRS82fknGcWs0bfWMfyPVZPt0EQmtdkfy/MWBIIx9RXv7M+APxe+LWqtq/wAQdZuztz5zJ8owPlNW3d3OKhT9nFpdzzYkVkdIygAoAKACgAoAKACgAoAKAHrzxVPYTP6Xf2V7a4f4EeDXlZbmRtLhwy5z8jOgyc8n5aucbWuZ4acZ004qy/4J73b3erNqCx6iYlXypAhQfPkYwDnPGKWklY6bdT+fL9ozTW0342+L7Ytt/wBLDHPfzEV+n41FiWzxEKRJJ3XAIPTiiwriS2e1PmfaFy2T2/8ArUiriqvmruXLbRwfXHvQMYQ+04B3IQDjrye3rmnYi62JUiIUgOyggj5f4fX8SaRVy0YmUjO0FuODk8dcU7Bc+3f2Bb6Oz+Mc8Ms2157BzjONwR1H/s1O1xn7FQyXtxe3EMV6rWyzMBEQM464z171TdtAsatnYtLeahGt59mdoOiBW6gjJz9KuK0VxN6n8+HjSz/s/wAT6tYnn7Ndzx/98SFf6V+x0XenF+SPzKa5akl5n6SfsY34uvhTd2hPzWepzL+DxxMP5mvsctadJ+p/nt44Ydw4ip1f56UfwlJf5H1vXsn8zH5cfttx5+KWlyhi6jSokOcfKRNK20cDjDA855J57D6HLZRlTlT6p/oj/WH6LOKishxWGas3WcvVckFf8LdNvv8A/9D4U/bGutI074h+DBq2n/bbc+DbBEA58tvOuMMOgPpzX6bxry/2irq/u/8At0j+S/C2GJr5fmjo1eSX12q356Quj4ShlsY1QPZNIwWLOTgFkfL/AIMvHtX5wktND+nJwrNu1S2/3Nafc9TXg1SGG4i1DT9KWP7FJPKS3zriRsxhgRgiMDHvVdeaMdjhnhZSg6VatfmUV22Wtv8AF+BQ1nxAur39xem2jga4lE2E524TZtHt3+tKcuZt2sdODwDw9KFLnbUVb11vf16DX8QXi2hsvLiEbRQREhBuIgYupz6kn5vUUObasy1gKftPa3d7ye/8ys/l2JdQ8VatqoiF9MG8qJ4FOzny3OSCcfgPQUSqSejZGHyvD4dt0o7tS36r+tSr/wAJHrIbfHdyKxkeT5ePnkj8pj+KfL9KXtZ9/wCtjb+zsPazgtkvknzL7nqQQX11cG1sJJXaASxnyyflGOBgewOKum25Ri9ro6fYU4OVVRXNZ69e5/Q7+zdZalpfwH8ORWwRY7wTStkHdiSZ2H6GvUzH3sRP+uhWCVqMT6R/tK8e0kBSISNnkjpmvLhTS1PQndM+Mf8Agobqk8HwV0PRrtsrd3UeQOMmMBqJPSwH4eSRhJD2UHBrIzBYjIyLECZGIwO/5UBfqfanwS/Zpe/aDxX8QoSlscSQWTcNJ3DSDsv+z3HXivoMHl3NapV27H4zxLxlGjzYTLpXls5dvTz8+g74+fs8DT1l8ZeA7bFsg3XFnGPuAdWjHp6ijHZfy/vKS07C4W4t9s1g8fL3+kn18n5nxU3B9fXIr56x+zjC7FCAMEH88UwPWPhpFBF4W+Id1cS7I49CZMjkl5ru3AX8cGnG2tznrzlGF4LW6/NfofNrccVC1RshlSUFABQAUAFABQAUAFABQA/IqkB9A/sw6zJonxv8L3SOyLPcrA5U4IWU7ev1xWsd7rqceJhCSi59Hf8Ar7z95PGnxd8E/CLw0fEninVvstrkIgDFnkdj0VVBZj3IAOBk0/dTbZ6fLzJJHxj8dP2xfFOneEIYvh/bwNpPijzVOqtJ56EEBTGqjBSQdw4B9B1rCtP3Wuh6WAppV4uTs07r1Pyuv7/ULnUTBqpyZT8r44bNeDChThC9JH6HXzHFYvExo42V03ozutB0zT21zRbSUAxT3kETZ5yGz1ryZYhwlOfZN/kfS5thaVDAqHVyivzOx+NXgTxB8CPHFxpxRv7C1cCeELyoDAH5c8ZGa4sBisNm9Lni17SJ8vTxmLyOveLfsZ7r9V5nC2/j6K3sQbRJ4nPdRxkd+M1rWympOpedmj77C+IGFp0JLlakex/C34jDXdQGlXki3Uci7XjfqR+NfF55lUsJT9tBWP1jhLivD5rJUHK/ddT6XXw74U8EW8+uxqimf5hvA+X2Ga/NKeMxWYf7MfsKw+DwqlWjZRPi74l+MB4z1wnd+7jJVSOMDPYV+3ZJhHgsNqtT+Z+JMdHHYh04bXKnhIT21+tvDGXWUj6CtMwqxlTbe56ORYWdPE7e6aPjzw7MmpogB3kjIx2rhynGckHzE5/l06leLj1Z2+mSP4P0eONWxdTgcexrwMTTeMryctkfouFj/Z+FSXxM/Rf9iiSe7uNYu7l2yEjQkehBPSvs+FsPyOq+mh+EeKldTjg11tJv8D7f059avIkSYxS23LKsakHrxk5x9eK/RZSvofzekc546tryz+GPjjU7a4ih8vT7tihi3EhYjkZ3Dr24rTl0IbP5sCMuzEPuIzjOAAOveskibjAka7uBtIGACc598d6GB+iv7Lf7Fl343ls/H/xPie08PKwltrE5SW877n6FY/yZvYYJ+syzKHVtVraR7d/+Afz1xx4jU8uUsvyuSlX6y3UPTvL8F5vb7n+PPgvwH4i0CPwssFnLa2Ea2s1lAyBrWMr+6+RDmPA+4cDpxX1WMo0Zw9mraaW7f5H8/cNZjmOGxH11uSlNuSk72k7+9q9Jee5+KXxg+CGt/DLUGuIWa+0W4f8AcXJGSoP8Evow9R97rx0H53i8HKg+67n9ocP8R0M1p2+Gqt4/qvL8vxfh6whkYj5eSD9T3FeefbEqRRyMsUWSTwCfY9aAP17sbQ2el6ajXDgJGoAZh124q2l0KibYnaeKNTcOUDqPvccMKaSBo+Hf22zG+qeHWE4do4pV2D0bB3fmorOW1zklN+2ULaWbv80fBJHep6G6YypKHAA0AG30oAAvrQAu0UAIQBQAAZoAlRAapIhsuRQk9a2SOWcztfDWkLf3bo7iMJDNJk9ykbMB+OMfjXVTpc3keDmOKdKkmle7ivvaV/kdHp+j+YQdtenRpaHBUxNj0DTPDxYj5a9OnQPFq4u3U9D03wpuA+T9K9anhjxqmN8ztrPwjn+CvRhhTzZY7zN+HwguOUrqWFOV47zLn/CILj7lX9VJ+vMry+EFx9yoeFNY448e8U+FPseouoTAkG4fjXgYnDcsz6jCYzngcDd6FjPy15cqB7EMScne6Ntzha4Z0jvhiDkb3Tiv8NcM6Z6MKxUvLOJdCQ+URJ5p+fsVweK5pLS1iaVWX1t+9pbY4yWIiuRo96MiqVqLG6YzaKgsQjFAABmgBdooANooAbg0AKRigBtADwMVaJbP0w/4Js/uPHHim+a48pI9OVSoPzHMqHP04qoQv7xyqqlilRtq4t39Gl+p+0ulTRnWIJ57hlLRtgu3BGVNbs7rNH8/f7TqRH48+NpgRKv9oNyCCTlFPygdfeuZ7gzwq1gtPtsEGrSPBZO4DyoolkjBwSQhK5OOxYUo2ur7Dja65tj9F/AP7CPgf4jeGrfxZ4M+J7X1jdcnGmpujlAGY5FFzlWXuD2IIyCCfv8ADcPUcTSVWjXun5beup+nYPhTD4ukq1DE3T/u7Ps/e0Z8m/Gn4H+Mvgl4j/snxHCZrORibS8QHyZ4/Y/wsO6nke4wT8tj8BVwlT2dVadH0Z8TmeV18BV9nWWnR9GeLxoJd23BJbGAcnGPwrykeIfYfwG/Y+8YfGXT38Q6lff8I1oWMQTyQGd7g/7Ee+PK+rbvzr6jLMlq4xObfLHv39Nj7PJuHa+YJ1JPkh3te/otC98d/wBmfwJ8B9ISfU/iE1/rM4zbadFpwV3P95z9pbYnqSp9ga0zLKaOCjrWvJ7K3/BNM4yLD5dD3sRzTe0eX8/e0R8Z+cJSWB8wscHAx+JzXyh8Qfc37AEFpP8AFvVoZv3mdMc43EbQHUDpj196unuwP1ktzYWVxKkas2yQrxuxlj3J5P51rZXNkrxOo0+Syg/tIyZjZ4DnbubPysPeiRHK0fgp401C10zUdTFnEFZricM2eoDnt2r8RVCcsRJSfVn93080hHB06sVryr8j5pvrv+1b1lY856HnivvKNJUaaaPwXMcTLMsc1Lod/wCFraPT76KaCPzPLwSM8mvAzCro1c/VOGsPHC1U7H0bpviWHU7aeC9UW0AXGC2cke3FfmWIwM6c1Upn6lj8+g17Ox5iukKJpdQs32YJII4AH1r6b64+SNKaPnaeHvL29P5nNr431rSr4xC4YxZ4UklfrXprLKVaF0tTxavEVXD4vl+yeiJ8Ufhzq2nC08Ytuu0XCyQpucfXHX868CWTZnTnfCLTzdj0a3GvD3JyZhO8/JXMq9+O3g7wxpp0zwfZSGRUJE0sYDO/YdcgE9TyfSvQp8L43FTjPGySs9kfHZh4m5bRoyoYCDemjt17b6epmaR8Mtd1v4VeKfjb41BkedRHatJ/ekOMqD046Yr6yGZYbD4qnluHPwetTxOKhPMsa7yk9P8Ageh43byDTEFz1iIBJ7Cu6o1Ubj1P0CNP6uo17+4tzndQ1mfVJJJ1RY4FICk5yfxr0aGFjTSTep8HjM2qYmpKpFWgtja8N3dpYzpcXsgjUnCk9z7VwZhTnUi401c+hyXHUaSjUxD5b7XP0a/Z41iDU/BGqwySZ8q6ZRjJBXYpH869HJqfs8O4eZ8rxnUVTMI1Ftyr82ei+JLs2Xh66lgB3rAzJyTyF719Kz86kvdZ+NniqY3WvXd20ZiNwwkKnsWGTj2zWEnqzzcBJvDq8r7/AJnM45NQekG2gBdooAaRg0AO2igA2igBCvpQAoHHNADT1oASgCVRg+tVLYh6n9En7HFwk37Pfg5lnMssVrKhKsRjNxI4U+6h8V1xjZLqceDqOrB6WtKS+5tX+Z9Bp9kvtQt/37hnLFfmIPI5GfSpUVdnqy2R+Kv7YmlLp/7QOvIm5I5o4JQTySGTHX2xWU9zE8z+Fcnwxg1+G1+K1hc32j3JEZltJjE8Gf48AHcAeo9OnNdmDlh1USxUW4vs9vM9bL5YRVUsZFuD7OzR+md3+xH8DPGfgltU+Gt/cpLfQlrS7a5NxEc/wsuBx2PcV+iy4fwdajz4WTu9ne6P1ifCuX4jDe0wUnd7O90fl58Qvhp4r+F3iOXwp4rs5ba4T7kpH7p4/wCFkPQg4r82xOFq4eo6VVWZ+Q4zB1sJVdKvGzMTwX4M8XeOdet/DHhS2N1qF06qqhCVA3YJJ7Adc1nRo1K01Tpq7Zlh8PUxFRUqSu2fq54b/YU+EXh/wdHdfEW+upb6FPOvJ4rkQQqQM7QMHIX171+m0eHMLTo82Jbv11sj9iw3CWCpUFPGSfN11skfml8Yn+E9l4pex+ENvdNpti7I9xd3HmG4buUG0YA7HvX57jvq3tGsKnyrq3ufleZPB+2ccEnyrq3e567+xbLbt8fNNSX5kmtrmIK3HGA3/stcMdzxj9lXWz066uBDEzLEd52gkcgd/wAK0aV0bR1Vjq9Ge0i1ItIhHmRYJUE5we/505GfK0fhZ8Z7NLL4k+J4YgVQajcsAeOHkLf1r9XwUr4em32R+d4pWxE15s+y/wBhy88zw14nsM/6m7gkx/10jYf+yV9nlj92SP4R8eqNsfga3eEl90k//bj7lr3j+Qz8/f22PCwu7rRfEsSnzord4c9mSN95H4b8ivzPNuIf7EzvCVajtSqrkl6J7/Jyv6H98/Rx4lhltSvh6vwucW/JSVr/AIfgf//R95+F089x8PdAe6bdItqkZPTiP5F/QCv7Dx0FDETij/FfjmlTpcR46NJe66kn/wCBe8/xZ3dcB+dn58ft2alx4P0gd/tk7f8AkJV/rXxufS/hx9f0P7e+j3hf+RjiX/07iv8Aydv9D4AgUZr5GJ/bxosn7gmqZjMoWLDccVJIsuWuAfQ0AXL85hjUdyK2jsSz9wvg3pcC/CrwZos8pRV061kfyzg7mQMRn6mvz/FvmrTfmfb4aKVKHoegyWsdtPPawFmRnAyTkgfWuTl0O3TY+Bf+Ckcctto3hGESF7Vp5FBZwcuEPQfSsJoxkrH5JRaTqOqajDp+nW73N1dERxRRgs7semAPWs4pydkrnLVqwpQdSrK0Vq2z9B/gt+zrp/hCOHxL40RLvWMBo4Dhorbvk9mf36D37fW4PL1T9+rv+R/PHEnGFTFt4XAu1Pq+sv8AJfizlvjX+00ulvN4Z+HMyyXUZxPfgBo4yP4Y+zH1boO2e2OMzGz5KP3np8OcF86WKzNadIfrLt6b97de/wDgT8dbH4i2SeHfETJB4hhTG04C3SAcsn+1j7y/iOM46sFjlWXs6nxfmfP8T8Lzy+bxWFV6T++L8/Ls/l2v5b8f/wBntkW48b+A4MoMyXlko+73aSMDqO7L26jjOODHYC16tJadUfWcKcW8/LgcfLXaMn18n59n1233+FhiRtrBlIyDn1r50/bj0nw5NY2vw+8cS3a7Tcw2lvGQTkytI0ig+37vNCtZ8xw4r2lo+z/mV/TqeAMM81MdjruRnrUligZoAXAoANooAMCgBCAKAEGO9ADsCgA2igBQvI4oFc9S+FUes2niu21PSbf99b/MkjKcISQAw7EjtW9NyTukfM51VoujGnUna8louvkfqb+2P8PNQ+Jnw+0LxR4dsJZtX8O2sc1yoAWE27qN5VVPLKck5G7GO1TWi7XPs6Vm0kz87vC/ju+8L+Ftb8HapbJqPhzxBCQYJFV/st2B8lxCWB2sp9Oo/OvHeI0lCO59qsqg50602/Ztq9t7dS34c8Iy+MPD17o0C/aL/RwGXbjMkLDII79K+UxWN+rzjWvaL/M/T8BlcMVTqZfU1lDZ909U/mjhrY6tZ3VlYywkmzukl83POEzwR6+9dVT2M4TqKXxRat6nhYqljakaeX1I35ZX5vKzVn9+5+7Xxw+H2ifGT9lnStfWNJLm3sY2MuAXBVeK/ifIc9xGV8TzoylaHM1Y+ghgXivaZfU3aun6H4D6amoaBr02gz7sbymOnfrX95Tqqvh1Vgz+bs5w88FOSkrWNzU7O90Cf+39Kla2uIcFWTjB9c151CrSxMHh6yumefkmf1KddVMPNxmtmjU1/wCLnizxVb29rrJM4hULleHb8BXJhuHsFhZOVHS5/QFTxCzLEUfYYnVd1oyxoekWWopFO8skckr7fL8vkZ4HJIr0pU06bhGSudOWY6hKaqVL2Z6Lf6lp/hWxWwiH+m7urDDLj2r414OrVqSVTSx+1LOMHQoQVHW/V7klxfz6wItYuH3KBhm9cVyeyUH7FHtxqwxNq70UTDufEttqd7vnYHyRgDPpXoPByilGK3PEq51QrYhyk9F0P0m/YantvEfh7xTqBVkSG4SFWDlfuxqxxj619xkmF9jSknrdn89cf5osbi6fKrKK/U+3dJltUWKKBmO9cLywGB1r6RJXbPyRq6Ry3xjvLPTvgN4/ZZCjvpt8oGSeWjYDmpkyEn1P55bC0mneOxskE1zN8qRxqWdj+pyfSsUmZuSim27I/WH9lP8AYuj0/wCzfEP4u2m+8YLJa6a/IQ9VeYdyOy9AeTzivucsyfatiF6L/M/lDjrxJvz5bk8tNpTX5R/Vno/7Tn7YWj/DW3m8A/DWWK78RlTHJOmGhsx0wuODJ6dl+uMdmZZtGivZUPi79v8AgnznBHh3VzKUcwzVNUt1F7z9ey/Fn5O2PxD+I3hPXo/Hc11dNLq0jPLJMHMdzyMg54YZ79q+EhXq05+1Td3+J/WWKyrL8ZhngJRXLHRJW93tbsffngfx54P+NPheW2mjjkkZNl3ZyYJUnuPUHsa+woV6eKp2fzR/N2aZVjcixaqQbtf3ZL8n5nxL8aPgXqfw8upNY0dGvdCuXyH6vAT/AAP7eh7181i8FKi+aOsT9x4b4npZnBUavu1Vuu/mv1R872AdtSstxOfNVfqCwGD615Z+hH7C2d7ZgwLPCWAQbcrnBxW9jRWvcsRZ8xJxAfs5lz06jd6UtB83Q+IP2t9Os9Z8eaTYyzfYxHYlxkfeJbGP0qFFN2PEzHFTw6U4Q5v0PnHUvhzoFpBq8trrazyaZFJJ5fALFWwB+PWt/ZRXMr7Hx+H4gxdSdCM8PZVGlf1PMLTT4rq6tLUzrH9pcKWbgICcZP0rljFNpX3PuKuInCE58t+VfeaqaFZPp2qX325Fk09kWOPPM25sEr9OtbKCUZO+xwPHVVXo0vZu007v+Wy6nYeCPDPgjVIHHiPUjbz5JUBgq7BG7dT33BR+NOjGnJfvHZ/8OfPZ1mWaUJL6nSvH9eZL8m2VPEWi+B7XQvt+hXzTXf2lIvLc8+XtJZsemamUYKHNF63N8vxuaVMX7LFU7R5W7rvfRfcczJpuhx6jcQJeiS2igDpIB9+QgfL+ZI/CsnCN2r6HtRxOLdGE3TtJys12WupHeWegro2nXNtdFr2d5BcRY/1Srjac9880OMVFNPU0o1sW8RVhOHuJLlffv9x6XpL/AAki8Pl7+N5dQjWPKkkF23tuK9h8u2upew5L9T4rFR4hlirUmlTbfy0Vr/O5y/iQeDTe6efDyt9n+zqbgEEHzjyRz6UpKmnHl7ant5f/AGl7KqsY/e5ny+hm2SWjAr5WWLZBPZacI3OytKpe9/8Ahz1y20zQbzxCsOilorKXYiu/BBIwxNe5GnBztHY+GlXxdPCOWJ1mruy/A96034TafCbRTqaMblsL8vX5wvHPvmvoqWESa13Pz+fE1WSm/Yv3f8rnQWnhKKzupoM7xCxXcO+O9eoqUIXlJ2SNlmEqkIztujdS/wBCsPki3XMg67MbQf8AePUfTNfm+a8fZZgpOnQTqSXbb7/8jy6uLa3ZL/wkNwAWijjhjx3G4j/gXH8q/Jsb4l5tVlbDQjBel3/XyPIqY2bdoozpfHdhZtsutbt4XP8AC0kYxXylXiTifFS5lUn8lb9BRp5nWV6VOTXlFlZviL4eLDd4gtt2eP3qVz/2nxRvz1PxL+oZzv7Gf/gL/wAjStvGVvdj/RNXhnB7LJGf5c12Q4w4mw796pL5x/4BlOeYUv4tNr1izI8VakZI4by6tEuBHwdpKfKf++s19llviPjakvZ4ynGXmtH+p7GWZnOUnTlocHPe+Hby3MaI1tcHH38Bff5s4/Ov1DA8U5fily1HyS89vvPtKNao5XctDntQ0m3+95ZKkfn719TKEZLmjqj2IVp9zitW0uwWyjKK32jed4xxt7YrzqlJW8z0aNer7V3+G2nqUba50W10yW21O08yFWVl4zlu4OD3rgfKlZo569HEzrqdGdnZnlzxaLNrSvcI0NizMWAGSowcY/HFeY1Fy12PsYyxMcM1B3npY5iYWQZgqnG/g/7NcbPYh7Wyu+n4nS+FrfwdPrM0fiGRorD7O7Ifmz5wxtHy+ozWsFTcnzPS34njZlUzGGGi8Gr1OZX2+HW+/wAjubvT/g4/hsXltPLFqDGYCMuxYELHsLDGMEl+hrVRocl76/8ADHzVLEcRLGeznFOGmtlb7V7fgeYWGmaPcWWqT3N8IpbRUMEZHM+7OQPTHFc6gnGTcttj7evicTCrRjCndSvzP+UfDoumTXunW51FI0vE3SO3SFskYb8s0owTaV9zOeNrxp1Z+ybcXov5vQ6Hwx4V8MappVzqOtaobN4LlYQi4JKED5gp5PJ7VpGEXFym7ank5lmeOo4iFLDUeZON+u/a5p+MPAvhrRbCC40fWvtdxKsLmJipwHjDtyvQgkjFVVpQhFOMrnFlOe47E1ZQxGH5Yq6vr0bS37o4VvD23RrPWGuo9t3M0IjB+ddv8RHYVHs/cU+59R9f/wBpqYZQfuq9+j9Cne6M1je3NlJMha2OCVOQ30NRKLi2r7G9HFqrThVUXaR6HpHwubVbDS71tVhtv7UA8tHGTneqY69Ruz+FbqjdRs9z5HGcTKhVrUvYOXs92vRv9LH3f+wX4eXwN8Y9e068nj1FrzQbkBY0yUKXNuOQTxTdLklZns5Nm8cwcqqg4pLr1ufsFo63VpqML3doSkkbBB8pxjaf5Vbsz67mWzPwL/amidfj7412KsebscdWGYozyB061yPcwkfPcsuXKnPGMfUDpmpuI9t+Cvx48X/BPxGmr6VI7WlwVFzaNloZ4x2b3HOCOR2r1MvzCrg6nPSenVdGe3lmaV8vq+0pPTqujP2e0HxJ8Jv2rvhvJCY0vLW4QfaLWTH2i0lI6g9Rg/dYYz7dK/WqdbCZrh7b911T/rqfutKtgs6wji1fuuqf9dT5f+H37AlhonxBudT8X6gmqeGrWTfaQLlZJuchZgAAAO+Dz7V83huGeWu3WleC28/U+PwfBvJinLESvTW3d+p7d+0N+0r4W+BGjL4b8NxQ3XiExiO3tIwBFarjCs6rgAL2WvazPNqWBh7Kive6Loj6LOc9o5bS9hQSc+i6L+ux+J3i3xbr/jrXbvxD4pvZb6+u3LPIxyeT0A9B0A6V+RVa0603UqO7Z+DV69SvUdWrK8mcykkcRJPRDkdOfT8axOY+1f2Cr2S1+MmoRLH5jS6VcdTjIEsJ4/wrSmruxUdGfsfBql9NYyad9kw+8DJYY5IINdG2paklobWnw6nYPe200Kv50O4EN/vCpdiudPc/APx9ol4njHWrSUZxfXWR7ea1fjlWtH29S2lm/wAz+08swyqYCjB/ajH8keOXPh37PqqJFyXYDPTrXsUcbzUm30Pj8Rkns8bGMHq2e2xeEk8HrHrmoTq0EqBgPcjpXxdXHPGSdKET9dhl0MBBVa0jze/1C916a5urINHZQt8zKMgbjgV9pgctXJeqz8nznO6dSq1RjsWP+E8tPCenzae8bahNMvynaQqk9jWdXJo1aicJKxlDjqjgcPKlKm5Sa0PHtR8R3uqyQxCIQs74JXnI7CvpKGCp0Ve97H4zmvFGJxMHpyp/eb9vpI0XT5L3G91BOcckGuCWI9rV5IM/F6maqpX9nF6nTfAbwBc/Fn4nadYXS77YTKWBHynnha8virOI5ZllSpf3raH6/wALZNLG11KS92Or+R+sP/BQDTNK8BfAnw38PdBhS3eZw8kSADPlr7e5r+XPDDHV8wzeti8TK6Wx+g5hRniqE3SXup6L0Px90fQta8XSQ6PZWziNBkqBksR3OOwr+satelhrzb1ZrRw2KzWlGhy8tOC27td/0MbxBDaQahJYAARaf8hH9+TuPwr06MpuCfVnxuJhR9q017sNLd32ObntrmVPOdQzt0HQKvpXoUnGKtE+dxdKrO0p7vZdkfob+yJO9v4X1a0gTz0WcFyTyCYx/hV4Nt87fc0ziEIKjHmvaNvxZ9F6pbXS6LO0sOVlgcDGCRlTXrOx8lKSaPyS13XtGmsPst5Yg33l+WXA6FTjcDSlUjy2a1Pg8Jl+Jp13KnU9xO9v0OEgfSf7OuxMjfa9ymH0xn5gfwrJW5X3Pp6ir+2hyv3db/oRLJppmG6IrHswef4vWoT11Kcayjo9b/gd94cl+HkWgK+uxSSaiLlgVXIzCV+Vs9OGrpj7Lku97ny2YQziWLawkkqfKvvvr+BZ8dJ8NSqr4RZhKG3E8lSpRMLz6Nuq6yo2/dvUxySWdXbzBafju/0scm+n+HfsGkyx3uZ7rf8Aakx/qMNgfXI5rncYWi+bfc95YjF+1rxdP3Y25X/Np/mVH03S/I1JxeDzLaQLCv8Az2QkjcPwwfxpcqtLXY6ViMRz0V7PSS1/uvsepaP4M+HF9NpFveay0T38MLyYZdsbv98MT02+9dcaVJuKctz4XGZxnVKNedOhdQcktHqltbvc8+8WaLoml3aJod79rh8uMvnBIkIG4DHUA1zT5Yv3dT67K8bicRTbxVPld3b06FyTwLJLrUui6ddJdukPmq8fKudu7aMfxHpj1q50kpuPMZ0c3lKhGtKm1d2t13tf0Ox0r9nT4x6qLWa18IapJDcOoLraSFVVjjdnHIFYpK6PSq41RjNpbK/qdZqv7NXiDQLm6tddlm014ELgT2zpuAdF/ix2Yn8K6fZRlJpSPhZ8V1qcYOWFevn5N/pb5n6ufsMwXH/ClItDscXf9lapfwNKpAVuIpO/+/VRSV12P0DLcS62GjVcbc3Rn1/caksFhDatp7+dG5XIVeozn5uuKdr6o9VyTPxy/bqt5D8ZbafY0YutNgkCEZ3MryrnPasKi1IlufF8TOIyGYGRCcnPOO+Oc8e/51lchH0l+z/+0d4w+B+sxxQNLqnhq+YGa0lYlSf4mTj92/0BBHXtj3ctzWrgp+7rF7o+oyfO6+XT93WD3X+XZn633+m/CL9q74dR3FvIt7bSDMcy7Rd2MxH3WHO0juOVbGQSOa/UJQwmbYe6fz6p/wBfI/ZalLAZ5heZO/n1i/6+QfCL4I/D39nLwve3xu0knVXlvdVuVER8sc4Ay2xQOwJJ/SlgMtw+XU3OUrvq2PLMow2U0pVJSu+snpofm3+1F+1ZqXxPu5vCvg+R7LwrbPtY52yXhH8TjjCHsM818BnGczxcnTpaQX4n5bn/ABBPHSdGjpTX4+vkfEaM0xPmEZbkA/K2fTAz19c18mfCo+g/2U9TOj/HfwtLApHnTTRMpOF+eGQYPfOcVUNxLc/du01bUY1uLJ7QYlXIIkwDnIPGK67GnNZm5pNrqmnXsFxhHW5Qr1Ix91hReLVw53sz8VP2obCXT/jN4qimXaXuUlwOeJI0b+tfpOWyTwsLf1qfnuPVsTP+uh7d+w5eFNc8WWGeJra0lx/1zeRc/wDj9fbZW9ZI/jHx7oXwuArdpTX3qL/Q/RWvpD+Hj5o/ai0r7X4Fi1LbuFk8in6Sof6qK/AvFTByqYLDYqP2KiX/AIF/wyP6F8IcYqWbzw7+2k//AAF/8E//0vpbwrZxaf4c0y1gB2LAhAPbcNx/U1/X+Lm515t9/wAtD/DXPcVPFZliK9Tdyf4afob1ch86fnt+1j4M8X/EH4laJovhTTpL97TTQzBBwGlmfgnp0UV+YcS5hQw1eMasrafm2f6N/R4yjE4jJsVUoU3Jyq2/8BjH/M8CX9mX4y2rKt1oDRO3IVpEDH6DNfFRz3ApazP7SXC+a3t7H8V/mcD4m8HeIPC0Mlvrdm9rKpKkMO4r16WMo1v4crnyONw9XC1fZV42Z5/p8M7u2yNm+gJrp549zjTvsSOjxzfOpH1GKpST2YXLVyN5gQdzXTHYTP3H+G+k3OnfDrQLYvFgW6DaA2eme/FfnlafNVl6n2dNWppHrNuuo2ejSXERhIm2qAwbcMkDrXHdcxvfQ/OL/gpnqEdtb/DrQhgMEvrhwDgEgQIvXvy1YyG2fnf8N/i/f/DawuF0HQNLvdRuX3m+uo55LlEHHloVmVFX1wgY55OMAdmHxToXcYpvu7/5nyWc5BTzRxVevOMF9mLiot93eLbfzsu17mh4z/aM+JXxC0z/AIRjy4NOjum2OtikiyTKeNjFnc4PouM5wc1rWx9atHkenp1PMy3hLLcuq/WVeTWzk1ZeeiWvm9j2f4Qfsv289ouv/E+IymdP3VhuKFQw4aVlIIbuFB479wPQwmW3XPW+7/M+M4h42cJ/V8re287J/JJ/m/l3PEvi58INe+DutxaxosksmkGQPaXaZEkLg5CuV6MOxGAeox0rzcVhJ4eV09OjPuMg4gw+cUHTqJKpb3o9H5q+6fbps+51mn/tefEm0tILW50/TruSNApleOXe5Xjc22RVyfYAV0RzWslayf8AXqeJV4By2c3OM5xT6Jqy9Lpv8T588WeI08U67Prf9mW2mS3JDPDaBliLHq212bGevBA9q8irU55OVreh+i4HCvC0I0PaOdusrXt8kv8AM2bFrKHwFKmsAiyu9Xt0lKHBKwwSnA/7+DmlC1/e2Fjvb+wbw3x9B76f8HBf21sksgiaEPJJvcqGEbkr65LbR6V12oqSXQ/PFX4j9lObSveyVlfdfpc8WmFjmTyweXO32TPH6VxNo/SIOppft+J0ltF4P/tKaO6lk+xpbsY2A+Zp8DAPtnNbxVLneulvxPIqTzH2EZQS53LXtylrwZeeD7G6Z/E9sbqORQoBGQh3D5sZ54zUUnFS/eK5z5zSzGrTtgZ8rX46bHVa54g+Gt1b6xFpmkiCSRWFm4X+JnYgn0wpAreUqTUrR9DwsFgc6hOhKtWulbmV+yX33dzz5Z/DwbSy0MjCNSbzn77bjjb6fLiub3fd/E+slTxlq1pLX4PJWW/zuH27Qhot9A1q32+WZTBIOiRA8g+pNJOHI1bUfscV9ZpzU/cSfMu7O68G+O/DXh2wms7/AEdbqRkl2yEKW3PGUHUHgE5rppVacY2cf6sfM5vkmMxlWNSnX5Vppr0af6WMzxJ4vsPEmk21na6SttcR3DSyNGMAqQQFAAz3rOdSMopKOtzsy3KauCxE6lSvzRcbJN9e5wzXxWaZhAqFhtwR93HtXO3d3sfTRoXjH3r2/E0tS1m0vbXS7aCyWFrKNlkYf8tmbByfpitJTTUUlscmGwdSnUrTlUuptW/unq3h/wCKF9Na2mjrHDYkS20Qm+7hFfofQc5J9BXR9Yk48p8kuGaUMfHEuTlq3bz7n0PN8a/jj8KPGzarqGpi+0bUGG62Vxc2MlvtCuqZyA2ACR1615tSq4Su9j9mw2EhXpvlfvIv+Pfh98O9Y1vS5fB2pQeR4/ilu4LVCuLW7TbuRQOQr54B6EHHGK8HNZ+wp/Waey3PseHsS5TeCxGz2OP+G3hbU/gv4z/t3xTcR24iYo1qzb3lTp0Hb61+e5xjf7Qw3ssPHXv2PscJj8tyDESrYqur9up6lq3ij4C6jqtxq6+HbsvcNvKh8KGPXAHbNfDwwueRh7P2ySOat4qZDGfP7O7PoHwJ+1P4O0nwTf8Aw+vrC5h0uaPZAT82wY6V+cZhwNjKuNWYRmnLqeVPxWySWMhXhTcbeZ8D+OtJ0C+8WtrukNvD7iBjGM9K/fsrr16OCWHqn5T4icUZZmk1Uy/rucrrVgZ7KSD+8p6162CrKNS5+FZfX5aykX/Bdra3WgWl40MfnEEE7eeDiozetONdxT0P3aGZqkuWSOgZUtpo55BhY3V+OOFOa4cJV/erU+qyzM41nyI5n40ano2teMf7R0SQGCSFMqp6MBg1+mVqHJaT6o+pVeUmoJ7FqzyPBn2YNhs7s+xr89m08afueD9pLLVFdjyOTTL4TbLYktI2Pzr7JVaaTcuh+RYrLMWm/Z3u2fsh+w9ol14Y+E2oNLbl5b3UHlPPOBFGP6V6mT1VWpzmtub9EfJcXYV4WtQoy35E382z7m+03OrraxWdmY2RCcthfQY4r6DRbn52pLoePftITT237NnjSC4tyo+xzxOy4z8xIOO/eonazByTR+Aum3txp10k1u5jmt2DJIhKujDlSCOc+hrnTs7o5pwjOLjJXT6HVL8UfiIrhH8UakCgyAbqYHI49a6frNX+d/eeL/YuXdcPD/wFf5H2z+zF+x/qnxOubbx/8T0kt/D+4TRQvuWa9YHIY55CHue46ete/luVSrtVa2kfz/4B+Pcb+IVHKYyy/LWpV9m+kP8Agrt069j9OPiN8Cfhz8TfAv8AwgOp6fFbWtom2zlgULJaOBhWTH/jyngj35H22IwNGtS9k1a23kfy1k3FeZ5Xj3mFOo5OXxJ7SXn+j6fgfgz8ZPg/8Qf2cvGU2j38skENxua0vbZmRLiEHswxz0yvUV+Y4rDVcJU5JfJ9z+7Mhz3LuIsEq9FJ2+KLteL81+T6nkd94v8AFV7aNa3esXVxDNwyPM7KR1wQTg1xOrUas5Ox9PTwGFpyU4UoprskUvD0Lzazp0cYxm6hUE9MlxxWSPQP16WKaOOAMVPyA/KeewNdKYHQqt3HFaxMqFJZAcgnOM5qAPzv/bYltH8d6Xbx8XS2q5OeNjMcfqDWcraJbnG+f2zb+G343f6HydoOiW2qaubK9vVggVl8yQsBlSecEnGfrVwinK0meZjcXOjh/a0qd5dEaHiPQdD0+/sLXTr8TR3OfMkLKwX5yAfl6cc4NFSEE0os5Mvx+KrUqlStSs47LXXTzMQaZYHTr68+2J51vIqRRZ+aQE4LD2ArOySbuem8TW9tTp+zfLJNt9vIhSysXuY4jciNCm5mPQNjOPz4ojq7XNXWqqm5cl3fReXc6Hwpp/hOZZpvEV2EwrLHHllJbIwcgHjrThbVyZ4+aYjMI8sMHD1em3zsUdVt/Dv9sX6afKVskTNvjJ3NxxyM9c03ytvsdeFqYz6tSdaPvt+95LUpXEOhpZaa9vK8lw+83K4wEwRtAPfjNElBKNnr1OmnLFOpWU0lFW5X37lBRYFLvG4Sbh5Ix2yc5/SpSWp0P2t4dup6v4bv/ANlpipfWzXF22SxePOPlGAMMBjdntXdTVOy7nwmY0M2q126U+WHk/N+XYytJt7Xy4dyZJbLfTPQV10qex6OJnUvKz9D3TRLDQbjU7t7eF47Qxv5AY8q+35c4z3r6KnCHM7bH55iKmKjQpqck53XNbtfX8D1fRtKjt7VL26l2QopdmJJ2KvJOPYV7LnTw9F16r92KufPVqzlNwitTkfEPjqyEZluZja2CHCoT80hHcgdT7dBX8457nOMzmv7DDpqmun6s2pZfXrS9lQV2eOax8WtUlLQaFGtrF08xwHkPuAeB+tc2E4Woq08U+Z9lov82fb4LhHDpKWMbk+y0X+bPNb/AFvVtTkMupXktwx/vuSPyzgflX19HBYegrUaaXoj7nD4HDYdctGmo+i/UzN6jsM12nqIY0woKKzSLu3U0rlM2LPxZ4i0xDHY6jPHGeqbyU/75ORXnVsswlZ3qUk33tr9541fKsHXfNVoxb721+86TTviRcKRFrEIk7eZHwfqR0rwMRkMd6EreTPCxPDcN8NK3kz0rTPEsbwiaxkFxbN1TPT6f3TV5fmuMy2fs56x7Pb5Hy86FWjL2dZWZ013Fp99YRXNqCxYkt2/D2NftWHxFHFUVWpPcKcqkZtN6dDzXV7QK0iquFbtXHVgfQ0J6JvdHCzw2S3UP2tG8kH95jqR7V5Uoxvqe0pVXCXs3r0OQu0tcy7QRhvkz6V58o6nt03PS/zO+1WX4fXWjbbSPyL0LGQVU8nadwPOOuOaqSpuPmfK4WOcU8Teo7wu+vmrfgeZ+XY/Z7d9xMpdvMGOAvGP61zWVkfaXqc8lbS2nqaMFpo80OpSTXJieFQbZSP9YfStFGL5rv0OSpUxEZUVGN7/ABeRY0rT9Gk1bS4r24/0a4x5/O3Zk4IzSVrpNmGKxGJjh60qUfej8Pma3irRfDtjbw3Oh3ol3KN8e7cQ2ecewpSS0cThyvG4ytOUMVTt2draHNyafElyYGuQw8veGByM4yB/Spas7HsLESdPmUOtvx3JW0pf7KtdR+0rm4nMXl55XH8RHYVXLeKlclYp/WJ0eR+6r37+Rs6B4Wg1bU76yubwRfZIw4cYIYl1Xv2w2a0p01KTTex5uOzOeHoU6sKd+Z2t20b/AEIdc0S90bVYdOhvPOUOfJdX6Dg546UThyysmaYLG08Th5VpU7aaq39XPuz/AIJ0iCT4x60bq4LaiNNkij3HIMZljMh/AhaKb1d9zrjKccRTjSjam4tv19236n7p2y3v9sWNrcmNkSNzlRjJ+Wq6Hs9T+fX9reIQ/tI+NniAX/SYuPX/AEeLrWMtymfOumxRS3cVveS/ZkkOHcqWEeT1wOSMVK1dmCSurn3z4U/YS1DxtoVr4h8LeO9OvtOugHRljl49VYYyCO4PQ19vQ4cdemqtKsmn6n6LhuEpYmmqtGvFxfqeM3dn8XP2RviLGVd4JI3/AHci5NvdxZ/JgR1B6V4ko4rLMRfZr7mfPSjjcmxd1o19zR9h+N/2+9Mn+HsI8G2b2/iy8jKyrICYrY45dG/i/wBn0719biOJ1LDr2KtN7+R9xi+MlLCpUI2qPfsv8z49+E37PvxU/aQ1e+8RT3nk27MzT6jebirueijGSxz6dBXy+Cy3EY+blf1bPictyjF5pUc76dZM6z4s/shz/Bzw4/iDxb4105SeILZFl82Z/RRt/M9BXXjsleDp89SqvJa3Z6GZcOPAUvaVq0b9FrdnxoY1WXJGQDg47+nFfKXPhz7M/YWjY/HZY0kMYk064XgZ6PGelaRdmB+0NpaSnUPKWck79u/HPQEcfjXQ3dXJ6nbWKztrF1FPOJlS2AHy+5z0rNvQpaH4e+JbGK4+IPi29uhtjtdQvAM9Mea2MV/Pmd1HTxk6cesn+Z/fHDsVPKcLV/uR/wDSUeGkwXM8s6Q52vkE9gK743UVC501MKp1VWS2OO8ceKrzWBFp8kpWGPgAHgYr6DKcHClL2kkfDcVZzLEpYWLsdr4TutEtfhUdI3h9Tur4SNjr5a5IB/HFfUZkuTDc62Z+GU6jgpuT2CKyilVlljR1I6EZr8ylXktUz4zE5zT9pZo828Rabap4ksbKzgjjVYzM20Yyc45r7PB4ibwjnN+R8bnOO58M5LQ6GeyFxZmFxlXBU14dOtyVOdM/H6VblrKVz6V/Zl1zwB8J7+31vxBdbjC3mbY0LOWB6V+c8aYTHZtH2VHY/tHIuOchy7KPZyl+8a17nqPxh+Onww+M3iF7zxZb6g1pAStssa4wvuDXyHD/AAzmmT0uXDyjd7npYHxM4ap4f2UoSv8AI4PQfE/wU8LaVqcXhFbiPWL+No4pr0ARwgjswr6+VLOK1WLxNnFdj6bA+IHDtROlSny8y3Z8hT/CLxHBqk+rawAdL+a4e8Vg0LKOWww4yfSv2Wjm1GcI06ektrHxFXL6cassXGopwet07o8s1j9/P9ot8ATH92g6BR0+tfQUpbp9Dw8VTbgqqestvJH0x+y/4q1bw7qOpwJ5L6bOUWWSadYNruCqhQ4O71xkdOvavUpcttD4/GxndObv2P0GkNze+GjPLMp2xN8qgHIwR1ru6nkn4h62duuX0bDKxXMo/JyMVztozcd2upDBNpwS7+0wtukUeTjore/TiqXLZ3OWcK14cktE9fNF3RLrSLbU7C51CHzLeNz5yEbgy49OM0opXTZy4yniJ0asKMrSa0Z0Hi278HXkUcvh+JoJ1G11CFUPzH5uSecYq58llbc8vKaWY0pOOMlePTXXZabLqco66WLlthcwmMY4537f5ZqGlc9tOvyK9r3/AAv/AJFhrfRv7Js5Vmb7Y8pWdMcLH2YGq5Ycqd9TL2mJ9vUjy+4l7r8+x0Hhyy8JS6hfQa1MTboF8hyzIT84B6A87Saacbu55WYVswjRpyw0fee6sn0f6mfremaFDrK2+k3oks5mOHyTsXsCSOahxXNa+h1YPFYqeGc69O0107mr4J+H2r+PdZTQPD6NdXskqooUZBU5y34VDb2OyeJlGUVbRr7j+j79jv8AYC8JfDjSrTxP4wtVv9SlRZP3qghWIyRg+ldCppas8hTqVHeSsfqjY6TZ2VulraRLDFGAqqowAB2xVXR0Rwt9zgviL8JfBvxM0abR/E+nRXSSKVDsoLLn0NKyZLw7i9D4n8Lfs7/8M7adfWvhRcaZeX81zIhXeB5qIuR6cIMimkorQ3wlScZSU9r6fd/mJfJJJcF47hJOR84XgFj6fjWkXpc9y99Ufk//AMFBtKmg+Inhu5ZlcT2LruC7eI5M4PXPLVhUd2WfF/gNPAp8Q21v4+NzHpDNtmksmRZYyf4vnVgcdxjnpkVrQ9j7Re2vy+W52YX2HtV9Yvy9bb/ifpjpn7C/wZ8ZeEhr3gPxXfXaXkRNtOzQvEWxwsirGp47jINfokOHcJWpe0w9Ru+2x+r0+E8DiKHtcLVbutHpb56Hxvb6l8XP2PfiGYZkltgrgbAC1pewE8+xHt1B5GDzXx8ZYrK8R2f4NHwkJ47JcV2f4NHSfHT9p/xn8dpLLw7pFu2maQwT/QoWMjzzdy+MEgHoO1b5lnFbHWglaPbuzpzfPq+ZWppcsey6s95+En7A9v4g8Jxax8UNRutOvr0CSO2t9m6KM8jzC6t8x64HSvdwHDftKXPiW030X6n0mV8Ie2o+1xcnFvZL9T5d/aI8AfBz4WazH4Z+H+s3ut6rASt20xiaCIHqo2qCWHqDxXzuaYbCYefssPJya37Hymc4PA4Wp7HCzcpLfax5/wDAu+Np8YvCM5Jhj/tS2iD4GcyOEP8AOvBTsz5U/oMntfKnXEzMSqthsAjkA4rrTuS9Dr4kktdS0qJ7xnj3EbWx3UkdvaovoVfU/Hr9ti1WD436u64xPBA/H0K/+y1+j5RK+FR8PmatiGyX9im/EHxN1Gybpd6TLj/ejmiP8ia+3yx/vWvI/lDxzw/Pw/QrL7NVfjGX/AP1Cr6o/wA+jw/9pEbfgx4juv8An1iWT3++FP8AOvzrjjDfWMlqpdHF/dJH614azceJ8JFfabX4N/of/9P60r+tD/BMKAPJ/iFq09lq2l6RpM6WF5qJDzXR4YRRE8Z/Ov5H8QcVN526cXpFR/K/6n/QD9E7h6h/xDKnjasdalSq1Zav3+T/ANtPDvGdx4r8QT2fjxdUJiiuUtYIlYhmCtgtj3r8tpzqzqxm3o3sf3XiMDl1LBVMIqf7yEbuXn6n178afhF8PJfAWl+MfHltJPJb2yu0UXBZiAfmxX6CqtSlH93ofyRRyzDZzjVSrRu72PhDSPi78JPCWpi1tPBCwWkjBHlk+dgmeWGRXm1cTiKnxSZ+ww4EwGDpOpCmr2O9+J3wE8L+PvC6+OPh9Gr286+ZhRyD15xX0uWZjOnJKbPwjibhelaVfBqzW6Pzk1PQr7S/FVlol4hjc3CR4PHVgK/T6GIjVg5I/D4u8uR7n7w+GLO1v9O0LR5bkW4htlOUPJ2qBzX55NvmbPvE1ynX6nbWMempYiU/Iyqjb8kkc/0qbi0Px+/4KNXj3HxR8N6XNOzmz0kSYY5KmaRgf/QKllHwX4a8G67451y18N+G7F9R1K6kxFFCpLHPQn0A7k8Cqp051JKEFds4cZjcPg6EsRipqMI6ts/SrwT+y1Z/Ax4NY8ZmG81qSES+YSDBa5HzqhPBK9C35cV9lQy1Ya0qusvyP5kzbjeeec2HwF40r2t1l2v5Pt954j8T/wBqk6brMWl/D1YrqC1lBuLiQbllVeqR+gP978q87E5paVqOy6n2eS8DRnRdXMbqTWkV0835+R9CeEfF3g/41+DpFMaTxTpsurSTBaNiP84NetSq08VS/NH55mGX43I8amnZrWMl1X9bo+BPjR8E9S+Geote2Ktc6DdP+6lxkxH+4/8AQ96+WxeDlQenwn9AcOcR0s0pcktKq3XfzR4Iu8sVbaV9fT8K8k+5Ow164isvhNYWTANJqOq3UinH3UgigX9Sx/KqbVrHHUpydWE09Fc80tIdIbUI0uZituUBdsfxdxWi5b6vQ5a08QqLcI+9fQ6XxbP4Mkt4U8ORhG84lzg5EeBjr75q6sqbXuI8bKoZlGcnjHfTT1uYUbeHBJqG8yGPySLbjkydt3tWfua/genJY3lpWte/venkZ0Z0/NqswbaDmYjnIz2/Cs01dXOuXtffcfkb/hzUfDenak91qls9xEjExpjIOQQN1XHlUrs8vMaGNrUFToTSb3f+Q/XNY0PUtZgu7W18u1ih2FAApL4POB7mhzTafQnBYPFUcNKnOd5N3vvpoY73mnf2N9iW2P237R5hlPTy8cL+dDlDkslqegqVb6z7Vz9zltbz7kSSo009wbU7Gj2qB0U8DNF1vY1cHyxhz63+867wv4ws/DtoYP7NE8sm3c+RkhSTxnOOtXGpGMbWPn8zyipjKnP7ayV9PuOPvdQN7cXl35WHupnkPGdoY5xWbs7s+goUFThTp82kUl9xfu9Ua9u7RreySF7eFIQgBO9lUDcfc9aqU02rI5qWFVKnNTqNptu/bXb0Rf8AC/ha71vxbpPhm/3WY1CdYyzrjaGOCcHHSoaa0aPToVaVR89OSfoejKfFXh7RNZ8GtbLeWj3DwtG2SIrm3coZYT1zkEHsRmvKqV1TvGoz77C5bVrQjWolq2sD4HCll2+ILhFYHHNqjDP4SEfl9a+dqVPbpr7P5muaYuGChaHx9fI1rSW7vwLq+me5nc/NJIxdj+J5r5+u4xdo6H8zZti51q8pVJN+p1thbkj5l6+ory/a2Z8ZXqeZtK0UShSM1caqb1POvJs8+8XeJtM0edRI2ZCPuLgn8a9rD4KpX1tofY5XllfExuloc74f+JcP28QnTZLyKT5Su0OefSunE5NKMOb2iVj6SvwniZ0/aUpWcddLnqmm28ZibybVbNeMRgFefUg9Cepr5DFVG5K8rntYevVrU17Vq6Og8O+H4PFGrDRpZFi8xXG5ztUEDqSe1FPnjJcqPssqlyTV2fLk8OkjWJrG3lVfLaQF0YyA7CQOenNfrnJUlBXPtsHiYxrczkeyH7CfDUNnbSeZdIQGABGR04r4mpl+JjiHVcND+mcFnWWTwUaUatpW6qx0vhLwvbQodV1KENHt3Jnsa+azHGzu6MU0z6/KMHT5HiZ2nFdj9Rf2TmbUvhdd6lBMIYzdzbV2bvuYU8574r9Q4ZpSo4FRlu22fyx4h4hVs4coqyUV+p9baFa3a+bPFOsXkjoybgc/iMV9g90flCZ4T+1ncPa/sseKLi4dTJcqqllG3/WSgfyrGVtSlsfz9wwm4uo4rIbp58AIm5i/YYUdz7VkS7JXZ+rH7Kn7FZ8uz+IPxhtt68SWWlSf3eoe4Hv1Cfn6V9plmT3tWxC9F/mfyzx14kqHPluSz12lUXTyj+r+7u/Z/wBpz9r/AET4TWs/gj4eSQ3vifZ5bOoDW9hxwCBw0g7L0HfPQepmWbRoL2VHWX5f8E+K4I8PK2ayjmGZpxobpfan+qj57vpbd/ml8Gf2pPiH8LfH154mv7yfV7fU5RLqMF3KStwrcs+TkrJ6MPxGOK+MwmYVcPV9pe99/P8Aruf0xxDwbl2b4BYPkUHBWg4q3L5W6ruv+HP151+P4W/tefBp5tNK6hbSp5sYOFubS4A6eqOOnofcGv0CfsMww2mv5pn8dYf+1uDs5Sqe69v7s4/qvxXk9vwv+LXwl8Q/CvWGtL1TcadM5EFyqkIw9G67XHcV+bYnCzoStLbuf29kWfYfNaHtKTtJbx6r/NeZwHg+Pb4u0ZR8omv7YYbnGZVH0rh6n1Z+xNvbJqV2qmfyPKhzhSOeR1yDV3YMv3qpm38qRlkRgFO4EnANWB+a37UFvZar8XJYdVunTyrOBUJx1LvkE9hWS5ZP3meRj8RXpWdGN+58nXtrb293dQwPvjhcqhznIB4NDWrSOijVnOnCUlZtak+mWFhd6hZ2t1ciGCdsSOf4B61UYe8k2Y4mvWp0alSnC8lsu5Z/s7Rxpl7drdZuYJxHFF/z0jzy1HInFtPUx+sYn29Om4e643b7PsdZotp4F/s6VNTlZrwQyOrEkLv2EooA7hsVcI07Pm3PCxlbNfbJ0F7l0rdbX1f3HDCHTjZwyNIRO0hDrjgJ61nFJo+mc63tJRS922nqW9PXQhDqL6g0gkWP/RQveTcOvttzTioWkn8jCu8VzUlRSs373pZ7fOxLdf8ACPlNL+yF95Qm8z2bPG38KTjC0fxM6f1tOtz2tf3PTzOl1XUPB9zoRg02y+zagHQBgMhkUNuJPqeK6JOm4WirM8XC4bMYYrnrVOanZ/fpZfmRWU2ii98zyWa38gDaevm46/StKajzbGleGJdO3N71/wAD0LQW0gWVhCbcm4jlZp37OhxgD9a9ujGNlpqfN4qGIdWpJT91pcq7Pue5eHbPTr3UpXhhNvbTyZjHXYhPT8q+jo005baHxGKnWp0IqUryS182dJ8V1t/DPhWBrOfdDdMRI3fah6fj3rwuL4zWAjSpv4nY8vJJVMXiJRnGzVrfM+GNW1q71i6Nxct8o+4vZR7V8BhMJTw0OSC9T99weCp4aHJD5maGFekeikG8DqaAsN3j1qWh2IWbOeaosjJBFZgMzzig0IpBn5vSgpE9hqd3ps6zWrkEHkdmHoRXPWoQrR5Zo56+Gp14uNRHvvgnxBb316kH/LG5U5U/wuvP5nGKnIOfC4p0JvSR+c43BToxknujrNTNtFfCZ4cxhSu33xwfzr9JqJX2PNpQnKlyqWp5nrUljNqMd1Jb7Yd4Mir3HtXiVEnK7R9DhoVY0ZU1K7tozhL9tKNveqI2ErOpgPYJzkH9K82ajZn0VGNdTptvS2vroZaNpBulMwZYBFg9z5nr9K42o3OmUcQoNR+K/wCB0WhXXgqHw+U1e3M2oGV8YyMIVXac9ODnitKbpKn7y1PJxtLM5Yq+HlanZffrf9DnreHQD/af2qZl8uMm04++/oayUY+9d+h61WeLXseSO797yRBfW+jra6fLZzmSaaMm5XGPLbcRj8sGk4xtGzNqNTE+0qxnGyT93zViqbSyFrcTpMGljcCNP7ynv+FJxST1N1Vqe0jFx0a1fZncapoXg2PS4TY6h/pzwpIRuBQNty6k9jngCtZRp8q5XqfL4bHZlKvL2tL3E2vO19H6WOTOkWZ0i11H7YgluLgwtFn5kX++fas1T91Svue/9cqrETo+zdlG9+/l6kOo6WunajdWcN2sy2+P3iNw+RninKDUmk9jTD4l1qEKsoWv0fQTT9P+33tlbyTFRcyCPd12571Ki20hYjEeyp1JKPwq/qfo7+wN4S0zR/2hJbYamJmOkXxbadhDRyxYBJyDnGeK0lTUJaO55+VZjUxl3Up8qsreZ+1l8In1O0ltpWSbDjCuCSOM8Ci9j6ZH8/H7WCrD+0H4vR2L7p0LM7fNjy1A5xWTepbPnoplycYKDjIwWHQAZqST6H+Av7Qfin4H66k9pKb3SLog3Vk7HZIvdlODtcDoR+Oele5l2Z1cFPmhrHqj6PKc5r5fV5oaxe67/wDBP2Ckh+Ev7Vfw23DZfWU68HhbqymI491Yfkw71+rOOEzbDX3/ADTP21xwOd4S61X4xZ8N+EP2AvEi/Eie38W36HwhasJEnjdTLdKDxEqfejJ/iLcY6ZNfFUOGq31jlqv92uvc/PcPwfiPrThWdqa69/8AI+1fir8Wvhx+zH4DgsbeCNJ44ymn6ZBje5H8bY5Cg/eY9eg9vssZjcPllBQitei/zPv8wzHCZPhlTglfpH9WfiL8S/ij4t+LHiaXxT4puWuJpSREnSOCPtGi9sdz3r8gxWKq4mo6tZ3f5H4HjcdWxlV1q7u3+HocCFMkiMki7MnII6H3P+FcZ5x9d/sSXP2T4/6fKXwXtLpQcEjOAcYHbihXuFz9wNEh0OeS81KVybqOfjJcKSAO3T9K0E2ixIthe6yVgAMvlEyCNmHy56nketK9hpn4ffE3WZtF8Q+ItNERC3N7Muep5Y9zX4fj8K62Yzm3s2f3NwziuTI8Mmr3gvyMTw/puk2ehXd1qEiAyjCjPOTXk4v29bERjhoN2PtMNicJRpOWKqxj6s+ffFunad57S28u1Rk9+TgnH6V+nZdh66p/vo2P5y4tx2ClW58JUv5pG38HvDGmeJr7UZ4ZEQ6faNO4MnzNyAcKfT2rLOpVY4dJdz8ade0Ze8egQRrKxjQ/d61+dVLpXsfnWITc7nP6nqeleHZJtTvdJF3MAUEoQyE56A54AHX8a9vD06uIgqMKlvmfK4+jjMxlHA0Hbrpuear8RNPuZysyPDk9ABtHsBX0Tyaoo3Tuc8+G8RS9fxPXNFu7K50+OeEiRWGQw5rwqkZU3yzR+fY2jVpVXGSsaE0Mcp3AZwOmK4vbLqjz41Gjlr+DDH5cCqhPU9yhU00OY1HWNWsrZ9OjuHbTpOZLUsTE/rlOmfQ19BhIU+ZTa97ufr3Dma1acfZSm3Ht0PMtU0Z7ZUv9IUy2lw3ykcFSOqGvrKdZP3ZvU/XFDngp0Ve/Q7z4RfD/AP4TPxzBY6oWS1tFF1OB/EFPyoB7nNejR8jxMfGfNepufrHpMOmvoy6fGoiiKmMrk5XHGOPSu08Q/ILxzbx+BPiP4l0d4Rc7byRoywyNjMWHB9QaqMuW+lzxsdhZVlG0rJHnkNzp8V1PLc2pMckTKi/3XIwG/OpjbVtFOnWlTjGE9U9fNdiOK60wQ2XmQEyRyZnPZ0z0/Kj3bLQqdKvepaWjXu+TJpptJZb8xRsjOwNv7DPQ/hUNR1sZwhiE6XM9vi+46+51TwTNottaJZbbzyVEkyjBWRfT1zXVJ0nBK2p87Tw2ZxxM6jqe5d2Xkzkx/YQ0TfIzjUhcgYx8pgwcn65xXPyw5d9b/gfQP619ZskvZ8vz5v8AIbqcGiLqjx6bKzWWxSrMOd20Eg/Q5FVKMea0XoaYeeJdBOtH37vTyuT6Zpun3dzpkKSeZJcS7Zk6bRuwPzFTK0Ur/MyxGIrwjVdrJLTzP6Vv2C/2OPDHgfQrb4iatZh7vUR5kAf5gIicoR+GDWsYxXvI+ay2eKrxjLE7ux+q13dwaZEq7MgAYAHSovqfcQgkjgtX+I7aUrP9iZ8VDdjdRF8NePb7xQj/AGawMIU4JNCYSimVvEuv2X2iDQtQ2SNdHaVPJ5rqpu7PNr0rRvE+VviH4Lg8I6pO8khhspgssZ3EDcrA4x6UVFbVE4Wq9pH5S/8ABRSIXFz4I1WEq7lLuL5f7p8ph/WsWeve5+YrIfMwoDM/X15rPzEfQ/wF/aK8WfBDXI2tJDcaLdNi7sZG+RsH7y/3Wx0Ir28uzSrgp3hrF7o+jynOK+X1OaGsXuv66n6/SR/CD9rL4c8FLy2kXrwLqymI/Qg/ga/U2sJm2H/q6Z+1tYHO8Lda/mmecfAj9jrw18JteuPFHiC4j1zUY3P2NihCQp2Yq38fr2rz8tyCGGqOrVfM1seXk/DFPB1HWrtSa2PLP2r/ANrhNDiuvhz8M7tX1BwyXd6jfLEOjJGR1b1PavNzrPOW+Hwz16v/ACPI4i4k5b4TBvXq/wBEfk/LPNO0k8hMkkhyXJ3bieSQTz161+aN9z8dbu7nQeCbj+y/F3h++YMxt9RtZiemNkqtxzTEf0laYdJ1LUrf+1Qzn7MSDtYY6dfyrQHK5r6tPpsv2WHC7/NVY8ZDZPApXtqK5+UP7bmkC0+KZmRNnnWEbH3Kk5/nX6FkUr4dp9z47Nl++T8jzz9kK78n4w6SScfa7a7hx9IjJ/7JX3eA0rI/m7xio+04TrS/llB/+TW/U/W6vsD/ADWPKvjlaC++Efiq0Zdwksn4+hB/TFfIcU3WT4hrt+qP0XgSr7PiTAz/AL6P/9T60r+tD/BMKANPxf8ABDwZ430HR/E3iHXV0Y2SHflgC6MSxFfx/wAW4WGKzevUlK1pW+5Jfof9DX0f+IsXkfAOV4GlQc1KnzLyc5Sl/wC3Hzxdw/CTSviTo9j4fvZdehE0ccUEY/dq2cbj6818Th6WH+tJRlex/Tmc43OXkdSrUo8nNu+rP1wvvAmh+KfCg0nVbZZEuYlyGHTI6fhX3igmj+UMFmVfCV1Wg9UfDvxD/YksNbn8vRrWNFc43YHANc0sOrn7fhOPKboOOIerLui+CfDvwOgg8C3l4kiXKgFWIxvPYCs5Ubao+BjnLxGNckvdfQ/P79of4T2Vn8YPC+s2MBaO9voN2B8mVcMR+Qr6DKMbNRnTb6M/K+Jsu+q5rGVN+7PU+/pLvSNMvLY3VuUb7MNgjjyNp45257isE29WdKiMuV8+5sMIXHnbwEQswwD6VKTd0NpH4v8A7eeojVf2hNQ2xuv2GwtLbEilCpG+Q5B5/j4pbBoZvwL/AGpvD3wH0ZoND+Httf6xccXGozXzCaUf3VHkkIg9ATnuTwB72CzKGFjaNK773/4B+O8U8E4jP6qdfHONNbQUFZeb97V+f3LvkftDftb+Nfjxp9rpEVhH4d0mEEvDbymaSdz13yFU+THRQPUknssdmlTFJRtyo34U4BwWQylW53VqPZtWsvJXevn+R8Y7cc7sseCDXz5+snZeBPHniL4f61HrugS7ZIiA8RPySp3VgOo9+1dNGtOlLngzyMyyzD5hh3h8Qrp/evNH03qf7XUGv6dPpOreC4bq1uVKyRSXZwQf+2PB9COle1PNOeLjKndPzPzHD8BSw9WNahi3GS2fL/8AbHx/qUtlNqE1xY2zWtvI5ZIzJ5hRc5ALbV3Y9cCvn21fQ/YaakoJTd31e136a2Ov17+y7fwf4W/tCJpoZo76UEE43NN5YP8A5D6U042vI83G+2do0JWf6HlepvpJ1C7NgMW3SLrz+f8AWhqLk+XYjDLEeyh7X4upVtDpwubX7UreUJF87HXy8/Nj3xT5UmrnTV9tyT9nvZ29ehsG48L+VrASGUySFRY5xhAD8xf8Ku0Hzaeh53s8dzUPeVlfn8+1jovDHiPwvpMQh1DTPtJb5nkYBm34IAUHjbnFFKUI6NXPIzLLsfiJc1Gty9lsrab+e5xfn2BtJUaEmd5t6uDwI/7v1rKKVmj6T2dX2kWpe7a1vPuWdN1HTLS5up7my+0JJEyRpuxscjAY8dqqMoJu6McTh69SEIwqcrTTb7rsSm+trrSrCwgsD9otpGaaUZJlDElV4HGBUtw5UraoXsJ069WtKr7skkl28zp77xsz6BdeH305IBMqrG4G0oisG54y2cV0Otem4WPCoZKli4YtVW7atd3a3y3OYg1cQzWV2tkjLaJswRkOxGMn+eKwTs07bHuTwrlGpTdR+87+gNq1xFo39mtaKokuROZSpDEqCNmfTmtOb3OW3UawkJYn26qPSPLbp019ToxceI77Vj4ns9J8syogQRxny1A2qrLnvnH51UnNy9ooniungqOG+o1K97N3u9eraZ7n+zjoTfF745aZa+JQywaXbyySPEu5wythWIOQWDv+lZyqSqO8j3cswFLCUnGjs3f8Eir8VdX8QaB8SrvRNZeGCXRbqXZOlsls9wG5V5xGqhmIHLEZJyTkkmvBxlH2qcbH6jk+LWH95zfocDbG917W5dWvm8yS5dndj3LGvma840afIuh8fnc3V9pUXU9y03SNNs9NFxeskSIMlmIAr8+rVqlSpy09WfyvjsRiJYp06abfkVBrXh24Zrewu42bOOGrZ4PEw1nEbwWMguerB2J5rG5mhdYTtZhwRzjPcVNKrGnNc5NCtSVWPtdr6nh+sfCnxDqur29towk1G4vpAoXGXBJ6/Sv0zLszp1I8trWP6qy7D4Kvg41sHNbbdT33TPAV98EfFFqiFLm9NuCYpFBCS5GHIPcHpmvEz6qqkVC+h8/mdadWKo0qrjZ626+Rfea8up7zUdWbzbu7JYscElj/ACr4O60jHY8qNLkSjFHR3Xhjw7qPwT8XeJBqa6dqukRK0aupBuS7qjIjdMgHOK+jyXC16uLU5fAj26FlC/U/PhQ9s0d1Z5WVeS2f6V+yXimj26Eajfum3b+MPEFmPlcNjjlRxwAP5V2U3FnbOtXjodnpXxW1OK4igvoPMhZ8FEYjO5un5HFRWwuFnrUimcscfmFD3sPWlF+TP3G/Zms00b4PR6XOBbx3LeYVHXdONxx+dR7KFJctNWRw/wBpYnHSdbFS5paK/kj7B+x6NpSSW8EnmRsPmZ3bPH1pu7A+JP21ZxZfs7XBhaTy7q6tQuDnKtKucA8VDdyuh+KWiavqPh3WIde0aZrS+tzujli4dG7EH1ojJwkpJ6nLXoU69KVGtG8ZbruezS/tKfH1oGik8e6m4YEMn2huVYYxxXof2ji9nUZ8auC+H4tSWDhf/Cjwy7uLq9uHu7yV3kmPmSM3OWY8lj3zXnN9T7iMVGKjFWSK8ihsJEoYt1JPH60GiPRPBHxQ8ffDu6uZvA2uXOmPOoEot3KbgO+Bwa2o4irRbdKVjwsyybAZlGMMdRU0troxvFPxY+IHi1Lix17XLm9trht7JM2QTnOcVdXE1aianK6MsHkeX4OaqYaiotdjM+G8Md18QvDaOokH9oW3BHBxIpriPoD9d5LjTbO8Yyr5byRDAC9RmtFqOxEwAvbN2H3WJ+UZPQ0rNhZI/NT9qK+stS+ImpRMFiaxhQo2NryM5+63qFA4HuarlTTv0PJrc8cRFwV09H5WufMVlBZyX1rFeTeVDKw8x+uwHqacIrmWppWqVFSnKnG7Wy7m3pen+HJ9SntNRvDDbCVlSXHWMbsHHvxRypztJ6HmYqvjYUIzo07ytqvPQZ4Zi8Mtrjp4hkZdPAk2sOpOflPFELc3v7FZnLGrCqWDX7zT/gmx4tj8HIUTw1IXw67m55XYM4zj+LNRJxT9w8/KpZi03jVbR29bv9LGJZ/8I+P7SF5vP7lhabf+ev8ADu9q0i4Lm5vkelW+t/uvZ23XN6dbDbdtBTR71J43N+UQQEfd37huz/wHNZQcWnzb9CqqxbxNNwa5Lvm9LO1vmdJ4K1jwhpdpNH4ksmuJmk3IyruwvlsMdf7xB/CtqUqST51qePnODzCvUj9Sqcqtr96f5XOe1y6sdR1T7TpcH2e3KgBMY5Geanmjf3T1cFSq0aHJXlzSvudNYz2TaTZ2aWZF3DO8ksv96Mhdq49sH869GEouCSWp49WlU+sVKjqe40kl2et3/XY9UgurK/gsorOx+zyQ7vMYfxljxgewr2aUlJJJHycaNWlOpKrU5k7W8j6d8Ja9YT6dFpL6ciu0axeaf4cfx4/vV9fh5KSUbH5rjMBUp1pV/aXV27foZfxh8F6hrnw21m70mJp00Zo5HZecRkkE8euK8HiaVKnQhzvVPQ+p4YlKNdYiS93S/lc/OlnNfnx+62E3E96uw0hMn+KoLsG8etAWGlqAsNLZoGJuxzQFhC2eKAsVyMGg0PWvg1IV8YQM8fmwxK7sP+AkCu7AUubGU5dj5XP6fNhXZ2b0PcvEv+kTeYkezAxgd8V9vWPhMFHki03c4zWNd08WU1s+ngyurqGOMDdjB6ZyMV41Sas1Y7aGAq+0jNVdFY8ijnsLaK5S9tjNJJt8s9ApB5z9a8aTik0z7KpTqzlB0p2SvcxFudOXTLy2e1JvJZUaGQHhEGdy49+Ofaua8eRp7noOnX9vTmp+4k7ru9LP+u5F4em0uz1MS63D59ptPyjnk9O4rJSjtIrHwr1KHLhpWmdV42vfAl1aQr4UtnjuA4MjMNoKeWoIxk/x7q1qunZez3PEyajmlOpL6/NONtPW78u1jmp4vDx0aze3aQ6gyv56nhVYMduPqMVhLkSTT16ntwni1iaikl7PTl726/iLeW2gKNN+xzuxlhU3W4Y2S/xBfarnye7Z+pFKpi37b2kVo/d810NvwlpfhLUHeLX7s25LsFJJA2hGIJwD/EAKzjyyeuh5uaYrMKKTwkL6a+t1+lzH8Uaf4fstcS00C6NzZsseZDzgk/N+VaTS5rR1R35ZiMXUwrqYuHLPXT8h+q6HpFjqENjZ6iLiN5VRpAPlVW2/N+GT+VDjyzSTDC4zEVaMqtSlZpXt166GdfadDaahe2kFwJ0tCdsg6OB3FOpT95q+x1UcRKpRp1Jws5dOx+hX/BPi40jRPizEbqFby51bSrlkk5L2xRhuUAHB3gDO4cY4pKCjFO+5zYapOpjZxtZQ09bpP8D9qoAY9bs5whkZVcfuk+bB9x2qEm09T6KyPwY/a2Im/aC8VTIGQGZfkcYbhAOh+lMTPm8sGQqzEkHg44H+e1AFfc2DHIjYxnJ4B57VmB678IfjJ4z+DPiSHX/D9y5hbC3FscmKWPPKsOh+vY816WCx1XCVfaUn6ruetl2ZV8DWVWi/VdGfqH4o/bq+H9l8NofEWgDz/Et2pRdPb/lhJjl3PdOeMdfw5/SK3EtBYbnpr3307H65iOLsOsIqlJfvH07efofkV428deJvH/iO48W+J7w3l7dMSS5J2r2VQfugdhX5hXr1K1R1aju2fjGJxNXE1HWrSu2ckxm2E7yT1z7GsDkGTI08uzdhEH5kjrigD6//AGHbiSx/aG8P7DlpYLteT2ELE5/Kpd+hXU/caTVPIvrywW0kZ3dSZV5UZHWr6WYJE1gl1/bTSW8D3W2Bs4wO4pKN1uGzPxL/AGo72LwfqTau9m0g1GeUEE8xzBsnP4A1z08twak6s43k2etPifN5QjgadZxpwVkl2Piu7+JetTptjiVVOPU+v+I/KvVVGjBe4kc8cXiW7zm36nL3niDWdQRopmAR85AGOuM/yrknKKujrc604npXwL0SLWfir4c0E366VFqVwsE08rYRUY4JY+leTmFBVsO4x3PDnJrSR9V+LdK0LRPGF3pmlSia1tXMbOAdrbeNy+x6ivwpQrwTjX3R4mJjaTUTHsdYvtGtdQtHtI7mwvx8yOobDD7rKTyCKcWpNNOzR5dSlUuqtCfJJdUeH+L/AIGeIF8I2njrSkN7FM/77y1+6GPGcdPQ1+y4XFQ9inI+8wreLtG933J/BPhHVtFRZJbjcsgyYsfKM/yNfH5nmFGo3G3zPz7jSjgcNBQc06nkejmMW43z4RB3JwK+QXNP4D8OT59IasmtG0HVJfJiuYml6bQwz+VROGIpLmcXYirHF0Y87g7ehx3i/QI4QzxL2Ir2svxV7XZ9/wALV51p6ni4vbzSbW700sI4rgbst/Cy+nvX6BTiqzUl0P6Vy2v7GMk3ufQ37LNrd6544M00fmQ2cXIQZeRl+7k56DrXq0Vy1eS+rWxWNk6uG9pZWTtfq2foJArW3nqysmyRjsI569K9Rqx8oj8wP2mVj0/40y6jawt++iguCjrjPGCPpxTvZ3RyYiCnSlBu11Y8b1fxPb6jpR05NPWKUhMycZynoMd61dS8LWPncJlk6OI9s6t1rp6mTZX1nb6d9mms985ckSH+6VIx+B5rLmXLax6FahUnW541LRtt8x91c2M2iWVhFZmO+gklaabPEiMF2DHbbg/nWrceRJLUKVOrHE1Ksp3g0rLs1e/36fcX/CWo6Lpd3M2v232mGTbtwNxXBOe47VMZwv76OPNsPia9OKwk+Vq5P421HwxqN1bP4XtWtoo1cOGG3dmRipxk/wAJAP0oqum2vZmeTYfG0ac1jp8zdrfcr/jczNZPh+RIP7GWTd5MXmb+P3oUb8e2c4qJuF/cOzB/W05fWWrXdrdr6fgeyfBzwnovjL43+HtC0KKS5064u7cMr8NtyN+fYVdXkc/ceh5znivqijibc7fTt/wx/Zt4N0Gx8PeHdO0jTo/Kt7aFERfQADiiTtoezg6S5bs6d7aJ/vjd9aybPXuZN/4f03UI2SSIcj0pPUaZw91E/g62mFtFmNgTkCgTPhi6+I91d/G/TbW63eS0gUE9OTWsWROPNGyPs/4v+FLbxP4JuVZN8kEZkQ454GeK1+JHz9SLptM/Dn/gotEV+Hngi8MAj8i8aJnCgYDwsfm2jP8AB71z67M+hj8KZ+STOMRMFBkXgSDPQ9OODVFFgZEgR1BJPyZH3vXOeePxpWA9O+FfxV8W/B/X4vEHhC48hs/vINxMc6Z+ZZFJwR+oPI5Fd2ExlXC1FVouz/B+p6mBzCvgqyrUJWf4PyZ9jfGf9uy68Y+Crfw54BsptHvr6LbqUzEFlJGDHAQc7T1LHB7dsn6vMOI516KpUY8re7/yPts04sqYigqWHXK38T/RH5yXlzcGWWWRhIZOcMAWJ7846mvhz81HSKCgZXLDrjr+GMCswH2Woy2tzHKPlaJ1cHphwc845x780Af05WfiG4l0zRdYNub1rmFQArfdzHkEg9q0V1qy7D7k3F1DDKqSeYZUbyi2MfN0zSSTeg2fnd+3TYXieONIubu1+z+dYyKDuDBsFfT8a++yDSnOJ8hnC9+LPlH9nC8Nj8XvCcmcf6c0X/f2N4//AGavvsG7V4H4X4k0fa8J4+P92/8A4DJP9D9nq+1P8sjD8U6Qdd8M6roqgFr61mhXPTc6EL+pFeTmWGWKwdbDr7UWvm1oe7lGM+pZhh8W9oTjJ+iab/A//9X60r+tD/BMKAPGf2hfh18QLqGDW4tWgXRY4E2wGcIQQOflJ5r+CuKfrFbG166l7rlL82f9WXgdi8owPDmV5XUofvYUaUb2b2pxX5nzx8NvjVB8Mdds9QuPDtteRQOMsVJdmHcMa8fJ8TSpy+HXufrXHHCWOzRKNPE+5J/CktD7m8L/APBQWW41dY9b0VYrBmAGxvmUV97HMU3Zo/I8x8F1Tw/NQrXn6H6C2nxE0nWPAh8a6M/mwSQl0/3sdPzr2JS9zmP5WzHK6+AxcsJXXvJ2Pyj+I/inTtZ+Kdho/ih7l9Sv5lMRVWMcZc/KCa+FxGMrylJwfuo+sw1DD0lFW94f8UFuZ/HXgrworieW3vmly3TCxP1P1Ar6Dh6TqOrUk+h5PFjU5YfTVP8AQ9lS/wBUXUH8+OLCqiAZJAAyScnBHWvpZQvY+UWzOm028vJtZtvJiiRVRydmc9QO/wBavlSRk3fc/A79r/W73Xf2kfGd075RLiKED/rlBGvb3BrGW42fNUpK5KANnkHAJB/H9aCRmXYHbIV5BIPIz6Z96S3AxbmFLeYgDIfkjqKLANTKvnI4GPz7UwJI9gLAjPfB7GswIioC5U/n/SgDtvG2vQz+HfD+gzFmt9P03MaEcC4nmkdm/FSoz7Vr7trM8qvCbrQlT+foeVWTWEd5aNeKXgDDzgvUjPIFVBRTVzSqqrpzVJ2l0NzT7zw1FrM819ZNJp7zlo0B+ZYtxIXP0wKXuKpd7XPMxFHGyw0Y0qlqijq+l7bkXh7U9K0rxCdR1Gx+1WY8zEJHZgQvX0pxtGV2rovMMNiMRg/Y0anLPTX03Nzxb4h0TW41h0XTjbIrI2cDJCrgg49TWU5X+FWPLyrL8ThpOWJq8zd/xZkabf2trcXssmm/aRcwPDEpBxG7DAf6irhNRbbV7o9HE0JzhTiqvLyyTfml0+Y6xu/smm3tg+m+dNcxLGkhBBjbcCWHHXjH41EJJJ3Qq9H2lanWVayi7td9Hp+pqeDvF0vg+O4il05Lprl0fMmQRsVgAPb5s/hW1Ksqaa5bnBm+UxzFxkqrioprTza/yMvxDPqviG9TUXs2hAXywFU44JP9azlJvoduXxoYOk6CqX67lqO08RyaCujJprGKOdrgyBPmJIVcZ9Bxx71t7zp8lvMydbBLFPEurq48tr6dWT6z/wAJPqtjaWNzp5jW3Z3VguGYuT1PtyB9KzcpuKi0ZYP6jh6s60Kt27LfayRsaR458YLpsXh/ToEkS0CIpCZdRGwYDP1HNae2qWUInm4vJcu9tLF1pNc13vpqrH2f/wAE7tHul+JPijVZoh9osbWEEn+HzZQSPxC1kk9T73DShKnFw2PR/wDgod4K0P7NovjlbZIdSkfZOYhy6ju2PT1rnrQaj7p6MFdtXPjrwzpw2QyRx8MoIP1r8jzGpJSaZljXH2Tijo/ieml6b4esG1XLZ3lIAdu9zjBb/ZFZZDGcqsnFfM/Icnw3Jjq1TluzzrwK3w98V6rB4e1ONtEubphHHdREmNWPQsPT3r7PG/WKUHUWq6n6zTo0ay5aqsfafwr+CPie0+IN78NPGc6JFDZfb7HUCcxTwZx8pr8rzivh6lBYmi7Pqux+A8fZC8vj9You1+nc9A8M+P7X4Fa5ra22g23iO6u4/Ktp2GRA4/iFY5Jm8Y0nzHLwBjsak5KLs+5886m+ueLtbvNf1pZDeXrl2OOmTwAPQVvisxjUleUtD9kdBylzW1PWPh5+zx4n8XQ3PiK8uP7N0TT0aWa4mBA2KMkgfSvjMbxFRpzWHoR5pvsfUZfktXENzqPliurPH/iH4r8JX/wY8WWfhRHaze4gihkc48wRSAtKq9QWwR9DX7FkEq+GmqGIXvPX0ua4qFGlNUKZ86/ALQtT1b4k6RbaXo0evTATMbSchY5FETFsk8fKOR7ivoeIMTChg5zlU5fPsezQi4xVj9CZf2ZvAGsaZN4o1jwlNYahESTp8EoIk91Ir+c1xnj6df6rRrOUX9qw51Ut1c+aPGfgjQpPHGgeGbPwa/h2C1Ml3K0p3PNGmOvsD/Ov3XhXEVakJ1q1fn/Cx4tSXO/ZRXvSaSP13+BmoxXfwW07Vbi33RyySNhFBcqJWRMDr0UV+j0KjqQU31NsZgPqeIlh+qt+SPY7m+TUYZp4ongXBGx0+Y++DXQ99GcdkfE/7ec9xZ/AjSdNktriAS3UGGZOCEIbFDjZkPY/FeQOJsRvwBjPofQ9/wAqBMf+7tkd4BukUcjPP581mA2N/NdjGCPKAyHJOM9+BWgDTO0ZbzQOOeMfdHX3H5dqzAmba6ieJio6gjofx74rQCo22RPKlDMcZViM/XkcfgPxoA6v4T20x+JvhtY1VsXsR27sYwc/0qUrsD9WBeXYvH86BeAFA3Z6d6txNEbNndTHUYWijVFw2cMSehqrWMz8u/2hH02/+MOtnV5ChR4lUdjzzk9hgmkuVv3jxsbOvGX7hX0PGNJtfCM96E1OdooAw3EZJxznGOtKLp31PKxNTMI070I3kd3NZfCKIKy3TyfdyBv5G2Tcc+oOz862apXvf+tT5eFbiKV04Jb9u8f05jzzW5vChtlOlKwm83nIP3AP8awlJNabn1uChj+e2Ifu2/E1YL/wNFaNEtuzzhfvvkhiQOFAxgjnkmneNtNzknQzSVRNytG+y/Xub+i+IPhtaxg6rpsksgPAUKQBvJ5z1+XArSM6VveR4+MwGdTf7iskvn2S/O4Xviz4epE39naO3mnYQXCgZDZP4Y4oc6VtIio5Tm7kvbV9Ndr9v8zzzV9V026vI5rW28qJUUFRgZYDk1yyabuj7HDYWtTpuM53d2dmPFumXCxra6SqHcSY0UFR0wRwWz9a6XVi9kfNf2TXg37Svfzb/pHqmj/ECwSAQL4XZmUYLYOTl0PPy/7OB9a9SlWeyifD4rIarnzPGf1Z+fn+B01n42iuJ4RHpi26x5GD1PJP6Zr16VVtrQ51ksoRles5X/4H+R6n4NuI5W8mVAokk3l+4HpX1WFe1zycwpyiuaL2Wx+hn7PPhfQvE2leI9AugLi01GBYJVbnKvuAOO3SvkuKoRdSEejX6s+x4NpvEYavSrLd2/A/Kn9or9mPxR8MfF91pU1v5ZLM9vKOIbuEn5HRugbH3h2Oa/GqWPngJ+wxN3Do/I9mhmFXLav1THpuPR+X+X5Hx9e2V7p07W99C0Mi9VYY/wD119jSrU60eanK6PuaNelWjz0pJryKeV/vVtodA0tUl2ELelAWGs1AWE3CgYtAGppuj32sS+VYRF8cscfKo9Sa5cRiaVBXqM48RiqWGjerKx9w/Cr4Tx+GPh7e+MNRQtdX23ydwx+6Vgc/8C7e1dmUVak8RCq1a/TyPnsZzYjBzrT07GDrt7mVJSgHl54HGa/SKzPhMNQtGUU9zyfxFqC3Lq5hVWRskgYyB2r56tK59LhMO4Jrm3ObPiWxjeQT2IlVsYx1HIP64rypVLN3Rq8tqtLlqW/pk0fi3w+oYTaKxJXCkDodzH09/wBK5pVV/Kc8sqxb+HEL+kv8jDj8TeHYopFutMEmW4QrjPXJJ6j6VlGpDqj05ZbjJSXs61vM5bSb7SIruR76EvCyMFGOjHoaxg1fU97F0MRKmlSlZ3X3Hodnq/wzmiRr60eOUBs7VyCS5I/8drovSa1R8fWwmdxk1SmmtPy/zG6zcfDGRC+kI4csdwKkZG8cj/gOaJOkl7pWDp54nbENW/4D/UwZ4/A8tmuHMVwUGNvTIBzuz3zio923merTlmkaj0vG/wDVjL0W28Lz2xk1SbZL5u0Af3McH86IyXLqduMqY6M7UI3VvxPQ4fCXw3l3OusKo+fAL8jCxkH8SW/Ktoxhf4v60PkpZrnUbXodun+L/Jfec9qnh3wlZ3SQ2Oo+fG5OGU9uPyPNRJU76SPVw2YZhUpuVWlZo+vf2IrSw0P9oSwTSrhbvfZ36up/gwOAT0PAB4pShG6UWe7lWJr15uVaHLoreeh+5GmX14+tQNAiRptYEKeTxWnKkj6W/c/Bj9sKXH7Qniq5nXa5lHzdzx2rCT1EfLZldOZ024PIJzjP+etZgWoxkeZKNwP5D3oAjaRMAkqFJGCTyfoKAGzmTOWTITseP1qkBG8fmOuVBHXHP4cc5qgI+ThoG/1gwc9AR29anUBYkYB5JcZPUg5Ax6YqgPqH9jm4f/horwtHG4hkY3aDIJXm1l6evSnFalan7i29zq1rezNcTIdzgklcLgA1bhdotbHT6Pc382sNIsqlWhYbVXHcc1bSRl6n4gfG25fxd4i8feC9RQSz6RqDXVr7DaNwrzlNylOF9j0MXh1Sp0MZbRqz+86D4d/B74f/ABM0fSzqHgO/0v7TCg+3RP8AunIGC/0Jr+dc7z/HZbVqSp4jms/ht/wDajViuhtfEr4I6P8AD/wh4jsfCXgJtShgs5HfVbiZcxqF3NIinkleelcmQcT1swxNOWIxFm38NmepGba90+Bfhe8Nn8TfDF1cJ50UV9AWQnAZQ4yD7EV/RFasqdFzeqR4mNio+8z9H9J8IaJ8a/GGv+GfDN/9m8UWu+dY7kg/aos5yjLx8vpX8759mFbBtY2cL0m7adDpp5XTx1PnoytL8zyPWvh/4h8LahNpWvpJDPCSCu0kHHcH0pYXNMLiaaq0WfHYnB1qUnTqLY9O+C3xhHwnnvNI8ReHl8S+Hr8NvtJeNrnup6YPcV9hhc1UYcsnc5o1qmEpzdJXbR1XhH4X2vxEGs69Yi20m2TzblLYthkjGW2Aew4r4PF49VsZyQ0TP5OzPHYrEZp7F3u3u9j5Wv8A4d6zrvhy8+JvjO8Ph7whDNJDaRkZnuzGxUmNe4JHWv07CVaFBxw9Bc9R2bP6oyDhilhsKq9fd9e588x6j4Dn1aOLTre4toQ+PtRmJlB7MV+7ivsp063snza+Vj2sbCn7NwUND6Q1zTm/suyZyJ90EeZF5DfL1/GvyaEnGvLS2p+dcN4dU8TVdtLnzb4602BEt0IMbyyBVNfpmU1JWcj9ujTVRxjB7n1v+zjokXhXxDb2kEgaeaEl/Ukissvxcq2Ytvazsfq2fZVTwWSRjFa3Vz7FmuLmG7ud7IQW43Lkj8a/QbJo/Elc/Nb9qy7ubD4qWGosiu0mmx4H8JxJIPx6Vmnys5cVQVanyN2PmOfWnuL2G+e3RZIjltowG/Chye5wwwShSlSUnZ/gdXo/jGGO4VZdLF2pkVgq5ycE/Lxk85pwqNPVXPCxmUScG41uXT+mdxqHj/TruyS1PhlopdiAPgk/LGE/u9DjNbSrXVuU+Ww+Q1qdRz+uXV3p82+/nY4yTxTpP9nyW1xpSmRgygFQuzepAYEAHIPPPFZRnHls1qfTRyzEOspwraafOz27WOe0PVdIspJ3vbXzlcLsyBwQwJH4jIrKDSvc9fGYXEVFFUp2tv8AcehWHiT4ZssLX2lsJFVA2FBBIJ3H8sV1KVF2uj4/EZdnaclSrK2vX7j7v/4J66V8LvGH7R2m2tlYsjQW7SqrDH71WbkY9iKX7ttcqLoYfNISTxs7rX8l/wAE/qKtEWK3RF6KAB+FZz3P0HDfw0PuJPKt5JeuxSfyrFX2OpvS5zXhPxLa+JLSWeBwzQyMjAdiDWsqco/EjGnWjPZmxqdhBqVs8MoDcGszoPzl+MXgs+GvFlj4khi2+ROGyB2zmgG9D7v0rUIfEfgmC8QhhcW+D9Stb03qeXjIpwufh5/wUC03Ubj4RwzS+Wo03WotuAckbJUx+O6qnE76TvCJ+NI3GPnG9hxjoeePyrI1IjhSsbEtJGdwOOT60mBYJDuzQjkL0J9PSmBV3TLIyMCIyMgk9M8danQBX2tE+47ZWwMdsHviqAjg3hivKlOr+re4oASQ+acMdxUHD9e9Zgf0WfD251K7+HXgzVUvPMjl0yzlGBjl4V7/AI10uN1oXF9z0aS/vJ7RU+0jMZBJC96qMEkEr3Piv9u63la98MXsjbgySRj8QWr7DIZazR8tnC0gz89fhTenSviP4dvF/wCXfWLNj/umdQf0Nfe0HarF+aPyriyh9YyDH0e9Kp/6Sz9yK+8P8jgoA//W+tK/rQ/wTHou91X+8QPzrKpU5IOb6K524TDSxGIp0I7yaX3uxV+Kv7MGpfEQyeJtA8VIEjRd1tPKBHGcdOvFfwjmGVTxV60Z632P+prhfj7C5HTjl1bD6RSSaWtlofnL4+8CeLNA8aWXhDVbyOR42HyQ4KFT34rz8LRqQn7KaWh+/YLMcJiYwx2FnL3ujPYrL4HatPZi7jhbaBnOK9j2bvod9Ximgp+yk9T9GfhDZan4f+BqadqIODcoqg/3D1r6JtrDNeR/E/iFWpVs7U6PXcqXPxB+Bs3xEtvB0lpHL4oZcRuYc4ZV7P7Yr4eUJezb6HyUL812fMniy1CftAaVbTYDQQXl1yenzIo/9Cr7ThyFsPVl6HgZ/riqMX2bPWJrG1u7W71GW7YO3AUEbR24719PZ3PBjsamhvDNeyS+eYRDHxtIGQT/APWpuLKcU9j+dv406mup/F7xjdiQyeZql2qsw6qkhTP5CuR7mD3PJ0Dxlg42qV5OefwxU6iHRqFDNKS47eg9KoCK5hSQdSODj60AZDsCdiLz1+tAA3K8YwcZz1rMB7IDzz9fQUAb2v3OmWWpW8N9H53l21mN3XB8pXbjv1rWMor4jxMbSrTlajK2hlaHrvhu0vxPqtiZ4kOdigfNx70RqRT1R5ONwONqUuWhUs31O2n8c+BBtaDRWyuM5VQDhHGP++mB/CtHUpuzsfNQyTNWmpYj8X3X6J/eeea34j07UrZIrayEDLLvYjHK4xisJS5lax9fgsvrUZuU6l1a3z7mtD4ysY7Y2dtpihiNqlQCzE4yGz9OMDvWnPpypHFPJ6rn7Sdb+tdjqNF8cXmnRLGnhs3LsQQdjdAzP8vy++PwrWNSS05T5/GZJTrNt4vlXquyWuv9XK+r/EXUFR7dtDSxaQIcspB4YtnkDr/SlKrZW5bHTheHqPMpLEOaV/yt+B5vqWt3Go3aXRgVfLRUAHTCjGT9a5ZPmdz7HDYKFGm6fNu2/vO5sNb8ZeJmA0nTGvJIzlzFGSMMeMgYA6YrfnqVX7qPmq2By7BfxqvKntd/02ejWep/GcxCztvDedhVFBh53GRTjk85ZQK6UsS9FE+Oq4Th2/tJ4rz38n5dmzy7WvHHi4XMQ1GNbd41O1AmOGJOcficVxSnPmTkfcYLJMv5JOi3JPd3/rsctp+va5piu9i/lCeTcWUYJY9s+9JSmldM9vEYHC12lVV7LY/Tj/gnBDb3c/xA8Qa5dG1QNYKxjwpJ/fMQBg56DgCtYu92z2sNSjThGENkUP2z/jxo2o2tz8PPDMJuLu8lMfmllZlt+MgrtyrOxIC7gQBkj5hU1ZaWPRUUeK6P4U8R+DPDFlrHi+yaztxCszMAWCxn7pOB6V+WZtl1apU/dLc87F0qlnyo93+Hf/DP/wAYrF/DWuX9vcalKAsPm7opAR/cLYFfEVqObZXepCLsfi2Z5lmmUqdSnRbiz0C9/Y18CaXD5+k3zWUi8h9gfj2OePrXy1XjrFU26eJgflsfGOvhJ8uKwt/meqM1tpTaMmoStcxaRALRTn5mhyCwJ684r85x2aVcbzKirXPCxfiDV4jzKgsTT5aUXtc+r/CXwW+DPxBso73Srd7aeQBvlweSOchua/Ga+fZphcQ6NWV0f6J5TgMvjgKVXC09LIxPij8L/APwU8P3njJ7B9cbT/LK27BY4y0jhF8xuu3LZ4Fe7lGPxea42OB9ry36/ifSYbB4epUi+SyGeGfjf4Z139mL4knVtOtNL1Wwt2iWBMFHjuQEjC55JzkdK/rjgvKMuwNCVR+9UXVnZxzk+Iy+UHTX7txT02PxD8deF59L8CeH/D9viN9SmEXzHarONpYk9MAtX1WU42NbG1q26R+N017av7a2h97fBL4Va94Z8P6fo2q22g31jZId11ZlzdsH+/8AvFAYk57HFfh3GGfRqV5Ki5KXa2h66g5S3VjhvjLf/B/w9p979i1rXdE1WJHaKON7hEkkA+Vf3uRgn0Nd/C1DOK1SLr0Yyg/KOn3ai9nT+ymeAfCW81G/0q98T+J7+a+vdQ/0S2a4Yu0cWeSCfXFf0Fmbp5dl01SjZs+q4NwVPHcR0KDV1HVn6wfCSx1TRfhR4a062ePyViV8hSW5Yt16c59K+qyh+0y+lPvFHLxfHlz7FwWym192h7E2pX0tm6fuRIe+3JFe1GmkrnxErpnxL/wUWv7uP4W+GbB3wZbr89qCpkxn40TzrGF3cqDjBzkfiKgzHLh2WJBtzgg+2O9ZgU1PkSH/AJZqOhU5yf8ACtALEqoFxNGqkdHHXdWYEQim2MmDtJzkHG7HXPegCZkZjG0ZIRgMkZOSOgNO4Hofwgtc/Fnw28aFR9oyfT5UZv6Va3Huz9PWszdGe5MzLtGAoxjitDRIsaWrSXSbXKFE6jvxTaYWR+Tn7QiyJ8YNbivyygzoST12MoIP4g5rBpXOKqpJtxWtjH0Kb4XRiL+142kKlA/3iWwRuP413Q+r294+BxsM8bf1Z23tt8jS13WPhE2nJFpWnOLn5CXGQeI3DDn1cqfwonLD8qUUceBwvECqt16q5dfzX6XPEfMTzGbb8ueB7ZrzrM/S+V8q11On0O/0G01f7Zf2jXFrGFKx4zlgRwfbrW9OUFK8loePjaGLqYf2dKdpPqe0n4o/DyMWzw+GVDRgbh5a9fMkY449GUfhXf8AWoaWh/Wp+aLhnNpcyli9/N9or9G/mefeNvGeieI126Zo6WRCoodRgjaxJOB65rkrVlU2jY+vybJsVg3evXctXp8v0POHuSx/dxBS2BgfTFc+h9fGnprI9U8C+J9R8HhGTRDctKQrMyHLqHBwMj1GK7KEnTd+U+IzrLaOYXviOVLpfbTc9Rt/jrqiTSiPRoYW3KSCOVKyK/PHquK9WGNafwnxU+DKLir12/8Ahmv1M6LWb3XL9LmWBUfB4RcZyd2a7KdRzaZ7UMJSwtJwjK68/uPbfCF4/lqm35Qc59/SvqcLI+Wx9Nc1z7//AGXPEFtpfiSSGabC3ca7l9NpPP4ZFfP8S02405rbU+m4OrctatSl5H6GeOPhb4J+MHhc+HfGFoLi3YboZkwJYWPRo27fyr8rr0KdaDhUV0frGNy6hjqXs6y9H1R+UXx0/YG8X+GUmvvD1qPGOiKSR5Sf6ZEv+1GOTj1XIr4ytluLwj9rg5O3b/gH5JjcjzLLJOrgpNx8v1R+dmv/AANtIZ5IIXn0y4QkGKdDgH0IOCKyp8SYqi+XE07/AIM5KHF+LpPlxNPm/BnAXPwX8URE/ZpYJ/o+3+de5DirBv4018j6SnxlgZfHGS+RhS/CvxvG+0WG/wBw6kfzr0I8Q5e1f2n4M9OPFOVyV/a2+T/yET4VeOGPNgB9ZE/xqXxFl6/5efgxPinK1/y9/Bm5ZfBnxHKA1/PDaA9t29v/AB3Iriq8U4SP8OLl+B51bjHBR0pRlL5W/M9X8B/s53vijV4tJ0Szu/EmoP8AdgtoiR9Ttzge5wK8iWe43FP2eGhb8TwpcSY/GS9jg6Vm+2rP1g+A37A8egeT4g+L1vBFHFhodIgZXBPY3Docf8BBJ9cV3YTLKjn7bFyvLsfSZbw5WlP6zmbu+17/AHnE/tUaFb+A1fRrJFW2vij2yIMKsYblQOgAxjHpX6ZlKviInv501DCyitD86tejuUkCNGwdzhQRyfpX3da6PzzDTg02nojyXxB9ptx9nniMZPzDcMEg14Fa60aPpsK4T9+ErnEW2rTaTeG4FusvQ7XHTaQc15LnyvY9Wrho4iHLzW9D0DSvjDDYzq1x4fiusnoAuT8zNx8p9aqOLSesT5LFcJzqx93EuP39lvqcX458W2/isefDoosJIyVVkXACbi2GwBk84zXJVmqjvy2PosmyupgHyvEc6fS/WyWmp52l1F/y0i3dsA4rDQ+rdKXSR6V4J8T+C9Gh2eINFN87Iyl/vDJbIIXjoOOtdFKpCHxRufIZzlmZYiV8JX5VdafLVXO+/wCE2+C8y3Ekvh9kZiCq7CMjzUYjIfj5Aw/Guv29DrD+rnyf9jcSR5VHE/j/AHWu3ezPFNXfw3Nqxl0xJI7KRSdpHKsc4Az26c1583Fy93Y/SsJHHQw/LXac1+K7nOK0IlQkHZkZ9cZrJI9VqXK+57noVr8FrjTWGpTzpdAyYJZl42x7OACPvb/0rvhHDuPvb/8ADf8ABPzPG1eJIVv3MU46du8r9V05S1q2gfBv+zWfStUk+1MJAmXJAbPy7gV6YraVHC8t1LU5cLj+I/bJV6K5dL6ffZ3PZ/2DraCb9oi0sVmYx/ZdRCuvBbbCSCOO+K4ILWx+o4e7lGUlZtH7v6Aol1C2j81o/LjOGU4zgfjXS4s9Xliz8Nv2yNNuNO+PWvi8yfMCTIZAG3I+cHv1rkktTGWjPlRR8xO7cW44GBj096zJJVRomC/wL68DH16Z/CgBhZA37rCEEqG5OfYjpQAzcRgsN46Y6dPXHWtAEkDnAO7ccAEknav09qAFCjJRW3sPvMO3rSsA5DKSFRST0A9jRYD6D/ZQuE0/9oXwhcXE3krHcTKd3QF7eVeT+NVHcpH7yrpumXiXd3cFjcMBg7yM46YXp+ldNtTWNi/osCTXqtdKyr5WFbkZPpkYptDfKz8dPiL4Ym8O/tMeJIr3AjnnV2XJIaOeNWXr3wRXwePzBYXGa7Ox+95bkEcw4WlWtrFSf3Nnl3h/Wm8M/Ei48GeK/Fuo6T4bgdzbtbOwVUYllUD05xXg8RZcvZSr4Sipyfc/CMK4VKUWj7/8KaH4G8QaJct4LludankiIxqMk3lOp4Ibd8pBHUYr+Tsdi8xwuKj9cioRv0Sv+B6Cpx15N/M+D/2k/hz4k0DXdM8dXdlpelwRzRW/lac4BUryrsnHpjNf0nwrmtLF4SVKMm9Opz1KblTcZan1X+yDDpvhn9qnwnrmsKgt9Usp7UvJ0EkkaspyfVQ1dOUVsPiI1cLiLNXejODDSqKUKFP4rn1V8Rvij4A8Z/GW88Dy+HEn026vBY299ER5qyj7zBe65GK/n3iXI4YStXxeX1eWMdWj+g8Tw+oZRQxOJj70vvPWrf8AZL8D3dn9unuf3J5KhACPrX4bLi3Fxg3GR8L9Tw3wOnqeJfEXwp8NPAEJ0rwuzLf3B2OwPVDwc19DkuaZnjH7as9EfzR4t4PLcvwsa1GNqp4D44+GDfFLR9C8OPfraWejxmFYyMo6MSfu+vPWv2nK+K4YRtyjdn4pl/jTChgoYXGUW3FWucNb/sXfC/QHGveIrpTZW3zyB22RkD19q+2w/GWOxfu0YvU9fAeKNbHVeWjQdmeLeL9c+H7akPDHg/UYrhY2KQQxtuPHYV6lLLsfP99Vg9T9eyZ4mpN1qlNx5j5x+Jlj4j8Iaxo+u6jprLYli0buuVc9HXn2Nfp+BwUnhpQlo2j9cyvEPC16eIlG/K9vI9h+COsHXviXZ3dqSlvJCzEZxgDHT6dKzynByo1kp7q5+y8U5lh8ZlntaOztp/X3H3JqUSx3MyISyOASevOK+/SPwPRH58/tiaTt8Z+GhYAvJc2OwDOcsJW4/WsmmnZHPWlGEHOb0R8f31vf2Hl2d7CYWA3AMOSG6UpRa0aOOjUpVb1KUro2vC/iDUPCurRajbW6SSW8kcoV1zgxsGH54qqdR05cyR52ZYCjj6DpSk0mmtPNWPZrX48ag09sj6FDOVVVAUcttBHHHvXdHGtte6fndTgqlyyksQ0edeM/EN54sP2ptGNrJGVXciEDau7AOB7/AKVyVW5u/LY+uyfA08D7nt+ZPpfroefLcjB3xAnBH096w07H1Lpdmeo+CvG3hfQbYQ6xoi3jFArORuyQzENg+xA/CumlVjDeNz4rOMnx2KnzYfEcqve3ySt+Fz9Gv+Cd3xB8DX37SWk2WlaR9hu7xZVVwoH8TP2P93j8K6HWpy0UbM8XD5RmmGqwniK/NBbq/lb8z+nK35jArhnufpuG1gMvdos59xAGxuv0qI7o6pLRo/Gy1+LHx3+D/wAfptJtdMk1Twpq131jG8IGbrx0r7CvTpSwnM/iR5VCmoVG0fbniX473Hw5+J2m6d4ucQaNr8Mfks/GyVucGvjWezFNnTftBWFrqfg19UtyJEKCRGHOQRkGgTRa/Z41n+2fhxDE5yYQUrWnuedin+7aPzR/b8slb4OeK4kbf9iv7eUDPzc3Kr1/4FXTNOx1YfWkmfhJbpGzOj5yFznufpXGzoJGAVvNiAO44Jz6Dv6VQEJuSpYqAeQMDkj0z3pXAWVmDqkcgZWGSGGSCCQcDrUASRxyMxZskLlR/CDz2NaFImCxblReuOSR1HXrn+dKxJAq7hJGy+V5gZSQOuffAAqAP3y/Zx1LSNd+B/gaK4mWZLWxggkUPjY8I2YJByCMDqa7I6xNVZWPbbuG0guJ7eyAMT7WwDke+Dz/ADrRItuJ82/tqaBp0/wx03xJaxFpLO7hUSgsQFlVlI6kcnFfQZLK2IcU90eBm8E6CfZn5KaNdGw1gXucfZbmKXP+44b+lfocXaSZ8FjKHtsJVo/zRa+9NH74q25QynIIyMelfoJ/jS1Z2YUEn//X+tK/rQ/wTIp7lLO3kupDhYVLE+w5rxM3n7LL8RPtCX5M/SvD3BPG8W5ThLX58RRT9PaRv+Fz5Xl+KUll4T8T2kupSC5vNSjOwOc+WrYP4V/CcMwapO8up/1I1uEFVx7qRo+6qf4lXw3p9r8S/j3osuhq11Atuglfk4KjBr08DNVsRKSOfH1J5Tk1KNZcslc/Z7SvhnplvocdmYVDlQORX28aENz+WMTxHXliXU5tCfxV4RWDwBPpGmIN8CFwPcc1VWHNTcUfK4jHTrYn6xN9T4I0HxLod343nmh0VI9XsUYy3Ui4Cep3GvhpZfiEnFvQ++w2Kwtayij578J+Ml+IXx88QXRXz4tMszAGQFwd8gJPHTOyv0PLMJ9Wwiu/iZ+bZlj4YvMZun8MFZH0fp9pYG4x9nZlZw+3YS3B5+Wu6TujkT1O0SHS7iTU7iCPYLe3wS0ZX5sFv61k79Bpn8xni26XVfFWrX8Sq63N7cSj/gcjNn8q5mIwXfDlCF2kDjqTj0NMCuZJIm8ufLBupTGB7NmgCwqgjg7wpPTGMEenNAFG6gSJkbAI74H9feswKXmElQeMelACMzIflbdjk4PFAFrxoyReLriK5iLRwsqMg6/u41XH6Vel9TiqKTUuV2Z1+i/Ebw5pUS+d4fSZlwBlEx8owCcqefWu6OIppfAfn+N4exleXu4pr5vv6jvEvxV03WrJbO18P28AXGDtXIxEkQPygd1LfU1M8RGaso/1YMu4Yr4ap7SpiW/v/mb6vzt8jxSNnhYMy5571wWP0WSUlZM9D8M3+u6LqR8QWOitOQ6PETGxRCGyMcd8V1UpyhLnUT5XMqGFxNFYSriEtGnqrvSx6PcfG/xdbS28TaTHC8caEBg+WARgG69DvJrrljKumh8bT4Ly+alJV202+3dafhY838W+O/EPjL5r6JEV2TGxBkmPdtGev8R4rhqV51H7x9jlWSYPLv4Um2k933tf8jkUtdXvdQXTIoWN3K4QR4wxY8AYqEm5cvU+gdXD0qTrSl7iV7nsHh62+LHhJLWDSdP8kMAVBCnf95hu9ejGu6Ea9NrlR+e5hVyHHynOvVv9+my0/Aoy/Fj4mqks/wBp8tEmCF1jACyKxIAOOuc1n9ar7pnZHhjJrqHLdtXtd6ruef3dn4m1i7mN0sk1xaQBnB6pEoGD7DGK52qknr0PqqVXB4anFQsoyenm2XvDXhPXvFdvNHpzIsVqVc72xy2cYFaUqE6qtHocuY5thMBKLrJ3lpp5HbeF7/xXpXw4vrXQtQntoNV1FIJooXKrMyIcbsdcbv1rlbdrH2+ESkr2K/iXwb4q+HOpaJea/Yst9LItykU4PzLGwOT/ALJxWHMdlZLaDPdfib+0h4/+MHhWHwfrNrp+l2UQRSbWM+YQgwAWOTj2FefPEQvqjngoxunI539n+D4f+CPiRp2v/EuOa/8AD0R/fLaMUmUg5B9x601XoVFaR4ONlhZ+5PVdj77+K37X/wANPHPxX0DwX8E9Omj0K6hjgupJlKv5q8Dy19AoGT3Nfm3FfDuFq4SeKS1Wp+Cce8K4LF4GpjqNPllBXXme0aN8Prrxbei10gPfNE437QSBz3PQV/GuOzSOAu6vurpc/k/IMszfFYuEcNhZS16I/Qnw74T0PwvYWMk5FhPtXgHHzAcjIr+cq+cYiripVKXvJH+u3D8q8Mup4erC0rLQT4sfDvTfjJ4Sv/CtzqLWMN8qI0sAV2XY6uMA8dVFexlXFlfL8yp42rTva+m17qx6s1KFJ0k7Xa1Phf4gfsGagfBNvL4a1yXU/EFjOsjwswht7iJQRtx/eGcjPcV/RuTeLmWOTozpuHN1etj0M/zvNM0wMMJVafLboflD8XbHxPdfFbSfhx47s5/D1tpc0cAjmBjZY5m+ebn+8BwfQV/WHD9TCRyyWPwclPnV9NT81pU5UYcjWp9caV8EfC3h66jn8A6vf6nCoBBh1JVJI6/Lur8mx+eYurKSxFKMddLxNWn9lHEftTadf2/h/R9EvLS7uYJ3jK31zMJBE5A3px1IFfVcC81bETm5r0Why4jETp6yOYjt/D9tpei6boNx51tpyIjybduXzk/Wvu+MKyusNTd3bY/Y/B/J69THV83ktPhX6n6seALSzvPBPhuwMp8gWlu2UOD9wHrX6PktOUcsw6luoR/JH53xTPnzzGS/6eT/APSmdNNaxWs9xa25Zo2cAknJA+te9bQ+V0Pg7/gpDaSW/hfwncRsz2q3bRli2fmMbMBj6DrXPNWMpKyPySkmPlicpvRyBj+Lvg1zmRENzYQLgsQRk5P6fyoAnWBcBuMqflAHPPXINXYBrJGZdh3EjHy+o9KYDTGTdMhbbuLHbjIKk9AfpQBLgxFlP3OMjODx7danQD1P4JWP9r/Fvw5p0co/0q5KqN20/cbPNUtwP0u1PTr/AEfUptOu0CSQNsIDZB9zit9wuakKypcWds8CruySysOQMVHQdz8uvjzqHh2L46eKP7etzLEs1qqYGcBLePdwPWqhyp++fO5nSxlT/dJWdv8Ahjw7UNR8I3GmX0dnamG6YqITj5cAjJz247VDlFp6HNh8NmEK9OVSd463MwXXh1buF/Ila3FvtkBIyZymMjn7u79KqTpXWmlvxO32WMdOS5lzc2n+G/52IZ73RJNDt7aO2ZdQWctJLn5TFg4UD16VN4+zSS1uaU6OJWLlNz/d8tkut+56HoXxI0LRtCl0x9BinuRHsjlKryd6vlsgnopHHrW8MRCMOXl1Pksbw7isTilWWJaje7WvZrT77/IytW8VWWv32kXVtoeE0+NlnjjGVlZizZ+UcAe/pUurCTi1HY78LldTC0q9OeJ1m1ZvokkupxzapF9lntxaAPJcear55RP7grnbjbbqe+sLLnjP2mija3d9y9q/iD7ZrSatbWEdoY44gsSjKgxoF3f8Cxk/WnOfNPmSsYYTL/Z4Z0J1XK7evq27fLY9Ik+N3ie7lsXFlAPs0hdlwcSkyeZz6c+ldrxk207f1c+LjwZgqcakXUlqremlvn8zIurrxG9rqWp32nLb22ryJM8hT7u9g6hCTkA1ac0nJrc9KjSwXtKVClVvKmmkr72Vnc7fw74k1iHUo7uGBPOit2j27MgRlCpbHrgk5r1aFaSldI8XGYDDSounKTs5X3632+89a8G6hsmga63G2d8sOmQOuK+iwsndM+ezGleElT+K2h9e+CfFvhzRdU0/UdMRkZDiQ5PAJ6H14x+VevmGHp4rCyprfdHyGUV8dgscq1Z+7ezXdH6pfDjxmtxpkO1/Pt5FDIQeQD6f4V+HTg1KzP6ow1ZSgmnozvbHWnW6kvIHLkuwZSSMgE4+hA6V/AuL8Rcz4d4zxrx3NOhKVnBvaP2XHtp959NDDxq0E47h4h8H/D34j2pi8W6DZawp4JuIVMq/SQYcfUNX9oZVmuWZ5g44zByVSm/LVeTXRny2My3DV7xxVJN+a1+/f8T581j9iL9n/UzI1nZX2lu+SPs945C/QSiSrnkOBltC3zZ8fW4NyufwqUfR/wCaZ5zdf8E+Ph3NPusvFOqW8J/gdYJD/wB9bB/KvPfDOFvpKX4f5Hky4Ewt/drSt52/4Bctv+CfPwujA+1eI9XmP+yYEH/oo1S4awi+1L8P8io8C4PrVl+H+R6h4a/Yy/Z68N7ZrzRZdalTq+oXDuvHfYpVPzWu6nk+Corm5dur/qx7eH4Uyuha8HJ+b/ysj2zR7Lwr4LtP7M8CaPZ6RZggyLawJAr/APfAGT7nNfhueeK2W4DNcPlGVRVW8kpyWy8lbd+ex99g8sp0KTdGCgvJJX9Sx4p8TWWlWztvEkozhQf51/S3LrY5qlRJH5IftTeJJfFl+0KOZJ9PBfI7ZHKj8K+7ybL5ODxL+R+S57mkfbLC333Pzu8Qa/dTTxTuwLwHKnHfOea9atVbdzgwuDpxhKCWjPKvEWsXupSfabht2zAGBxxyK8GtUcndn0mDw1KjHkh1OT1TWbya9uLiWBQ80QRl28AYHIHrxXm1Jtybseph8JTjTjCMnZO//AH6PeavYHS9Zi0sTW+lsz79vEgzzuI9M1nFyVpqOxliqOHq+2w0q1pVLK19vQ7G2+NWp28V9HLpkL+fKHjGOI/nZ8H15bvWscZKN9D5ypwZRnKm41mrKz89EvlseZ6PrNjaajPeX9gt0ksMg2dNrupww+hOa4YSSbclc+2xeEq1KMaVKpytNa+S6fMrQ6jYeTZxPabpIp98rD/lpHn7v5VUeVJXRrPD1eapKM9HGy8n3Ov0TxJ4Z0iTWHv9IM4ufLNojjiPZIrEHPOCoI/Gt41Ka5rx32PAxuXY3ERoKlXty35mut01+epq+I/GHgbVNEis7DREtrwxorShQu1lLEkEdc5FOdWk4JKOpw5flOaUMS6lXEOULvS+60/4JwET+HhoG1lc6n9p6/weRgfrmsLw9n/ev+B9TOOL+t3TXsuX583+Q4r4cN3ebXkWAQg2+RyZdoyD7ZzVqNNt66WC+MVOndLmv73pf/I7LQk+G40jSxrO9r2UuLkAkBPnO0k+m3FVFUko82585jXnX1it9W+BW5fPRXX3n1l+ySPCFv8AtMaEngtneExakGJJIx5EhXGf9kVpJQU/3e2p25JPMpRvmKtKy/LX8T91lW8hi063aGMrLMvzKcHGM1Hc+yb1Pxb/AOChcMUX7RkihAANLs24PUkuP6VzS3KZ8M713CLYA2eQeOPaoJFddoYSDj68fSgCOBmbAx7g44OehoAnkVWBycFcMPb6VSArkyNjPBzjP1/xp3AiRgpITn02989jTAak0wIMvGTyc8jFK4HqnwWWZPil4aaGQLm+TJPPXpn1oi9QP6F5bWaJ4yZVk+QEYBBGfrXdzXJZ2SRX0M2lW0ksbxs+T8pB6dKxurNFX1Py7/bBsU074zazrlsv76OK1bA74iA/pX4vnz5s0dN7WX5H9ncBQlV4Y9nFbua+9s+RviH/AMI7rVx4Z8TWBN7dxvDFdWaDY7AEcZPUkjFffVo82XqUJdNz+MI0a2W4utgqy1TZ906l4X8Ta/4Y02WNdb09LuImSCGeGBbcLjAY8dQa/kuWMdHFTUuSdn1TZ9ApVZRTPkr9oD4MeGPCfgZfFEfia6u9Z+0Ij2d1dRzkIwJ3DaxOQQO1frPCuc18RVdKpQUY9GlYafLqlqekfAL4W/FH9o/QNGey0260y206VbdtZwYYfKiP+sikO3e65KEISeOa+U4oz3K+GcVKpVqK8lflvr93T5mVCjXWKhiKMdn8j9I/Dv7FQ8N/EDTPFMPitp9P0eRJ4opbfM8sw+/5jb8AHqCMn2r+Yc98UcvxOGrUcLRleatd9D9fzbiLH5l7GnXaUKeyS3PtHUfsEOjrpd7epaRjgsWCbvUZJr8KjnGInRVKnSv8jwo3VV1kj5K+Ovwl+1wWt7olm8xjbfJLGu7C+4HJ+uK/QuFOIUlKFaSXkfyH43wx2JpQnhsPKaW/KrnxJ8RvFA+F3hC88YW0qXz2BCiENwzk4wSM4/Kv6I4by+OZYyFGrFpM/iXhvJ55vmdPBV6bgnu2uxV8c/H/APZT+LX7NcFne6nqMHjxkYtYwIeZyPuuzARmLvnOfav7CwGS4PAwUFFafef31lmQZZl9GFKFO0o9bH5P6Fpmp+EvEFn4ks5YPtNlL5ixkkqcfwsQPwOK9aWIpv3T9NoeyavGSPcfjv8AtL6l8XfBVj4Tv/CNlpn9nyBxdWs7P06jYyAjP1NdFOpCSsimnfmTv5HjtjYePvAUuneKNM+0WVvdInlXIU+WRKAcAsu0g1tG172PT1dLkUtH0P1X8HDX7nw3FFrEkbXRiSSRypBYsuScDgZrvT0Vz5+WknY+Gf2wftNhrfhXVYPlkCz7W6/MjIR/OiTaaaOepTVWm6c9noz4z1DVNT1eUXt45kMeBnGAMdBUSlKT5mcWHwtDDx9lTVrmm+saq99cXUkCma6h2Ovl/wAGB8wHY8dapznzOVtzlWEw6pQgpO0XdO/Xsb2j33iWGHSNcs9LWe30YuySBOHCklt+Dk455rSDn7s1HRHk4yjgpSr4WrWtKra6vt2t6nU2/wAa/EdpHexS2cDieTeAQcRYdm2gZ5GWPWto4yavoeFU4MwdSVOSqNWVvXRK/wCHQ860bXIbLUZr6709LwTQyIYyMANIpAcY7qTkVx05KLbaufY4zAyq0Y06dVxs07+j2+ZUh1O0W3s4ZLIO8E/mSNn/AFiZ+4aIuKtobSws+epJVNHGyXZ9z7Z/YU8eaH4P/aa0a81Sx+xW+oz7IXk+UQEj1YdD/WuhVIJy93fbyPn8Xg6044eca1+T4v72jR/XPptxFdWyTwOJI3AKsDkEHuKxqn02Cl7ljjfic+uN4Uu7Pw8ha8ukKKR/Dkda3wqjz3ma4nm5PcPzY+DPww/aU+HXxjSfxbt1jw1qEu52lw3lBj2z0xXvYvE4epS5aS1OahGStzHI/wDBRrxxoup674b8NaFMk+pwXMZAi5ZcHpxXwmKlOCvE/ReHsJRxOJ9nX2PryK/1K4/Z401tcyt0bZU+fqeBXRRbcU2eVmtGnSxE4Utkz0v9nnSDpngBJWG3zixFd0FqfH4h+6z81/2/7CS9+GXiadSrJBdK5C53gLz/ADroqPSx04N3oo/B9XHDklzjjHZuh9642doRMzOzOTvXBwTwfpUgOmBXbORufpuBPfp+GapAMJCyqSV+bODg8evPehgLMQVIaTlhgdm596EA2ORSjJhsJg/N2qgHMkxXzEOXQEEEkqfw9RWYH7SfsOXv2v4Cv9ojRpLSecEYBPDHBB/Ct4uxVrn274eSKeG4zalgwyu9fX0zWkpX2M0j51/alkguP2b9VtEiZJrGe1fG3AG2dAf0Jr2spnbGR87/AJHm5jFvDS8rfmfi/bjzZr5P7yE1+lnx8Nj93/Ct3/aHhfR77OftNnbyZ/341b+tfoNN3gmf445tR9jmGIo/yzkvuk0b1WeKf//Q+tK/rQ/wTMrXY4ZdIuIZ3EccoCFj0AYgf1r5HieooZRiJP8Alt97SP6J8CsJLE+IeT04xvapzf8AgMZS/QzPhL+zN8KfiVoj69d6upkhvZPPLMFDrnIABNfxvhcmo1YKbfU/6Kc68Uc0wGIlhqdO2iSPu/4YfB74R+BLmSXwbBbtcqPmdWDMB9a+uw+CpUPgR/OmecTZpmkr4ybfke0X2s6fptpJdzyqI4gSefSvS5l1PkqOEq1pqEVqzi/C/wASfDHjO01CTTpgy2TGKUEjrjP8qOZNXPVzLJcRgJQjWXxan5UftdfGLwr8OdI1XRPDKpNqusEiZ0PKLzxxW2Cwk8RVVtjzcZjPqWFcI2c5aeh85/sGobubxl4gumbzJTbop68jexH/AI9X1OapU1Tprpc+Ty2Ok5Pc/Rbw/aakjx311EsSOrFWLdcsSDXzbldHs21OX8deIL/w34H8X6iYlJhtpZA27AACAUNlJH80U0s8kvmyASbRgDHHP8zWQFUoUjYIOV6Dt/8AXqWBIVAG7AJ64IyM1QE6JGNr7tp6k9c+2KzAgmQOpjY5HbPr6/hQBj5WMiNmAyevbigC3psf2i+t4Mf62VUGfdsUAb+r+LoNL8Ua359mtz5t5dMG4yMsyjr2ArphNQWx8vj8snip80anLa3+ZzF74gl13Sxp8OnjzlnEzPGvVQCAuB9alzTVrBQwCwtd1pVdLWs/zKV3q/l6hqEh06OFp4/KEZH+pIIyQPXjFOdRc0vdOilhL0aS9q3Z3v8Azf8AAIL7WpLyy0qz+yJGLFXAYD5pS5By3rjHFTKpeMY22NaGDVOpWqc7fPb5W7HZw/FrxRBoo0mCONEQxgSAcgR7sL/48a2+tVFDlPmp8K4GeJ9vNt3vp621/AW71Pxrrl6viv8As5dsNp5AO3CCOFVQtg9xkZp+0qSftLdLDhhctw1J4D2u8r763bbscNbX2rLBY2cEQKRSmSH5cl3zn8a57ytFJH01Whh3OrUk9WrPXZFi+13Xjr1zrzN5V8JvMdlXG2TOenbBpynL2jm9zKjgsIsJDCrWFrLzR1C+OviDd6naSpdObqKHbEoX+AqQDjvwTzWqrVXJO+p4kskyinQmnBcrevrf/NFPxDoPinQLWOy1CdGS5uiwjRw379cjcf1pVKdSHut9TfL8fgMXUdWjF3jHdr7PYzFPinbq9+krgQxrHeMD/AWVQp/HFQva+9L7ztf1H9xSaWrvBedm7/mY8N1quikG0uGg85N3yN1HvULmjqmelOnh8V/EinZ9UfpF+zV+zlZ/Gf8AZtv2a6+w6vFqt5c2km4Dd5MEPB/Enmocbo9eEuVnxx4v8W+MtX19tK8bXjX17okZsY3f7yohwQT3J9a82vK0TqjUVNuyvcyLBGI49a+ZqyOCTV22dTbZwqk45615bcr6H5zmVT3m0fp1/wAE/P2XdA8aa5c/HDxTDK9rpLfZtOiAAhuJ8kSyluSRHjbgDknO7jB/nzxV8Ra+TYaGWYZJzmtfJf8ABPt+HcvWNotYuN4Lo+p+0ejaNYaNHJBY2kFpEZGZFgQIMHu2OrE5ya/zyzHMa+Mqc9Wbbe92fp+Fy7B4X/dqaj6I15I0lXa6hgexrx4zlFe67HqJyi7xZyeseG2dBdaA4sLyL5l2/Kj47Oo4OfWveweOTfJiFzJ/edtKuk7VFe5f0HWodat3JjMVzAxjmibqjj+Y9D3H5Vx47CSw897xezM61J035M+U/wBq/wCEKa9ov/CxPCfhrTdY8T2CrFMb0EeZZn7wz0+QcgnnAwK/ePDnil0Kv9mY2vKNJ6q3fp9583mFN8vtILU+G9P8JWuhahBoml+CbL+xbkZu71blvPWRx8xVcjhT0Ff1AqyxijVq1JOa2VtGj5hymtHHQ/Pm81LXfEHjO98MpqFxdaTb3bfZoJJC6oScAjPtX9H5XQw2DwX1uUEna70Omlg54upSw1Ne9NpfeeofECNPC+jQaPAwSRE3kjqxNfmGCqyzHGzxE+rP79wOBw+R5VTw1BWaWvr1P1K+Cdjep8IPDTSvGd9uuR8245yfpX9GYOPJQhBdEfwRn9eVbMq9WXWTPc7Eaha6Rc3cHlEFSuHzu9Oorrb94+fvofA3/BSnbB8NfAlo7CNpL6R225IOISvP/fVYS7ldD8eGRflAVkViCNvAyOxGSazsSTgsD8ke0DuMdug/yaYEaSNIMSupfBII6g//AKhQASO7rv2hip+bK5Yr6jmgCNWN6pWJyjD14J+tZgSpLPKrMVK7VwQeQSOCQfTPNUjQ+hP2WbZLj44+GFY7vKuGcBjzwCDTTJR+vHxZ8HSXmpN4psnEMSiOOdAAfmH3W/EcVpcTZ41dCRby2mhlKsMjBGR26UXEfj5+0DK1x8X/ABNNKfMb7WAT67YkH9KxkzCT99nAeF9W0fRr1rvUrP7UAT5akAgfUGtKcoLWR4mZ4XE4mmqdGpy92S6zrunaprX2+KyCwCBIvLwB8yoF3YAHcZqZTTexGDwNajhvZyqe9zN39W3YyJLu1fSLWyW0CzxSs7zf31OcLj2puceRK2p6EaU1iJ1XP3Wkku3mPZLkQ3V2bEiKZRtbadqcjkH9Kd9G7CUoXhT9pqunc6vQvHV3olgmn2tgjZIcnnLEI65/8ez+FOFVxVkjwMdklPFVnWqVX29NU/0OP+13T2hX7OCslx5m/HJb+7n+lQpO2qPofZU1UvzbRtby7mjdzarrWsylbULdXCpGYkXGMKAMD3AzVTqc0ttTmpwoYbDRvP3Vd3b8y1dWOv6JPp1vd2vlSoC8KkcsNxBz68g0SjOLV0c9KvhMTGrOnO6ej8tF+hsX/irxDrOlG2vFH2RWRCVXGGjAAXP0A4rf2s5LXY87D5Zg8NXU6b9/V79+p1ejSeKLS/uiEZLiG2YTAjlYSuDx9K9WnOcW7b2PHxKwM6UNbxctP8Vz0Xw3NdraRXbt/o+4quT1JUnIH4V7OGqOx4+L9m6jpr4up7R4a1aEGLd6/N9K+lw9ZdT5XFUJO9j7C8DfH6XwDpm1LJtQtY9pEe7aV/vYP5V8DxTgXh6Msfho8yW6/U/TOAsW8VioZVjqqhfSMv0Z9lfCv4w+EPinFJP4dmMGoIoM9nKQJAR/Ev8AeH0r+G+PeCocVWzDK7RxMVaUXpzJba9+h/Q2YZNi8nl+/V4PaS2Pa4NRe2l3pJskXqGGM+xFfzNk+O4k4KzDn9jKH80WnyyX9dTyZxpV47nTWGuC9LKV2snUjlfzr/QPg7i+PEWFddYedJrfmWj9H1Pn6tN03a9zSW+XOM1+knPcgutdt7QhGy8jDIVR29z0r4LifjHKuHaUamZTacr8qSu3Y3p051HaKOXvdbuLviT5UHRAePx9a/hLjTxSzLPnLC4O9HD9l8UvV/oe3Rw0Yay1ZyGueILSyt/tGqXsdlp8XMs0jCNOP4cmva8LuAq2Ixkc5zGHJQpu65tOZ+V+nmXUlUrP2FBOUn0SufMfxF+OHhZ9OnfwxqUWqSszIpibcob/AGiK/wBG8rp/2hJfV3zLq0fA8QVKmUpxxkXGVrpPc+C/FGp6pf6i6TEtdTYDZ4yCOpr9taVGCowWi0P5wjVhU5sTUd7tv5nyN4+0y70XVjZTYXzjuTByMH/69fH4yLhOx+kZTiqeIo+0h03PLPEFnqOnwjzwBHIc5BBGR646V4NZyW59Hg69GtL3N0czfya3PfM0kRM7wjgL/wAs/XH4VxylJvU9SisNGlZS91Pv1NLTPGOvaRo0Wm28CPaMJEUspO7fgsM9DWKrTjGy2OPE5RhMRiXXnJqej32tsYlpZa3qyX0Vjp7TsZA8vlqS0ZJ4AHbms4xm72R6VWthqDpyq1baWV3uRWN9caXqDSS2ImkWJ4WicEYJUqSe+R1ohUUZao0r0IV6KUalldO69b2+ZRivxDDa/wCjjNvMJN397BztNS5LSx0yoc0p+/8AErW7eZ2HiXxna+ILI2/9mCCQM7I4YZBcr1wozjH61dSqprVHz+XZPUwdTn9tdaXXpc45nh3W8v2YhI0wwOcMeec1N46aH0KjK0o8+renl5EwuNMGjNbNbt9t88OJf4fKwPl+uafNDktbUzcK/wBZU1L3OW1ut+5r6LqXh6z1e4nvbQyWckJRFK7iHIAzjI70RlDmemh5+Nw2MqYeMKU7TTu3tpf5kPiS58N3uqefocLwWsjZKEY2j0HJp1FC94MvLqWNp0OTFSTkup9V/sD2I1D9pfw1ZLN5AmTURu44xZTN345xSg3bRnrRb9or9j+g7VrcLFatHO6SW8igNxgnB7etaJnVofid+395o+P5luJGlaXSrQ7iANuHl7Vk9yj4h3AFsttyOv8ACRUAOCDDTMxJGM9wfoCaAHMYgdwbYh5VVGOf160ARytDNk7SMnd19Pc4qkBWZi5EaLnjcc5BHI47Z/CqANv7rZGuzPbOAaACIRlPulc45OSeOvrUXA9M+E8nl/Ezw1Kz7dt9Dk4xgZoW4H9GNnb6drupIt5d+SUtwQI2Kg/WtrsG0zW1dbJ/sgjkKzJIBGVk+YkD/wCtTTC6Pyw/ai1I23x+vdGuA8sVxaWznecn5tw7/SvyLiely4h1/JH9a+GeJq/2eqK+HmZ8tfELSYNFvY1sX8uVlEyYOCrKcg/ga6eGMY8RSlh6uq6Hznijw9To1aWZUlq9Jfoesfs96zrHivSfEOsa9FN4r1iyaOOC2uJ2Ee0g5PUfSvg+K8tw9CtGMI8kXq2lqfgE3yvRXPovw18HofFXiTS4dI8A2KXfiCQR6pHPKZY7WNTgyR5PccnFflWacQxwOGnKeJklTV4f3n2NKTqTkly2ufsD4L8F+Gfh54YsPB/hGySw0rTY9kMMY4AJyT7liSSe5NfwZnuc4rNsZPF4qblKT6n29OChFRjsZ9/e3/iG+bSNFna3gt2xc3CcH/cQ+p7ntV4ahDDU/bYhXb2X+Z68IxpR56ivfY6Wz0PTbHDQ26+YR80hGXY+rMeSa8erjqtT7Vl2OJ1p7LY1CispRhkHtXn87UuZHJKmpxcZ63PBvip8APBPxZ8La/4b1ewisZdZTZ9rt1AlO0fIz/3irE/hX7Zwh4gYzI8TSqOTnFbp9PQ+Qr8LZW5uvToqNTukfza+Nvhtd/CTxVq/gHUlK3miXMlvIzrtMqoxEcoB6LIm1x7Gv9NsLnMc0wtLG0X7s4p/f0+Wx+MZlUqxxMqc+jPP7tWY/Lxiu+lJ7n1eWyThqc07+TJJ5qhkYFWB7g8Gvew8/eR9PQqqD1PoT4PR+MP2gdf8H/CvWL82/hrR5FRVQY4QEjPqSBivQqYqnSrU6L3k7fhc+hweW1a+ExGLpv3aau/m0v1P1y8b+A7DwtbQTWDMy28cdtLk8jaCEY/UDH4V7nQ+Vb1PzV/bR8OW0fhTRNVimMjxXDrgnO0SY/wqW7k7HwFqGg6lplmk8pBikwTtOce5FOalFankYfG0a1Rxjui8LbxNNeWciRs811BthwOXiVccDvxVJzbV9zmdTAxhUTfuxlr5O5d0nxR4j0LSBZ2iD7JveMllz88gIK5/PilGpOCtHY5cXlmDxWI9pUfv2T0fRbMo2tnrmsXOoWtraebLMBJKgHKjcOQO3JFKKnJtJHVVq4XDQpTnOyWiffQitptT0TWIjLZhrm3Vo/JkXruUjkfQ5ojPkntqa1IUMVhpctT3XZ3XkzN+2TLa7Ps4Xy5/M345B/u1LlpZHT7GDqX5942t+p6SvxQu47m2u005Y57SUTo4PzKwRFz9Pkz+NXUq8ys0fM4bIVQnzwrPt+Lf6n9d37InxHPxL+A3hTxLOmyea0jWQf7agZpJ8yPewtRQ0Z9RZVhk81nqj2otS2M/U7EahYTWat5ZlUqGHUZ9KRR8qaZ+x58M4fEg8XeII21S/jkMivMc4J+tKUVLc6KVaVN3gzN+OV0dV+x+B/CyZKlVKx9ABWkVbYznNyu5HvHh2xHhH4fw2V2wie1tyXJ4w2Oa6IrqfP16id4n5R/tMG6174H+NXmKvK/nyq5IJO3OOPpism29Welhly07M/A93ZJY2jYRrIecfwt2z9azZ1EjQyxsJUBkC9eOPqBUgLvBSOR/l25GG+6c9DnpWgCsrRMUIIBxhQMgn1BNACNHEucjJIx82QR6YPrQA1bgRq4kXC4+8TnAHagB8UodS8ZJXGSBjGCeo9PxrMD9ef8Agn5Je6h8Kdft7cRf6Fdum2QsrAsob054NaKwan6RjUbs2No88aRnYvzBiuaq6QrPofP3x5t5da+AXjjeAJYYJZCqnK4gbcDn8K9HL52xdP1OPGRbw8/Q/ELTwI9Rljl4Loa/V3JHw8NFqftb8GL9tS+EvhC8Y5Y6XaoT6mOMIf8A0Gvu8LLmowfkj/JbjfDqhxJmFJbe1m/vk3+p6XXWfAn/0frSv60P8EzjvHs4g8NztnBYj9Of6V+Z8eVXTyWpbq0v1/Q/uP6JWBWJ8TsHKW1OFSX4KP8A7ceR/Cv9mj41+MvDEWueGdXWy0y+JYATlQeecgV/I+CwmYSgnGVkf74cR8R8JYfHVIV6HPUW+59kfC/4V6r+z/4U13WfiL4uhtpL6MxxTSzEoj9uT3r7fB0MSo8s3zM/nDiPOssxeMhWwlHkprc8D1j423BtLjRB4u029icsBKt2gyD9TXbOhietNn0+EzTI4tVVVimvM+Z9W/aasfhfouqaL4b1JL7UtRkJkaF9yLkYyGHU16WCy6tOS51Y+G4u4rw+KnFUfecVZH5+eOPFeseK7+XVdXnaaWdiTk561+kYbDQoxtFH4LVqzq1HOo7s/SH9hPQGb4X+INWW5aGW4v2jRQoOQkSc5J9Sa+Yzia9tGPl+p72Aj+7b8z75aS7s7KztZpy4jiUYChsYHOa+ebsetynz9+0HqM2nfs7+NNSlbM01tcIrEbc7sheB06VDbuNI/nvw4x5Y64HJ4qBEKOxfBj57n/A9KAJbWynvdRjs9Pt2mnuHWNEjUszuxwFRVySSf/1VUYtuyLUW2opXbO+8f/C/xz8L7qzt/G+jS6a9/EJod5BV0PUblyAwyMqTkZGRXXicJXwzSrRtfY7cVgcRhGo4mDi3qjzvylEhZW/dnjj5iR/vY9a4jgsU7+EBhLECAeCM4OOxORQI2PB9sLzxVo1oCQZbu3U8548xcn8qa3A4XVUurrUrq/jheSN3kffgkcsTnOKJLqjg9pC7i5JO5q+HPF154dge3s7NJTccFjuDEZzgYNawqqKskeNmOU0sZNSqTa5emhl3mp6jqE+qX8sIP2xy0xxwhYk4BPIqHKTu7bndSw1GjCjSUvhWnnYmur3Vrm502BrdY5bSFI4VVMFl7Mc9SfWrdST5brYyp0cPGFWSldSbb12fYdqeheIdHsEj1CDyYrmX5TwSXABxx9RROM4xtJbiw2OwmJqt0ZXcV+H9I1JPE/i42N1ppYCCCNklURqNiMQTz1GSo5FLnqWaOGGXZcqsK1vebTWr1av/AJmdYWfik3WlRWSuJ2BltMAZweSwq4c6cUlr0OutWwKhXlVa5dp/5D9J0PW/E1zcrHKoZ3Z5XkbaC/U/Unms481STQsVj8LgqcHJPRJJLsSX+m6/pGt3VuLktdadEN7qcYTjgH2yBTnTnGTV9URRxGExGGhNw92b0XmEtt4m1ybTIru7aVr5meAvJnacncfbnJpqM5NX6jhVweFjWlThZQspWX3epTfR9Qi0q/1FrnMMVwLeVQ/Mjg9cdxnvSlGfLKS72N44ulKvSoqHvOPMnbZfoasnhGCPQZdVn1BPtESb/IHXb1XnPeqjD3G2/kcEc2k8XGhGk+Vu1/zP3J/ZZj8O/D79mHRNe1JRE8ulXF+fl5k8xA3X/gIqVsfXpH4l+IdYTxD4w1fW0jCLd3MkmB2BJrw8QzonJWsi5aYYqy8V87UOCt7sXcTXNQeys2WM5ZxgH0rpwNCNSd5dD5KOHVSqpM/ol/4JxeMtH8RfsxeHtLs5E+1aS89vOmfmDrISCR7qVP41/m5445dWocQzqvVS1XzP2zKqUY4Vcnnc++x0r+WGe0gqRjWOKqL1M5Ox51p+dO8d31qg+S/gWbr0ZDtPHvkV9lXiquXQm94/qe7Wn7TDQv0KHxu1NtG+Efi3U0bY1vp07Bs4wduOtd/BlD2+c0KVr3kvzPksfLloybP5K7P4reLoiI11O7BwFyJm/wAa/wBoY5DgVaXslc+Rp109LH0V8HLG3tLxdf1aTEpG9d3Usw7/AEzXwXFuKaofUMOtXv5I/pPw54eVSus1xKtGPw+vct/E1dQ1O/N6WMkTt8pHTFfLZGoUYcmzR+75pRqVPejqj9ofhfZRy/D/AMKaK04gHlRjepGeEJr9+oN+ziz/AD5zSSeLq+rPXb6wtLTSZrBpmdU5D7h3IrovqePofl//AMFIrm4GleALCWZ5I2N4zKeeEEYGP++qzk7mnQ/KkkHKuchcHcTgg0rEjnifafMcgYJG38xn2pdQO7+G3w78SfE7xHD4Z8KWbXd5cYUlVwioers3QADkk9BXXhsNVxFRUqSuzuwmDrYqqqNCN2zt/jL8CvG/wN1aOx8TxpPZ3S/ub2LJhc8fLkjgjuDXVj8urYOfLVW/Xod2ZZTiMvqKFZb7NbM8QhYTLhW5U84H3h/hXkHhkFzM9qSincvGAeK0A+p/2NLW3vfjtoLXkfmRoJGx34A7j0zU3a1C1z9x9Z03w5eQavo9xMkMl2AFjLfMGIypweavVq47Hxbd2j6R4i+yaiRDLbb42BPof/rVGo7I/JX4o6/aWfxW8UTyW63dvJqDnIxnCrt4JrSMlHdXPncfhZ15e5Pldjxhrm3eG6jEA8yeUSI/9xecrj3yPypaWeh2KlNOEnLRKzXfbU0rfWUi1B75NOR0Nv5Ij52ghQC/14zVKolK/KcVTBuVFUnVafNe/wA9gtpr3VdMtNMsdO817GRpGlRSzPvOQGwOg6Cpu5RUUth1Y0qFederVspq1m9Fbsb2seKtcXSJ/Dup2Qt4rkLtyCrIqNkBR6ZGK2lUnyODR5OEyvCvERxlGpdxvfzbXU56HUtRiFvq0duoSzT7OGKfLllI598GudTlpJdD154ejLmw7lrJ82+ujv8AcPnutdsNJt7SeDybVbn7QjMmN0oHTPce1aqUlG0lpe5MKWFrYiVSEry5eV69Dq7XRPHepu3iuCAIb5Q3mDagKj5QQO3StWpyftO54NXGZXQSy+Ur8nTV+fz3OW1PxFr19qMEt5PuudPBhRgoG3DEn6nJPNc0qs21foe9hsvwlKjKNOPuz1f3f8AtHSvEdvc/2BP+6aUJdeWzAA+YoZWz6kEcVq4zj7r9TnWJwc4fW4apXjf0dmjqbNfFk/i5/D93dNHqV84tJi7cHdxhiOwr0ac3z8st3oeJVlgIZesZThenBcyt5dvM9PXR9U8IyadLqEyXEe5WWLkjBXdgj0IGK9Cm3GSbPk4Y6hmCqxoxcXqm/nY9Bh8X2F9NZSQ2ogEAIkUYAbJ7Y/rXu0sRGTVkedTy2rSjUUp3vs+x6LpOuq7ZUYVicDrx6V79OpGScZLRnDKhKFnfVdTetbTUdK1SLxF4NvH0/UIju2oxQE+qkdD7cg1+RZ/wLCtJ4vKpck97dPl29Nj+geE/FOrhKay7Poe2oPS/2kvPvb7/ADPs74a/teyRND4f+LVs1pcqQgu3i/dv/vj19SpI9hX5ysbiMO/q2cUbNdWrr+vQ/Vq2SYDMYfXOHMRGrB68l1zL+vPU+0tF+IXh7XYFk0e/truNhkeTIp4/3Qcj8q+lo16NSK9lJNeR8NXwlag7V4OL800b/wDasZ5yRmul3OO8ejM6/wBd023hMmoSIsac5kYJj/gRIxXj5lluBx9F0MwpRnDtJJ/d2+RcOZv93dvyPmD4kftS/D7weslnoqJrWpDIWNHZolbtuJJz9FB+tfmkMi4Wy6pfL8BCVTppza+sr/gfoOXcL5hio+2xkvY0t25Ozt6f5nwf428bfEn4x6j/AGv4puHtNMgP7qFV2RIp6BIx0/3m5Nfo2X8JZnm9RVcf+7p/kuyX+ZyZn4h5Dw3TeEyNKrW6y7vzfbyRzF3cQ6RYiGzRkhQ/eOTuY8kk+v8AnpX9B5fgMNlmHjh8LG0V979T+SM1zbF51jp4zH1OapL8F2S6JGBfW+v61bHW47kASrjcTztB2YOKeIqOSunufNfWcJhp/VXDb/K58t+OtTup7lknmaWS0bapJzjB7V8liaje72P1LK6NNQvGNlI5KLRtb8Q2vnRXAdJMMQzH1CjP5147UpPU7pY3DYSpyyjZr/hzm7J/El5rz2thI0l9Ejw8EfcTqPpWUpty93c9etHBU8IqlVWg2n83sVo4fEUn/EthBddJDXO0YIQHBLZ/Kudc7Vl01NZTwa/fS09p7vr5E+h+JfEFnfXCaY4+06q4ydoyWzkFT2OT2ohVkr8vUzx2W4SpSg6692mvw8+5tTxeMdAuv+ErvrIMI0MbPIoZCJBsyfUnPWtlzQftGjzYSy7F0/qFKpu72T1010OZS/1CfSILRbYSW9tcGYSBMktySpPpWDm+VJLRHtOhRjiJVOe0pRta/wCJFPqU0n2y6mtUUaiNqkLwu0gnbUub1bW5pTw8UqdOM37n43vudZB4wurrQrbQrfTlmit4vKkIG4vyxB9utdKqtwUEjwamUU4YqWKnVs5O68tFf1OUe8is9JfTLmwK3MlwJhKwwQgAGwD0yK57pR5WtT3lSlUxCrwqe6o2su/cfealpM2p3NzHYeVDLCESPP3JAgXd+fNaSlByb5TOjhsRGjCDq3ad2+6ve36Fa0n02GbTnlhJMEga47h1DZwB9KytGydjarCtKNVRluvd8nb/ADPtH9kjxB4dm/ad8F3NjaLYWiy6grNjaWD2U+3IHoa0k4SfuKx5+UYXE0W1ianM2vuP3XvjCzWVx8oRZ1ZWHXGD2qFe59Zyo/Hf/goZPbSfHi2ngJkU6RagkA8HzZs5/Sp16knwq6iQJgDjqe6j2FDAFaZmy52sTg5/SpAkMeRvYnHUZ6cf40AVJn+TegwDwRjp75ppAIrDzUKksP0qwHsy+btJ5HP0zWYCKFhfcckH154FAHe/CybZ8SPC8rDd/wATK14PfMijFaAf0hyalpllcWt3d27K09v8ojTIOMdcZpxva7HYguT5stjOgLYmDKETLjKnsOaSTbtcuyPzU/a4ls4/j2t3JE8cjWFrxIpVjh5OgPUe9flHFak5qC7f5n9ZeGVSMMsb687/ACifJnxX87UPEFk9t/zzAIHUD3rw+Hayw0XKR+i8ZZXLH0Y0ktzw3UvEviL4f30q6TeT2a3fLeS23OPWv1Z4TCZlTVSceZH8aZlhKmBrSoV42aP0C/4JjfEbxF4m+PV9p2sX091E2mSsFlcvgr3APev5b8cclw2FyGFShTt736Hl4SspV0kfvnqV2LKwuLvGfJjZ8f7ozX+aGFpe1rRp92fdUo8zSOZ8C2pt9BjncHzLpmlbPX5jXr5xUvX5Y7JWO/MavNVSXQ7avmDzgoAQkAc1pG+yJtdn81v/AAUP8b6Tqn7VGpLozpKtpa29vcGMg7pEQKckcEjGK/1r8Kcsqw4Xp+3e+q9D8q4hwdOVWTjv+p8iysZYg4P3hX6Wo8srHzuAXI+VnN3u3ay4ywFetQ0Z9PG61PpP9jPXU034u6JZqGA+2o77QWJGGXAAye9Z4qivrmGredvvP1XIsRF5RmGGW7hf7nc/d3xHpNvrtzqdlKhUXUCgGWJlYEZxjcB0NfatNLc/Kkkz8jv2xra3h+HFxZyhkvNPu41YbCBneFJzj8qliaPzt0Dw7q/itPLtrr5n3KVck5CKT/SqjGUnc+SzDMMPgHecNu3mx95a+KNH8UW+gJdlr6wIhtyjfKoccBTjoQa6JyakoLdbBRqYHEYGeLdP93PWV1vZ9SqdH8TtfDwwP3k0sjTeUGBzImQSfQjnisYxm37NG31vAql9e2SVr+Tt/wAArWHiXWtM1Ca9tpgtzcp5LsyggjjjHYjA5qI1ZRbfU3r5dha9GNKcfdi7o62fR/HkEyeJ5rcTNpwaXecMMJksWHcCuhRmmqnY+fp4vKpxeCjKynZW1W+it2OUi1DWdSsL+0ggE0N1MLiUpHko5PY9gTxisXOTTUVue/Khh6FalUlKziuVXe68+4j6pqEks2qy2iMnlfZWOw7VJQqP+BYBNJzl8bXkKOGpRjGhGbvfmWuu9/uP3I/4JjftYwW2lwfBDxBIuYzm0kY7dq91oov7LPKxClTm3J2vsfvZaS74w2cg9xVzjqe9hKt4XZFO19DJvtsSRseQe1ZNHrqSaPJPiH4j8Vpfw6BosewXeFLgdM9eamxV0tza8JfDfSvD8g1W9zdahJ8zO5zg1aMKtSKR5X8evHFtZ6aPDNrOI5b07ZGAyUTvwPWtZOysfOqDnU0Pjb4maXpF/wDBzxbZ28KXRktpU8wx4O/Znvz3rFto+mjGySZ/OluZZPKkAUkYGM7QeoP19aW5RoGCbYqJEcckEAkfTj1p2JcltcrsiRhcx7AceqsM+nTpRYaaZRnjuIpDsOVCjO7GevbioGTJCR853M5JYYwOfcDtWgE8drJOAZUZAc5GCPzNKxPNHuNWIRx+XFIQueh6j/CmVdbn6uf8E4b1V0TxRZTuR/pCucHGd0YGf0pKKZSP0Y0c6ldRxPc3i3aBeFIUYxQ3fQ0Ssc/480X+0vhb41s1vTGZbK7HlqFK8xnjpnnNd+G92tB9mvzOSsr05LyZ+AUchbVoz03Liv1Se5+f3P2K/ZovVvPgl4adTkwpPCfYxXEiY/ICvvMA74eB/l14pUHR4txy7uL++EWe616R+On/0vhvTP8Ago38T7Kyt49R0LTr+6DSGaQ74lZSRsCKpO3AyCTnPB4r9HhxhilFc0E39x/H2I+jzkVSrJ0cTUhHSy0fre61v02Ibz/goh4+1X/RtT8K6ZNafPvjV5VYhlK/eJYAjP8AdPNfN55nFTNsOsNWioxvfT/gn7F4Y+HuD4CzeWdZbVlUquDh76Vkm02/ds/s9zzH/huP4+WVm2j+GtbbR9OBPlwwljsBPqTz+Qr4uhg1SVuZtH9G5hn1TF1vbujCMnvZN3+9s5PxL+158fPGHh0+FfEniRtQ05pPN2Sxox3+u7Ga9fDVZYefPTep83jarxceSokl5aHka/EfxMAQ8kbZ7lP8K9Z5tiXvb7jwlgKK2uZjeMdeMxnWcK3sox/Ksf7QxF/i/A1+qUtrHonhfxFe65b3EV9JvlhZCMDHykY6fUZ/GvpcqxU60ZKq7tHi4rDxpWcetz9rf2Q5LDSvgFF9oO2TUZ7lsAfMf3hQYPr8teHmuuJfkke1gF+5R9ZWS6XZWsrw3TYAwd5LH5R714iUmek2kfMn7aN1ommfs23bxKyz3ksShix58xuePxraWwH4TA5+b7oPBx/IVzWMzqfCvhbX/HWu23hnwxZvfahdtiOJFzn1LY6AdyeK2o0Z1pqnTV2zqoYerXqKlRV5Pofs3+zr+yx4X+CGmJ4u8YPDfeJhEXluJMeRZgj5liLcZA4L/XHFfrmVZLTwcfbVtZ/gv67n7rkvD9HL4/WMRZ1O/SPp/me0eLfCvwz/AGh/AMlhLPBrGl3O7yLu3YOYpVJXfGw6FTkEd+RXr16GGzGha6aezXRnvYnD4TNMLy3UovZro/I/Dr41/BXxV8EvFUmha8pks5ixtboKfLnjz8pB7H1HUV+NY/AVcHVdOpt0fc/n3M8sr4Cs6VVadH3R4rJukjaJm3D25AxXlHiGv4Dby/F9hMyn/RjJN9PKjZ8/+O1cdwOIbWdQsdPOnsg+zXUbIpYdj1I/Oq52lyo+cWDo1a/tk/ei7/8ADlS3utQEFtd20QMWlMGD7eNxORuP4cU7tWt0N6lKi5zpzlrU6X/Inll1+30i882Ex2d/IjyuVxub7y4P0NU3NQd9mZwjhJ4inyyvOCaSv8mdNZ6N408QpB4lhjUrFEYkk4ACR5BH4c807VJ2nc8Sti8twcpYKT3d2vNnO63rOvStHo+pzeZ/ZsjFRxw5xkk9+gqKk5WSk9j2MFg8LFPEUI250vu/pi3Nhr0csS3DEHW4/O5IG9ATyaJRqK1/tE06+EcZci/hO3ox9/F4k0XV7KyuZ2ivI441hIb7kb8KAewxVuU4NJ7ioTwWJw1SrCKcG23pu1udjrHw71rwvp0l/NfqqoGkGwn5inUitKlJwV7nzuEz/DY+sqUaWrstfM4DSLa98R61BZm68uXUJFjaWR8D5jjLn0Fc0FKpNRvufWYupTwWGlV5LqCukl+SNDRtAbVbua2XUo4GtRKVLNgbY0ZiVPvjA+tOMG5WT2ObGY9UKcZ+ybUrX06tpa/eT+C/D9j4jv7mx1PUlsII03hnYAO5dVAGSBnBJ/CtKbUrxehlnGPq4OjCrRpOcnpotlZv9LfMh8Z6VpejXMdppd8L4HcHZSCBtOAMgmueUUno7l5PisRiYOpiKfJtY/ezwNpV3d/s26P4YiswN3huCBPmBJLRckYzjPoauUXZH1kVc/ByPTbrTb7UbW6XZLbXDxOD1DKcEV4OKethuGqN6yYiMA9M14VVXZyYiLasZPigMI4TziTI+lepljXMzxqMVzPyPev2WP2nfGHwD8TW9nbMLrQLi7jlubZzt2BiqPIjjodoGQcg4HTrXxPHXBGB4hwc5VFapFOz6+St6n3+VZnPDxdO14vof1Q+Hdf0vxRoVh4h0W4S6sdRhSeGRGV1ZXGeqkjI6HB61/j/AJxltfLsZUwteNnFn18ZKSTibeO9fO2Lb0GlgOTxjmrim9EK17HmNjqOmxa1rHivU7qG1061XyftMziOMBD85LsQAARyTxX6HPAYqth6WGowblLolc9XEpUqUYvTqfkp/wAFDv23vDms+Gpvgd8HNTj1Qag2NY1K2kDQiJOltEwBDl2wWdWwAu0Z3Ej+1fBzwtr5fV/tnOIcs/swa/F/5W/I/Ncxxqqv2NN6H5K+GPht4h/4SOztdTtjErxi4wefl4xmv7MzDHRwtCVWXQ9Ph/Jq+PxkKUI6N6+h6bf6hd2errYRPtRCEAX2r89VL2tJ4ie71P6shi3h3HBUlaMdDsvEl3qUFlp9mwwsxVcHknccV5WV4enUqykz6zMsxqUMMorsfu14cXRtM8OeG5L23W3WOBQCkeSTs5Hy8/pX7ZTvyo/gHEPmqzfmzV1SS2u7EyQKrQyPGV+Q7sbhzjrWmt7HO4qx+YX/AAUov4rzXvAthGzrJb2l4+HRkyWaHHPB/h7VNmJo/MB7mQT4kUE5GGB+XJ9fl9uuKLiPZvgz8FfGvxo8RxaToEAS2Rg1zcsCI4UJwCWGM4A6d69LBYGti6ip0l6voj2cuyyvj6vsqK9X0R+1fg3wR8LP2W/h7LcSSpaxRJuvL6bHn3Ljkgd8Z+6g9s881+uUMPhMrw7bfq+r/rsfu+GwuCyXCuTfq+r/AK7Gpp2s/Cb9p74e3FtEF1TSbsFXilAS4t3/AIWwCSjDqCDWkKmEzSg1uvxRrSrYHOcK47xfR7o/HT4//s1678Dtfll8t73QLyQtb3aLwfRHx91h+Ga/Kczyupg566xezPxHOMmrZfVtLWD2f9dT5zzs3SGPczcEY6Z7HnmvEPmD61/YkjEnx2spYLcu0NnOxA4I5QE9cU4q7C5+1NvqYutRuJruybc8igEkbsKoHPb6U3Fto2W1zyP4maX5Oux+IrG1ZIJI1SUkg/MD8p49QMVXLyoyvc/A74oTXeo+PvF9pa25k8/VLgkqOV2SHj9Kwk3skeJXdOGIVacrWOJ8OW+tafqIvrGxN0ypIm1k3L8yEEkew5/CtoOUZXSucmPqYatR9lVqcuqd722aNbTYvF2kQXVnDpxkWZJFYOmdu8rlh7jj860g6kbqx52Jll+IlCcqtmmtnva9l+ZB4e1fxN4ImdbWFQ19t4kUNu2E4wPxqYuVNadTbMMLgs1inOXwdtNw8QWfijWnGqatDs5wvAX/AFhLcD0yaykp/FJCwFbBYZewoSv+O2hqWvgvx1LocljFFnT2c3BGerom7P5VvHm5OW2h59TOcrjilVk/3luX5N2/Mk1bwj45lsbfTtVYC3ilfy1Y9JCdrU5KXKlJEYXNsrjVnWoL3mlf03RW0m78cTxS+HNPv3S3tcKybtqDbkisFKb9xHTi6OVwksZWppylre2upCvgDULq9WD7VG0spJY553Hn/JoVKTdkW8+owpc/I7I7K7+E/iEP9svNUR5YxjduyQECgc57AgfhXRLD1F70mfO0uKsG17OnRdn0t3uc3rPhy50ie6v5tRE9zBIdzBsszbiuc++M1m/dbbep7eDzGGIjCjGlaLXyta9v0NexknsTp2p3F4LqUupWEsWbaFyPp6V3RkklK5yVVCqqtCFPlVt/O/8ATNuC8vbi9a5ELJ57FlXB7+lehSqu17EKNOFJQ5r2PZNP1rV3FnMtm0X2aMR5Cn5upyffrX0FPESdnbY+RlRw654upfmd99j0iDxDqU90l3JbmExqvAGB8o617UK7buePHD0IU3TU73/U9APimfxHbeRcWsc0bZB+XPX3rorKliY8laCkvNHnYenPLaiq0K0oyXZ2M+w8NwNcltINxZyq2P8AR5mjw2fQV8ZV4Nyiq7wg4vyZ+n0/FDPsPTSrV1OP95X0OxWX4jrCLWDxVqUdvjITzc8YzjPXpXK+CcO37teaXY3XirUSvLDUnLvynJ6np17NtbW9ZvrwOduHuGwT6EVH+o2WcynVlKXzO+HivnMoOGGjCHmoq4kWh6dpq+fbWsUTEZDHlj+ea+pwmSZbgtaFFJ9+p+d5hxfmuZNxxeJlNdr6EkljrN7bP5EyiKQjIzwSK9qU5NWT0PkJY3D05rnWqPNvENhqkNqUuLtRGGzsJ7lQ2fyIrxK1WSWrPZwmOw8ql4Q17/No8euLi/lvZ9JTURBDA212Z9qAZ6/TvXhTq3bjzH1bdJU44h0rye2mp4n4tJsr9rfzvOyoYsOh3V49V20ufb5bL2tFT5beRnappl9pEJltL8bNuSithgpxjI+v8q8+ouTW5eGxNLES5alLXvYs+GvCmsahNFfaderBcTKWDE4bDbs/yrKEW2nF6mGZZphqMZUq1O8V/wAC35nT23wm8bxpNcWM6qZ4yj4JG5GVWx7jBFaww9azcep4lXivLJOMKsdndeTTa/Q46HwRr1neBrZ0W4tmynzcll6AD1rD2ckz6KWdYSpStNPllvoW9Z1Px3eqng7VJSwkARYyAM7CCOR1wRTc5v8Ads5sHh8qpN5jh1trf1FtNB8d2+iHTLW23WbSlyRjO4o2Rn025ra8lGyWgVcdlU8V7ec/ftb5XX62KmqeHvGsWkWunX1iY7WxaRo2AGcuFLZOef4aio3yKLWiN8LmGWPETrUql5Ttf5Xt+ozw3c6/4Vb+0raw8+Kba3zqSpCZGOPcmsk5r3ktC8wpYTH/ALidSzXbfWxV8Ta3q3jK6hvvsIjFqnl7YlOPvFsH35rWblUtK2xvluCw+W05UvaX5nfV+Vv0H6xealrE8Mi6QbZIhG2xI2w2xACScZ5AyaKknJp8oYSjRw8ZJ1+Zu+ra6v16bGLrpn1LV7m9SxNjHcOSsIU4TPYcVE5c0m0rHoYHko4eFJ1OdxW99z6i/ZH1GOP49/D2H7Jh7Se5R88GQvayj07e9YqXMrWHhKTWKqVOa6lt5H9BSX7LcWRt7PaRINxLqcZB6CulQ5dT3W+h+RX/AAUdneb426XI67A2jQc49JZf8aznuDPz9jJcj93vAPv27Hp9OtZEn6nfsw2H7Knxn02Lw94m8F2mm+LIl+eM3N0sd0VHLREzfe7lc/TNfb5asDiF7OpTSn6vX8T+XOOJ8V5LN4vB4uU8O/7sbw8n7u3n+RjftSfsUt4bgm8dfB+2kbSolLXWmITI8A7vFuJLoO4JJHXkZIzzPJ3TvVw606rsdvAviOsW45fnErVfsz2UvJ9E/wAH5Ox+ZMsEqlo23I4bGCucY49uf84r4w/pY/RL9lP9i+48deT48+KlvJb+Hz81rZMSkt4P774wUj9MYJ68Dk/XZZlLrfva6tHt3/4B/PPHXiLDLlLL8rkpV+st1Dy85fgvN7eq/tMeGP2Q/gRozafbeCrXUfFd0h+z2n2u72whxxJNifIHcLnJ9hg13ZjTwGGjyqmnN9LvT11PkuCsZxdn1VVauMlDDxesuWF5eUfd+97LzPyVmnVp2m8tVUlvkUHC+gBOTx9Sa+DP6zSsrHVfD9xD448MzAAk6pZlcjuJlx71a3A/ouS91eKW08yOIosG0YJOSdp74xWso6GsTolv7prizMEUUZWUZ2kk8g9M1SgkjNt3sz85f22NCvtR+MFlrnQQaXCuPUq8jf8As1fmnElenDEQjLdx/Vn9Z+FWGdfLq1vszb/8lifJ00tvDpFzr2ry/vV4UEc47CvziF6lf2VM/cs0ryp0PbvofOviTPimwulT5pIcvGe+Bziv1fKm8N+66M/l/jCgswpvEUl70d/Qd8HPH/jr9m74l+G/ihYQvG0Dl2iJG25tmGyaM5yOUY4JB2thuoro4iyTD55ltbAYhaSWj7Po1/Wx/P8AyzozU7WaP6jvhV8c/hl8efB8Gs+DNZt53voSJbNpVFxBIV+ZHThuCeoGDX+RvEfA+bcPY6Ua9N8iekraM+/wWLhWSnF69juPAs+3SG0tsJLYSPEyd15yv5ggj2r4zO6clVjUezVz38bC0lJdTu8jOa+RPOv0Fp2GfA/7dX7Tq/ADwVY6do0a3mv65IyJEX2iKFVJaRwp3EZwMcZz6ZFf1R4SeH/+sGJdfEq1KOu2/kc1THxwutry6eR/Nf4j8Va1408U3/jDXZvPv9SnaWVwoUFmPYDgCv8AUHB4KhgsJHC0FaMVZH5hjqzr1ZTluzs1BihRc5yoP5ivlZazdjxaEPeujFnzJOVxyeBXfT2Po2rxPZP2UBeWHxt0bUYlJW3voAx7DdIF/rWmOrQjPDpv7S/M/S+FsHUqYbHTWypT/Jn9F2t390dYWWWJJEaIn5jg9R/jX2fLzH5fex+bn7f+gyXHwy1DXoLdY4meAS7efmVxg5+gxWPLa5pLa5+O2j6O01kLy11AW0+3IQnaT1Bx+X604xVr3PlMZi1Gp7OpS5o9/wAixpHh+bV8aj9uEdwJCoLn5soAQQeves42fvXMMXj44b9z7O8bX08z0CL4T+JGvnu7bVENwkjgS7uSQ5QnPuea7I0KjldS1Pkp8VYL2SpzovlaWlvK5x198OdTs742tzcRh88nPcmsZU5J2kfQUeIaFSl7SEXYtapqPj3RrH+zLy9Y2l1lMZBB8wEEH6jNKU5xVnsZ4ShlWJq+2p0/ejr9w3RvDPjjT7a+ttL2+XOi+cAR0Uqw/XFax5kmojxmY5ZWnTniN03b8UyRvCHj230e5077MfsdzKs0nQ/vEZkB9udwpvm5HG2jIWbZTPEQrc/vxVl6NJ/5EHge68XeDddi8S6Cjrc2T7SU6g9e1cnLNr3Uelj6+Er01SnO19Uf0Qfsh/t+aH450+08KfEK4Ww1WBFQu5wDgYyc+tXCo9pbnBBqjBLmP1Y03WrDUbZLuxuFmikG5WU5BBroUbnqU8VpuZ2pxRT6hb3nB8vnJ7VCVtGa1MaraHi/xp/aM8C/B/SGuNa1GL7Y+BHCGBYknA4pVGonA67kz5rGs3XiG7uvEWrWm65mdwisw+VVY4AFZqnzLmZ9Fgqa5eZo5vW5b3UdB1vTls1MU8LtgMFx+7wRg9+K0jG6PWloz+cW4slS7mspRzEzK2SMfKSMY/CuczPuX9l/9pvw/wCB7qDwL8UNKsr7Q2ISG8a3ieW1J6ByVyye/UV9NluZQo2p14px722Pw/jbgqvmMZY7K6so1lvHmaUvTXR/gz78+OX7L/w5+PvhSHXfBpttN1YwiSyvbRVEE8ZGVRwgwVPZhyP5fWY3LaOKgp0rJ9H0Z/PnDHG+Y8P4uWFx/NKne0oyvzRfdX/I/EX4g+AvFvw08S3fhfxhYPZajbtsAcYDjs6noysOQRxivzatRnSm4VFZo/t/LczwuY4aOLwc1KEtmvyfZrqt0fdX7Iv7IVz45az+JfxKtGt9CXa9raSAq93t5V2HUR/z7V9NlWVOratW+Hou/wDwD8L4/wDECOXKWW5bK9baT6Q8v8X5dT7A/aY+Lnwj+AugnT7Pw3pepeKryM/ZLIWkLCJcYEs/y5CDsOrHgcZI+gzHF4fCx5YwTm9lb8z8b4K4ezfP6/tquInHDxfvS5nq/wCWOu/d7L1sn+Geu6/qPiXWrzXdRWI3N1IXcRRrGuW54RQoH4cV+azm5ScpdT+48Nh4YelGjS+GKst3+LP0P/4J13Vpe6t4x0i4TcfJtZQSezGQHof9kVpT6nTY/S6yls7d/JiRiA/lDhgoOfU/zqklzOxta8TblisJdC16wkyn2iCTIAYg7o8H19Kq9pJoycXZo/nughaPWIYn+8jFD9VODX6zJ3Vz8wbaP1l/ZKnL/CUWp/5dNQu4/puYSf8As9fbZY74derP84/GalycUTn/ADQg/wAGv0PpuvYP59P/0/5/6ACgBcmgBKACgBy470Aem/DRd2o3S9tin9TX1eS/xJ+h4uYfBE/oL+ANgbX4EeEbS3t/Pnlg80IMKf30jPnJ4/irix0r15no4ONqUD2OM3Nv58FxD5LR4wvByW9xXnrRHoON9T5V/b7lij+Advb3NqYnN3aIjFgfmJLHgHuFrCZnZpH5K/Cv4O+NPjJ4hi8OeEbUswINxO5229vGT9+V9px04ABJ7A114PBVsXU9lRXz6L1PSy/LsRjqvssOr930Xqfth8M/hL8Lv2YPBNxqt3dRRSRxg3+r3QCySY52oBkqpP3Y1yScfeOK/XsHgcLllJzk9esn/X4H7zgMuwWUYd1JPXrJ/p/kr38z84f2h/2pvFfxv1H/AIQbwBFPaeG5ZBEkEXN1fuThd4XJwT92MdzznjH59mmc1cbL2NG6h26v1/y/Pp+WZ1xBWzCfsMOmqfbrL1/Rfn04D4FfHPxp+zn4vfTtTtZxo8kgj1HTJwUZT0MiA/clUdexAwe2ODLsxrZfV1Xu9Y/11PNynN6+WV2pJ8v2ovT/AIZn7C69oXwy/aW+GixTMmpaRqSb4J0wJraXHUd0de4PB9xiv1ipSw2Z4fvF7PqmfuFajg83wneL2fVP/M/EH43fA3xd8E/FEujaxF5tpMSbS8RW8q4hzxySdrD+JeoPqME/jmPy+rg6vs6m3R9H/XY/Aczyuvl9Z0qq06Po1/W6/wCHPM/CiSQajqF/5f8Ax7aZqDjPABNu6Ajr3bivMR4jOEn0fWL6ziuZowLeFQIyTtJDdMdzQozevQ+ahjMPSqyhF+89/kdLpngnxxNpFza2KYsbsq8ozwxiRnGTjPC5rojTrcrS2Z4uJzrK44iFSq/fjdLyu0vzsF94Q8bRaYumX8gSz83Pls3HmAKPTPTFU4VFHlk9Ao5vlkq7rUledt/LUo6S3i+JpvDOnag8MMGVdQ+2MBuSOfXPNZ2m26cWdWKWXyUcbWpXb20u9Bk3gy/udVjs7i7SS4uR5jsSepJ7nrnHWs+SSfK3qVHOKUKDqQg1GOiR11z8JdbS3Se51aNjFHlRuyVQR+ZtHze4GBXTKM7av+rHz9LinDObhToPV9t3e19vmc74g8FnT5bqS61ZbmezQnO7cTtOAAc1FRWum9Uevgc49tGEadDljJ/mVNJ8PxapaRXOo6ts352xFizEYJOM8CsIx5rOTOjE4+VCpKFGhe3W2htaN4J8M6jLJ9r1lbZF/iYgdO31rSFKMnrKx5eMznHUYr2dDmfzNS88C+CLJZHGurLtViAGBywRSO3diR+FVKlTjtI46Od5pUt/s1tV083+iPPtR0/w/DeW0NldkxTFvMkPJRdxA/Tmue8Lq2x9Zh8Ri5U5yqQ1Wy76EfiG38Ow2UJ0eZp5SwDluCMA5wPTPStGqdrxNcvqY2VWX1iNl0t66H9K3w80Kb/hAdIH2ryUtdOgjEYUH7qetdFnofUxR+J3x08KReGf2gfEmiNHtg1ArdRccEsPmI+pya+XzaDjHmRM5crTR5vceE7hZfOt1JUc4r4xY6K91smVVOOpHceHXv7Z4bqEjaRjjnPbFa0sZGnNOL3PkcRUdN80DyjXdDvtC1D7FeRPBKvKllIJU9Pzr9BoVVUgm0erhKznHnR9y/sl/t0eLv2c4pvDHiCym8R+E5SXW2V8SW8h/ihZsgA/xDofqBX4L4geFWD4mXtqTVOqutvzPqMNmPsdHqj9YNB/4KX/ALL+raPLqV7qd5ps8KKzW01sxkJJAKpj75Gecdhmv49xXgJxBSrKnSakn16fM9+lnFBr39D5i+NP/BVXRLnT7vQvg94euJppMqt/e4jQqe4jHzA/U1+pcMfR9lTqxr5tWTS+yv8AMl57Tpu9NXfQ/KT4i/HD4p/E53/4SzW5msC7MllCxjt0ycgBFwDjpk1/YuTcJZXlUF9WopPu9X954GOzjEY1/vJHjdmEF/C8sfmRpIrMmcZUHJH419TJpHlU4SbVj9GG+KmlfEa6tr+08NW/h2OC18mNYjukkXAwzt7gV+V8U1JzhGnF6Xuz+tvDbDRpyniai3VkeOXXh+KfWWuV+6jg/rXiU8bJUFSR+mPCweJdWx2X9mrrHiDR44j50cc8SfjvHFc+XydKrydW0dGaKNTDTn2T/BH7TwXmoQQ6day2q+XBDn727JKjt2r+gOX3Uj+BJO836nRm9lY2ogtlVvNjyd3TnPStIwtqYN6n5Xf8FKr+4uviT4TidBtttOdiScYEjjt+FZyew7Hxf8IvAOgfEHxMlp4o8RWPhzS4WElxNeXCQnYO0asQWY9Bj8eK78FhY16qjOaiurbPUy7BwxNVQqVFCPVt2+4/YPSfir+zb8C/h7Ja+Ede066gsEz5NnPHNc3MpGMkISST69AK/VYY3L8Dh2qM07dnds/baeYZVlmF5cPNO3RNNtn5h/Ef4ofE39qXxzFommQzSwyPsstPt87I1PduxPqT0+lfm+KxeJzGukteyPyPG47F5tiVFK99ooxPDfij4q/sqfEZoL6GWxurcgT2spzDPGfccMD2IyPesadXE5diNVaS3Xcwo1sZlOK1XLJbrufq9pHx5/Z/+N/w98jxZq+nWUOoIY7mxv7iOGWKTHO3eQeD0YV+n08ywONw9q8kr7pux+yUs2y7MsLy4mSV902lY/I/48/DDw74D8QyP4I8Uaf4l0O7LNA1rdRyyxDBwsioxII9elfl2YYSnh6lqU1KL2s/zPxnNcDSw1a1Copwe1mn957J/wAE/wC1Sf403Vyjbza6VMSM5I3SxDntXm092eElc/Y6XTb+SG51FLhEQuNqBTuxwDz0Nb2dzSK0JDpA8QWmo2DMoiaDadwzg/MQR9DSktBuCP5rvGGu6ponxC8U2NsonaTV75XAHLMk7rkdx0rBSa2PlMwwFHETc6rtymrolh8WdFtmksdHKq6OdzqudrREnqe6HNdEYYiPQ+KxtbIcTNKrW2a2vvf07ljxPf8Axc0qOWTWLJbaN/ODMiqcAFd/3SeAVFOosQruRll2GyCtKKoVG2rWvfztuvNnjL6zq+o3Ns5cPLbEiPjoTzXAnJ21P0NYPD0ac1ayludh4fsfGfjW5fS7OdDtckvKwVVYdgT09hW8KdWq7XPBxtbLcugq1SL1Wy6/13PV0+HPxYhhktX16CGKKMkr5hwQYkYj7vXawFdn1es/tHwss9yGUlP6s22+3m/PujyfxxB4v8O6i9prGrfbJEnlUNHJuBeNyGb15YVyVYzjK0nc+6yaWX4ulz4ehyqy3XRrRfccCLi8AlkFyw8zBfnk/X1rnb3PqXTpaLk22PbfC/w3GvWg1DUfFMdlOEJ2ZyQgKgZJYDv0rvpYbnV3Ox+b5jxD9Vqexo4Nyj389b6WZo6t8OtAsNKe5k8bebOqsVTI2scgY4cnv+laPCwSu6n9fecWF4gxVauoLL7Lv9/keE3CxpczxC784JIUB5+cA8Nz/WuCSimz9QpuThGXJa6v008jS0y+Om6rFc2ziQwYdSeRkc4wa1g7S0OPEUVWoShNWvoer6LrHjDxJdQX2kaa1y9uVUlB8pZmAHGQBk8cV6NOVWVnBHxuKwmX4SEqVary3+/Y9csvEHxWktl26OgjQDGVUcCOQjjd/d3H8K9WnVxFtv61PipYLI1P+O7+r7ry72MS5+IHiFbgpqBEUrIFKlcYU8dPwrVYmpf3mfQ4fKMHyXo6q/4m9pHjXV7aCGGB8IzEKP7x9D613QxMktGY4nLsPOUpTWv5HsGiW3jxokvrOaOHzipHzDILtgZGDjmvUhUqrrufEYrF5Xd06kW7f5FzUbjxvY2aXNzqKFGVcBX5wY93oP4eK2dWpFXbMcPPLKlRwhSd/Tzt+Z5XP42u5xiW4LBDkZPf1rjeK8z7eGX04bR3JdM1jUNcuntDqAt0OPMd24HBxx39Kx9u5u1zkxcKWFpqp7O76JHSXXheRXWKfxSsa7c/K3tn+9Uzi/5z5tZzF3ccHf8Ar0PB/HDR6Rc+RBrQv0LBchj3RWyRk9M4/CvGruMftXP0PKKjxEeaVDkf/Ba/4J5Df34ZJZPP3MD0z96vGqSVj7KlTd0uU47ULkNKSH3ZxXI5aHr0YPl2K7BZiVMvRc5Pf2rm0Zom468vUt6XC095b2yXwtvNyN5YgJgd/rWkIxckrmGJmoU5zdPmt07nvVp8Mp7ixhuLTxmN0gQ7dxwpZQSPvds4/Cu6OEbV4zPyytxJCFSUamA2v0835fM5Xxh4F1vwnay3kWupf7l/eBW+bYV3Z6nPpXPWw8qavzXPdynO8Lj6kaUsM4dtNL3PKDqOqrPFeG5ZpYQNjZyQK5U9mfd/V8O4ypqGj3PSfBTfEPXQItAvzGu5x87gAMI3J/NAwropRqPSD/qx8dm8cowzviqV3ZbLpdfrY9C1Hwr8bLuKSyuLmOePDMQHBHSPPb0Za6JUcRs3/Wh8pQzDhunJVYQafp6/8E8pvr/xl4YuRoV0ghkjLBlGMSexPcDtXE/a03yM+4o0MuxsHioO6f4f5HM2HiLU9K85ItqmeTzGyOQwNZc00rI9mvl9CvyuXRW+R7Dpniv4g3ls89voK3Mao6lxH2ELA8+ygt+Fegp12r8v9WPz3EZTlNOajLE8rutL/wB5P89DD8Ran4y1KYahfaFJbeU5kdkjIHBGT7YyPzrKcqr1cT1MvwuXUY+ypYlSurK79T2D9l/V7nxB+0X4DjliFoEvpVU45y9u/wB716VnzczufWZZgFhJu0m7r+rH72WKSrc21r5371Zvv/QntW7TPqXBNH5S/wDBROFx8YNKa6cTFtJjA4xx5j8frXLNamMlZn5+J8q4+6T6dj2rMkvaTqWo6JfQapp872l3bMrxyRthldTkMpFNNp3T1M6tOFSDp1FeL0aezP2S/ZV/bD0/4hW8HgD4lTR2viJFCQTuQI7sDjBzwH9u9fomWZvGrajXfvd+5/GnHXh3UwDlmWVRvS3cesfNeX5Hrupfsc/B7VPihF8TpbNkYfvHsFA+yyT5yJSv9OnevQllGHlX9tb5dLnyFHxGzmllbyxSu9lP7SXb/g7nK/tRftXaD8EtObwf4RaK78VzRhUiXBjskI+VnA745VaxzLNI4Zezpaz/ACPT4I4Dr53UWOx11h7/ADm+tvLuz8N/EOt6t4u1e68Q+I7ttQ1K8fzZJpSSzMTnNfmtScpycpO7Z/cGGw1HDUY0KEVGMVZJbIyvKUqMnknlc4/KsjrOn8EN5HjfQJCSQmoWrc8gfvVql8SA/pBtrWDVJLZJbkxLDEOEI+bIHXNdjNktSOzEUd1BY+eflnxvyM/eOKbTKaTPhj9s7xHa+H/G1hBNKZXu7RSpOD0OMV+PcW5bUr4qlUj0jb8T+rPCnHxwmAxKfWa/JHwN8TtXgl0y1ig+7J97HrXhZFhOSs+c/SOI8zj7D2Pc5D4d+G7jVPPvEXfHDyQeQfY/WvdzTHewqRSPicnyv61SqKXVM0v2hPiL4e8aaL4e0HTvCo0G/wBA8xJZ45A8Vwj7QCAcEHKnNff4Wpz01K+5/L+e4adGvKk1azaPnrwz4g17wzfR6t4b1GfS7+M5Sa2kaNhj3U8/jW+IwOHxdN0sRBSXmrnydOpOlLmiz9A/gj/wUT+KHw21WF/H1p/wlFkxAmmVtly0YAHOflZh68V/PHFngzlma05fVP3c+nb/ADR9lS4lnOCpV1dI/VHwF/wUf/Zb8Z2sb6lr83hi7YMTb6lbSJjYpY/vYw8XOOBvyTgAZIFfyBmfgVxJhJP2KVSPeL/Tf8DrjmuGlu7P+ux5v8Vf+CpHwL8L2NxafDZLzxdqzRuIXS3eC0SQYC+Y0wRyOc/IrZx2zX1vD/gBm1WtCrmNSMILdXu/w/Wxx1c4p68iufg78VPij40+L/iy+8a+N757m9vXJIYnbGmeERf4VFf6B5JkWDyfCQwmFhyxX4+p8tXxEqkm73K3hvwu97FHfzIRC3+rB6Nj3qcxxyh7qPk62LaqezW510ukXd5mOCNgQcZ6V8wsRCHvNnsYPlW5NJoSaZYS313yYUZiT14HFdFGu6tRKJ606q2SPUf2co/7Pu7HWpZPJe5v4GDdyBIuK8zNpuWPowjtBx/M/qXg7BRpcO4mclrUjL7uVn756wPJNjcy3Bm8yIqc4GOFPav2KK0P5f5EnqfKf7XnhxL39mrxZeNdM5hgabZtBB8tsjnOeMUSW5D2ufzzwLG3lhpCu5sH2HrXFy62PPm3duxNtWMMVnwQRgDPI9R9Kq0URq7Xie7eHfh/ouq6e1w3jTyJvn+QdMDGD8zr1z6V6Sw0Jaqofl+Pz3EUKqj9QutNfv7LyJtY+F0unWI1Wz8XR3UyhjGhOCWXbwCHOOD3pVMK4x5lO5GE4ljVqewqYFxXX8eljwyeW/JeGa6Z1jkIxnPzDuK89dmfpsI0dJRha6/A6Lw/f+K7+6lg0zUHhlEZZ8uBlVHP6CrjzNuzPHx9DAUqalWpJq+mnVnuk3gj40xnyl1yGcM5Q4kzkmYKSfl6F3z+Neg6Fdfa/q5+Zxzfhx6/V2tO39317I8u8QaT498ChjfuqfaMMZYmBIwcctwVzjGO4rilTrUte59tgcTlWZteyV7dH/l1OUi8UeItJ1RtVjm8m5dAMj0POfr71zy5r3e57/8AZ+Eq0VStomfZnwr/AGzv2ofDFrFb+E7t7+3t42wJVDgIv3uW9MVVOnWa908DEUcFhJfvK/K9NN/Q9Q8Sft3/ALZmr2lxpFzAbfJMbGGFAwO/ZgEc/e4rSVLEPSxxU8Xl8rS+tqz8vK/bsfE/jX4wePvGVyYPFNzM9ymCzTMWcOpzkZ6c9hWcYtaM9vDZbRVRYqM+bXTtZn9FlhP/AGhplswn+e5WGXzO+JArnp9a7Uj7uMUkbU9hJp/2m2e4+0LcxEDIC7eDxx1pLzJa1sfzh+N7KHT/ABnrlmwMYtdRu4iVJ42ysB05rjlo2YnLSK0JbnLr3I4I9z3qgPr39mX9q7xP8FdSTQNZMmqeFJnzJbFsvACfmeLPTGcleh+te1l+ZzwsuV6x7f5H5NxlwNhc+pOtC0MQlpLv2Uu/a/Q/YK78L/Bb9o7RNF8V39ja+I7W0dZ7WU/ejdTu2PjBxn7yNwe4r9BdLDY2EajXMl/X9I/juGPz3hevWwVObpSejXR+a8+0lr5nnP7Sv7TXh34D6B/YWg+VeeKbiLba2q4KWyYwJJAOgH8K9+/HXkzHMoYWPJD4vyPouC+CcTn9f6zibxoJ6vrJ9l+r/pfhJ4r8Wa34w1688ReKLiS91DUJDI8rtuy59z2A6CvzGpUlUk5zd2z+7sHg6GDoQw2GgowirJI5aRRKgdZD5nQ44UnPQisTtPvf/gn7qUlp8RdfsUiDmfTBJwcD93KB/wCz10U+qLiz9dIdUvLqwOnG1KukigEnjr1rq21ZXNZWN3T4dQslvrKaIMZ4SwIPBGGU1No9w577o/nz8RwtY+OtYs3XY1nqN1Fj02SsuP0r9Qg704vyR+XVV+8kvNn6S/scXxl8G6/Zsc+TqXmAenmQxj/2Svs8olelJeZ/A3jpQUc5wtZfapW+6Uv8z6+r6E/lg//U/n/oAKACgAoAKAHAZoA9W+GUKG4v7gyhWjRAEPVgxOSPpj9a+oyf+NP0Pn80m06cLaO+vpb87/gf0TfBmWXT/hH4Pu5EGYbO3gWNRnhF25PfJxmvOxUl7afqe5h3alH0PWJbRruwn1aRJBICSFxgfL0rm5zfmZ8Gf8FHtbiuPhd4U06J28y71ITMrKQuIYJFx+b1hN6A5XPyCtb2/tt8ltcyW7kAExuUBA9QDzWak4/CxxnKPwux1vhbR/G3xK1e18I+H/tWq3l442xB3cHH8TZOAoHJJ9K6aVOtiJqlTu2+h2UadfE1FRpXk30P2c/Z1/Zb8M/BTT4vEfiAxah4odMyXDY8q13fwRZ9Ohbqe3FfrWVZLTwkfa1dZ/gvT/M/c8k4fo4CKrVtanfovT/MqftPfsw6X8YNKk8T+F447bxVbRko4wFulA4Rj/e/utU5zk0cXH21LSa/Ez4g4fhjoe3oK1Rfifi3cf8ACV+EdUutCvJ73Tbq1dopYC7x7HU4b5cjnI61+Rt1abcG2muh+FSdai3Tbaa3WxkXep6vqaot9dzTrEcqssjNjPXG4nrWcpSl8TuYzqSl8Tud94StUfwz44v5F+W00J8E8Yaa7toRj/vs1KMZOyZ5X4a0zxR4rZtJ02dVhRgd0jYRSq5Az9AeK3p0p1HyxPjMxxOBwCVetH3n233/AOCerxfDn4m28LwnXIoIo0YY8w4/1SEj/vmQCuv6tWWnMfCzz3JZSUvq7bb7eb/VXPLPG1r4o0G8a21XVfthSaRQyPuyyHBYfXHFcNalOL953PuMnngcVDmw9Hl0W679Dh4WvHiuLtbkjgb+eWycVjyuzZ9JONNShTcPQ9j8L/DuHX7QahqniRLOZULBN2WCKjMDkkemMe9dkMMnHmctT8/zHP3hKnsaOFclfe3W6Rsah8OPC9lpss8vjESTIshCbgQSvlAdGJ53nt0WtZUKaTbnr/wx5+G4gxlSqoxwNlprb/F5eX4ngd+scV/PbQXPnwxsQJMnDj15rgdk9D9SoOUqUZyhZtbdiXTLezuLuKG5uvs8bA7nOcL6UtG9XYzxNSpCnKUIXfbue6poPwLjgjkfV5mkLHK7ucA45wDj1r0vZ4W1+Y/LnjeKHNpUFb0/4Jx3jWL4WxW5XwnNPJMqtjOSrNuXbyQOAN1Z1Pq8U+R6n0uUSzyU08fFKOnrazv+NjzBWsd/zbtu3nI5Lf4Vxe6fZtVLaWJtMhjvNR0+0UfNNPGh+jOAP51MdzeKfM77H9Pfh2xsoNKt4EmfymgjU4Y4BCjIxXoPbQ6OZ9D4R/b4+DGsalqWi/FT4c2v299JhIv4YAWkEWeGx1IwMGuDE0VVg4y6ieqaPlTwXe6f4ssI7qyUFlwsqHho2HUMK/Gsfg5Ydyuj5TF1alNNSPvT4H/BrwP4n0abUfEUTSyQXMCBExuYEnIFeVgqfPUi2z5ig/aVOaTdux7t+3x8KPgxpnwit/ET+A5RcW0ccY1K2kjiW2wAAZQSWb6AV+5YOHLGzZ+nvBwhCM4q3ofkv4E+Bfg7x/axvoevW7s4+75gVs+6nBrrdRI6qeXwrOylZnqq/sI67PGZIr2Jl9nXpUe2ieh/YFRa3uaesf8ABP8A8V6F4TvPGOoyOLW2i8yNEiMplHXjbwB71Ht1eyOOeWOElE+CPEGh6fBef2bpUDyXO7Y+SAqH3OcVEsRFbux30MpqVnyUk2xNF+G2vXN+Lae4t7KBsbpJPmOD1xjNfN4zO8PRi+Vcz8j7/AcB5lValVtBeb1PZ7zTLPRBaW2iTGeK3VYzIerbRgmvzyONqV3OdZWv0P6Xy7K6WCw0KFJ3t17sytb1w2lsY45NsshrXB4fnnzWFmGYxoJI634X+ILeXxf4c026J33V/axgD1aZRXbDLpPEwaXVfmeTjc5pUsDXp31cJfkz914rBtTmhjF19nS3jwQqht3TqT0xX7NbTQ/i63vMh05c3NtZrPhxIT5nGeMmraY3FNH5Kf8ABRWeaT4zadbtL57QaVEdx/hDSP2HB6d65ZLUykrH5/qjzOVLc4UYGMEeuO30pGZ6f8N/hT4u+KviiDwz4Pt3kkkxvcDbHCnd3boFA5/x6V2YTCVcTUVOkrv+tz0sFga+MqqjQjd/l5s/bP4R/Bv4dfs1+D5tRvLiFL3ywb/VbjAYjuiE8qmew5JxnOBj9fwOAw+W0XOb16yZ+85blmEyig6lRq/WT/JeRa+LHwl+Hn7SvgWKaKeKeQoX0/U7fBZD6bupUnqp+tXjcFh8yoKUXr0ZtmGX4TNsOpRab6SR+HHxJ+Ffir4SeKZvDHie3eB42JimXPlyxk8Oh9+9fjmLwlXDVHSqqz/M/AMdga2DqujWVn+Z5/OwiKsUzFE2VyMZB78da5DzT6+/Yt8R6ZoHxG1jULtXbdp3ljyzt+86kk/lxWlN2Y0z9KYfi7ZBWt0hmaFnVsNL8vXkcdgP1raT7FczNQfFgrcXf9mWKIphJI81jg87f8TUubEm0fg/d+HvFPirxzruveHo0MiapeElmHys0rv0/GnTpVJ+9A+PzfNMDhnKjjG/eV/0JdY1v4raHo0TXl+VtXfyF2EEkvEBtyP9hgKc511D3nofO4TCZFisS1Tp+8lfW/ST/VHI65q/jzVJb601i7lka1DPOpbGA5yc/Ws5uo21J7HvYLCZXQVOph4Jc2i+Ry91omo6dHp9037v7enmwkH+Ed/brWEoyjZ9z26WNo1nVprXkdmeuWnwy1Oy0mPVV8RRWyXEqLhGIy7KSOc9etdyw81Hm5tz4CpxJQq13QeFcnFPftdHLa7YeI7HWtS0efWmmewhWV3Mpw4KL8o564IGPasJwlGbjfY97BV8HVwtLELD253ZK22r1OR03T317VbSzubwRtdvgySNwme5JrOMeeSXc97E4hYWhOpCF1FbLqXdA0fRr3WZbDV78W1vGJAsg53OoO3n0JpQhFzcZPQ58fjMTSwyq4alzSdtOye/3Hoer+Evh9ZSarBZ6+0r2ULvH8w2yOCAqg9811SpUU5JS2Pj8Lmub1FRlUwySk0npstbs8yjsNLc6b5t9xchzcdf3O3pn61y8kdLs+2lWrr23LT+G3L/AHu/3CtaaCui3Nyt0TfR3ISKLH3oe75oUVyN31uSqmKeJhBw9xxu32fY0oodDvLHTdO0VHfV5pXSRj0YN9wCtY8jSjFe8cbniqdWrWxLSpJJrytue5fD7wL8dVngsPCVl80Y8zbkHhH6t9GFbzrVcMlzOyPGpZfl3EVadLDQlVn5J9unyPQJvhh+1IkAe402dImwFIAAICsgx+DEVxLNYreZ9RT8OJudoYKTfo+6f6HNj9nv466lds9zos0k5A5JBJA6Af4VazGm38R7X+qWZYenaGEko+jOj0z9nL41xyCHUtNk07yiGXzeDlu4H4V0xzGl9qaR42J4dzTl5qOCnO/ZHodj+z38e7oNbadcFmLAhTLsDHJ5G7v3roea0dlUuzy6fBWZTfNVy2UV3asbd9+yD+00sKPf2GIGwFZ51APGABk/hTlmUUvebNqHC2JcmqWHV/Kwx/2KvjdaRwSavbx2Qn6bpF/DHPNc08ygjqp8N5tVclQoc1vNHX2/7BfxWlszcFJwCAS67QnfPO6olmGmx4tTI8+9pyewh6c2pxd/+xb8QZLswQaipIXBUyoX3emN1efPN4XsfUYfgvif2fPLBx+/S33Hzf8AEn4I6/8ADK4tYvGTNaiaTbI7L8qpn72RnNbUcXCq0rnl4/BZlgJTp18PZpaa7vseMWP/AAiUfiaaDVrh59KildVePIMiA4Vh6Z611KVNT953Rw4h5hLBRlh4pVWlo+j6o5vxSdFGs3C+H23WIP7snPP51FRw5nybHq5Z9ZeGi8Yvf6nQ68ngMaFaHR5ZP7TwDN1KdORyBznFFT2XIuTc8rAyzT61P6yl7Lp39TIOl6EbfSGTUV8y8DfaRg/6OQeAfXI5rJwj7vvb7+R6H1nF89dOk7Rty/3imLWGOzuLhNQG6G48lYwxDMn/AD0HtRyrlvc6PbSdSMHS0cb3ts+3qeur8P8Awtd3NxZf8JYHeO284ZYFWxFvC5LY6/LiuxUKfM48/T9D8+efY+nTjV+pWTlbZ3+K19vmeYXHhq3fxSPDulahHcxyy+VHOTtQ+hOegrk9mnV9nB/M+3p5jNYH65XpOLSu47szY21LRp5Us7tonikKHy3xz90mo1i7HZJUMTCLqQumr6r5npWiJ8SdS1m60S31p4Z7e28+QtJlfLYJnkA9tv5V1wjVlJxvqfHYyWT0cNDEyw6cZS5VZddf+CT658PPGi6ZH4kvNTt7yOJZGR1kJbCsc4JABJOaJ0aqj7Ru5ngc/wArdd4OnRlFu11byXmeTLpOpTWNzqwjLW9s4SR+ys3QH65rjSbTlbQ+9eKoxqww9/ekrpeSPQdL8dfEbRg+nW0rZ8tpCrJk7GjZC3H+yxrrVWutEz5LE5JlGItVkuttH1unb70ftl/wTs/Zp1n4t6FL8X/jtbpL4dJb+z7N1Ma3LFlLSy88xjYuBxkjnjgp4mq42b/rQvCcK5ZRq+1jFtq1rvTS/wDmz7x+M/7P/wAD/C/hnT9b8G+H7DT9YtNYtdRhntgqTKs0ixSshX+Ao23GNo+uK54aux9woqKVuhx8Fhov2K3ZZB9p85RncQxJY9fwrpuzW7Pyf/4KPaelr8U/D6h8LJppHLHOBIec+1c876MGfnkNoC/Idi9eDkr3/wD11kQfpD+z5+z1+y78d9AVrTVda0/X7dAbqxa7t93u8ZNvlkz6dO/v9jgMDgcVHdqXVXX+R/N3F/FXFOQ17unTnRl8M+WX3P39H+fQ4f8AaV/Y61/4PNH4x+Hk9zqnh2HDMzEG6tHXoXKqAV7hlAx0I6E8mY5TLDfvKWsfxR7/AAX4hYfOl9TxyUK/b7Ml5X6902/K/Q0L9vT4oaB8K5vBlxBHea9Gvk22rOcyRw4x86Yw8g6Kx9sgnminndeND2XXox4vwuyivmqx6bjT3lTWzfk90u6+5pHF/s7/ALNXjT9ovxHJ4p8U3NxbaC0pku9QkJaa4ZjlliL7suT1Y5A9zwccBl1TFz5pP3er7nscXcZYPhzDKhRSda1owWyXRu2yXRdfLc+lvjJ+yN+zF8GvC8niDxX4h1wyMNttZpc23nXMg5CqPI4X+83QD1OAfZxmWYLDQ55yfktNfwPzDhzjvijPcWsPhaFNJfFJxlaK/wDAt+y6+SPy3u47Zri4+wIyWu4tGJCHYLngFgBkj6Cvh3bof1NHm5Vzbl/w7KsOvaVMwJaO6gYlumN47ULco/ort7XTzHaT+T8+wNypAIIFejoNyOxih0aPTYomh2yecgUlO7P1z361krib2PzL/wCCiVitj498LT2ygB7KbOBj7rrj+dfJZum5Qfkz944Ak/ZV15r8mfDut2Cato1q6HMpPNfB4esqVZn7VmWEdagmdf4NtLvQLTH3F7j6968DMKqr1ND0cpwjp4f3tDyT4k6OZ9Z+2aZcRytImGWTGByTwfxr9BynF+zoqnVWx+M8Y8NKtVWIwslrun3PPrXw1qMEK3tzAZYCcOYudv4CvrYYyl0kfjVXh3GQTlKGnlqfSHwf/Z9Pxk1UaP4alZJShbe6Fl3D+E46Gu326tc8CpgLHst/+wR4/sbv7Ldr5cijncAMjPUZ+lUq0WaxyapJXiYl3+xlrujRST6pdJCiZ6sBTVWIp5JUguaTMr4SfB74W3vxj0jwl4uFxr1vNKqva6eQ0pIPcd19a1TUkedLDJPkT+4/Z34y/svfBWXTvDGmaBpB0aOFdioFwCu0nD/7Qr84z2i3HmufOZtg4UUuTRs/KDxt4LsdD1e7s7OPfHBIyqRjoDX59Rvz8j1Pn8FipqXLe58ifE7W47y5Twpof7yZmAnZeQoHY1+hZXhVQi69bRdD9HynCYnGVowhG9za8LawdI1nRrNGBitJYAQOmQwJridH2s/bW3Z/YmGq06GEWCX2Y2/A/o2ltdLh/strvbtmgwvGeSua/VIo/kOpOV2rnzL+0xo1hqnwY8bWVvlFfT7t16gZ2MV4+tafZ1Ods/n70B/A6+H72LX0c6llhCUzxkcE/SlF0uR8+58fj1mf1ym8I17PrcwLS20OXTNRmurkxXUBj+zR44lBzu59sCudRi4u716HrVqmKjXpRhC8Xfmfba33kyado7X0UK6iI4ZLfzC5yNsv9w1ooQv8XQxliMQqUpOleSla3l3Os0DQPCd7oVnqGra01rdTSyRvCGyVx90kdgaajTcE5S1PCx+Nx9LFVKWHw6lFJNP8/uKPj7wx4c8OXnkaHqw1Fdz5wQcANhTkZ6jmlXpwg7Qlc68jzLGYynzYqjybf8E57UdGk0ea2Ed0jm5gEwaNugbjacd6mcOS13uj1sPjFiYz5oNcsrar8TYs7rxW1tY3sOqyRx3lwbdP3pyrAqSSPTJB/Chc9k77nn1aWA56lKVFNxjzPTpr/wAE9Ku/hj4v1WS/s7vXormS1IMqO5J4JAzx/nNdzw1Vtx5tj4qlxLl9BU6lPDOKls0vQ8ibw1rV3r76BF/pV2hdV2HIYRg8g+mBXnqMpT5Fqz9CWZYanhFi5e7F236XLej614t0C0L6XM8Nu7vbj03PkMv1PNaRlUivdehz4vB5fi6lq8U5WUvkup6Ppnjv4t6leX9nbSebcQL5kodQGUNKr5GT134NdMKuIu7PU+PxOS5DRp06k9IvRWe+jX5XOW8R+GPHTAa/r1iViSMl5BjG0MVJbB9QfyqJ0qtueaPdy/MsrT+qYSpq3ovknof0dfC99C1D4TeHbud1+0XGk6fNnJLfvbWJxjFK7tofdpu5qS21k10zyysMjau5j261orApdz+f/wCOFklj8VPGMduTtGo3bDb2DuWB5x/erik9WI9d/Zp+IPwZ0y8Twn8bfCdpf6ddOPL1NvM3wuT/AMtQrAFD64+X6V7GAr4aMuTEwun17H5dxhlWdV6P1nJMVKFSK1hpaS8tNH+Z+jnxU/Yt+EHxG8GRX3wrtbbQtS8vzrO5t3Z7e5VxkK5LN8p4ww6fy+wxOU0K1NPD6Pp2Z/N+Q+I+b5ZjpU83cqkL2kmrSi122+af6H5k+HPiN8b/ANlDxTrHhwRyaZeR7kmtLoF7eTsssYBAPqrKSCMHkYr4unXxOBqSgtH1T/r8T+oMblOR8VYOlXnapDeMouz81fp5pq6fZlr4O/Bv4h/tTfEGfV726la3kl83U9Tn+dI1J5VSCAznoiDHvgAkPCYWtjazd/VmPEHEOXcL5dFKKulaEF1/yXd/m2fqV4u+AP7KPwi8DP4i8b+Hrd7TTIVjM08kpuLmQDCqqq6hpHx0AAHJOACR9vVwOAw1Lnqx0X3s/lbL+KuLc7zD6vga7Upu9klyxXd3Tsl5+i1PxW+JfiLwv4q8WXmo+D/D0fhzTGO2G3gLyBUHQuXZiWPcggV+dYipGdRyhHlXY/tbKcHiMJhIUcVWdWfWTsrvyslp2Pob9hi4aH45wWsEwRbrT7iI4UnBVkfHXn7v4YrKDsz3j9p4bSdb7yhOCd+3eFx15HFdLd0ZXZ3OnpdNrxgupkmQW5AwmOh56H3rNtWGtz8APjbZDTfjD4vjVdo/tS4fA7eY2/8ArX6hhnfDwfkfnOKVq815n2L+xNqQkXxdpx6g2Uw/ESqf5Cvr8mek4+n6n8SePNB8+X4jyqR/9Jf6s+76+qP40P/V/n/oAKAFwaAEoAXBoABntQB6Z8M7O5u9ZnWBgAsIBB/iLuqKB75b+de/lU7V7vseFmlSMVTg1rJ2X3N/of0wfDvSNV0Hw94WszDCwjhRiFYnPycDGPevMqtSm2e1BPkSO/1vWblLeZ1jQOxVNvmEY3MB0x+lYXRVmfl//wAFJ9Q8k+ANCRsgpezsW4Ax5QHH/AjUN3GfAvwl+DnjL4x+JV8O+ErTekZBuLt1229uh/iduc+wHJ7d8d+CwNbF1PZ0l6voj2Mvy7EY6qqVBer6L1P2r+HXwv8Ahd+y94Fn1G6u44WjiH9oarcgLLMRztUDJVcj5Y1z2zuIzX6/hcHhcroOUn6yfX+u35n7vgcvwmTYZzk9ftSfX08uyX4n5nftK/taeIPi1LN4c8KPLpHhSGT5UB2zXe08NOR0HcRjgdySAR+d5tnVTGP2dPSn26v1/wAj8ozziKrj26VL3afbq/X/ACPdf2SP2uPKFr8L/ijd5QYj0/UZDyvYQzE/w9kft0ORgr7OR55yWw2JenR/o/0PoOHOI+S2Dxj0+zJ9PJ+XZ9PTb6H/AGnv2ZNH+Mukt4n8NJHaeK7OPKSqAEvIwOEk9WA+4/XHByMY9/OMmji4+1paVF+Pr+jPqOIMghj4e2o6VV/5N5Pz7P5en4oaxomraBqs+j67btaX1o7RSRyLtZSv6/j0r8fnCUJOMlZo/BKlOdOThUVmuh1OjyQR/Cz4gS+WRK66XbKecL5l2JePqIalOxzVLcrucy3w01DS9OXUI/EUUKTOdqxkjcwTcOhHPOPxrulQ5VdTPzP/AFjo16vsnhW2l17Xt2+Zy+uaZr1lrOr6bPrb3DaWpLuZW+fBAIX5jk8D8q5505c8k5bHt4LEYSphqFaOHS9o9FZab76f1c5+00F9RvtOhub5F/tBS292JEYAJ+Y+tTGm24q+56tXGqjSqyhTfudEt/Qn8OaFol9rUlhrGofZLaMuokXHzEHAxnsetTTinPlk9DLMcbiqWGVXDUuaTtod7rHg74cWn9pRWWtySy2duXTLAq8mwEKpA5+Y4rrlRormSlsfLYTNs5qeydXDpKUrPyV99+x5RcWunQ2djMlz5ks4JlQD/V4OAM+45rkaSSZ93CrVlOpFwsls+5ZS10U6Jc3T3DC/SZFiixw0ZzuYn24otBwbb1MnUxP1mFNR9xptvz6I7nwrc/DGLR5j4jgkmv0WQrycMSU2AAEYwN1dFJ0eR861PmM0hnjxMfqckoO3y3v+hna7deApxpLaLbSQjLtejkkAsdoBPXiok6T5eVep14Klm0fb/WZp7cn3av7zlJZtEFteLCknnPP+4z/DDnjPvisZKNnZHvRhieem5NWUfe/xf5Ghfaj4dXXYbvTbNjYxLGTFIclnXBbPsT+lVKUOdOK0OWhhsW8LKnWn77vquie3zR6Boep6P4y+Kfg+LTrFdPg+32iSIoABzMmTgVtUqxm04qxjk2AxGDpyhiKnO292f0qaBFLPcwsls5jRsb9vykBRj+VHNofS2sb095Fa6jqJvLIujW3TaCCPmJFTfQqK1P59fFVrf+HfHeu+N/C8XlRyajdb7YDEZQytgbR0wK/LKuNpYitUwdd21dn8z9v4l4Hp1sqoYzDQ97ljzW9Fqe8/DP8Aa68I+HLmz03xG1zp0DTo1yYlJ27D2PpVYTKJwqJrY/mL/V/EUK7U00ky9+19+038G/jnoNtYeEL3WJdZtXRUDMUs3jB+bevc+lfoMpxp0pXfQ/ScvoSr1adOMXe637I+MNV0m1s9Pi1bTfNs7140LtCxVS3TgjvxzXweCx1VVHTcrq+nc/ecw4cwleh9ZVO0rK9tr+TKGg+JPGdzciCbX78RkgYE7j+te5isfOnH3T5zKeHMPXnyzbtfue133xV+Kfh7ww/gjSvFeorpeonZJbm4ZlZSMEc9q+ewuY1q15Tex9vjOG8Bh6saFCG+5zNtY21lp7o6gzggkkcmvBr4irUqWbP0TD5VhKFG9KKVjz3W9WmGobYidoOOPavoMJh4+xtPc+Hx+Y1I1uWLO18P6nH/AGbLJMwGOmfWvDxNBe05UfV4LFS9ipSZ5l4muJ5LrzM5ySRX02CpqMT4fP6sm00dh8CIJL/4w+EmuSfKXUrZjnphXDf0r36Kj7SPqfnmL9vUw9Wq3oos/oIjtrJbsPE5zjDAMf4q+v0PxpyZ11pZ6I402CEr57yDjkE4Vs5rK7sO+uh+L3/BQCeK3+P8tqGASLTrVCeoBLyH+tYT31GzxH4I/AnxX8a/E66doUPlWFuVN1euCIoEb3/vHHA6nsODXpZfl9XGVOSmtOr6I9vK8qr4+r7OktFu+iP2e0PQfhN+yv8ADeS4kmjsrO1QfaLuXHn3UoHT1JJ+6ozj9a/WqdLCZXh73sur6t/10P3WlRwWS4S7dl1fVv8Arofkb+0P+0t4k+OmpPZ27vpfh62cmG0J2kgHh5cHk45x0Ffl2Z5rVxs9dI9F/mfi2cZ3WzCprpBbL/M0/wBmz9prxD8GNZj0u/dtT8MXbATwBtxj5x5kQ6gj06EVWV5tUwc+8Huv8i8lzurl9S28Huv8j9R/i1ofww+O/wAIH1/MepWrxq9ndwEeZFKxC4J6jBPzKf8A9f6XjaeGzDCe0WvZ9j9fzClg80wPtVr2fVP+tz8L/iF4I8R+Atcl0jWIyI8lreXH7uRPVWPBPqOor8exOGqUJ8k0fgeLwlTDVPZ1F6eZ7l+yRbq/ivWZXCsVtY+cccsfX6VzROGx90aWqzXYIgbAZx9w7Tg+vStG1YRca8hsf7TeSFkPlE8LnoD6Urgj8arG58W3HiW/HhRpxJdXM5bygSPmY8seg696unGpJ8tJO/keFmGHwlSDni4ppdz1nTfgH8TtX0+K38QanFp0JfzI7d3adwxAG/EIdRkAdWz7V9rguD80xEOZpQj/AHn+mp8TiOJsmwtVyoxUp2s2l07XNm8/Zq1lJ7mWXxN5wkADsIJCz+zZI4/OvehwFmEt6sNfN/5HDDjbL1GMVQatttp6aix/s3pdAef4muJUhACBLRXZV74U3Axit14e4p/xK8V94PjfCQb5KD19Ff1PJfiH8N9X8CCNnvXvNMmlCwSlSnzEH/WJuYI2O24+xPNfBZ1keJyur7KtqujWzPscpzbDZguejCztrtf0Mqbw34ah0GTUJ9WM2oCEt5asMF9yhRzyeCfyrw/Zw5OZy1MYZjjZYtUY0LU72vbprdnF6Raadd39vBfXX2WB8+ZIRnbj2rCEU2k3Y+hxdatTpSnShzSWy7mbJFFuIVuAxAP+zWasd0Zu2xv+HIfD51VDrsjCyjZSQoJLjIyOOnFaR5Ob3tjyswni/q7+qL33f5aGnr8vhCXUbP8AsaNktFjInxnJftjcTWs5U7q2xw4COYxpVPrErzv7vp8jDb+w/wCydipJ/aH2gnJ4TyMcD/ezWTlDk8z04/WfrF217Pl+fN/kV0mWC/W5sgYQCChycqQOufrST1ujolHnpOFR37n3j+yVr/iDWLjxGur3clzjTJfs5zjYAST0x15r53PHUlh7tn6/4P4XA4TiK1Gkk3v62/yP01/ZY+FWgfGXR9bm8W3l1cTaTCzW6CZgAQOOM183lmDhXw0pVNWfu/HPEOPybPKdPCNRg7X0PPPgl8OdI8X/ABxm8Ga/d3EVrBM4QJIwPyHjnNcuUYWM68oz1se94hZ5jKGU4fEYaSXOtdEetftlfD2y8Aajpj6Tp88dlgI1wZmLSY7da0zqiqU04x0MvC3MXjcJVhXre92tt5nF/Dix8MCbTNSuvB928QZCZ2umUHnrgmuvAOCcZKH4ny3FCqVFVpU8XKT7KJ6L+2P8RTqGt+HvCPhK48mO3hjl2xv0bAIUkdTUZ1jZzlGjQ6anq+GPD1PD4arjsxj8Ta1Pm/4gfFHxB8UX0PSYHkiutLiCEBiCzIOvH0r5uvjq+Ia5fsn7Jk/DGXZJCrXrtWqvT5n2F8NvidH4w+Amu+Gde1E6ff6am3zQfnI6fWvrKGMVbBSjJ2aPwHNeHJ5fxPSxFGnzwk9EfJOm6DFY6Fd6teWcl5bK+RqUUxDr77c18xooc0tV3P2mVR1sSqFKThJr4WtDm/2jrjwP4l/Z2S8F6+pvp86CaZx++RD1APWvscqqQlOLWx/LPiNl+Iw9CrGSTqrbsfi3d/YDJdfZUYqZD5JJ58sHjI9cV9k3G7sfzvTdW0Od9NfUx5BtcjGKg9GL0LsC2/zGdCwKHbjj5u34U1bqc1Rz05H1/A1Gi0D7JpxVpPtBL/ah2A/h21tJ07R79ThU8X7SrouXTl/W50fhWLwTJ9qTxCzAecohOSD5WeelVTdKz5zyMznma5Hg1019Tk9QtbKC/eOxn82AAFX6Z46fhXPpe1z3sPVqSpKVWNpdiPTLSO61C2tpp/s6TSBWkPAQHufpTSvJK5ria0qdGc4x5mlt38hl3bxQ3M0STeYqSFQw6MAetS9HYdKpKUIycbXX3Hoep+FoNM006rpWrl5iihk3AEoyBiOOwJx+FdcqfJHmjI+QoZpKvW+r16Gl3rbqm0cf52qyWtnam9b7PPu2IXO1Tk5yO3Nc3vcqV9D6JxoRq1J+zXMt3bcWG31f+w7+WCYrYxSoJk3cMxIwcd6uKlyN9AnUw/1qlGUffadn5dT6S/Z5+C3i34m+N4bzU5JINFtVT7Vcf89Izj9yvuR19BXw3EfEkMtovkleo9l+p72DySOIpwnOlane6v1ae6P6Vfifpus3P7Hev+Evg9Zs2oxaSLW0trM7JMYClU28g47jmvVybHrGYGlXb1a19TbE0vZ1ZQtoeeaV8L/Gel6F4Vv9U0xoksPC8FhLAJXuJ1u2uoJQjA5ztVSST0rkr8TZThq3sa2IipJ2auRGhUkrqJv6nHLY2+nvPZuDDJEXBX5l57ivrKGJpV4KrRkpRezTujFxadmfkP8A8FHr2K/+J+gyKjpssCBu+XOXHT86ue5J+eCFiFz8/GMluc/SsgOi8L+K/EHgfX7fxF4bvXsdQtWDxSICOR2bHGD0IrWnUlTkpwdmjhxuCoYyhLDYmClCW6Z+3v7Nv7UXhf48aIPC3idIrTxKkRS4tZMGK6XHLx5+8COq9R9MGv0zLszhio+zqaS/M/h3jPgbFZBW+u4Nt0L6NbwfZ/o+pwHif/gn94G1r4m2/ibTLz+z/DMj+bdacgO/fnJSJsYCN78jtmuOpkNOVfni7Q6r/I+iwXi1jaOVvDVqfNiFpGfT1ku6/HyPefi18YPhx+zH4DgtILeJJ0i8rTdLt8K0hUYBI/hQfxMf5kA+tisXQwNJJLXoj4DIOHcz4qx8qk5PlvedR9P82+i/Tb8Jvip8VPF3xZ8U3HirxddmaZ2IjiBIjhTsiL2A/WvzDE4mpXqOpUep/duS5Jg8owkcJg4Wit31b7s4LCeUp5Bfr9PWuRs+gJrGSKLU7QtyY5I2BByOGFIpH9KoFxdW2mQ2MZujJFyAQNvydecV1cyRMkdNfx3sOk2x8lS0DxsyblyMMPQ1N9RWPyu/4KM6ncXHjDwk5hMSm0uMfMDn5o/Svns0V3D5n7LwPW5FXX+H9T5F8G2TXMKyuNwTnBr8hzGr7Ko7H9U4OKrYdXJPHOoyWtuzWzbGAxwcU8qourK8jy84xPssK/ZHzFd397LKzTMWGeBnNfqVGhBWSR/N9fMMRNvnZ7B8I7jzr9ra4GY2U5B6V8dxJHlipQ0Z+rcF1HOVqmqO1X4meNfgx4pl1r4WavNot1IpVzEFZSD6q4K/pXo5RiKsqSUnc8jinKcLSrOcIJX7GUnxg+MXjHWZNV1zxtqr3VycMwnwOucBQMAc9q9TEZhOinypHy+WcM4fEte9JX7MwvGeq+PZIFh1LxTqF+shI2vMeh9h1rLCZvKutUkRmnB1LD1VCNSUvUm+Gv8AZ3hXxboWvapquoaBZWVwst1qGnjdepG3UqpIbrxz9a9LB45fWHGpLfbseRnPD8aWAhUwlNtQd5PrZ+W+j7n6ufEL9tv4I3Hg7S28OeNLvUbnTWVBHdQMJpRggs/v+NGaYWdaFoI/BM2oPEWVNu68j84/iN8crfxhPcWPhIlTeMd90chl3dQq+vvXyuFyr2U3Xr6W6E5BwxVxNaMZp6vseaSaPp+hWIS0xLdSjdLK3Lsx681nKvUxNS8vh6I/tbLMowmWYb2dCPvW1fU8znu7qzvTLGSGVsjnuDX0tFLlR8HjqtSnWk11P6cPDevXGu+GvC10lqweSCNyWZSMGP2r7SMvdufgFWNptHnP7TK3cPwm8YXn2VpE/s1wWUqQCSAfenzKxnbU/mKjPmOz7CwLZOPSuYym7dTZt/7D26gbtHBeP/RQpyFk/wBr2rVOGt/keXU+tXpKm1o/e9PItaM/hyHVtNbUo2e0GPtIOeT6jGDiqpuHMr7dTHGLGyoVVRfv/ZLviqDwmywT+GnYEhRJGcnBwckE5NTUcLpwMMrnj7yhjF3s9Pu0ONaOMMdrZGOPrWbsfQKTa1Nq/sdPtrawlt7vzmuYi8q45icMRtP4AH8aqUUkmnuefQxFacqsZ07crsn3Vlr+h0Xhjw1oms6fJLfakbKdJWULkAYC5BweevFbU6cZq7dmePmeZYrDVVGlR5oteffUwmS/tp71Y75t8S5Zg5/eDOMZzzWS5rvU9RSpThTbpaN6abDdLtdQk1KzSxujFc3Odkm8qUODkE9RShGXMuV6jxFWjGjUdaF4x3VtyN4NTjtpUa4PlQXOGXd0lBxuA/rQ29iozoOcXyauPbp2O+v9G8ZeG4LnW7bUjI13Gsc7Ix3NGY1kG7PYD+VdLhON2n6ny1DG5bjZwws6NuVtxvsndrQ5258WeKbrSbfTNQvXlsCjhEJ7ZLEE9+SaxU52UW9D2KeV4GGIlWpU0p3V3+B/Rz+yjqM2qfA/wTcCEso0SxhZyephi8r/ANkq76JH1B6pCtxa6okUtu8CSiQb2A28EVTkgS1PwO/ami/sr4+eNrbOf9JjlH+68KNwPfNc73NDwBmYhWV8qMEE9eeoqDM+xv2Xv2tPEXwZvF8O+I5X1XwlLIN0Ocvabz8zRZ7A8leh7c19Bl2aTwz5Jaw/L0Px/jPgTDZ5TeIo2hiEtH0l5S/K/T0P1Z8e/C/4P/tXeCLLU5pVu4ZAr2mo2hAni5yVz6HoVb69a+6r4bD4+mpX9Gj+UcrzvOeEcdOhy2f2oS+F9n/wUbl3d/C39lv4XBQsel6RpqYRFx5tzNj82dj1Nat0MDQ7JficNOnm3FmbdZVJbvpFfokfhv8AtAfH/wATfHjxU2oa1M9ppFuStlZKSI44yeSfV2wCzfh2FfmmNx1TFVOeW3Rdj+5OF+F8HkOEVCgrzfxS6t/5LojwmGQGJBv3pyAP7o/GvM3PukfSH7HmuDSf2h/C5UBYJmuY1fHykmByM+5IFWkK9j98NJs9Jv76+u57jbPAY2ChyFJ5/DtVakt6l28W2l1W2e3YpO6uMI3JXjNO9hqx+Gf7SlgdL+M3iuA5wblXGeuGRa/TMvlfCQPz/Hq2Jme6/sSXp/4TDX7LP+u06OT/AL9yhf8A2evsMof7yS8j+QfHahfK8HW7VGvvi3/7afpFX2J/CJ//1vwIW3mc/IhPToPXp+dVYhzit2b2keFtf15549KspLlrb/WhRjZ165PX5Tx7VcYSk3yq9jzcXmmEwii8RUUebbz2/wA0QXvh/WdNuGtb61eKVRGSp5IEv3M4/vdqlwkt0a0cfhq0FUpTTWv4b/cLBoGq3E9rbJAQ17K0MRPAZ0IVhk/3SRn0pKMnZW3HPH4eEZzctIq79Hdr77aHTa78NPE/hy0N5qKRCNWiQ7JAxDTjKA1rKhOO6PDwPEeBxlT2VFu9m9Vb4dzl7TQtQvDMtuoY28U0zjPRIBlz+ArOMZO9v6se1Vx1Gny83VxS9ZbHvHwc8DO2oaNr11cxkX19aW8UKkl973AHzdvugke1ejhKfLJVGz5PF5squZQy+nB6XbfS3L0+bsf0aQte29ppNlptyIZIoDu3ANkAKBjP1rglpdn6Akac1jPMlvb3MgSSWRcyEA5I5zj8KIq7uU9j8mf+CkMzL8U/D+ly3QuVttK3rlcbPNkIxx/uUpIyZ8aeEvjH8UPAVg2jeEPE13pNm7FzHbsFUseMnjJrtoY/E0I8lGbS8j18NmeLw0eShUcV5EHjH4tfEz4g2sFn408SXerW1oxeOOeTKhmwM4GM9PSpxGNxGISVabkkRisxxWKSWIqOSXc893ZyH+bdzzwK4DzyNN8TblbDY4YHtnt9KDM9t0v9pD48aPp1vpWn+MtQit7VAiLvVsBegBKk/ma9mGbY2EVGNV2R9BTzzMacFCFZpI858V+NfFHjnWB4h8XX76hqJQRtK+3eVB6MFAz9a86tXqVp+0qu7PLxGJq4ifta0ry7mzdTiz+BniCQI2/Utf0uHcRhQsFvduQPXllrKO1zz6nws8CcTS20Ba7OJZSoUscL05x2qVFO2pwe7GcrQ2W9tzs9U8O+GrTQpb5dVFzqPlqxQODmRnYY65PygH8a6ZwgovXU+cw2Y42pi1S9jy07vW3Sy/VtfI5ax07SJb+3t7y/EMDxb5JOTtbH3fzrOFm7Sdke1XxGIjSnOnSvK9ku67mOFtTArFiJN+D7J3P1rKyPRvU52raW/E3dIj8NjWP+JrKxsY+eAcv61cVDn956HlYt436t/s6XO/wPs34Kfs7ab8Vtb0+40nU9O0DTbtfJD6nIEE8zMxCRRsd8km3qqgYAGTyK5sRU5p8mHW27Z9FkmBlRwzr51NuUn7sI2vy2WreyV792ZP7SP7NS/B1Lo6VqGna8kExWefT5g5hfqYpYs7onAOQDnPboawjKcWoVVv1R62JwuHrKWJwU2lHeElqvNSWjXyTR8TeWoRmKnnp6Cuy6a0PnuZtpXPRtA8U+HtF04W8mlG5uDy8jbTk7GXjPQZYH8K6aVaEFbl1PkcfleMxNbnVblj0WvdP8kcWl1b+UitahmNx5hYfxL/cFY8/kfRypT5n7/wBm3z7ly4kfVtTu20zT9v2oAJAilzGAO35ZqnLnk+WO5z04rD0IKvV+HdvS51fwpgvbX4s+GYfJK3Ed/bnYwOchg3NQ007M9alOM4qUHdPqf1IaRcahZ6BDBciIKHbnBHfHHfHFaN2NbMzJp5Lq012aXaBbW7BNhJH3CTndWU5pK50UYt1IrzR+JOty2Ea6hBcKJBPPKxBHXcxr+dZqdXFurF21P9BIxpxwlLBzjdWS/A+WPG2li1lRkiZFYnqSePQZr9Qyqu6nuN6n4fxbk8aMlKndL1Za+Hfgo+JtWUOeEGQPpWecZn9XouPU5eFMhhisXKc1ddNep3Xi9o9MDaRIgjW1BA46kV81lnNVaq33P1rNY0sFhlhmtkcl4SWC7uyg5bqPwr1cwcqcOZnyOTqFWsoUz0Cy0yW+8SG/1JSLayTcFP3c/SvGqYiMMPaluz7qGWynmKxU/ggtTjrvxOLzxHJbw4WJmwfTFe1h8JyUeee58lWzmNTFuhS2OY15Tb3TbV++SQTXoYRe0W58pmk/ZVXFxItNXUtRZLOAkgnO0dK0xNOFD35o0wUcRiXGNOTsaOo6fJBiG7U5XjmuXD4hNOx9FmGWySjznr37NkNu3xz8H2q4B+2Bun9xGb+lethFOVaDv1Phs5nTpZfXhHt+qP3tuRc3OpvBDA1wsap86gYHJ6+9fbqSsfzk0dRe3Etrq2nzyW5aOPIyuM/dx/Wkn0Gfgx+3Bqq6v+0TrzTo0awxRRAN0yFPX86wk7u5ofIjNOkxdZmBOAcE4K47j+VTcCV5ZZIUUOyleCM4BHbjoaLku4RrOr/vFDBuqjgjHGcjrVkiTPAnlyycJnBCgBc+p9qlFPYSS9kSxkgjZ8Fg3BIHJou9rj5mtEY8s0tw4aUlwOF+bPPtSuJu59ffsh289xq/iR4lBEMNvkscZLGTgflTViT7utLi4h0qJZY1GCxJBx3PFaIT0Vz528S/ErxLqN1PpmhLFbOzNCVI8xyBlT14r9WwHDuG911byb+4/JMbxNiE5KK5Ujz3RtJ0nTWa1uHVrpQX24AHqQBX7Vl+VYPDJQUEmfmmOx+KxP7xybTPXtDlsLi0LQOyRhfmZumfrXqVJt2a1R8fiITg/e3Mm58SQxg2dvJ50IbDDoQK6YQjN3XxFrDytzSViFta0W3nYxZJI4YdMnqKtQk1ZstUqjjqSah4d0rxfpUmmajAtzb3a/OG6D3HoQeQexrxc2y/D46hLD4hXXTun3O3AZjXy+uq9F2a3Xc/O/4keA5PAfiCewO+Syly1pIf41HUH3XuK/lLNsrq5diJYeqvR90f0/lWZxx+GhXg99/JmHAnhFb2xErym2MBNyQORNzwPbpXl3p3XbqOo8wdKo4pc3N7v+HTf8STw5f+G7F3bV7M3W9ioB6KnZh71jT5U7yVzLMcPjaySw1Tl/V9ipqlzotzqOrXFlblLe4djarjHlqW4yPpVzlBuTS9DqwtPEwo0IVZXlFe956DrO/0WC+tp5bFpoordklTON0pQgN9AxBpRlBNXjoTVoYmdGcI1LNyTT7K+33aFV9R099KtrNLMLcRTvI82fvocYTHtiobhypW1No4eqq86rqe60kl2fc17zWBr76XpkkUVlFblkEgHAVuctjritZz51GO1jgo4OWEVavFublrbzXY+lfgd4l8O/Bvxav/AAkF811Y65aSRK8IyEyzJ+uM/jXj5hgZ1oRpxe59rwJxbTwWLq4+vSceTTzvZP8AU/VD9iL9pD4FaP4um8HaRd3k1/r8v2VfMQKgZ+PXOPeufC4T6tSaPtuIuLHnmOpzs+Zq607H2h8O/gP8OrL41XHjPw94i+03kUjO9uOgZuozUYXDQpTc4dT3c6zzNMVl1LDYmFoR2PoL4/fBOx+M/hf+yZZjBcwndG47GtsXgo4mNpHznC/EtfJsV7ak9Hoz8zfFv7I/xT0C1eD/AISedrWL7ioSMAV4UsqjTW7P6WyzjKhjZ6xim99D5J8b+BPFOjanDd3+qSSy2hHLkljt6c1wPDQjLnW5+7YHDwxlGNJS9zc9e/ZP8JaP4r+LMMHimV5PMDNHtHG4jvXRl2Epe0em58D4o4fGUcrVajV92LWnofpTYfsX+HNK8RX+t2epyPa34YSWpGFOa96OW0YXstz+QcXxvmuIVJSnrDZnlfiP9jnwiftdta+J7nToMl3s8/Lj2Ga8+eV4dH22F8Qc4ko3Sb721PzE/am8X/C34ceFpPhl4X/4myGfde7jtdiv8IrswWGhTrKSXuo/OOLeI6uYYaphVP8AfS69j8s9C8QWmj3c9ylhHceaX2iTkIjjGB7jPBr6alOMJXsfj2OwFTE04wdRxtbbq0c3rF7FqWp3V/DF5KSuWCf3QT0rKclKTaPawdGVGhClJ3aW5148VWcnh6LRW02MhFG6U437lzgg46c810OqnTUOU+eeV1VjHifbPXZdLaf5GVFqGiCy06CWyYz28ztcSBv9bG2NqgdiMH86zTp2iranfLD4n2lWcanuySUVbZ63ZXuZdGlOotbQSRmaXdbAnPlx7uje+KUnB3svQ0pwxMfZc8k7L3vN26Gro0vhSLWxJqkbtp/kMCMEnzthwRgjjfVwdPm1Whw4yOPlheWg17TmX/gN/TsR37eFbvWbZrMSWlhJIBMp+YxpnqD3rN8rmrKyKoLH08NNVbSqJadLspz2nh42uoyW92/mwTItshX/AFsR3bmPoRgce9XaHLLv0OqFXGe0pRlBWafM77PSy+epnW9nazyuj3HlIIy4J7sP4fxrJRTe51Va04pNRu72+Xc67TPDvhm68PQ3t5qZt9QlMirCMFQQTtyOoB9c1rGEHC7ep4OKzDG08ZKlTo81NW1/O3cueAvBU/irUmsraQzusyIIFJPnMehx6V4WOrypUv3b1bsj9l4NyyjmGYc+LilSpwc5N+XQ/bj4I/Dx/h/4Xt9MuJAbi42u8Y+4jY+6PpX4vxjk9Olg44xz9++vnf8AyPts44nWb45U6FJQpU1aNlbQ+n/Dni3xF4Qn8/Srh0U9UDHafwr8To4vEUdcPVcH5Ox5UqcJfHFMv6/+0Z4t0MWk1hpn9oSPOqzqX2kRH7zAnqRXj08kpYmc5Vqlm1e+935inKFkuQ1rnxlJ4qhi1WONYhdTorhi24LuGcAcV/XvAkHSyWlSb2v+Z8FmUV9YfLsflB/wUZhNv8R/D8gfaBZtyfQMuOlfoh5XqfnZtYrJuOQecAdfzoJIjEFjYZKhzyCTg4/lQBraJqWraBqVtq+j3UlreWjK8MsTFHjZecqwPbtVRk4tSTs0Y1qNOtTlSqxUotWaeqa80fqL4O/4KG/YvhhcjxZpxvfGNonl27KNsFy3QSSYxtI6sBjd2xX21HP2qDVRXmvxP5fzHwihUzSM8HU5cNLVreUfKPe+yb263PzY8d+OvFXxK8TXfi3xffPf6jdtkl+ka/wog6Kq9gK+PrVp1pupUd2z+kcsyzC5bhoYTBw5YR6L833b6s5BY0z8w+YdMd/U1znqkkfzydPlYdzigCaO2hDB8lNhJ69SKAP6YvC0F/bw6FeWt2JA9uCTsA5aPvWt09idS9rV7c+Uyh1LmRQ3ydRnnBo5ulirSPzd/wCChWh/bPEHhAxZX9xNj6Er/hXy2cVeSEJep+y+H+GdevXh5R/U+UPDVtFpdliY8kV+K4+Tr1bxP61pJYShyyR594yDXiyvbqZIwDx2zX0+WL2LSkz5POcNKvhZSpHzuIZmkaIcOxI+lfpcZckFU6H801aFVudK+p9G+BfB95ZaONcjOSindivzLOMwjUreyP6L4cymUcLSqQ3W5xXiq8gupJJ3AVs4xXt5fCSirHFxBVoyk1Mj8JRwTyhEI3KciozBuCuzzMmUZ1FGkdXNptxrXia3inBW3iIYjscVwKvClh3KnufU4jLKmIzGnNbLc5/x5faZBqrW1qu0HG7acZIrvyyFWcPaT1PnOIa2Ep15UoaXetjn9S0ezmsor2IFiVyRnpXqxxMlU5D5fGZZQdBVrNnKWrLbTiW2TDL0J7V6UqcqkbPY+dwqp0avNSVmdbYW+rak73R3SAc5rw6sqVH3Foz9AwGHxVeTm3dMo3VlE0v71cMT3rsp1k4abnFjMttVvNaH9Ffw5uHHwo8G6jbkbnt4AS3K7dpGOK+4oy9xM/l7Hw5cTUiujZ1njXTp/FfgHxF4cXZJFf2ksTDac8jjGa3TTPOsfy+2moS+AvEmrac9qlxLBM0Q8wZVTG5HIPrWtGryN6XPn80y765CMXNxSvsZlvq+mR6jc3N3p6yxTwPGIwcbJGUgOPoeazjKHM3JE1MJXdGFKnVs1JO/dJ7fNaFY3uktbaYj2ZD2zubhs8SqSMAfTmjmhaKt6mvsMQp1mqmkkuVdnqVJH09obkJEyyPMGhJ6CPuD+lK8bPQ3jGspQvLS1n6nX61qfgm606ODTbN4LhYkLSYx+9CAMMehYE596uo4Ne6j5/B4bM4VXOtUTjd6eV3b8DBhj8LtHpInlkV3kxe/LkIm7qvrxRHk92/zPVnLHc1fkirJe5ru7bP5mJcQ2izzpauzxh/3ZPG5azlbWx6dKVRxi6is7a+TOl0PSvDdxrhtNTvvLsvJ3eaDtxJx8ufzrSEKfPaT0PExuKxsML7ShTvO9reXcjvNJ0U6vawaXf8A+iXLqvmSfK0WeCWx05/SpcI86UXoa0cXifq85VqXvxWy1v6FS50NYrXVZ0v45PsEwQKG5mBbG5R3Heny6S20N6eNcqlGDpNc6vt8Ol7MmltNTNz/AGd/aHmqYPN4kJUrt+79ccU7Sva5jGtQ5Pbeyt71ttb33NTTvCRv/Di68+oxwxo0qLFJnO5ApwMeu79KhUm481zixOa+yxrwipNt8rbXnf8AKx++H7FustP+zx4I2OhjFlMh37sh4budOMZ7AVKlZH16T6H1hqz6lfRaaE8pYxIRkhsYI745zV36hZn4Q/tw6XLpv7QWuW8nlTGe3tZTtJXjy9oK59Nves3a+g1c+TXZWhYHI4GB1I9wfY1JoMB2RLG6jac7scn6kcUGZ9Afs/8A7SPjb4F68tzpBa/0S6I+1aa7nymx/EpP+rftuAPuDgV6uCx9TCzvHVdUfBcUcJYHP8P7PELlqL4Zpar/ADXl91ij8ePjp4z+PHiibWtcmNppsGRZWUbEpbp2Hozn+JiOT0wMARjMbUxVTnnt0XY6eGuGcHkWEWGwyvJ/FJ7yf6Lsunm9TxABSPm/vY64AJHUe1cFz7QSSZFby5EBD8E+nvxUAe1/s338ek/HbwRIqqyjU4gMrkZm/d45453U9egWP6GrrUtM07UZvPgYSXUSsojjBXjjPy9xmrW2pdiBGMWrafcBTI2WGI0G7BB4zSSbvqKyR+Of7X8Sr8c9acRPEJooX2uu055H9K/Scof+ypHwWZq2JZufsf3Yt/izHCDgXem3MePXDI//ALLX2uWaV/kz+YfGqj7ThlTt8NSD/CS/U/Uyvsz/ADsP/9f8MW/4SHQrh7CWExzA27lSoYgod0XPPUnp3re84O1ux4f+x4qCrRlde8t++kjQs/Ffi3Sbu/ubRzDNqDTicBByzbvM47Fdxx6Ue1km2nucdbK8vxFOlCorqCjy69Fbl++y9S3fDxlfaWniO7n3RXBtol5AkfyPliO32Pfv1p80pLmb/pHPReXU67wVOOseZ+S5tZa+fYwbh/EfkWz3EriNJLqSI5xtkUgzEe5IGah8+l/P/gnq0/qfNOMIq7UE/TXl/U6PR9P8WeNr6bT7nUpNpSCWVpWZlIRQsOQvUgHC1ovaTvd9v+AeNi6+X5ZSjVp0VvJK1lu/e389zk7bTb5pLtbWcL5MM7ud23dHGdrD33enesYxk72PfqYmklBzju4peTeq+7uewfs7xNP8avB2jSv50dxqlqcBjtG358j37Z+tb0NJ/wBdipQjUcatrW+/e3/BP6J7200y01EquVOwHALNhc9skgdKckup7MDashZzXdlLKCg3b1OWOPlPbPvVPYz5WtT8av28b8av+0BfxQTb47SytocHPUbnxj/gVcsm7gz41kt/KQRyYEmeD296gklZYyQRzx+JoAiYKBv/AIT3xnBoC+pXZlH3vmPbHAJ96CkS75fJIU4IOSuSAc0B0J96nCpHtGPmPbPtQSd34jENv8D9CF7lYL/xNdFivXbaWkAOPp51WttTmxHP7KXs97aHkPiCw8IxXWnDRLhmhnLeeznLIu7Az77eatwp8y5XofNYCvmEo1frMdV8Nuun+ZzLQaWLS7YSMZ0dRCo6MncmpsrPU9pVK/tIJr3WtfJ9DYEPhGPU3XzJXtFtcocYY3Hp9K3fJe19LfiedzZg6Cdkp82v+H/Mk0G98OafArarZm6lc85GQoHoD1zWVNwXxK5njqOMrTth6nKl+JiGWyurq4EUPzTS5hHRVTdnGPpWbtZntUaVVezTlstfNn69/Dn9mPxD8YtV+D/xN8D3NvZeF9FMdxqIMn7yKeORWmCpnJLbMD8K48MpKkuZ3Z9Dj+ZV3GXTQ5j4g/s++I/gf4d+Kfjj4ovFc2+v3cZ0uJZd7zuXbDt6YVjUYrmcVyuzugwcJzdRU39ln5r6p41TUfD8mhLYxw5ZNrpgFUQscH1Jz+leu6vuclj87w+TOjjFi/aN76Pu7f5HOrrKRXH2pbWMDyPIC9s7du7696z57O9vI9V4RyhyOb+Lm/G9iSDxFLaRaTGLeIjTJfOUkZ8w7t3z+o7UKo1y6bE1MBGpKvLmf7xW9NLaD7HxTqFhfT6jZukU07lyQOmcgge2DTjVak5LcVbLKNWlGjUTcUrH0x+x1o48f/tI6RfauqtHarLdP2GYk+WlKXPO7PUwuGhh6UaMNkf0C6PFe3EaSvf/AGmP5mCNgAAscflUN9LHo2Rm+KFgtPAvifVnv3gaKGXITG3hKmsn7J27HZgtcTTXmj8BtH8Vw67fzfaWLgSZB9s1+O4rBSw1Naas/tXAZnTxtV8r2MH4uapaM0dtbgZjA6e9duQU6im6kj5njjGw5VTW5gfC3xHd6T4mtPsvAkO1l9RXqZ5hIVaDnI8Lg3MJU8ZSpHV/FOG/vtVllaExh2JB7N614uTzhCCVz7bi3CYivXlOOzOP8IWd1Z6lBKcp8wB/GvWzCpCdKa8j57h/BVsNXVSSPof4jX9rpWgNDpcRF1NH85xwFx1r84yOE6lX99tc/Vs3rTwmAnD7UkfL/hrSrvUtQ+0qhIRgWPrzX6tjq8adKx+BcP4CrWxrrSPQ/iNBYRWdvNCFWfAXA69K+fymc5TfY+34pp0KdJS+0Z3wxkhgvmubpS6qPrXRnMpSSiZcItQcpz2E8c67FPcN5agLuPPepyzCy5eZno8SZvTi+RHo37HtlNrn7SPhG3ikWMq9zJl8lcLbSnnFfcYaCjONz+fc6xTqYapby/NH9BOlf2lYSankxPGfLGQpxgZ9ec17t+p+WWZWjuXvNZtbVipi2Ox2Z3ZGPUYxUuWhSTP5/v2uL1Lr9oPxg27d5dwiMT0UeWueenepfkI+czFHHsCDfjCgrk4J/mKkpihTIGEygdc/QdCOtUiRypFFhmbB9efu1I7jTCnml5WLxsu0Agfhwe9BZDdARWhjLky54OPl461oZmS7MSTG3I79BWYH27+x6i7fEty/yk/ZlPI9JDTSA+w7UXssINxcpJDhsDbjHJxzmtI/EkU1ofmD8R9V8VaF4s1G6026ktlF3cCORDhv9Y2P0r9UxNXF0qdOdOVlZfkfm9DD4OvOpTqxT1eh0vgvx2Netzca8FbUbJWUt90ybhgMw6detfcZRnUsRT/2n446evmfJ5nlCw07Yf4JfgcB4g8feLL9pLDSr+W1sIGJIibbvb1J7/SvlMxzfF1p8tCbjGPbqfR4HKMHTiqleClN9+h7H8K7LxVrMMN3qSTXFuSdsuc7setff8O1cVKCnXldd+58LxA8JSbhSsn2PeLPR7RI2cjzZYy2FPPcnFfoak4f5n5zOrKW2xPo+ti1u2EsQidRtC4yuT6YqZwVSFkZVaLa3PTof2QvCPx28Pad4r8T+Ir3TZUmnjiitvKClGcckOjHPFfzjx3V58fGn/LH8z+heBaMVl7m1u/yL1//AMExvhNbwmc+NNWPTjNr/SKvzFQufqSoxSJrX/gmD8GJlDS+NdYUYySHtv8A4zUuNiLItJ/wS8+C8i+ZD471fHP8dsf/AGkKOVbhJR7HMw/8EzfhhJLOg8a6qQjYBUQHI9/3dS4j5Y9iyv8AwTF+EpGZPHGpqe4/0fP5eXWbVhEX/Dsb4YjVbS1tvG+omOXlmIgyPp+7qlG43FNWNXU/+CX/AMMLZ9i+OdSPOBuEH/xFWoIyVJJHZ/Dn9gjwT8I/Fmn+PdE8W3t7e6c+9IZBEFJ99qg1x4lfu2e/k0I/X6V+6PsT4EfEjwt4W1iUau6pdzSEM7dc5rz6NRJWP37Ocnr4zDfuNkfpbpWpW2r2MV/aNuilGQa9RH844mhKhVdKe6OA+IiajJp0qWln9oypxgZrGtDmifV5BKjGqnUnY/KD4qfDD4geK9akg03Q5mLscYU4r52WEqN6H9u5DxFleCwydSutPM+o/wBk39mLWfh9ft4v8ZRLHdsuIou65716mFwfsnzM/DPEfj6jmdP6lgZXj1Z9j/EjxlD4P0GW8LhJSp2k9uK9Kckkfg+R5W8diFDofhx4k+P3i6b47WxTU5Jbe4m8p0ydu1j6V85iKjbP6xjkOCp4FR9mk0g+I37DHgb4v+N9Q17UvE97pT3JE3lxJGVG8An7wr1cC1OB/Iee4JUMyq6WucsP+CV/wwZvLTx/qG4DJ/dwf4V7CgjwmkY97/wTB+H1jcrbJ43vZRMBhjFHuU5B6D8qnlDQii/4JeeA2LK3ju9UD1hiH86m3cCK9/4Jf+BLeykurbx7du8eMKYYsfiaUVcdkan/AA6u8GraxXjfEC8DyKrYFvHgZHrmteVE8qtaxSj/AOCWnhKVGYePrvj/AKd48H9aTiFokNj/AMEt/Ct7G7jx3drsOOLeM/1qlFmns0W0/wCCXHg5dyyeProY4/49ov6sKbhYiVONy2v/AASr8EttUfEW63MM4+yxf/F0uXzJ5FuYmr/8Eu/D+mzwGDx/LJHIwBD2qA+/RjU8pMqaasmdz8Lv2K9I+EHxJ0zVtM1p9duZ8hITDsRD/eJz1r4LjHE08NlVatLR2svV6H0GS1a9KUqEJXU9/RO59ya74F1Tw7Cl5q9usfm9WH3QevBFfylHOquOioyqOSh3Pr6VOkrqKs32OafwV4j1/wCw6vofiaztLOJiZrUwmaSVVPI8zeNp/A1+y5bwTRxOXvE1Ze/JXil09TycRj61Kqocr5VvcnuvDUV0IoG3fa5ZAoTZlcdyT2xX5JluBxGJx6wcY63s/Lue3WqwhSdRnaWGg3rQrpcDQRi0ZcOhbcSDnJ+XjNf2pgsHTwtGFCntFH5zOTqScn1Py2/4KMaPdWPi7wrql/P9pF5bXShQCdnktF3xznd6V1zjZmMlax+dCK8h88jyVPCh+CffHPSsjMrzbBIyTsGHDDByT+AoAiEkSLln/eE45HAH16UATy7DHmI7sgDPY0AV1blSOdp5P/1qAFkAywDAN16/1oAcXI+UA8DBb/Dn+lADWcN95SX7HOM/hQB/TF4YtNJvfB2hNNqhtRFZwSBoztJ3RjIJORjmuhRsVoa2rWmnxadFBbausmWXJIDMwPPUMKbWoJnjPxQ+Bvgv4ralYah4r125tX05SsSRFEDA9eH3k/gRXkY7BQxUOSpf5H1GSZ/icoqyq4ZJt73v09GjzeP9jT4X3+pi2Hie+FsIS4AaHJbIGM7OnNeBS4ZwcesvvX+R99X8S82qq06cPuf/AMkEf7GHwoVJ7FfEN4yEEEloSQT77f6VrPhvDNpqcvvX+RS8TM1VJ0vZU7Pyl/8AJHm4/wCCdvwcuUl1F/FOqK4ZsKsluBx6Ax5r6OGCgqfsrux8RPP8RUre2cUn8/8AM9X8J/shfDDQtCfT/wDhJtRkt5UyfNeDjPoREP1zXy+J4Wwder7STkn5Nf5H3GX+JmaYGDp06cGn3T/SSPO/FP8AwT7+Dl4yXUXizVAZZFBVZLcjBPYeV/Wvco5VRorli38z5TGcXYzFyc6kYq/a/wDmVNJ/4J+/CfR7kXEfjDVY2XkB2t+fw8rmssRldKtFxncrL+MMZgqiqUoxb87/AOZ6Nafse/Di51A2sfiG5SNYNwkHlby2cd1x+lfPU+E8NF8zqy16af5H2tLxUzSndqhTu/KX/wAkeZah/wAE6fhTq+oz3Nx4z1PeWzwbbA9v9XX1VHLqdKmqcL2PzvHcSYnF1nXqJXfa/wDmaulfsF/DO10Oa3fxNfTL83LGHIx6YUVwVMkpTn7Tnafy/wAj6fD8b4qNFYd0YNed/wDMzIf+Cc3weuoxcyeL9VhXbuwr2+P1hP8AOvUhgowVrv8AA+cq8R13UclCK+//ADOwg/Yc+GfhvRmj07xTeT7sAGUwMcH02oK8TE8PUa0+dzlf5f5H2OB8SMdhKapxowdu/N/mcxf/ALA/w21KXzZ/Fd9bgjPAgUE/Uoaujk9KkrKTf3HHjPEHG4l3lSgvS/8AmfZPgvwJB4W8I6Z4Usdbe7ttKRUjkmILsq9MgED8gK+ohTUYJI/MsRUdapKq93qa7WN5qhuE/tdbMqCh8oY3A8ZOT1otY429T4L17/gm38KfFviW/wBbu/GOpW89/K0zpGYNoZjk43Rk4o5ETY5q/wD+CYHwqstYjsR421RreRN27/R9wP8A37xUOAJIVv8AgmJ8I8ER+O9UwOx+zjn/AL91C8yXFXM66/4Jl/DWG381fG2q5BGNywYx/wB8Vai2Hu9joIv+CW3wle3WZvHmqDK5P/Hvj/0XV8o7IY//AAS7+E4VXh8d6owb2t//AI3RyicIlVf+CXXw5nc7PHGojH+xB/8AEVTh5lKlGxRh/wCCYPw/a9ktW8c6goTofLg5/wDHanlFKnE0I/8AgmJ8NubR/Gt8SejmOHd/KmkrWaOd0bz5lL5FHVv+CXngPTp7NY/HN88VyxDZihyuPTip5UbcqHyf8Ev/AIeBikXj293D1jhH9KyT12JcEZ0n/BMvwfBbuR46vWVOQPJTB/IVXLcl0ot3PvT4C/BTTvhB8PNL8G6Zrp1G3sPPZXmChv30jSkYHAwWNacq2N72PVX0dxNHcprAaGOTcYcjaeDxmi3Qs/F7/goToi2Xxts74Orfb9IgkDLzhkmmUjP0ArKUbCufB67oQxlbKZyTjt2BqCAR9+5gAyn5fTp7VoFxqkIjYAVk5PPTP+NZmgQ5MSsCAuST356VoZhKZArgKdw5AHTFAEAEwtzKSNq9evze5rMD0D4a38+n/ELwrqNsRut9VsZM5wBtnQ/lxTW47n9Fj3+rQ6gpmijK+UFABznkGtpQ0NY6nQQ6hdf2hZPBHHHtkAbBOeatRsjK+up+U37dcEi/GVbuRcG4so/x2/8A66+7yaV6DXmfF5sv36fkeafswaibH4zeGS3S4NzAf+B28mP1Ar7bL3bER/rofz54r4f23CeLt9nkf3Tj+h+vdfcn+ZJ//9D8NJL3xNrNzNqXLyZtw7KoUA7sQ8AY5YVtzTlr6Hz8aOCw8I0dl71rvy978DQtdB8S6l/at+0gjksTcPcb2wxfDGYKAOTwc9ulOMaj5pdr/wDBOSrjsFQ9jRSup8qjba2nLd/PQzBL4kuY7TRnuZDC7QCGMt8oMnMZA/GoXO2ona44KDniVBXSld210+IsjQNSnmsra+uRFDcS3ChnfKx+UwEzEZ9efer5Kl0pPTX/AIJg8woxjUnShdxUXZLe6vFf1sTX/h240vWJtNhvwRHLbQmUMUB85AwPU8KKJQlGfKn2IoZjCvho15Ut1J2tf4Xb72Zw0JHs/tb3sQxbTXAQtyfKl8vZ/vN94D0oUHa9+h2PHNVPZqm/ijG9u8b39Fs/M+h/2bdC02D48fDaXTLn7ddPfs9xGuAE8qMuce23ue+auMIrlaevUMDisRVr1IVafLFW5X3/AKsf0EWms7I7tDYyFyvB2g9Rxya1aPolJJmppMF/Z6nD9otcho22gEHGMUSt0Hzrqfg/+1lrL6r+0F4wuHIhMVxHEoPokKAjjvnNcctzOW584HMp+Zj0OD2x65qCB6yAAooOV6dj7mgCF8hSrZOegA/nQA8CMwru+Vs9T0FAFptjFdo346DrnHqaAJhKGjALcZyccfqaAP0Z/ZW+D3w++K3wtkX4iacmqw6dfTvaLJI8YhaYKspARlyW8tM5z04rqpxTWoabM+o9E/Yy/ZpuLmNLzwjCcg5DXM4BP4SCqlGK2RCjE2Yv2Kf2XGSRpPBiSI8jKhjuLpuFx6S/zo5UPlQSfsXfsi2fli68FyRyOcDM95/SQ1Cj5A4xsYHj39i79mK60G4TQPDEsWpKP3JE111B5BBbHI4py13MqdOEPhR8WeNf2efhH4W8L6prVjoE0N7YQO6lpZn2uvHK57Vx1VaDaPVwai8RBSXVHB/AP9p3xj8INPn8NwxpqWg3YxJbNI8LoT/FHKh3Kc/WvkI4+pQurXR++VeFcDmc1U53CWl2rP8ABnofi34x+KP2mfiZ4W8LeM0iTRJL+FBYWwfYIyfmLtkuzFcgnI9sVjQxtfF4iHMrJPY9fMuGssyLK6/sm51HGzk/PstkfZEf7EH7Is87r/wjcxCHDf6ZdjB/77r9A5F0R/MGhWH7DH7JraiY/wDhHpltwO97dgZ+vmZp8hcVcnT9hn9kk3yxReGpp02kkC+vT/KQH9arkQ5JJGrL+wz+x7bQ+Ze+D5k3HA/07UB/7XNTyeRnodf4S/Ze/Zt+Ft5N4h8A6LLp2pSRGMSG4upztYcgLO7r+lHLZ7Epnr9lpNhBaRyb5wNvJKr0Hts/lUarVFN3Woy+0/wdreh3fhy+uJpdN1EMkyIPL3BhgjcoDD8CKiTb0LpzcGpR3R88+E/2OP2atN1DUJItKuI0JAjVru5PGOxZzmuLEZfh8Tb20b282vyPp8DxJmWBbnhqlm/JP80ypqn7GH7L2r6i5utMunk6sPtt0OP++60pYKhSVqcbGONz/H4yXPiKl36Jfkivb/sX/sz6bqtvLpum3MYHVvtlwcfiXpVcDSqw9nUjdepeCz/H4Wr7ahO0vRP9DrNT/Zd+AMqjdazzkkAZuZmwCR0G6uCnkOBpr3IW+b/zPravH+e1P4tZP/t2P+REn7IP7ONsDe3Om3SbMEH7TcAZ/wC+6uWT4WWjj+LONcd5yrWqLT+7H/Iu6r+yr+ztqsMt1cw3LNJFsH+kzYAxjgbqzjkWChblha3mysZx9neMf+0VU+nwx/yOV8O/shfA3S7RmsrK8HmE5JuJDkZ9zTr5Rhqvxp/eziwnGWa4W/sZpf8Abq/yKeofscfs1axP5+oR3kki8NtuplCn6ZxWlDL6GHVqUbfM4MZxNmOMd687/JD9D/Yt/Z4t9XltolvIbQpwPtMvJ/3iaqplmHqu81+J0UOLMzoR5KU0l6Ioar+wz+zNcXvlSC93nnH2yX/Guung6VONoI8vFZ7jcTLnrTu/Q6bwR+yh8DfhV4s07xf4Je5h1O13qryTvKoEilWyrEjoTWscPFO9jgnjq1SDpyejPqF4rJnPlasztKw+QMApPYY966uVWOOyJ7GxgudYImujC0ULY8ojuR1rOK0MGfznftB+XP8AGzxlN5rT5vmG5hknaoAJrN7lHjySuxLKCwGAAOgOKgzHFgC3qoJIPHB9KdgKol85DuUuF7dsdiaQE6mLyVZhuUdM5/lQUiBUWQHKlcHJPQ/hQSZN1GsMhDfxcgZ4BNAH27+yXZwzeH/Ec0w586Jc59FJ/rW0QPq2wu7aAxtFiTsATgdf/r1aWuhbWh8l694d8J+LPEuoNrEzRSadd7zEB8siscla/oDA5bTzDBxTlZpLU/BMVjsRl2Mk4wvGTdw+MHw8fxVqkGo/DLwmdH0y2hjWRw4AmIUbyASOtfGR4ezaniakEvR33Pqp8UZGqNJTq++91bY3b/wV4E8SfCzT9H0/QZND8UQMBczy/wAQB5x7Gu3J+G8zqSf1mLgvMM3z/LaLTwtT2mnT9Tt/hxZ6f4S8PHRzqK3DKfu9MV+vYbL5YenGine3U/CM2xFTGVvb8li893b6XMZ2TcHJIUdcV9PyupCzex5ii5qyKkl3YXM9sJIPLkdiwC9VUd29jURUoKxryys9T9CvhlC+k+B9DtGijY3MayAu2P8AXfN6e9fyxxTXVTNKsuzt92h/U3CeH9llVFW1av8Aeeo6vo1zZwG6kEZ8rDFdx5/Svkk9D7eWqNZNfhOnmMW8YMiAAcNj8hUWl1OXQdp15pSWSwPZbnGdzBePXjilZgbWgiw1SKa30+3Ebo+DuCg1i9GBXutHgbUp1+zxGQrt3YGPz6VMldCjuYmoLbaRPbWVxbqZJj8rKBgfX/61KzS3NdBddWwSC13wZlU5yFzVQn3FKN9Ec/ql2YIxPaxoTkYLfLg/kaqolKJpBzpyUo7o7TwN4O+HF7rUWpeJdJiF7kMV3fKx9R0rxeRU5an6PS4kx9Sh7KhUs+x9b6x8T/A/gbRQ87fZ7eBPljUcYHoa7lUi9j89xCrSqOVXVs8Ok/aPudesrrWdIMVlo9vnMr/M2B7V4OJzT2dT2UI3Z7eGyedSl7aT0NbwV4+n8d+HpvF+geIxcWcO4MyxLhWTqK4pZnWT+EcsDDROTPKtM/a1J1O6g0++j1WKwcrOpXay461tDNWmo1Y2NnlEakXKlLY63x/4+8I/G7wNJZaRJJHflfl2c4b0Ne9KV43NMjzGpl+I54q58QeCf2YLHwj4ll8eePLpbyVCTb25PAPqfevDqQcnY/aKnEFSdJ1az5Yn0HousWrahcXhtVZBhQzFSMDsMg17uBoOnC/c/n/N8z+vYuVRfCtjVtrvSH1Ke6urJCHGFCKP14r2bM8N2NG1m8PnVYo1swJJRhdyLgGsWmlqNM0dc0O38mD7XbRvl8jKjP6DNITMa70q0sIJr+e0jMAGSFUfyrJKRqmRWq6ZcabJK8CmJkyo29OOKak07MppWOfhNotmqwwp8n8JUCulNPYSg+pY06zk1aCSW2t0jSM4PzDr+Appo3WhrWMkGls1rd2kckg53HaePxWqld7HNNa6kc1zol1qy3NzZR+Wq4+VRkn8qnUh2LjSeGRdwO1mBvcKAUGOT61lJPqFzj/i34z0z4YWuja9flbSO8vlgilwFVWZSQSew4r8q49y+eLy5RhrZ7dz7XhvB1cTXmqKu1G/m9tj59+KHxY1f9oDSLr4b+CfEsEOqoonRYpGUyrH99d6+3YV+KcMcLShiHVdO7S0T6n61hIVslqRzDMMN+621Wqvs7HzJ8HvhT8cvB3xKsL2PTS9lFJ/pMjSgwSwnhh15OPUZBr9hwGIq0sRGEIS5l9mz2/Kx9RxNxVkuZZTKjZNvbun0P0ot/saxvFEgJQnAYdK/VqeHw8ajrQppTe7tr95/KHvtct9B2nwnUZJorW2CeX945ArtTLjZdD81/8AgobYzafe+BZ7iP8A1g1BBhuv+orOs1oZSPzcDMI2iKhjGxJI+9g+/oK5jIfEFyk0EmGI6D+FieaAK3zIrBVJJJwCOuPX60AIA0jNK2cnBYnufSgCBiwkYcoAMg0ASZJjxy3HTvQBEjZPB6+tAD3YBghGST8p+nWgD+kbwP4h+1fDnw+nlp++020OOv8AyyXJruSYnY7Z9Y01I4JXs9oQoM4AGemTUSixm7qthGXt5WCNvZiucHGRWXQnqc3ciKwvrXT5I1LTBmVhjGFI4/Wos0joRnXk1ut9cpFHtLbT04yB/wDXreM7k8mtyvZ2U+rWUs6CJNjMmAc8j8K0jJXN09LFqLWRLooszDGCyhf73TgnpTszlla5sNqelgQStZFQroM4GOTjPNZyTtchM2tU0pGa2leJG3liuQDgEY/CsmrlHOzxxaffW1hJCpeUFgwAxgdqhppbmiszNvntUv7pIItpYgj5eCR74reErqwcnUrWtjcarYy3ESxRhSyYDZ5A9hWqaN0+hoRazG+kC2a3iBZduOG+6cE8D2oszlk1cuNqOjiyjd7E4iAyQoGSPrUOL3EdFqenQ3NhHeGFGikZCoIB/SskJ7nMPoNw9w7RrGASSozj+ldCl7qOqGhgRT7b2W1khjUwnDFTu/pU3XQmSuauktpz6rIzQZYrgHbj8qynNW0I5GnqT77R9VGmG3DTyjIJAwB/P9KzV31B6F6TQ4IPJWe3iYo+QQAf8/jRGNtzOR0OqWttpunzXF9AkkRAIChT+XTFaCRzgu9B+x4+wlldcglR3rRRYytpmrW1tafZWtYjg8cAZH4qar3g0sQGyfV52uraGOJM427u5+i1pfSzOiGmpkXBazv20+a3j8wDJYMDx9NuazuglqXbf+zX1WBpoQdoxnbxk1nKaM+Rpl6/l0+3vooZ7YOZm2p8o4J6Zz/SsE2+o2rFy48P28cEguLWJgxBHy5x/Wmk09TOWp1H9m29tYfap7eNrfy+gVe3tjrWhKOWsrrw2YS62RZWJ/gXj6VaUhlTTdQ06x8+JbOLY7EqSozg+uQa0sxKx+Tn/BR1Ibnxt4UuoIFtxJp88TbdoDGOXcDwB039K56l9LjPzgZXLFThkXk4OB9G9f51gaEwUKE8vC8ZyD69s0GYKsW0ljhwPx6n1oAcmJXeN+gJA9/cUGgwBhIWIzkYJxz9KDMG3gH96WB+6MYBNAGhpV4+maha3/IeCSOTIPQIwb+nSne2pSP6YbeCPXJLWRbloojEGAjx8wIyM5zXa7miWpDbxG3nhtBKwMc3+szzwc5ptMtxVj87P2/NDu7PxpoWtys8tvc28kQkPTepBIz645/Gvr8lkuSUT4vOoWnCR8vfA25Nj8VfCE7HaP7ShTPtK2z/ANmr7fCO1eHqfi3HtH2vDOYQX/PuT+5X/Q/aevvz/Kc//9H8NG0zxBYWV/MrmKKxmSG4UPyJInwgI9mzg1u+dOXSx8+sRhK1WlC13NNx06Na/etzotV8LeItG0i31ufUA41UKcKzZP2gAtuPvu+aiSkmm3v+p42FzPB4nESwsaX8PyX2b2t92hz1voN1dNprPeRx/b5XiQl/9WYnVAW9B83B9BS5Xyx13PZqY6EFVtBvkSb03um9O+2pteF/CunazHqT6nqyWh099qgsv7wHOWXceeR265qo0uZNuVrHnZnmlbDOjGjQcudX2em1k7HJ2dtbXH243N0IPIheSPdz5rqwCoPcgk/hUKKd9T3qlSpD2fJC92k/JNO7+RuwaV4ai1nSYrzUCbG5QtdSKPmhILADjPPAP41cVC8bvTqeXUxWNlh68qdL34u0V/Ntr08/uPrX9j/Q9Guv2qtAg8MTC4s7O2vJvNfJGRE65GQCfvLj65prkU/c2OvKZ4qph+fGR5Z32+S/4J+51raXUl75W9C7MV3AcYGO341s3oe3c7mwa6bWJRdmNktIM/KMcsTn+VQ9UNPU/m6+Ompx6x8YvGmoIeH1W6CY5yI5CgA/Ba5nuB5c6scYz04HvUAQk8BnPzHHSgBfkBYuwBb06UAWACE8wxjaen09cUAMWRvmQryOgPGB3oAj3MoKEb8nIHp9aAP2s/Yp0uGw+ASalNErNcTTM2RljluD+vFdEHZFWuj7Q8PrayQ3E5tzIAOAyH0zkZq5SRCRQttdhs7O1s7YrCxDuyspznPaqSuMZLr0815byykMI+iHABo5elxN+Rav/FaRGKSaOEFnA+8OPwFRJJdQWp80/tF+Gr2z0i/1/wALGG8bVEIaMOv7pnGHZgTjHORW2GjSlVj7d2j1OPFzrxoylhl7/T1Pz78Ffszy+LrrU5nspYoNPhZ3ZZApd3BClR3AOM4r1MyweUOC+rK7vqc2TZ/xNGcvrU2lbTbfoewfs6/CzxH4F8Zab4sXRnDwTNDL9p2jbC33n3uQARgYwc9u9evPL8hp4OVSk0qvRdTxJcScX4vGxw2Lu6F7ybtby8z9HU1a2ubi5aFkKyNwVYH9BXx8ZN6WPteVb3DSZf7U1Gaxkuo4xCMn5efzzVX1saxdi19oTQtTXybqNjOmDuHTnPGDVv3tDOfctXuvT3QhV2BjRs44G78zUcvS5jfyLt94ojjtjLNBENuMAuB/jScV3GdPHfabdaauoS3sEOY+FMgFYpoTMWzjsr2FFS7iG0k4DKc/lUuN3ccdDFstbgudSuLZ3iX7K2M7hzj61LVtjZFO51i0n1WZ4ShUjblGU4x9DW8ZeRPInrcp2ty93qyaYbiOMOM/MuTj88Vpe2hotNjR1KKPRAl5HdRMfMAww44Ps2a0vdcop7XLV94huLm1+zb12EgkgcH2G41PK+5hfyLreI4ltMSW0YVF/vgHiocfMVzoNI1Gx1TTYrtriK1VATguPX8KzGZECWl6ZUS6iXe+chlOefaokrhHQyJNThTWm0hjHmIZ3gjn2xSastDVakOq6rZtqcYi2kouDtZc/wBauE3bVCcbsyZr6T7fBaLJGouDgFwSf0NbNmkdNjbu9NFojXDTxvs5Khevt1rS9tBy16lrSXs7a8uZJIyCsWMopOfrWUmYcrR/OJ8WZ21H4meJ76NuGvZ8ZGOA2BXKwZ51EEJeKLg5G7Pzc49x7VJI0Pl03fwrx05984oAAZIlZRGApByadjQLdxGuFOFA4BJwSf8APamjMV1YzmUqEYD73XcPTB71JVrmLeeTLKTGoAbj3H1oJPpb4E/Fnwr8N9B1PT/EQnM91cLIvlpuXaqBeufWtItLcrofQV3+0r8OL6GNUhvXSIfMfs+QP1xQ60E7N6mnLJq8VoeUW/i6yl1bXNU0HRzqIu5w8bTOIUQberDrn2r+gsix06eDSoQu3brofgue4T2mLtVq8sVfZXbNjQviF8WI9Hure2Gk6nZSOcwb9r2+O2cgkV6Xt8zqV/bRUJPydrHy2JyvJudOftIy72umVrjx9rmUtPGFtHp8bYCXVn+8jUej9SPrXsU80xNH3cbCyb+KOq+ZMcpoWc8BJyf8stH8jobjQrC51u2v7W/W5tnjV/3TZVjjPNe5h4xxNX20JaHnPEVIUHTnC0vM7S5tEuLZijbVwC27rn0Fe/FyvyvY+fjOz8xLCK3tF2TgKXwuW5bBNFd2jePQes5L1Ppi3/a++Amg2Nt4fvVu3n0hEtSwtmPzwAIxHtletfxhmGIjUxdWb6yf5n9fZfT9nhKUO0V+Q3VP22/gdeWvkfab8l+zWz4IH1rzlUXU9a6K8X7bXwLhtTbRPeE7cDFqw/Wq9rGxDNa1/bc+BSWcUMy3hYZyfszkn8ayc0yUh4/ba+AUDD7Et5CG5bFs/wAx/CockymO0r9tf9n5L26nuzegPkRgW8h5+mOKTaIRbn/bd/Z7nmE92lzIYful7WQlf0pJvqaXMPV/20f2f71raeKe7Ta3zEW0oOPxFaKS6ktl6T9tP9nGVWt5rm7dVAJDWkv/AMTWnPELkF9+2b8BLq2Uw6veRzD/AFbC1mzx0/hrKahPSRSdmpQdmjl9J/4KD+EdRjGheI9EubyzlOzMxTIX1615U6TjdwPVpZrKCaxMOZdz3/wJ8c/2fda0680X7Slpp14uJIZnCEbuuM18hjKFb2qqRR9th8ywFSlyQqcvkz1Pwt8aPgf8MvDUnhLwRcWv9mS72YG4TkydeprhnTxMndoxdTBrX2qPIbPUPgBai+k0C6tdPuNTcvO7zpgljk45qfYYhtOUdj0KOIy+F71UvmWZv2hPgn8HbA2Ok38V3cFSxNuwlLH0yDX1NOdWUUrHg4rP8rw3N9XjzyX3HzT4r/4KCeDdYfyP7Ev5Y2bHy+Xzt9cvxXsUaNtZnxuLzLF46SdT3Y9jsNA/bU+AsmnQ3mozXOk3Mi/PbSWs0jKV45eNWQ5Azwa9pVIpHOkkrG7Y/trfs9R3kzT6pclWB25s7nGfoEqXUXQGiyf20f2bGInOpXX2hPut9kuePp8lZOSZoQ3v7a/7PUstobnW7vaGG4i3uRwfbZUprqZPyN+8/ba/Znljeyi1m5lhP3la0ugMf9+6lt3LRQk/bK/ZlltWtbbWJYl2naotrsYx9Y//AK1Wmh3Kej/tf/s5Q2ipc+IZmkGchrO6/mIzWvNFbMm7NS0/bA/Zxst0Vl4lkgjkOWUWl3yfX/VU+aPRlp9yk37Xv7Pkt2Z38SO5PQta3XOPby/51fPFdRNofH+2F+zymoxyS6/IYiMcW1xtzjj/AJZ5qXUj0Itcvv8Atefs0Tndca7MzxncoFvc8HsfuCs3JFLQ5Dx5+0n+zB8QPDraF4l1iS+t2YFFaCclD03DKcEeteZjMLTxNL2cm12Z3YLHVsHVVahKzRxfgLx7+xP8M7qLWdH1ua51JVOJ5be53puyCB8npxxXz2FyR0aiqzqttbJaI+lzPijHZhF060vdZ7ZD+1t+zLFD9ntddaJH5IEd1yT77K+wTR8bcxdJ/av/AGdoPNFz4qcENlQ0FwcDPHO01spRRPNqbMH7V37OlnO8ll4p8lpf9Z+5uOfzSnzR3RSfc+Hv20/jB8P/AIpp4Xj8D6wdXOmG7M2I3XyxKItv+sC9dp6VnUadrAz4S3FVGw8zYxnqce3asCB0TwI6M2Vk9R0x9MUANfBG7d82RnIzke2aAHuWYnk/L0A9PxoAYznBLDjkf/qoADIcblzjtk9PwoArOqAgqRu6igBZJRGf38mFXGOM4PtQB+r3g39tL4TaF4I0bQryy1A3VnYW8Eu2BQpkiiVGIO7OCQa61UVrFM7Mft5fApkRLrSr59igYNuvLAf7xzWTmhLQi/4bp+Bz3lrLcabfMkTksPJGcEHA+9zUpoTNOf8Ab1+Ask4aTSrxgq7UZrZWKg+nzcVKk+pdzKt/23/gQNQnuhZX6RyKuAtsAMjrxmtoySJdy7/w3N8CIldIYtQgD5JC22Mse/3qv2iKTXUzIP22vgpb2LW6RX2WB6W+P1Bp+0jYTsbH/Dc3wGkjRZ7K8kCqOPs/8Q79ayc0xLQhj/bk+BEl7bS3VrfbInJb9wc7fTrzSuiX5GlN+3d+z/JKJXtLtvLG1Ga1LFfp6Vmm+paZkxfts/ASK+nuxFfLG4BAS1PBHU4rZTSE2XYf23/gK1vIbR7+FHzwLVh8x71XOik+5m2/7anwPsrT7MWvFdgT/wAezDqfWr9pEl6mvF+298ApbWKK6ivHCoAw+zMcmsnO4KyILn9tz4ETRJEovSokXaBA4woPP6Vmmgfc1V/bg+AHmytFfX0KDkL9kl449hWymkrFJrqRQfto/s57nmS7uy8n32+xy5Ofwo54hcpR/tkfs9LrH2s3d28IX+K0lxn2AFTKSJTZsn9tr9nIOt4klwJYv+Wv2OYED67aybKbDV/22f2c76x2w3t59q3g/wDHrMOPrihPuQ7kZ/bU/Z+kiWO4u7t4CACptZiPf+GquikSQftsfs4D5Yby5CbeFNpPnH/fNVzpCepnW37ZvwCSEpLqdwN5+XdaTtx+CVqqkRFqw/bP/Z9tS6rrVyik9rK4xn/vin7SJrdFn/hsn9m5pmvJ9XuJJiPv/YrnOP8Av3U88e5DZl3f7Yf7OUuoQSxa1cSJHnev2S4wcd+EqZSixXZuT/tm/s0MFebUJXePDIxtLrK/Q+XWNymy5c/tq/s231hNv1m78/bhcWl11+vl4pJ9yGYtt+2v+z+tlHbSard4XIdDbXLZ+vyVd0wRZg/bR/Zqt2RINSuY0zyrWdzj/wBAqlJFNJmZH+2j+z0bq4UazcBScqDZ3JGB1x+7961VSJKSPif9sH4sfDP4rS+GLzwHqDXk+nfa1uN8EsQCy+UU/wBaq55U9KzqSTtY0Piaf5CxVRnoQOdwrnMyWXbKpt4/lJXO7H4dDzQBE8e2H5m4J6kGgdgV1lcIoAOM5J69fagQSSfwwYfJHHrjr05oNCJLV4iU5dRnbzjHoeaCLDuZi247W2/Ngc59aCz+hX4J3upap8JPDOqON7SWsYaTzAX4GAfWu+MrozbPbrA3Kabd3X2NZwFJ3FgGDAeh/wAaT0YJux8Y/wDBQLTfN+FnhDWPLIkTUPLY9f8AWQueT/wCvo8kf72a8j53OP4UH5/ofmr4GvfsXirQb3OPs1/ayZ9NkqmvvaTtUi/NH5nnlH22V4qj/NTmvvi0funX6Mf5An//0vxy1L4Y3thFK99rEeyRlLc8O7EHJyeeTnNdcqck22z80w3EtOrKKpYd3X4L7vI5Sw8P215b3DXuqCNbV5ERN2SRHwWAJwF6f0zWCinds93EY+dOUfZ0buSTb9ene/8ATOstPAvg17GO6uvEccTybSULrlQc54654zWyowerkfP1c7zJVXCGEbS62ZxV5YeGLfU7WGO9Z7Ns+bIo3MoDEcDjkjmsGo8yV9D6ejXx06E5Sp2n0XTbqdfpNh8MTczrq946ImPL2l3BP1AHGP14rWLppu7PncVXzzki8PTTb32Ri+Jf+EBigkj8PPJLKFG12DD5t/PX/Y/WspSp3909LLv7WlNPGJJX207f5n15+wld6CP2kNHbREZRFpeoCUynlm2Lhs+/p2prl05T38vhio87xTWu1unkfuvoekWyW8WtNdvKZXkIjDLgZJHpnFaXketoZuruLSLWb61nkiC2r7grA4IQsBnB9aTdikfzTeJLptS8Q6nfMCXlup5CxPLb3LZOawAyDtZdzAHHII7e2KAGo4GSp+XoccZoATBP8JyPyoAEXHDN8rA5H/1+tADIwS2xsnbjGevHTNAEkaBpHbg5yCCB/nigD95v2XtJ1DS/gP4WmW2QrdJDIPmwdrkEkr61qtgPrPU9XmjWSQQCMxxk7VcrnAqrk6nzd8fPitD8FvAFh4+u7FtS+1XEdqLdH8sh5FZ87sEYAX0pxqWLTZ8aQ/8ABQqwjvIr9vB7/Jxg3Ck/ntpurcWheX/go3ZDLP4KbMmcFrleP/HRUc4GFrn7fWk+INGuNGk8JOqXIwzCdTgeo+WoUrFMZ4a/bs8JeF7dk0rwTO1w6LHJI9wuSB2A24AqW77Ajr1/4KNaZOnzeD5gE44mTH/oNNSaHcxrD/goH4es3nZvB07tK27PnoP6VsqisQjU/wCHhfhiY5PhC4UjriaMH+VP2hSdikv7fvhiS7lnPhG8CqABiePr+NP2sSrksv8AwUC8NSSQTL4Tum8tgcGaM/hSdW5maj/8FFfC3nEt4NupC/Yyx8fWsucpFST/AIKEeGJ4JI28I3KGXsZI8D6ilzagzVh/4KJeC7LToraLwbdb4wQWWSLB9+tS5X2JQyH/AIKL+D5LcFvCN4uOozEP5mqUrF3MiP8Ab/8AA9tfzX0/hC+bzgANskXH64rWM0iNbl8/8FDfh9IyBvCd+jEkBg8PbtndT9orWKRQvv8AgoB4FvSixeFtQyhBO6SHoP8AgVV7RD5l2Irj9v8A8I3EYiXwte4VurPFjj6NQ6q7C0Nn/h4h4Ldlz4QvHAA+UtF/8VWfOJaEB/4KFeCnJb/hE7yMMuFXMWOe33qjmGy3pf8AwUL8Aadp5gfwjeGcsXyrQjr9XzSb7EJAn/BRbwOUZ28I3uW5yBAT+e+kmaXMV/8AgoH8PJ9X+3P4T1Haq4wPJX/2fFaxmluS2bK/8FB/hnKis/hXUj6bRAWH5y1p7RCIrv8A4KD/AAxKJ5fhvV92cZIgA/8ARtEaisbXRo2X/BRH4b2MF5E3hvVpJJ0woUW+QccdZhSdSI+e+5+TfibUTrevalrSI8Yv7mWYK3ZZHJGcegNcpgYyhfM3RHLEjOM9ffigAcpGdp+8xAHfGc+lAFRGfaBPgOmfx7UGhPLl8mJeNuRnAA9uvWgBzKhkZWB/d+nI5560GZiyLGWZo2IVvbNAEe12Q5UFuBzmg0P1E+Cv7N+pav8ACC2urqa3t216B5SHQl1SXO3t/dIPWvzjN+Hsbisyhi6dVKMbaa9LH32V59g8NgHhqlJuTvd6dbnyz4J0vwtP4judN8Qo9vrGnMYjCzlYpWjJU9SBu9j9ASeK/qbhXMcv540MauWa0Tv7r9fM/m7iTCY/klWwWsXq1bVeh3Wu/Cbw5rF813p93JprMPnWJtuT6EH1r9bxXD+HrS9pCTj/AIdmfl+G4ixNCPs6sFL1QzTvhybCxmj0y9kS7/gEyb0b2cHjH4VcMm9lScaNTV99fvCrnUatROrD3fLR/Ifo9p4tt7hZNR0yzsVhYx7LJTtc9N7c4GeuKeU4bFUZ3rqMV2j18zPHV8HOHLRnKV+sunkeutfWzGJZEYFcbm2nr0AA75NfUq6Tdz43kl0PPfiR490bw9YNDaMlzrc+Nqfwx+jP9Oy9c8nGMH8h4l4rhhqcsJgpXm9G90u/zP1HhnhetXqxxOLjamtl1b/yPkG5nlnne8ufnllZmY9MsxyST7k1/PDbbuf0IlZWRVZQXHmbmLfNx0GOwNSBPEx2n5FUMPTpQUyO6Mi7djFBngpz0H0oJJN7SbXkzj+LPb8qAKsquWYhieMAHvigACuxZOGD9OvFACE4QhueMcfoMdPxoAkjbcME4CjnPOKAE3FWDDO4DPHTA7UAP8wLyCD346n60AJI0sowox/F3z+NAFYsXB8gncvoeuaAIkZiE8yTLq3APXKnH60ATGVdzMG2E8cdCaAIFlEVwMnAYHAJxk0ASmNZyjyj5uRgHGKClqRvIqThRy3QE8jrmgkI5QIy7g7uhAGAD60FMaEEwdXbCkdOmCO/60FAVaELsYHacgYwaCPIcqqirIVz16nPWgsWB1eIbXL8gZIxyKDMnR9jENxxxQA5WAcvGSwPTPr70ASHIb7x68g0AR4Xbkrj0x1P40AMI2neh+bIxjtQBM7ylSzsFZD9cj0oAiQnZleOwBPGaAJIo/lAbnnjnrQA1GTd8wYNkge/9KAJNsO4sowTkdcdP5UAKx8r/WHcY+UHfJ9PX1oAY2+L5sZH5mgBDiVwUVsr17g5oAm2iQZkB4BxtPb0oAiG4DL/ACjHHr+PpQAbMpgZHpnuaAJhEzBXBwRxjHX/AOvQAKOdrJkE5ycEZ6UAKdqBQuT8vBJ/T29qAKcgy3T33CgBxHzgqxwemeKAI5A7OUVgOMZ6Z/KgCRS0ZwdxPXgYxQBOqShN5PLNyvBzjv7CgBhZ/N2jDLj8j3z60AIEJbOMIT9c+4oAeq5JODg4zzzigB6REqyMxAzkY9qAA70bkg/7x5xQBJiMhnQZYkZJPb2Hb60ARyrMw3R4bJ5zwMHsKAHRqrEoyEbRxn/9ZpMCJYEDbjuHBIO4j8KYD3iRiBINoXoaABDJ5bw5Us3IOOnPPFAANyAbfn5wOPWgCRvIjTDLy3XPNADQCrgj5d5wM9h6UAPQSYc7Sucgeh98Z6UrmhUVidoTEZU/NgcE+tMzBiwdgW3K3QjnJ7/SlcB23GcjJUYwe/1pgI2GAK8gDC56D8P60AQrGxYybsgHOzvkf45oAVpDuDlDtz8wx/OgBJyD8ygrjrjuBQAMX3FBgKwBz1PvQAx/n+eQK2ABkcYxQBJNGXVWY5C+nTntxzQA3YjoHiBVeQufX2qmBD5Y8keYcKevP+PrUj8xmPsgVScK2Qobrn6+lAh7pI7xxsy7OQetBoCRKuI0IdlAPJ4BHvQAnlvuI2hc/MSO3rigzHSyIiHZkjIznr+A7igBd2MiJQfT+dA/I/er9lu7l1T9n3w2kPyzJHGgkI44I61tGQ9D61h0a6sbCaxvJ/nmBIKqcfMKq7buZ6Hxd+2rFe3nwHgE8iulhqMDcDnkMgOf+B17+Tytird0zxs1X+zfNH5H6dO9vPHKh+aNgw+oORX6EmfDVIKcHB7NWP30sbgXtlb3i9J40kH0YZ/rX6UndXP8ccRSdKrOk/str7nY/9P8GYryyLg3Uc0qbCMCYKd2ODko3APbH40WRxulO3uNJ+n/AAUUVmQIVKAsSCGycj2oR0OLbvcPOGCCinPclv8AGnp2F7PXf8iDzT6CpsXyo1INUkhVUSCA7e7xK5/EtmmlboctTDRm23J/JtfkLdXUd04lEIiIySEAVSSxPA7cEDFDa00CnRlTVua/rvsvv7n3F/wT4W3k/aRgaS3xC2laiyhgehVcfXFX10NaSdrXuz93LC/0e5sre10mVJSi5PBAAJJ/rVPTY6eU4Xxxrdl4f+HHjDUZZPLbyZSMK23OzA55pNPcVkfziPBFd5ZyTICSSD3PIyazYiwwVcgAEjAIHTPpnv8AWgCmq+ZMqx/MxOMfWgD1Txf8Fvif4D8OaV4u8W6BPp+lazkwSvjg4yBIoyYyw5UOASASAcGuyrhK1KEalSNk9v6/zPm8BxBlmPxNXCYSupzp/El+nRru1dLZnk7sWPyqTggZ/D14rjPpCZX2KSwG4fw9/b60ASBM7d46kkEHg+nFAH9FPwmtLrRvhB4U0+ycJcRwQKvmDK4CZPHHpVpW1KSuemXEOpXFhM9/teWRSu8LhRngcGhasq1kfBf/AAUc+26f8N/B+kNeJNFPqDSbFj2HMULjOdx4+b0qpID8fxCXjVgoO05OTWRmASKT91In3uMY6fieaAJo4khVUB+TJIVRwB6E+tAEEpzKAykM469h7mgCXbuUlW6YGMd/1/rQBHGk/wB4spC8dDkZ96AGtD97y8lcfMBjJx+FAEq4WBRGp8wsMjr+NABlAArDBYY4Pf8AKgCRoF8sIz7c4JIwKAI0UAs7Dnrgdh60AOZ0e3LN8y44IHOD14oAiVQJNigyKR1/z0oYDPMdxuHDKcAk0AO8sMCOinp35oAHxknGACOB6+tAFePO797whJ5bnd6UATMwkk2uevOe/HagBjSFGCIQVY5zjnr6UAJ5i/MqqWKkg9Og7CgBMgy7kyFz90gdKAGGMrL+7/dqRyT8xBznPtVIAl3qPMX5sdMd/epAjlWR1PzDcOckcDFAAhZdwZfnbAIx1xnoKAGzGScmONSvlgc46ZoNBVXyCWZiM5Vsc5xwDQZixK2/ZnLKSDu6DFBoTNJhhHuG49cdPwoAjTyoxtxjPtjFBmNMflo371sMmNuOBkcGg0MJi24Y5C8EemfSgzO78A+APFnj/XbTSPDGmXGpSySopWCNpMZ5I4z2FcGIxEYL2cX77Tsur06Ho4bDSm/aSXuJrmfRK/U/cPwR4S+LNl4Lj8OXlheabeWSrDbLJbOJNiKAoKkA4z3x/IV/LGYcX8R4bGLD04Skuq5Xffof0jhOFuH69FVnKK8+ZWPy6/aE+CnxP+G3j3U9W8V6PdQW9+4uvtDIQP3p3Ak4+UknvX9D5HmM6mEoRx141pq/LLST87H4dnuW06eKrTwHvUIu3NHWK8rnlFl4+8YWW+OLVGuIlA/dyYZQF6fWv0zD51j8OrUa0l8z81r5Tgq+tWkn8jubL406/Eqrf2dvPkdUzCePfnNfT4bjXM6Wk2pLzR8xX4Oy2prGLj6M6qP43aXeQKt7YTW8+Pn8kq6tjpyxWvrMJ4hyi/39C/oz5mtwDD/lzW+9HIeJ/i/f6jF9h0ISWm7rM2BIeOVAGQo7ZznFfNZ3xjiccnSw69nT/F+rPpMo4Tw2DtUre/P8EePTvJdS/aLl2eRupY85HXOa/NW+p+hWS2Or/wCEF8VReD4fiE1i7+H57uSzW5X5kW4iVWKvj7hIYbd2N2DjODjZ0aipqrb3b2ueXHMsLLGSwCqL2sYqTj15XdXXfbW22l90cmzmQsjrtHfJrA9Q6Twf4N8SePtWOgeELVtQ1Lypp1hT7zx26GR9o/ibapwoySeAM8VrSpTqvlpq7POx+YYXA0vb4uahC6V3tduyu+iu93ot2c3dpcWcojZWSWMkMhGD75z0xWGp6SaauitsUK2SVLc57DPr3qhDVHyhzgY4BJPPuKSAmwQQiLlTwPx70wK7KGG0HIA+YD0PU460AIq+WNsBBU+p+agByCWMumByfr1oAiAyzscIGB568n1oAdtkUB3LA45YHoOnPtQAyOWHzRGXySMDHf2oAlKNC5AVcPjcTgge570ARGNHdSn3Rn6EUANCxSSeS2Cy8kkY6enUZ5oAjiYMSjFlKZAzjJx/OgBESFIf3m52y3Xod36ig0JmAJ2s+C45THt6j0oAVOBlgJWYck9sUARB3Lt3DfdYcZx7c9P1oA6Hw54b1/xbqf8AZXh61e/uxFLceVGMuY4FMjlR3IUE4H4VtSpTqPlpq73+40o0KlWXJSV3vb03MwNMJCkoIYsVYEYwVPOehzWNjFiKPmJZslTwMcfrmgk3fEHhLxJ4Xure2162mtPtMMVxGjKB5kU6B0ZT0IIIrapSnTdpq3X7zoq0alFqNSNno/kzGmjXBV+xwOc4NYnOVk4bb1GCRj+tAD1kyCDkD0xx+lAERl2t8rHnP+FAEykBSeRv469SexoAcoONgJUYGVxx9KADIcFoyCT3Pf2oAaCsmQB9ccc0AGNsYwOn6UAWrayudRvLaytEeaa4ZYo0XqzucKo9yaaTbsjOc404Oc3ZLVsn1nQr/StQuNH1iKWyvrVzHLE+VdSvUFTRKLi3GSs0KjWp1oRq0pJxkrprZoqrEQgRlCttzjOT9T9aRrc2Z9B1iz0W08RTWkg069eRIZ9pCSPF99Q3crnmrcJKKk1ozljiaM6s6EZJzja66q+2nmZakL14BPQioOoXcAWjwQQc59KAKxiR080tgjg49umKCvMVRwFPQDp6UEiFVJ+ZvlHUUAQhEEZXqST3/lQAuPN2fxKq55PIPfNADSMbX2nJ5HPUnj8qALqxKBiM9f5+lADGiTBK9eCcdjQA5UKZRsqeuCCBigBA2eXO3b7jtQBKWVQJVG7eMZ9vX0ouBHsjldoyxO0ZBx0IHegpDVCpkL3Ix3PHX8KTJHfuXU7m9xj1/CmA7zQQHHX7v19KAHeW5T5uCemT2J9PWgAaNWTa7cj0FAABGqKnKs3Q9vwoA7S0+GHxK1CGG+sfCWsXNrMoZJIrCdkdTyGUhMEHPUHFdscHiJLmjTk16M9GGAxc4qUaUmn/AHX/AJHP6v4f1/QLv7B4g0270u5IDCK6haB8djtcA4rmqU503yzi0/PQ5alKpSly1YtPs1b8zI8svhjHyD1zkflWWxjuPjDr+42F3PAC8k56ADjmjdiOzX4V/E1kDf8ACI6uoIByLCc5B9MJXf8AUsT/AM+5fcz0v7Pxdr+xl/4C/wDI5HUNKvtLv5LHU7eWxuo8rJFNGyOjehVsEH6jNccouLtJWZwzjKDcZKzKSKVwect1PuP5VJmE/lS4SMmM9AOufX0oAiwC2ZcjbgZA69utADd7FCFyB2OcnigAZsxKWYDb14+b69aAGfvldsEbSex5IxxjNBoRyxRyqJHfIkwBjsfoOKCUSxt5UIWMHbnkA460EiuY2lLgFXA6Hv7/AKUFbE9vZXOqCSC2iaYxI0sgVSxWNAWZiB0UDk+lUot7Iai3okUmKMVQELg8DHH0/wAKkgasb+YEjO8ADg8HHp3oNCe8s7nT7j7NexPbuUV/LddpKuNyk5wcEEEeoNU009RNOLs0VYYvNjGyUjGeoGee2DUkE43FlZjgpwCOOfpQaCKEIwhXC8YHcfSgD9wf2Ll0zVP2ebJXLJPbzShjvYKPLcgcZx2rRS6Gdj7RnkjYqtvM03y87ZDxx7GnJtBynzL+01p8N9+zVrcDyAzWbW7qC2WOyZCcnvxmvXyuTji4ef8AkeZmEObDS/rqfi7H+6bIr9LufC2P3U+Hl8up+AfDeoq24XOm2kmf96FSa/RaDvSi/JH+RPElB0M5xlFr4as190mf/9T8AMmgAyaAEoAKAHr0qkBuWF5FBp2oWjWyyvdCILKRkxFH3HA/2hxTUrJq25wV6LlWpVOeyje673Vvw3Puj9iTxhqGqfH7R1e1TzNN0O9tV8v5dyhVG4+4ArodV1OVNbI5Muy2ng5VZ05N+0lza9Ln7kabfRi2UNZjMaKowcDIWsYwvqe/LQ8o/aK8S3Oj/s3+KZXj8s3FvKgA/wBo8c/hWkupkfz3OJ4mIcjGevHfpXKgNHTdM1HXNQg03Srd7q7unWOKKMFndm4AAHNaRi5NJLUyq1YUqcqlR2itW3skfsR+y7+xdp/gRLTx98UoI7zXxia3smAaKzI5Vnzw0o6+inHfNfoGWZOqVq2I1l27f8E/jjjjxHqY7ny7KJONLaUusu6XaP5+h9n3y/Dv4u+H9X8LST2mvacGezvIonWTypV6qcfddTgjuDX0svY4mEqd1JbM/FaX9p5LiaOLUZUp2Uotpq6fXzTPw1/aX/Zq1/4EeImu7UNeeF9Qci0utpIUnny5PRh+tfmOY5fPCz7xezP7p4N4xw+f4a3w1or3o/qvL8j5biTL7FIJPTjuOprxT9NNS0t5r26t7TJJmdYgep+YgACgD+iay0ey0jRtFt/NZBFCiqGfqQmOB6812SSLjudCslvcWYUyOYw6rksQM7gDTSsgkuqPz4/4KQarbPL4G0eCYSlFu5WGen+rA/nXPNjPy6UgHy85fqAeOBWRmQFJXUSq2AeCM5wR3oAkUHYq/e479vxoAeyuoVyBs5yMdfX60ANbaisoGck4/wAKAFOdy7ejcjANACPG5YYO1fbr+VACtFtGQQQ3XB70ARo+XLMQNvAHcjPvigAIXId8DHUjkfXFAA24EurbuB0HGM0ASSOnlYzgk9sD8qVgK6x7flXhcdQfWmB9ufsx/s9aF8cPht43S/cWmuWd1bLp951VHWNyUde6Pkbu44I6YP2GUZVTxuHq30kmrP7/AMD9AyLJKeY4Std2mmrP5PR+T/rsfKnjTwH4j+H/AIjuvCXi61NlfWjEHdnay9mRsEMp7EV8xiKFShUdOqrNHxeJwtXDVXRrRtJHSfBDw5YeLPjJ4Q8NaxbLdabf6hDHPEScPF/EOMHoK68upRrYunSmrpvU7spoQr46lSqK8W1c9Z/aW/Zk1v4LavJq+j79Q8I3b/uJ2G57fJ/1U2BjI6Bhw3seB6WbZTPBT5o6wez/AEf9anr57kVTL6nNDWm9n28n/n1PkpmjPllUB/HHWvmT44VxtcsqH5Bntn8KAI43EnysmScZ52k/SgCJluSVO/bg4zjp2H1oNC6xilIjk2jHJ6g0GZCw4xJhlPAxgDA6dKAEkV3lVskKvJHGCfTnsaDQieOR5/NjHzY4Hb3GM4oARHZickoSP8jNADd8yKViO1ifXlvrQA/M27Dp+7Jz1/z1oMxGiWTk8hT8ncr6/nQaDio2nI2rkY47fSgBBiUyhfmGFB7Y+h/pQBVukjit3ZVyR+dAH6Rfsu6pqPwd1Xwx4ksFU3MEgmuI5BuV1lGGU/TOR7ivwXOM8xFDGTxuGV5Q0V/66n77lOR4arl8cHjG1GWrtv8A0j9e7b9svxJqEUur6ZollcabBKI2VfNaVumSGDbRye4r5+XifjYV4UamDtdXe51R8OMHOnKpTxTfbbyPl/8AaG17UfjRd6i+vwx2sFzZNbRQxj7qkH5iTyWOa+aXGOMzPF0sbVgoqm/dS7XufdYfg/AYDL6uEozcnUXvN97dOx+F2oWk+nalPp80ZWa2kaKTPPzISrfrX9cUasatONSOzSa+Z/IValKlUlSlum0/kUiCCRI3l7eRn8v1rdHOETQyO5jO7b2HGKAHqqF8oB8wzjPWgCKRwei7S+RigD9mP2F9N8IeMv2dNT8Ca2tvqKS6hdG7s2wWWOVUCMy9RnblT7V+jZLGlVwcqUtdXdH8X+J1bG4HiOlmFC8LRjyy81e6/HU+LP2m/wBlXXfgrqb6/wCHUa+8JXkhEcuNzWzHnypfT/ZboR7g18xmWWSwsuaOsH+HqfuXBPHOHz2kqFZqOIitV/N5x/VdPQrfsQ3mm6V+0Pol1qt1Fao0N3FGXYKrSzRFEUZ7sTgCjJakY4yPM7bj8TMPVrcOVo0YuTTi3bsndv5H25+1h+x/B4/jufiF8NLdYfEMYMlzZoAq3gHLMgH/AC17/wC1064r6bNMpVS9agve6rv/AME/EOAvEOWBcMtzWV6W0ZP7Pk/7v5eh+OF5YXGn3c1heQmKeJikkbjaysOCCD0Ir87aadmf2TCcZxU4O6ZSMcahC3GQQcngmkWPWQoCmAS3XjpigCtiPJaM7WbggnHegAOeFRdv+11oAaGPmmTB4HJHXn2oKQ0qPmXkYIOfUelBJHG0LEIz7w6khumaAHRhd3mKmB0JOO3TjtQBK0jxrI2Fbr9SKDQieSOM/L0UdO+PpQZi71yxTLZPJ6c9qAIWWMpkqQx5AzyD3x60GgNiJQMlwwLdMY498UARqodox5ZKjoR1GeO+M0GZZ8lYmzDnJ4NBoMeWOJVJJVScZxwD+NAH1J+x1r+k+Gvj3oWparcLb2wiu48uQMvLCyoOe5YgYr6XIasaeOhKTstfyPq+GasKWZQnN2Wv4o+1P2o/2QbTxZFcfEr4VW6RaoAZrqwjG1LpSMl4QMASdyvRhnHOAfq84yP2l8RhVr1XfzX+X9P7jiDhpVU8Xgl727j3815+XX8D8pb63ls55LO9jMM0R2srjaVYcEEdQQa/MGmnZn4001o1qfuRe/BzwP8AHr4F+ErLUHRbyDR7NbTUINrvBKkCqykg/MoYEMhPBz0Oa/aJ5fQx+BpJvVRVmumn9aH9CTyrD5nl1FSeqirSXTT8dd0fjj8VPhT4w+EPiefwz4rtRGykmGdMmGdOzxtxkEdjgjuAa/JcZg6uFqOlWWv4P0Pw3H5fXwVV0a6s/wAH5o8uIKAuinjr6muA8seA6tjGQ3HHJH19aAI0wudqhkB+U9CT/WqZoOVSSQV3N/vdT+FSZlt2LAEKA+OB0Ax6UAVtuzqv3uSf58UAWMLx1QcfgOv40AORQflxjtwP50AdN4OlW28UaJNIQqxX1uzc8ALKpzn04rak7VIvzR52YRcsJWiusZfkz9uv2lv2WvDXxz0n/hJ/DPk2HiyKIGG7THlXiYyqTFc5yPuyDkD1AAH6VmOWQxMeenpPv39f8z+HuC+OsTkNX6njLyw99Y9YPq43/GO3o7s/EHxP4V8Q+CdbuPDfimzk07UrFikkbjBBBxkHuD2IOK/M6lKdOThNWaP7kweNw+MoRxOFmpQkrpo/Wr9j3wT4N+Kv7L114J8XW0V/bnUrvKnHnQMwUpKhHKN1we4yDkEivv8AKaFLEYF0qivq/kfyL4g5pjso4qjj8HJxfJH0ktbp9Gu/bR6OzPgX9of9mrxX8DNbYyqb/wAPXLk2d+q8Y/uS4+64/I9R6D5TH5fUws9dYvZn9BcJcY4PPsPeHu1Y/FD9V3T/AA2fc+bXxtLcuFOCxwME8cY5rxz9GKwf5AF+VcdAO/49KAH5+UsRn1//AFUAOQgv8/y7v5UADuqDOBknnH86AFUsrB8AOo5YjOQfSgBJGUxCSXqeeP0FACPJF5iRZUEqDx1B96AHo2EUjAz1HbnvQaD1AP7sttBxyfb2oMxWky7Z4UccHOcd6AHRJvZY0PzNkZJwAKGBWiBkLbcg8dBjGfegCUgI4VwSPQnqaAHcAZK9OntQBZDqBs2gMRxjp+VAEG0yIEXKlugx1x6UASyjbtEmQRzn2NAEBlQKccBTx6D60AfYX7NX7VerfCK+g8K+J5JL/wAKzvjYTuktdx+/H6rnkr9cc19XlGdTwb9nU1h+XofcZFxBUwElSq60/wAvNH6a/En4W/Dj9pXwPb30UsUzSx+ZYalBhmjY9iR1XPDKeh9xX6NjMDhsyoKcXr0aP1nH5dhM3w6qRev2ZI/Fr4n/AAj8afCXxTL4W8R2TK7tm2lUEx3KE8PG3fPTHUHIPNfjuMwNbC1XSqr08/Q/BMfl9fBVnRrR16efofob+yp+yQNCjtPiL8T7TOpMBLaWEq/6nPIaUf3/AGPTvzmvvslyLltiMUtei/zP0/h7hvkti8Yteke3r5+R3P7Un7Vtj8MbefwN4GlW58TyqUlkQgrZKeD7eb6D+HqewPfnWdqhehQfv9X2/wCCejxDxFHCp4bDO9Tq+3/BPxy1TVb3WLubU9Snaa6mcs7ucsznvz1r8llJyblJ6n4bOcpycpO7ZmuMHeOQx5x1/KpAjOUIZ8fLwAehJ+lAAYWDgLIFK4JB79qDMQlTuHGOnPY0ANUkrhhyvDZ6/wD6qDQQRSF1LoMj9Py60GYvlogCYGBwDggbvbNADHZkbL8qcDgc/U/40Ght+HPCuu+MtetfDXhq0kv9S1B/KhijXLHOTnPAVQOSx4A5OBW9KlOrNU6au2a0aNStNUqUbyeyP2W+G37Lnh/4QfB3xOt8seoeKNV0a9iubnGRGJLdwYosjOOeW6n6df1jCZPDC4So5azcXd9tNkfueA4fp4LBVXPWpKLu+2myPxOeMkgIcNnrkEentX5AfgZ+hv7JH7JMvi2S1+JPxJtmi0RCslnZyAh7ojkO3cRZ6d27cc193kmSOu1iMQvc6Lv/AMD8z9L4d4deJaxWKVodF3/4H5nl/wC3JpEGn/tAaiYEWKOawsGjRFAVVSIRAAcAAbMcdK8/iKCjjnZdF+VjzOK6ahmUklpZflY+QEJ2twwIbkcf5+lfKHxZF5jMT8o29QQfmGfUYoAdDGm6SUKcvkk559jj/OaTEtD9kv2FNdiX4J6jayo8gS5uIiAhI+f5sHH1reCe4XPt/R5tHSLMMTwMVXIVc5yO9TGLbLbSPPPjhBp2qfs9+M4EsgJYbS4kVmQb90WSD69q9XBO2Ih6o87Fq9Cfoz8Jkbcdvev0s/Pj9qfgHdfa/g34SkznbYpH/wB+iU/9lr9CwTvh4PyP8rfEKj7LijMI/wB9v77P9T//1f5/6ACgAoAKAHAcc00B1tit9DoFxcWe10uLhI5RtyyGPDxkHtuYke+K0vJRbXc8Wu6UsVGFTRqLa10d7p/cl8rn3F+wf4U1m1/aBuFvgsF1/YlzMpOHA86SJckA9eTxWnLJPVHRgMXQxMHKg7pO33H7XzWlxplxJHcTiYeXxgbQD9Oa1SZ7nLc+cv21rq+0z9nae3aXdHcyxKQE6K57n6msZrqYuNkfjD4M8F+J/iL4itfDHhOwe/v7o7UROQqjgux6Ko7kmpo0Z1ZqnTV2zyMxzHDZfh5YrGTUYR3b/Lzfkft3+zt+y/4O+AGjf8JR4jlhvvE3klri+lwIrRSPmSEt90AcM/VuegOK/S8vyynhI+0qay79vT/M/h3i/jjG8Q1vqeETjQvpFbz7OVt+6jsvNq58mftR/tpXXiEXfw9+EF01vprkw3WqR5Etx6pCeqxnuwwzDjgEg+Bmecud6OHenV9/Q/YOBvDaGE5MxziN6m8YPaPnLvLy2Xm0mvkH4R/Fjx7+zx44j1m2jmgS42/bbK5DIlxCefmVsc91Ycj86+fwmKq4Srzx+a7n7Dn+Q4DiDAvD1rPflkrNxfk/zXXqfuP4b8SfDP8AaX+GUjLHFqmj6pH5V1ay4LwyY5VscqynlWGD0Iwa/TqdShjqHdPddj+E8bgs14VzVWbhUg7xktpL9U9mn6M/GP8AaR/Zn1/4GeI2nt/MvvDF8xNpdgZKjr5cmOA6/gD19q/Ocwy6eFn3i9mf2pwdxjhs/wAN0jWj8Uf1Xk/w2PC/AcDX3jjw7aKCy3Oo2iYA55lUYrxo7o/TD+iPTdVsIriKO5t2bZHhdyBsYAz16V3OJtdJli3MnnwXRtWFrJPuA28HLEjj8KNHsPnWx+XH/BRW8W5+JPhu0jj8r7NYM2On+scAn/x2uapvYiT10PzykxtODkkkEjofrWJmMUMECDG3rk9f060AOwpG9jgk9B1P40APEcTHazZ74pMCZhHG6sjfMe/Pb60wEVnMmG+6R69/agBCu1s5yAePX6UAQyICTtIG4jOP5DNACbeVBzzkYPHNFwLDK6Rjcwz1OPalcq1hplG4IoG5h0osx3ISyRfOTyucc5470yBFdHITdkD9M0AfZ/7I37RNh8HdZuvDHiWIDw/rcyPLcKMvbyhQgZh1KYHPp1r6zI82WDm6dRe5L8D7rhzPFgJulWXuSer7Pv6H6VfG74HeDP2gvCMTiWJNQEQl07UYsOMONygsv3o346Z45HpX6NmOWUsfSTv73R/10P1fNspoZpQUk1zWvGX9bpn4zRWvjf8AZy+LNpc6rYeVq2gXImWOUZilTBUMrdCGB4Ir8iSrYDFJyVpRZ+FJYjLMYnONpwd9f66n7W/Dn4ifD79o74fyyJFHcwzxiHUNPmwXgdh0ZTzg87G6HnHIOP2DCYvD5lh3pfuu39dGfvWBx2FzbDPS/SUX0/roz8pv2nv2X9W+DerHxFoKvf8AhK9kPlzYLNas3SKXHv8Adbow98gfmeb5PPBy54a03s+3kz8cz7IqmXz9pT1pPZ9vJ/59T5AJAZTlt3TnrXyx8YNRHlAIZsK2enQe9BoKyKT5rbpNwz6EY9KDMUMWG7AyMA59+lBdysd67IjxjIIPXr2/On5kEvl7l4csANoznH6UgIwHDMiDJJyCOQcdfxoAXDmIKm4rkFQOWP0oNBjQquFlIy2CMnv6cc5oMyxK6qpD9FHQckigq2hXkPmRsFbAboeflOeuMfpQUTr8kYDvvJGPf8B+tAvUcmBGzBCOeScAk9jxxQMxbyRxKqbicAHpznP86Cdj1jQPit46jurDS7O4R23JGjFCXzkAHOcV8hisky+KnXqppK7dj7DC55mEuXD02m3orn72fBH4wfDDw1pMnh3UcNbanZG3J+zK0q3BTCuM98kjr6V85W4m4dhB1akVov5Ve39eZ7FHhvP51VQhLVv+Z2ufkN49/aM+Jlj4o1nTHu4RHBPJFGzxESCMEhM/NjO3HatsJwvk2KpxxdGL5ZarVf5G2J4qzrBylgqsknDR6P8AzPlK91m8vbue6lctLM5kcnqzMckn8a/R4U4wioQVktEfmlSpKc3OTu27szJJZJD8xzkZx0/KtTImtn+zv52Rg9Rnnn60AbBkAAwuQefr9aAGSPgMzKeCenX8PagD0P4YfFHxZ8JvFlp4s8J3j29xHxJGTmOeP+KOVOjK36HBBBAI6sPiKlCoqlJ2f5nhZxk+DzbCSweNhzRf3p9Gn0a/4D0bT/dz4QfGT4f/ALSPgeeJooXnki8rUtLnw5XcMEgH7yHscZB98Gv1HCYyjjaTTWvVH8F8RcN5jwvj4zjJ8t7wqLT/AIZ911/L8xP2of2T9Z+D2pyeNvBAlvPCsz7xgkzWDk52uRyUH8LdccHkZPxOZZVLDS9pT1h+R/UnA/HtHOqaweMtHEL7p+a7Puvu0dl9Gfsl/tjprv2P4ZfFi8CakAsNlqUrf6/HCxzser9g56/xc5NexlWb81qGIevR/wCf+Z+acf8Ah17LnzTJ4e7vKC6d3Fdu66dOx6X+1R+yTpvxWtrjx14FjSz8VxpulRcLHfqOcNjpL6N36HPBHbmmVKunWo6S/P8A4J81wJ4gVMqlHLsxblQez6w/+18um66p/inq2k6homo3Oj6tbvZ3dq7JJHICrKy9QQehr83lFxbjJan9sUa1OtCNWk7xeqa6mR8rINxHPHHcdf8AOak6RQVkjxknnAHt7UGY1gkIWNSSORz1FADS53+YSeRtz3HuKAADcSFk5GV49aAJcMgC7vm6dcAfhQaEL4c8sUZsDjrxQKw3ggLMuCCeAe3bFBBFGJBmbGHUYIPXOPfrQBYJUIrSEE9eRkfnQaFdQnIjycenRT1P4UGYIUlOCpCjPOeSfp6UGg92RZFf5dhJP09CP60AVJrooMRH3BHOc9QaCWZpmdnwSP5+1BJKs0sUwlhcpJH8wZThgR3z2oRd3ufrr+x/+19a67ZWPw0+Jt15GpRgRWN9McLMP4YpGPRuyk9enXAr9OyTPVK2GxL16P8ARn7Dw9xIpJYTGPXo+/k/0PTv2oP2TtP+JdrP4z8BxJaeJoxulhGFjvAP0Enoe/Q9BXbnORRxCdegrT7d/wDgno5/w5HFJ4nCq1Tqu/8AwT4U+BX7Q/i/9n3xPN4c8QwTz6KJjHfWEgKyQSKdrtGG6OMcjoe9fEZZmlXAVHCafL1X9dT86yjOq+WVXTmm4X1j29PM/VzxN4W+F/7Tnw4ik8yPUdNvk32l5FjzbeXHUdwynhkOO4NfqVahhcyw6d7p7Pqv67H7PXw+DzjCJp3T2fVP+t0fiv8AGz4I+L/gr4lbRNfjMlnclms7xQfJuFUjo3ZlyNynkZHHIr8ex+X1cHV9nUWnR9GfgmaZXXwFb2VZaPZ9GeLsnKsW+bPGOa8o8MBHEqsJCFZWyVH+eKAHLGyTZA28EZPQetAEhc52rggkbT1BNAC7k3At8xzgjpk0AKqCT9yzHkHr1/PgUANOQAyngHnA/wDr0DuKwZSZRmNug+ntigR99/sp/th33w6mtPAXxJnlvfDMjBIbs5eSx3HqwPzNED1AyyjoDwK+qyzNnQapVneP5f8AAPwPjrw9p5rGWPy5KOIW62U/8peez623P0L+OfwA8CftG+E49SsbiGHV/J8zTtVgw6sCMqshX78bdMjkdR0wfrsbgKWNp80Xr0f9dD+deF+Lcfwzi3QrRbp3tOD0a81fZr7n+J+Q3h/xF8XP2SPihLazRPZXNuwFzayEm2vbfPysOzA4O1hyDx6ivz+nUxGAr22fbo0f2Hi8Hk/FuVqV1KEtpL4ov9Guqe/3M/ZL4e/Ef4W/tRfDqaLyI7uG4j8vUNMuMedbyEYOcds8o69R6HIH6Jh8RQx9Fq3qu39dz+MM3ybNuE8yU1JqzvCa2kv8+8X+Ks3+T/7UH7KmvfBO+l8QeHUl1XwhdSfu5sbpbUseI58DoOgcYB46E4r4PMssnhZc0dYd+3qf1pwVx1h89pKhXtDEpax6S84/qt15rU+OHfbgfd5wK+fP14rs7+aM44J74JoAmYsQZD0xkc46e/NADGeMKMg7X689aAKLXQAYRYO31NAFWR3cDLHP8qAGKH+/na2c9c9PegDo7do5kBU8dR7GgCUgE7ACQe55oAfIvBIxuAGD6+uKAEO4NkAHAI9M+56c0ABbaykDB746nNAAyqxwASB0JOTQA0HaCpBI6de1AEgLE4QNgDPH8qAGOMKCpKj0HDD8qAH7GI3uxzQA1hjccBR/jQBGgBIyeVzk9zQB9Kfs+/tFeJvgjqwgiZ7/AMOXTg3NizHAY8GSLP3Xx+eBnoMe/lea1cFPTWD3X+XmfUZPnVbL6mmsHuv1XZn7Q+F9e+HXxk0PS/F+lJbazbW0gmtmmjV5LWcezZMcg745r9fo1MNjIRrRSkltfo/0Z+94ethMwpwrwSklqrrVP9GfKv7Uv7Wdp4AhufAfw/uVl8QSqUuLtDlbMHshH/LQ+v8AD164I+ZzrPFQTw+HfvdX2/4J8ZxDxGsOnhcK/f6vt6ef5H4/39xc3NxNqNxJ9puJ2Lu78s5Y8kk88mvyhttts/EnJybb3KoUASRjEYfDfL/I0iBk2xlBXIbJ4zgdKDQiZV3KMbuhOR/nNBmJuIRtp4b16igCLaQ+88DOCOmaAFaNCvHJY4/AUALGWTeRkjpg0FMhZmjyHz97n2/+saCjp/CXhPXfGniG08MeGrR7zUNRfYkaDcT6k46ADknpW9GlOrNU6au2bUKFSvUjSpK8n0P3H/Z0/Zy8N/Anw+1/e7LnxFdR5u7xuRGvUxxk9FHc98e1fs2VZTTwMOeWs3u+3kj+gckySll9LnnrUe77eSPjH9rb9rk+IftHw5+Gl5t0kMYry+jbBuDnBSMj/lmD3H3uvIwa+PzvPPbXw+Gfu9X3/wCB+Z8FxFxF7e+Fwj9zq+/p5fmQfsl/sjP4rez+JfxLtWXSEIks7KQYN0ezuP8Ann3H979aMkyR1msRiF7vRd/+ATw7w48Q1isWvc6Lv/wPzPtj9on9orw18BvDi2Fn5Vx4juo8WVipAEa9BLIB91Aen948DocfYZrmtPBU+SGs3su3mz9AzrO6WXUvZw1qNaLt5vy/P7z8LvF3i7xD458RXfiXxLdteX945eSRsnB5+UZ6KB0FfjNatOtN1Kju2fz7iMRUr1HVqu7Zy5ysiM/BJ5I4HFYGJYODhn4DenT/ACaAGForYEE5yOAOv/6qDM/W3/gnlqPm/D3xPYNlki1Deox2eFP6g11U3oNK597Q22rWkVtNdRpHHISDscN2OP5Voja10UfGUN5qHwt8W2ccSyR3FpdJktz8yc8fjWlJ2qxl5r8znrU/ckvJn8/FsSZPav1I/ND9h/2V703nwV0WNjk2sl1F9AJ3YD8mr7rLXfDR+f5n+aPi7h1S4sxLX2lB/wDkiX6H/9b8AMGgAwaADBoAMGgAHWgD0rwP4a1vxPFPZaVdLboZosqx4Z1DOpAHJI211U4uUXY+RzvMsLgXGpXhzOz26LRP77n3D+wMt/afHvX7W7ne7lstEljV1JYLm4gORntlqmldNqTPZy6VOVCNWlDlUtf0/Q/afT2ScS3moW0lyiocsBkZHr0rdvU9bm0ufLn7dNxHb/szNI+5Xv7+0iUMMcBzIB/45WE2y76H4j6Zr2s6BM91oV9cabLINjSW0zxMVyDglCCRkA4rOM5Qd4uxxV8NRrx5K8FJdmk/zN+Hxr8RPEgGinW9U1Jr4rCLU3U8vmljgJ5e8hiT2wfpWvtqs/dcm7+bOBZdl+H/AH6owjy635Yq3ne2nqfqn+yx+xXa+F4bXx98XLdLrViRJa6YwDxW44IefOQ8non3V7kk4H2+WZMoWrYla9F/mfyvxz4lSxHNl2TStDaVTq/KPZee76JWu/f/ANpf9mjQfjn4de5sBHp/imxjP2S62/LIAOIZsDJU9Aw5X3HFetmWWxxULx0mtv8AJn5/wTxrXyLEezrXlh5P3l1X96Pn3XXy3Pw/vj8R/hRrt/4WnvdQ8OahbSbbiGGeS3yyZAJ8tgHHPytkjByOtfmbdahJwu4vqf3HCOXZrQp4pRhVg1eLaUt/Vaea+8xdT8eeOtagfTta8Q6hqNvIQTHcXU0sZK99rsy5HY4qJVqs1aUm15s6cPlmBw8/aUKEIy7qKT+9I7X4DWE+o/GTwfBGoLJqMDAE9dnz8n/gNZR3R6h+/bw3cVwqMqDYFI2Nn73r0rvvcTZ2EQ1BJtN02aCPbJJuZlY9FViKy6D6n4xf8FBdQW8+PZtedlhptvGMckMXlY/hyKwnuUz4dIWaJYnJKrk/Qnjjn+lZEjlbKYAUYODxg/lQBEB5fOcgk0ASggHeCMYwaAEHJAAHy84znOfqKAFSZ8FFRSD0J689c0ARsnBD/Kw44oAYVG7GMBhg/Uf1oAFhKxqASNvPqaAJCrS5VuSv5mlsBGAShyCT2z2pgDxFiHzjPXpjJ60AU5rm3jTYjEFG56dPWgDQ2iSQspwDgrk54+vag0P1V/YI1T4uTabd6dqcLTeB4N/2eafIMc5OSkGeqnOWHQZz1NfpfDE8XZxa/deffy/U/XuD6mNalBr9z0b6Py/U9c/bR0f4T3nw0mvvHky2uswI/wDZTxAG5ebHEYHUxseHzwBz1Ar1+IaeFeG5q2kl8Pf09D3OKqWClhefEO018Nt79vTuflv+z5rfxO0n4m6aPhNHLdajKwjaEEmOSE8uJs8BABkk9MZr80yypiYYmLwvxdu/r5H4/k9TFwxcHgtZ9u6638j97tYs9L1TwrcWvjWGA2c1t/p0cuDCoK/vAS3G0HPJr9zqRhOk1XStbXsf0jVhCpQccQlZrXt5n88Hxcs/BGmfELWbT4ZXbXvh9Jits8gx2G4If4lVshW7gA96/A8ZGhGvKOHd4X0P5jx8cPDEzjhXeHRnncsijaqr9QfzrhPOREHBBKMAGPGDkUFDZVK5dMLu5Oe5HegzHRIrMQoJDYJB5PPJNACbljXZE3yDPP8A9agCBmmRdzgt/sqf1oAjVlLNKFLBecnPAoKZMXLDB4BOQxxjA6Z96CgVhIqu+CxzjHvQANFISGXoPTt6UATsRvV/vbPTk/pQZkcaxRRuAxILZYE8A0GhQngknclQCQP7w/SgzPr/AOAHw68BR6ppWr/EGcxSzBpVUttC7eFHTr3r4ermFLE4qpgq7tStb1fqfe08tq4XCU8dQV6t7+i9D9AtN0z4G397Z22geIL17rcARLGUjWVDyok2lTgjj5q/P5cLZJLEyw0sTr28vXbY+ujxJnEaSxccOtOvn6b7nw9+0p8MvCSa3rWteEpWnntgssjK29HJ4YcdSOpI9K+2w2ZYbC4mlgMHJOklb0fr1Pm8TlmJxWEq5jjItVm7+q9Oh8PDcw9D78V+hH5wO24zkADsRzQA1UGfmH4UAbdnIHi8sn7p9O3rQBMVw+MN83y/WgDqvCng/wAReN/EFr4W8LafLfaleOEjjjAJz3JPQKOpJIAHJrSlTnVmoU1ds4cdjsPgaEsTi5qEIq7b/rV9ktX0P3H/AGav2adA+AGhS67q9wl14lu4D9sui22GCIYdo0zj5RgFmbrjsOv6fluWwwkfaTfvdX0R/CfGvGuI4hrrC4eLVCL92PWT2Te+uuiXfqfH37W/7YMfiaK9+F3wykDaTIDFf6hjP2nsYoQeiDu3Vj0AAy3z2bZt7ROhQ+Hq+/p5H7NwB4ePBOGa5ov3u8Ify+b/AL3lsut27LG/ZS/Y8uvG8tn8RvifayWmhIRJa2TZSW82/dZsYKxH/vph0wMNWWV5Q61q1dWj27/8A7eO/ESGXKWX5XJSr7OW6h6d5fgut3dH3d+0T+0r4T+Anh82sWzUPElxHizsVbhOOJJz1VAOcdW4AwDuH1WYZlTwseVay6L/ADPwDg/grF8QYj2s7woJ+9Lv5R7t99lvrs/wl8Z+Mtc8f+Jr/wAXeJJBdX+pyGWRsAKTjAAAwMAYA/rX5bWqyqzdSe7P71y/A0MBhaeEw0bQgrJHHKu3Ix83HT0+nesj02JgjAOPkH3v8aCSFhzhjjdk+nNADleMYDAHaO/9fWgBiJv2NgHPOQehoNAkYlwxbnkD2Pv6igzFQNtGVwfTH8iTQaDZVX+LA469SDQZj0faS7nB/h79fWguxUEjyoWCbiAQ3tjqMe9BAkipiPa2w4yADk0AVmnRQXjYs+evTp1H40AUZZnkG3PrhSe9BoMRgy4z93t7/WgzHErgvt5X0oAFeSQ8r/8AXB+tAH1D+z38Fbnx1r9hr3icy2nhqGVfNZcrJOAeVQ9h6t+VfQZblzxE1KppD8z6rKMpeKqKdXSnfXz9D9n/AIr/ABh8FfAjwVBeajKJJFhWKws1fdJN5agLycnaBjLGv1nHY6hgaKb+S7n7dmWZ4fLMOnLe1orv/Xc/GG/b4iftRfFia8s7QXGr6q6jbGgSGCJAFXcR0VEABY8nGTzX49J18yxTkleUv6/A/BpPFZtjXKMbzl9yX+SR+x3wR+EPhz9nnwBPZzX4aRx9q1G7lbbFuRTkqDwqqM/1zX65l2Ap5fQacvNs/dcpyylleGalLXeT6f8ADH5t/tZ/tQp8V5z4F8IxL/wjdjN5hnZQXuZkyoYE8qgBOAOucntX55necfW37Gl8C/Fn5VxFn311/V6K/dp3v1b/AMj4bcsrb2XcDw3pmvjj4AkTOExztIIHXOPWgA80xzBmXgA4HbNABk42gcg7m7ChATHfuYncRjAI70AOUsFMPG1+PxHNADF+VtpbafboBQUx+FaNk4DMwOe+B/Q0EnqXwh+D/i34w+KIPCvhS2aRxg3Fw2fKt4v4pJG7Adh1JwBkkV24XC1MRUVOmv8AgHzGe59gsmwksXjJWXRdZPsl3/JavQ/ej4f+EPCn7PHwrj0i81MppejxtPc3d0/G443EZ6AnhVH4da/VcPRp4LD8rlot2fwHnGY4viXN/bU6XvzaUYxXTp6+bPxz/an/AGhZf2gPFdrpvh2wWLRdKd47Jig+0zs5ALMeuGwNq9uvUkV+d5nj/rVRcq0W3dn9l8D8Irh/BylWnerOzlr7qtsl6dX19EfdH7GX7LmtfDEL8SPHDy2etXsJWGwDFfJikGMzju5B+6fu9+Rivp8oyyVH9/V0fb/M/CfEfjmhmSeVYC0qaes+7X8vl59emhJ+2L+1VoHgfR9Q+F3hhYdV13UI2t7wth4bNHGGDDoZSDwv8PU4IALzbM4U4vDw1b38v+CT4d8C4jGVqecYtuFKLTitnJrZ/wCHz67bXPxbkYNuIznvkV+cn9oEDOmNku0n2OSKAKz3YA2L8+7r7evFAFVneRgsjZ7gHgUAQfIdx6A9e+aAEDAHcvAHHNADiQxBAOTwaANSwlZJWiH8fTnpQBsuSMAEZbkk8UAKygKMn/6/9aAI9oAOCzdOMUAP2qBuOOex9aAF2sMnr/sjqaAGhSW+fAzyB6fU880APXgE5JzntQAgYnJGM9i3H50ANLEKAoBI5NADCXIDrgAfez159KAPtz9mb44+BPDEsHgv4reHtNvNJlfZBqUljA81sWPIlbYWePPOfvLz1GAPrcnzKhSfscXBOPR2V1691/XkfeZDm+HoNUMbTi4dHyq69dNV+KPuv4z/ALL3w4+L/hSO88HW1no2rRR+ZY3dlEiQTA8hZFiADK3ZhyvXkDafucxyXD4ykpUEoy6NbP1t+Z+kZrw/hcfRU8OlGXRrZ+tvz/PY/KKDxD8ZP2c/EGseFrO8ufD91co0NzGAGjlRukibgRn+668jnB61+YKri8BUlTTcXs/6/U/GFWx2WVZ0YycG9Gv6/M9S/Zv/AGa9d+OGtjxR4qM1t4aglLzztkS3b5yUjJ9f4mOfxNejlWUTxs+eekFu+/oevkeRVMxqe1q6U1u+/kv8z9HfitJ+zx8C/Bw1XXfCOjyPHGIrO0+xW7z3DqMKu50Zsf3nbJ6k5PX9Dxzy/A0bzpR8lZXf9dz9WzJ5ZltDmqUYvolZXf3/AIvX5n4nfELxjN458T3XiSSws9Ljnf8Ad21jAlvBCo+6oWMDPHc5J7k1+PYiu61V1HFK/RKyPwPF4h4iq6zio36JWSORDkoXPfjHTn3FcpwjV3B8DIB657fSgAf92yqOT9OlAERjGN/QnqAaDQj8ktuDDGORgmgzJWfA+dSFON3/ANeg0I2WMb2SXaRgAc0AfU/7Jfx/8P8Awa8Y3A8R6ZHPZawqRS3ioDc2wUnJQ90PV174HpX0uS5jDB1nKpG6el+q9P1Pq+Hs2p5fiG6sbqWl+q9PLuvJH7FeP/Dmm/G/4X3mj+G9fa1tNbhBhvbR8qykZCtjBKN0ZeMiv1bF0Y47CuFKdlLqv627n7fjcPDMsFKnRqWUlo1/W3dH4SeMPAvin4DfES3sfGmkJcvp86XESTL5lreRo4PU8MjY5Ffi1fDVcHXUa0dVr5P/AIB/POJwlbAYlQxENU767P8AzTP29+BPx58F/Gnw+k2hOtlqlmqrdaexAeE44KD+KM9iPoelfsmWZlRxsPc0kt1/XQ/f8ozfD5hSvT0kt49v+AfnB+2B+zZ448O+JdU+KFjdT+IdF1KTzZ3mzJNaluArH/nmOinoBgGvz3PMqrUaksSm5RfXqvX9D8s4kyTEUKssWm5wk9X1Xk/LsfAn7wgj5SSDx0r4s/PyLyiYyoyxcDlqAJERi5gRdhA6dOKDMFkMpCR/N5fI9moA/TX/AIJ7XtzLbeMtJilMTBrWXA/2g4J/8drrpdSk7H6aWMeoX3k2F3c5VJMHauDjoOa2vbUfM9jcl0GddO1fSRMzQyQkkEZ++mDmnzq6dieZtNH86esWp0vxBNYLwIZXjIP+ycf0r9Tjqkz80as7H6tfse3aXHwsuLVTza6jMuPQNHG4/ma+zytr2LT6M/zy8bsO6fEcKnSdKL+5yX6H/9f8KdJ8I+ItctZL7SbGS5ghOGdQMAjHHP8AvD861jTlJNxV0eRis2wWFqKliKqjJ7L7/wDIp3Gh6taXcllPbOs0UhhZcZxIBkrx3A5qHGS0sdVPHYepTVWE1ytXXptctab4X1nVtQtNMtYP317H5sW4hVaMZ+bJ4x8pH1qo05SaSW5hiMyw1CjOvUlpF2frpp+KNjxD8PvEXhryv7UWP97LJApRww3xjc3OPQ1UqM47o83AZ/g8bf2F9EnqraN2RzsWiX09lc38ShobRI5JCD91ZXCLn6sazUW02uh68sbSjUhRlvJtL5K7/A9DufBzaF4VsNQuNQjSfV7mLy9jH92nlsWLdOVLAHFbSp8kVJvc+Qp5wsVj6tKFJuNOLvdbu6tb1s7H2b/wT9sFh+PWs2WgTi/83Q32uflDf6RCTx26dDUrli/dd0fVYCrVq0uatDld3oft+lpqFpotzbOY47hg3y7s9elW5Xdz07H59/8ABQ7X70fCXwnoEipGlxqQlIByW8mGRf5tUSfQZ+TPhLwlr/jjxBaeFPC9jLf6jfSbYoolLNnGSTjoAASSeAASTinTpzqTUIK7ZwY3G4fBYeeKxU1GEdW3/W/RLq9D9u/2a/2TPDHwO05PFnix4tR8U+WZJJ3wYbJcZKxk8ZA+8/1xwMn9Iy7KoYZe0q6y/I/iLjPj7E55UeCwScaF7W6z9f0X366Hzp+1N+2u1wbv4e/B25zA26G71VP4+zJbn07F+/O3gg14+ZZzzXo4d6dX/l/mfpXA/hqqXJmOdQ97eNN9Ozl59eXp110ML9kb9r+Tw9PbfDX4pXxl0y4fbZahK2fs7sfuSsf+WZJ+9/CevGSMcqzb2bVGu/d6Pt/wDv4/8PVjIyzPKoWqpe9BfaXdf3l269NbJ/Z/7S37NegfHjw4dR0vyrTxPaxZtLsAbZlxkRyEdVP8Ldvp0+lzHLoYqHNHSS2Z+J8FcaV8gxHsa95UJP3o9Yvuv1X9P8JPE/hnW/BuuXvhvxDaPp+qafIY5YpRtIYd/cEcqRwRyK/LalOVOThNWaP70wmLoYuhDE4aalCSumv6+/s9z3L9kjT/AO0/2gPCrY3rA88xHskEn9SKUdztR+8dpo1zqt5d3yT+TDB5YMe0E8ZOeo/lWyk9iXZmlf8AmrqNnc207IybvlZfYDgfjSTtuB+DH7X2p3Gq/H/xLLJJ5xgeKHccLwqA46+/asWymfM+wnOPXnvx9RUkgEI+XG76/wD1qAGsyEgD5j3A6D60AOEeDtxu+v8AkUrgSEqG6AE8AjrxTARdm7ccj8OpoAj8xWUkZOOSOp47CgBpXzEMig9jyeT6+mKAHsVYgxrtPbnOaAIJH2OrFvu5zngnPrQUynPfJgrFknrzQSZfmTZ++eck9qAI/MwpJGCTzQB9z/si/s2W3xdvY/EnjWUx6DZNvS3Q7ZLzaxBXPVYwwwxHJHAx1H12TZP9bn7Ss7QX4/8AAPvOHshWOn7Wu7U106v/AIHfr+Z+lPxm+Ofw/wD2dPCcOm2sET6isXl6fpcGEAAHDOB91B1Pdj065H6DmGY0MvpKEV73SK/XyP1LNM2w2VUVTgve6RX69l+Z+SljB8Uv2sfioIp7k3eo3SmQl22wWdqhAO1P4UXcBgcknJySTX5XFYrNMVa95P7kv8j8VjHGZzjLN3k/uS/yP16+GXwr+Gn7M/gae6e4jhaOPfqOqXOFklYDJA/upn7qL7Zyea/VsHgsNllByb9ZP+tvI/bcBl2EyjDOTf8Aik+v/A7L82fmP+01+1nrfxZupPCng+WTTfCcbkFRlZbwr0aYj+HuEzjOCckAj87zfO54t+ypaU/z9f8AI/J894hqY9ujR92l+L9f8j4xQBRtlwSrZ6V8kfEIe8cjBTHg5IIx2+hoKIl+UyJjaQeRnr70ARsxAxgIR0x15oAkYmIqUfLOPmbvmgzK6xrvbd+8XJbGejd/rQV1Fw6RIAPlB6dCR2oJBiuTkM23kZ7fWgBgZ95EQAQY69enIoNBsZaMsm4gHIA9QP6UATAqinePl6AAnjPfNADYFgVsMu4j7x9T60GYklwI8xjLEk45zgdvyoNCiLsLcp5qkwoytIBxkA8j8qiabi1HccGlNOWx9Hab428Oaje29ulwqtOVREByQTwBX5dPJsRN8sl13P1L+2sPGDcJdNj6pt/B8Oh6MJYruU+QBO0eRtMg5Pv1r0sRwlhKnNPmfM1Y8ShxTiqdlyq10eVa78T/AAJcW92qXqyRSxsuzI3sGXHT1NfDYLh7G0ZRUYvR7n6JieI8DVpPnmndbHxTMY2uJXjGELEr9CeP0r95imoq5+BTacnbYh5zzwD6c1RAmTzyeePSgCe2kaN8FtoPBI9KCkdCqBoS7cYwck96CT9rf2JfCPgfwZ8CLX4oX0UNnf6kLuW9v7hgoSGCeSNfnbARAqAnnrzX6Vk1GlSwqxEtG73fzP4i8S8xzDHZ9LKKbcoR5VGC6uUU9uruz5D/AGp/2wNR+Jctx4I+HVw9l4XRyk04Jjlvdp7jqsfGQDyeM46V89mebOu3Sou0Pz/4B+x8DeHtLKlHHZilLEdFuof5vz+7ucH+xJ4E8OfEH42rp/iu0F9aadp81+kTH5DNFJEi7x3Hzk49a5snw9OtibVFdJX/ACPb8Sc3xWW5I6uDlyynJRv1s1Ju3nofoz+03+1XoHwU05/CfhQxX/iySPCQrgxWS4+VpccBsYKx9cYJwCCfr8yzSGGXsqes/wAj+cOCeA8RndRY3G3jh779Z97eXeXfTVpn4g+JvE+ueMNWu/EPiS+kvtQu2MksspyzM3JB/pjpX5nUnKpJzm7tn9x4TCUMJRjh8NBRhFWSWxgRHdkc4HT/AAPpUHWDDfzkA5PPQigB8hUJlfvH/D0oAjO3BMpyO3t+NJlJkSqH2PuG36HGKZIoIUEIy8k8dOKDQcrxOVMiEY9COvTBoJ6kRVY9yZLAEepIz64oKGOjK5RcbOtBmNubgBlmdep7D+Ed/wD61AGe12X+6AGYckHp7e9AFd1ZyN+Vxzn19hQBEeSw3E++KABUJZnADHOc0AJsKlVU5Vs/nQAHIk2J0U5J7UGh6x8FPCml+LviVpfh/XQ0lpJ5sjop2lvKjaQKTzwSuDjnHQjrXp4CjCtiI057Hq5XhoYjFRpVNv8AJXP0E+I/xN8L/CTQo7dERrwpstLKPC9OhYD7qD8z0Hcj7rF4ylhIcqWvRH6Vj8wo4Gkopa9F/XQ/PPxR488TfEXWZNd8U3kt7dsFjQM3yRRJ91EXoqr6fieea/PK+IqV5+0qu7PynFYqriajq1pXf9aI/b39nvwd8Ofg78E9J8XDy9PGp6bb6jqN/csN5aaJZCpbAwqk4VVHYdW5P7FleHw+Dwka210m2/T+tD99ybC4TA5fHEbc0VKTfmr/AHdl+p+c/wC09+1TrHxb1B/C3hWSTT/CNu33ASsl4ynhpcH7vdU6Z5OSAR+f5xnM8ZL2dPSmvx9f8vzPy7PuIKmPl7KlpSX4+b/RHxmw3MrLwBnOBzzXyZ8MOMJIYpnnOM8D8RQBIMlkwoG0c446D2oAFQSqC33vQ88jpQA9mYjgbeuQPT6UATKMxhSfmOT07/0oAExGSg53cHmgBrE5AwAF+Xp2oAFA7DtnHTmgD+iPwJ4X+F/7N3wqFzC8em6ZBAlxeXcpHnXEhXqx43MScKo4GcAAV+u0KVDBYe+y6vuf50Zrj824ozbkacpttRitory7Lu/vPyK/aY/ad8Q/HHVX0ywd9P8AClk5Nvag481xwJZv7zY6A8KM46nP5/mOZTxUrLSK2X6s/sLgzgrDZDQ9pJc1eS96Xb+7Hsu/frsj6L/4J5fCbwdr1vq/xO1qAX2r6Nei2tBIAY4f3SyeYo/v5bAPbAxzXt5FhKc715K7T0/zPzLxb4gxuGdPK6EuWnUjeVt3q1b00+fU9S/az/bDh8DxXXw8+GN2smvOGjur5CCtoOjLGR/y17Z/h6jnBrrzTNvZ3o0H73V9v+CfMcBeHjxnJmWbR/dbxg/teb/u+XX0ufjZf3sk1zLdXUxmnmYu7MdxZm5JJ7k1+fttn9jxioxUYqyRjyXbs+V+QHqe9QUVTmQ85470AJnae5FACbQCCOM9aAH/ADZ9aABTkcEZ60ASLuJ7Y/WgBUCq42HBByaAOiSdZUSWLg4HHoRQAuMgnuKAFBdiARj3oAkyAQeME9u350AKoCH5clh+XtzQAm7JJ2cjmgBMOu0Kd2ec9vpQA5QcABhz3PagBu0qSwOVX9aAE3AjCjdnv93GfY0AOVxJjzGC46A9ARz1GaAPsn9m39q7WfhTeReGPFzvqXhSdsf3pLMn+KPOMr6r+R7H63KM6nhJKnU1h+Xp/kfcZHxDUwElSra03969P8j9QPGPwz+Ev7Qmg6XrOppHqtp8s1re2rhXKHkrvwTg9GUjIORwc1+l4jB4TMacaktV0aP1/FYDA5rShUn7y6Nb+n/AKnxU+K/gD9nfwPFuijheKPytO0yDCtKyjAAH8KDqzn9WIBzxuOw+XUEkvRL+vxJzHMcLlOGSt5Riuv8AwO7/AFPw7+KHxQ8V/FnxPc+JfFNwXlc4iiHEUKZ4RBngfzr8ZxeLq4qq6tV6/kfz7jsdWxtZ1qzu/wAvI87YRFQAD6fjXCeYQoSSVUnH0459/SgAyOmcHsO1ADnjZVBU9ePXB/woAidQx8lh9ecYPt60AMuLiBHO7H070AZE1wWBCZHtmgCFyzENkqe4zmgBiSGPaVXDg5BPNAH17+zr+1B4m+CmqR2spfUvDF0w+02Lk5TP/LSEn7rjuOjDqM4I+hyvNquCnbeD3X+XZn1uTZ5Wy+pb4qb3X6rs/wAGfrpreh/CX9qb4bxuzR6np1wpeC4TC3NnMRzjqUcHhlOQcdxg1+qVKeEzTDd10fVM/aatLBZzhU909n1T/r7z8RtU/wCEp+AXxX1TTvDGrvDqPhm+lt47uMbTIImwCyEkEOBko2Rjg5r8dqKpgsVKNOXvRdrn4FVVbLsbKNGfvQdrr/LX7tT9ff2eP2nvCfxz0j/hHPESQ2HiURFLizfBhukI2s0QbOQf4kOTz3GcfquV5xSxsPZVdJ9V0fp/kfteS5/RzGHsaySqdV0fp/kfCX7avwA8J/CTUdO8XeEM2uneIppUazxlLeaMBiY267XDcKehB5wQB8Tn+V08LONWl8Munb/gH59xPk1LAzjWoaRnfTs/LyPhN5Gj2RN8yucZ96+NPgD6F+C/7Mnxn+Od2sfgLw9Nd2h+Rr6ZDFbKR6ysAGI7hcmgVz9W/hF/wSDsILa3vfi94okaYAs1ppoCDcR/FKwJOPYCgVz2v4X/APBPBPgF4p1vX/CuvvrOlanCqC3nHlTRsjEjLpw3X0FaQlZhc6iy0+1h1U6dcqUMUjI6FiGUjkc9a6W9DPZ6nRae9jaahqkJmK+ZAMb3J/vA4zST2ZR/Pb8S7NbTx/raDomoXIH081sfpX6pQd6UX5I/OaytUkvNn6CfsW3e/wAL+IrPP+quoZP+/kZH/slfZ5T8El5n8J+PFK2PwVbvCS+6Sf6n/9D8ONM8U+J9H0ubTNOmaK0uUDMAB90MPmB7cqATWiqOKaT0Z89iMswGJrxr1o3nF/o9PuZratH41X7PrV9N+91Sd7hVUjf5rpgsVA4yvGK0cpv3r7nn4SWWNyw1KOlOKjrtZPa/XU56SfxFa/Y7t55IzBbIbdg2CsBdgoX23E1DclZvtoevGGDqe0pqKd5Pm85WV7/Kx0tno/ifxbDqV1qGoMEsZJZpDKWbdOy5cgDoxC8k9q0tOSbk/wDhzxa+MwOAlShRpK80krWXu30+Sb0Rx9tYX8mn3c8UoWCJYTKN2MiVsIMd8Hn2rGKdm1sfQ1MRSVWEZR95uVtOy1GNcgQjTriQyRxyM2QScYGPl7YPWpsluUqb5vbQVm0v6fofoF/wTOief496k1q5jMWiSuT7iaEf1pwO6KdtT9wNcvr028yCdzI7KudoOcsM81fN0sXyn5m/8FKr+OBPAOjqMHZeTsO3HlKM/ixqGwPhj4XfHPx/8GRdt4CltLO5vcCSaW0hmlKj+EPIpYLxnAOM134bG1cNd0rK/kj4/PeGcBnShHHqUlHZKTS9bJ7+Z1/j79rL46fEbw9L4V8Ta8g065IMyW0MdsZAP4WaMAlc8kHjIFb180xNaHJOWn3Hj5TwHkWV4lYvC0ffWzbcreavs/M+bX3FTtIIyOB1/GvHP0gkJLMC+c9ifQUAfT/gn9sX46eBvD1p4W0PWYpLCxXZF9pt0ncL2UO+Tgdh0Fe3RzbFUYKnGWi8j8vzPw9yHMcTLF4ik+eW9pNJ+dl1POPip8ZfGPxj1C21bxutrLe2qGNZre1jgkZc5w7KMsBzjPTJ9a48Ti6mJkpVbX9D6fIuHsFk1KVDBcyi3ezk2k/K+1+voj3b9hbS7e/+PVs14u6G1sLmXaDjklEB/wDHq4U7an1Vj9prNNMtBerDOBJJNkRh8tnHQ9+9aa2DlG2bRR6/5104iCQMPnfI5I6A/Sp95oFGx/Pl8ftTi1P4y+LLyMhxJeuARyDtULx+VJiPIslRnaV9akBwVuingY5P+JoAVmR/lBwD1HvQAm7+LBKkYB9fpQAKQfmK4Hcgc596AGsG4yDz0zxx+NAC/KjbySoPc+tADFuYYgVBDNyCfTP5UAUpr9IwERct3PTn8aAMqWaWVj5nOeR7UARhdp8wgjHfFADMAd9xJNACKCVLKcdqAPujwR+0La/BP4W+G7bwy6XniJ4Jv3ZO6OFZZXO6X354XrxzjjP2tDNVhMLCNLWdvu16n6Dhs6WAwVONHWpZ+iu3v/kfK/ifxTr3jPW7nxB4kvJNR1C8cySSynJyTnA7AegHA7CvkKtWdWbqVHds+Gr16labq1ZXk92z6r/Yu8beFPh14y8T+NvGV6tnY6fokirnmWSSSeHCRr/EzYwB26kgZNfT5BiaOGrVK1Z2Sj+q2PsuGMXQwleriK8rJR+b1WiOE/aC/aS8VfG/VmiLtpvhy2Yi2sVbP/bSXH33P5DoB1J4czzWrjZ66QWy/wA/M87OM7rZhU97SC2X6vu/69fmwBkjXcwLnJyBx7V4B80MJdicFSvXpQZjBxHviILLnjp17d6ADKSbtz7MADA6g/yxQA7CyDzu4GMHqOxoNCFo1kHlkkqDkkHqfpQRYEXB2nOEJKnGOvXP1oEWCyg7kXawypJOaAIkzKxZ2IDcA+noexoNBN6qC9wM5OM/yNAmLsD7PMGArZBB6j9KBkM01uZ5ZSSzJ8qjt+lAFGa7eV/lAjAGMD9TQZlMSFflPIAzn1oAbMxMchXkSHP/AOug0PXfhN8LPEPizWba8s4gY0BlC8lmx0wB9a8PGTeIp1cPQfvpfqe1hILD1KWJxC9xv9D7Vg+EXxa1e3+wx6Zd+W425kZkTH1cgYr82jleaufLrb1dj77+08tTdRW+5XPjj4lfCTxT8N9RuYdZVPLjlKkxtu2buVBx9etfp1DFQjVWDm/fSXz0Pz2vhJyovG01+7bdvLXqeT4O3OeT1r1zxRBt7HB9fWgBSq54+v1oAMuM8YPQ5oA2LG4V49shyUPQccH+dAHteu/G7xfrPwz0D4S2032PQNDEu6KMlftUkkzy75PXbvwo6DGcZJr0J4ypKhHD3tFfjqfI4XhvBUMzr5vbmrVLav7KUVGy7Xtd9TxvIOXQkeo/z3rzz649W+FHxd174PajquveFQE1LU7CTT0nfkwCWSNzIo/vfJgemc9cV3YbFTw8pSp7tW9D5fPchwucUqVDF6whNTt3smrPy1PNtT1G/wBXv59R1Odrq5uHaSWV2LO7tyST6muOTbd5bn0lOlClCNOmrRSsktkigrkLtC5PUHpUmhFsZnyq9O/SgBWb+LBZRxQArKoTO75h+GaAImPlgAHgdT149DQAO52qEU7QMcCgBgGTuwGJHH4UAJjfFsdgwHTAxxQBC1wINys4+cgf7WKDQqy3+F2J823+I0AUi7O25mG709KDMZt25bPXrQAckYHPNACBjGp4ORk49aB2IyWEQeLnp+tAiZWWM7jlcHJoAAchv4g5yPegDtPh74wuPAPie38U2kAuJreOdI0c4G+WJowT1yF3ZI74xkV2Yau6FRVUtVc9DB4qWGqqtFXav+KsYev+INZ8Uaxca1rVybq6mPzMxyB3wo7AelY1Ksqk3Obu2c1arOrN1Kju2UbeQxyllOAw6dKxMD6P+Ifx58WfELwj4c8CFjYaH4esLa0W3RiRPJbxqhlkPGckZC4wPc817GKzKtXpQovSMUlb0W7PoMbm9fFUaeHekIJK3ey3f9aHhSBhztOR+v4V458+TKCq4Vd27kjp+dADUcNHtYgH1wc8cY+lUwFbkD58A9AO9SA7aA3BIA7dPzNADwuAfLxIzH149qB2J4V+YlFAx1/D2oEIpVMt1Pp3P4+1ACeYS2WODjt/IUAJuXO7J+X3oA+g/jj+0L4u+NF3Z2945sdC0yOOO2sEY7QyrtMkh/jc+pHA4AGTn1Mbj6mJaT0itkfBcMcJYPI6c3SXNVm25Te+97LsvLr1vpbwDapUSMPmGcA/5A/SvLPvT2/4d/tG+IvhX8LfEPw98HsbG91+7E0l8rfvIovKCMsX91mx9/qB0wcGvXoY+pRoSo09G3ufn+a8JYPNM1oZjjfejSjZQezd73fdLts+t1ofON1f3F07SO5YuSSzcsWPfNeXc+/StojOYlic5Oe5/pTGMTcmB6VmBKW4Dd/SgBnzZx1WgBw5bjGPXFACrnkOcjvj/CgAX5ewIz/n6UASKOu7kHsKAG5bPHODQBq2U+CYn4BwQO1AGv8AMQGxwe3t60AR4PKL+h/SgBAq9zgA9KAHblxtGM9qAHqARhcg4PbigALAptxk98UAMCjG77ufTmgCUZUpKnAIyKAI5BuiBB/755IoAroGyP4s5oAfhQucADOOuaAPoz4F/tLeLvgeZ7awI1PTbjObCZiE3FTh0P8ACQcZ9RxXu5fm1bBSfJrF9GfT5TneIy9v2esX0Z5V8R/iH4n+KPiafxT4qumluJSdik4SNOyIOwFedicVVxNV1aru2eRjMZVxdV1qzu3/AFY4UqRyCD2IrjPPEdcE4bByRigdhP3sOVkTp1B64oEIdsiEKQgXBz6YoNCnJdQhPlbLHn6e1BmUZ7syfKvHP45oApMScljn270AIRgd+fUUANKuM/hQArIpbzAMemP1oAv2RUkwFufvAjpmgD3b4LfHDxn8ENfj1jw7L51lK2LqzlJ8qePuCOzAdGHQ46jIr1cBj62Dqc9J6dV0Z7mWZriMBV9pRenVdH/XcwfjF4y0v4hfEzXvGmkQyRWusXAuFikwGRmRdwJBI4bOPUYNZ47ERxGInWirKWpjmWKhisXUxEFZSd7HC6bqmpaLfx6jpFxJZ3lqwkiljJVkK85DDkVwxlKMlKLs0efCcoSUoOzR9I/GD9pC9+Nfwl0Pwp4uhI8R6JfBzdIB5dxA0TIXYcbZN23OBg8njofosbms8XhoUqy9+L37q35n1WYZ3PHYOFCuvfi9+6t+Z4/8K/AGtfFP4ieHPh3oiL9t1u8itUYnhdzYZyPRFyx9hXzR8kf2P/C/4d6B8KfAei+AvDcCw2Wj20cC4ABdlA3O2O7HJNBB6BQBUnmtisiSSKu0ZOSBigD5M+Ir+FItVbUNPeKW7Y4k2KGOR0Of/r1cWB5U0sF/rSwiMNIISxLJtyoPT361bdgR+D/xy09dP+JviCDAXZeOcDjG75v61+p4J3w8PQ/P8UrV5+p9WfsUXpXUPE1jn5ZYLWXHujOM/wDj1fZZS/emvQ/jHx6oJ4bAV7bSmvvUX+h//9H8OIdC1mbw5ca+kqrZRKsbAt87JvUDC4+7uYcnuDVxjPkcuh89PHYaOMjhGnzt38r2fXvZCt/wlOrX8OkXFzJJNE0ixq78K0aZbHp8oqkqkpct9SE8Bh6MsRCCSaV7Le70/EmsPDN7ql/ZWV9eLbRz2qSxySMWCROxCLgerdu2c1cacpNKT6EV8zpUKVSrSp8zUmmkrXaSu/u6le40a5tby6sxe7UjmuoixcruNuuSSM/xdBzUuMk2r9/wNqeMhOnCr7PVqD225n+hC+gLHavcNfRblS0bZu5P2kE4HvHj5vSm4Ozd+34lxxzc1BU3a89bfy//ACXQdrtho2j39k+nXH9oQtGskgOB84JDLgdsjj2qZRjG3K7iwVfE4mjU9tHkd7L0to/66n6BfsD6rpniT4+eIdT8r+yUk0MqscB2KGWaEHlcYBxmrqVOeTklY6sqwU8Jh1QqVHNq+r33P2jePT9tpZS3Pmo8ijAY7jjnk9c8damKe7PYbWyPye/4KPXNhF8UvD2mWLPth0wSOGdnwZZCDjcTj7lKaIPzwKpy4HA698fnWQDCy5wRkHkZoAcRtwu4jPTFADwTvKbSuOOaAGglZG8xznj/AD6YoAnjxvwPu/3jQB98/wDBP3bb/EzxBqssbP8AZdMCZQZx5kqtn/xyrirgfqtpdxpF3cyXk1qUnlkd9+0buwB/Sqs27I12Vzo7G/sI/wC1bl7USLBDndKgPYnjP0rVRtozO9z+bzx/dpf+OfEF4qgLLfXJUYxgCQ4xXOxHI5kORwc+napAf23E5Kjg4oAVVYtuHP40AAA8vJAAznB9f6UARgufunOf50ANluBF8zNknOfagDKnuy27yhsFAGZuZny/U0AOyMnnce4oAVY2KSMOQgyc+lADPn2AJySc0ADFs7iPbigBCD6ZoAarKTlsnH6UAa9o4lhaPJdl5GOp9sUFIvF38plzjIxjrk+/0oJK7ZYBuhxwfSgBrDf97PHcUAIM4G4Z+negBplIUhhnj2B4oNBZIy5Xa2RgE5GD9KAEaJ3JJGCegPXH8qAFUkZ3ELg8DGf1oMwLt5Zz8gz1NAIUFQTjDYGfrQaDMK0TMvAPB55yRQBVlcC1RJfvngggjGD60GZQlnkkygYrj9BQUxI1HzeaQuMZ75BoJBf7o4YH8x9aAGlGTLYHPp2xQBo6NZtqep2+nRlYvtLqmT0B7k1zV6vsqUqnZHTh6Xtasafdn6a/D6a68H30DeFZRbPBF5QUBSHQdiO/Sv50rZpmFCo8RQk+Z7+Z/R8suy+pQVDEQvFbeR9A3HxS8fGyUqluhk4DhDu/Itj9Kp8aZxJcqgl58rv+dj5qnw3k/tHeTdul1/kfJHxNtH8T6brR1S4866uQZDI5GA6DAx2wMV6GV47FfW6eIxDbk3r/AJHs5ngcK8DPD0IqMbaep+fxO390R07mv6CP5zG8Yy36UAKNh246+ntQAH5lI7nsaAHWj+TMrD5QTg0Ab+8bSS3HGOMH86AFVk2SIULNIMKfQ55JqWBH5e5VWQZAxwD1qgFaNQpP3QuPwzQA1wpG77wJHI9qAEMbRMQJAeM8d/rQUhQxmBEvAIwcUB1IUZXTYg5P3h7A96CRpBzsbkjA596BtCYVfXcRgY6UDY3yzsyBn1wec0EmVcTyguinGBz6igdyu778O53H7vNAhi7f4eR3+tAABheMYPPrQBHkD5QME889KAJCDuwRw3APSg0Iw3BUjJGP/wBVBmOCtHhFJITtjkUAJy53DJz2oAkRxHu2ADPPPqOtACg7Rjs3OP8APSgBVKcMvUDpigAZsEDGd2M4/rQBuWTrNCUVsHJ49fegC2TtXrkZ59aAEVRnchyB6mgBSyqp3kDJP40AJJn5WVRk4Hv+FAExAVckjA4470ASZxGGUYVuh/8ArUAKvzDggbTnPrQAgRSSc/j3/KgBGAIU5BGcdaAHDCfKi5A/SgBjOVV2UZGM/wD6qAMaa7ml+Un8jzQBQ8tSefr6VoApPJx+lZgN255xj07mgBNjbBjGM59ef0ppAObH3jnnpSAQ49+O39KAGjJYcY/z0oAeF4zmgAC9ePz9aAHDj60AO25PA60ACOUIKk5XpigDoon3264PDDJ/DtQBOpxteIkeuTyc0ADjcM7T8px15/KgBh7N/dPr2oAlQgMCDgtzmgBpQHczHn1x1oAQBTn+LjgEUAHyxkOo2nGOOP8A9VADywC/6vnGBg9frQBXkxkKAFbbnnBBNADSilQxAAPYcY+lADhgY2dRxg9MGgBQkwZiDuXt9cdKAGtsaMiRucjgUAQsNkOc8KcjPXHTj6GgCCS7iTC/fJ757+nFAGY1w8m3c34dqAK6qF5QYz/nFADXDJt4JLGgBEXJxjnHFADWWQEKMnvgUARfMu5Sc7qAHIpGA3YnFO4D0KxsVjONvIweuaQ3obgzJFHJGeCBxQWObZIwfZhsZIB44HqOKAE3P5SOMuVHbqc0EogUkSgMMK3tzn+lAbH3j/wT9kj0n423njNI0kvfDulXd7bJL91pEAyD6ZTcM9s5roowU6kYS6nPiJTjSlKmrtH7reGP22vCnjjVtK8KeEtEurrX9Ssob9oXZVjggmAw7sMnHPYele3VyerSjKdV2im181ueNPMpJxhGm22fSd142dYERgqz7RvCnIDY5x7Zr5176Huq9lc8l8Ta/NPFKTIcuMcGkUeKzwYBJ6sc0AVLS2u/7at3sojO3lsDucKB+f0q4xTRofip+1JYXFj8X/EQuYfIkecMUyGx8oHUcdq/T8sd8NA+Bx6tXlY9H/Y51c2nxDm07GRqNhKv0MTK4P5A19NgMQ6eKp0+k7r8HL9D+WPG/Bqrw9TxHWnUX4pr/I//0vxU8SeEdd8LLFYXd8skd2CpRGbZtTLjPqMjI962lGUW43PisuzfC49yrU6dnHW7te70+/XUw4dAuri5tle9jR7q1N0GL9AQ5Ksc8Mdh49xVODvFX31PUnj6cITaptqMuW1vNary1NXRfDGmX3he41651VYZ4S6LbkruO0Ar1OcE+lONO8OdyODGZlXpY6OEp0bxdm5a213+45axtLS4s7i5urkRSxPCFjx80gkJDkf7gGT9ayUU4uV9j3KtapCpGFOF01K77WWn3nUaPpHhD/hJ/sOr6njS/IV/tC5H71lU7SQCeCSDj0raKp89pPSx4mKxeY/Uva4ej+95rcvkm9enkzEu7aBvEL2vh0GeEuiQFhksWXGDux3J/KsPtWpnp0qklg1PGaOzb+/y+R9t/sCabq2j/H7VNMubUu8Ojz+eq/MFw8RXJHFXyOM+WR6uCxNPEUlWou8Xsft7p8glurJ5Id+TvKqBkfL+HrXQ9jqcLH4zft4aoNS/aAvVVGT7HZ20ADfw4LseP+BVyyvcTPjkr2BwB79aCQ29Bge5rMCNThgEOe34UASDcD6jpzQAmCF5JwOR3oAkUMRuboexoA/S7/gnfYeXceOtZOSuyygUe585j/SuimUk2fo8lrqtqsM9wkcUcrnOxiTtzxnNbI2S0sbUKXVxomqoiqY7hGi35+YZBBx781MkQ4WZ/NtrsiSa/qE4IkWS5mIOTypc4zXGZGO4XqpAJ96AGsBkMvY8/wD16APTfhd8KfF/xa8SQ+HvCln5xYgyzMP3UEfd3bsP5114bDVK8+Smv+AfPZ1nmDyjDPFYydl0XVvskfSfx8/ZNsvhj4ctNa8J6wdYuYIx/aMJwWVx1ZAB9ztg5I9eePbx2VewgpQlfufl/C3iD/auKnQxVH2ab9x912d+v4HwZNdyYaJRt29a+ZP3EoEtxubcB6+9AE0ESzSxwluHYDn1Y4oA+2tD/ZR8L6lp0F5Prl1C0qI5UCPALKCcZX1rbkA6AfsfeDWUIfEt3uf2i/8AianlA43xd+zb8NvCX2VdV8YyWj3W7YJvLXeExnAA7ZFHKrmcqkYK8mecXXw++Bdo5jPj7eyjOEVCeOvQUkruwTqRhHmZymmaR8ENUuri1Him8t0hRn8yWJVVtozgZHJPYURjzMyq11SSum7u2iuXrPwv8B7m2aW58dzQupJC+SM4HTt1oSRu5Df+Ee+Asjf8jzMob/p3x+fFOyGmti4PC/wG0q4hmn8eyS2743eREJJAp6/KBwaVlbciFRSbVmvkV79v2b7N9tn4o1i+ReOLRE69xuApabDc/esl8zP/ALR/Z13E/wBs67zg8WsWOPxp2S3NHYVr79nZozs8Qa4rYwFNpHj8cGj3QuXrb/hm6eFftPi3VIH7g2Gce2RS0C5W1Cb9nS3jYWfijWLtsYG2xRf1Yik7COT/ALb+D3mup1DWDEOVP2aHcfYjfinoFz3D9n34R/Dr49+MZvCWmeI77S7iK3M6Nc28eX2sAUUK55AOfoDTST2ZnCTd7qx9k3n/AATZ0i2eGJPG0jeceT9mUfpuq+Q3VmWv+HZekLImfHE+Dgf8eak/+hiq9npqy+Q/NH4p+EbX4e/ETXvBdvcm8j0S8ltPPcbWfyztyVGdvNYPck88wrSGLnn8BSMx9yBIrqTjuB7/AF70GhgElRgAtj14P5daDMkVeCcjsOe+aAH4LDjgYwfrQAMuUZS2cfKQevWgDvfhr4Pl8b+Kbbw+t59gMmW80LvK7fbI9fWmoqXustOzuj7btv2bPEyECL4gTxsOh+zrx/5ErznlWEvrTR6v9p4vb2jL4/Zz8ZNnb8SLkpnjNv0/8i0v7Kwf/PtEf2lik/4jPNNY+EDwy3mnax8S7eNIDslWVVVsnsRvyKcMtwsHzwgrozqZriJ/u51W79DyzVfhX8NdGtHurz4i2ropxiKBpGz6YD16VtLnlOpFT5OpmWnw7+HN7YQapbePYEt55DFultmQqe527yf0p8r5eboZrEU3VdFP3kr7fqad18Lfhpborj4l2LbuB/oz/wBGNOy7m3MtiOH4YfD25PlW/wASbB5OgDW7qM/UsBU26Cc4qPM9jI1X4ffDnSl23nxEtGkQY2w2ruc/UPg03G3UcZxlHmWxBp1h8HWt1GqePpoplJB26UZFK9jn7QpoST6jjJM0W0/4GlsJ8RLgYxz/AGOR/wC3Zp2XcrQiXSPgsbwLH8RnETA5Z9KYYJHoJzUWQ9Dci8J/BBoWMnxTiycYzpsnb1Hm0WJOW1fTfg9pyMLLx9JetkECLTGUH8TcUgMlX+FSRxbPFtwztjK/2ZnB+puP6VWnciU+VN2Pq74MfsdyfHHwevjPwl4xt0tvMeMpNaMsisnqBKevaq5Sou6uel2v/BOLxjeNIy+LrJCrYP8Aorc4/wC2lNQNVG+oq/8ABN3xXJO8H/CZWatHglvsrHOfrJxTdOwONjTj/wCCZvi4KuPG1iSw4H2Ru/8A20qVEloyNX/4Jq+NNOhWYeMLGQbsf8e7Lj/yIc1XJ0RJ5L4v/YV8XeGdTS0l8R2swuEDqyxNjJ6gDdxzUWA5Zf2N/EoBB8QWvHPMbdv+BUupWoWf7Hfim9gec63aooYgAxtkkd87qaiSRt+x14pdgg121yOM7G5/WnygRn9kHxY1x9nbWrQsBnPlt/jRylJXLSfsa+J2AT+37VSPWJjz/wB9UnEdiwf2LfFAf5fEdocckeU/+NCjcgz7r9j7xVaXCR/27aHeOD5bAD9afKVofPXirwfoHhTX7zw9rHiOL7RZMEcpDI65I7EGszNy15bGatj4N2Hb4ohJ4GDbSjP1oLudHZ+EPBd1AJf+E50+JiM7HRwR7Hmqt5hcJfCfg2EMG8cacR22q5P6U7CMz+wPBwz/AMVfZ/L0/dyc0wL2naF4IFyvmeNrKJCcFjDKfxxikogevaP8I/h/rjoIvixoEUkvRZjJF9M7gKdl3M41FJtI9Jm/ZClj0f8Atuy+I3hy4sicGRLnC57ZJ4o5Ha5ksRS9p7LmXN26mYv7L1qQsafEvwuQTjH21TlvzzSsb80b2vqX5v2SnhKwS/EfwyrMQAhvBksemB6+lK2tiHVgoOo3ojmdP/ZzsLnX5/C8vxF8OWmqwSCP7PNclHLHoACK0dOSfK9zGniqFSkq9OacH1vp956jafsI+OtTfydO8WaFcFiANlzuz+ABqXCx0qcXHmT0NWP/AIJ6fFKS6+zxa5pL5ByySSYyO2dtPkZcUpLRli4/4J2/Fe1Hmza5pWO/zy/h0Sr9kynGyufO3x1+Anif4D6zp2j+Iry21CXVYGnR7TcVVUbaQd6rz9M1jJWJseFhVKYGQ3IPFSIaVc5V8qOnH9KAOcdWR3V/vKcUAIVQAcc+9ADQvoMEdcUABUk8Dj0zgnFO4H0x8J/2eE+JvhYeI/7b+wN58kPleTvxsxzu3Drn0q1G+paj1PQj+x4puvs3/CTDpnJt/wCm+hxE1Y43xx+z14W+HVlBfeJ/GQtobiQRq32Rmyx9gxNFvMzk1FXZ5nJ4Q+EEcKyWvxEiclsFWspgR79amy7jTubdj8NfhTfAGL4mWm49ntZE/wDQmqRmm/wa+HjAt/wsqwK9v3R/o9aAUYvhZ8MAjNc/EuzjYHAAtnb/ANmFRZAOX4ZfCg7s/E20Y9v9Ecc/991dl3AZF8K/h5czCK1+JNkfd7ZlA/8AH6OXzE5RTs2eq+Cf2W9G8V6jFpWnfEbTt04JQ+UGyR2x5oxQo3CcoQXNOVkeuXH7CNhaMIZPivoyyA42tEoIPf8A5b0cuoKUbc19CU/sEWjWMt/F8V9GlEYJA8oYOBnGfPPNPk03Dmje1znpv2L9CsNMg1fWfixo9pDcMYwWhO3eOwYTEZFS4tK/Qy9tTc3SUlzb26m9afsGHUoYrjTPiXpVzBLyjJDkH6YmNLlNIzi20nsbWmf8E59ev7prVPHlkoAyCLNmzj0/fA1XIXeN7XOg/wCHZfiBGUf8J9aA476e3P8A5HqvZruNHmvxP/YO174a+Btb8dS+MLfUo9Fga4eBLRoy4TqA3mtj8Qank0uUfn4lzI5ZYtuRk8jv6VmZifapGdTIu0lsA4B570rAMkmPLBQOTwScGnYpgk7GMnAYAe/P1JzQSIZ5FQMxXB4weuKDQonUoxhUAJGc8Y/WgCvJdTSHa5wvb2oMyp85weAO/pQB9QeH/wBm3Udf0Cz1uPV40F4ok2eWflB7ZzXbThSa9+9zOfP9mx2dh+yJc3M4a41xRArAvtTLbe+0ngHHqKpxodL/AIEL2vWx2cf7H3g9ziTxFdYA9I//AImublRuO/4Y58JPHmPxLdYyT0j/AMKOVBqYkP7JPh8vIv8AwkNwdhwMIh4/KiyAtD9kLw20eX8RzjPqqZ/lUOwEMn7IHh4XsEEXiGYpN1JVOPpxTSQFu5/Y38PQPuHiOcn3RKrlQHbeC/2I/CuvSz2lx4tuIJ1TdENiYI/iHTr3oUVcOp65F/wTb8N/ZBdf8JldYZTkeSh69ulaRgma8jIrD/gm/wCEJ4o93jW6Q5xnyo/605U4pmRrn/gmh4OmDJH45uTj/pjFmpUIg7nQ+B/2S7L4Aa7qXiTTNfk11H0+a3ltmjVGkhlx5gUr/HtB29s0L3WpoTV9D1jwfpvwg+B3ii/+Nsetslld6JYaTAjgERx2yKrFSuSzSFFJGOCDXq4rMq2IoKhPZOUvmzlp0kp336I+nrPx3/b1rBqliXEFygdN6lWw3TIPI/KvBOwutfS3X+tbigRK1uJhlOTQBntZ3y39vc20oTydwKMDhsjjkc1rB9Ckr6XPyE/bW0CfS/irJeTuH/tK0juQVzgEu6Ec4/u1+jZTK+Ht2Z8bmsOWv6o4H9mK9a2+K2h7H2GUvHweoZeR+Ir2OdwxGHmuk0v/AAK8f1P5+8U6Cq8LYptfDZ/cz//T/BqS6t2J86SabbwpJ7fjmq0tc8+NKa+FJF2O48OYHmpdd84ZMdOB0p2Xmc8qeM+y4/iVmuNHW7DLDK9vj7pYBifqAeM1FlfyN/ZYh07OSUvTT8zp9BvfBk96kGtWcsNu7YMokL7FIPYAE4OAK0hKC0kjxcdRzKFNzw1ROSW1rX+d9OpPrbeB0ljTRTJ5YliDuQcmPb+8Iz79KmTp7JGOBWaNN4m17Oy03vp+Bg6tfaeNQWbw8klvAEXjPzhxkEk9+D+tHMvsaHrYShWdFxxbUpXfpbQ/RL/gm3cX8/xC8bas8ZuLn+yoYg8hwQrygde/CAVtFttybPZowjSioQVl5H7Madp2q6fqkDHy33xv3PGMV0OS3Ojn6M/Bv9rTVbzVP2gfF1xPt2xXEcQHUHZCg7e9c0tzOT1PmtpnAHmDbtwSP8ay0JJN5+YbhwfTinYTIvPePaXGcce/t2x+tMYguZWYqjDC8+p+lKwEkdxPkLIPLbOSMZGOx/8ArUWAc0rg/IQSDx/P8KmyA/Ub/gn1dZ8MeKXJ2RzXcYb5SDmOMf8AxVdVKw02fo9DeLf+TBdPiFDwVB6H161q3bVFc72NHUJLSz8M+Ins582+n20sxJ67ljLHnA44qJNjUmz+Y1Lxy3zHd1Y8cH865bGYz7bjPmYWPGePWiwH0h8AP2dPHHx21wR2MR0/w9bspu9RdTsUH+CMHG9z6dB1J7V6mBy+pipe7pHqz884r4wwWQYfmqvmqv4YLd+b7L+kff8AreoeEv2bfDd5oFg40fS7BijuMNdXbAdWYYLsfQYUZ4AFfYN0sFBxWi/Fn84Uo47ijFRr1Pfm9ltGK8lrZL5t+Z5n8MfjV4Y+LKXVvAptb+MtvtZmDs8Z/iBwNwI6jHFc2FxkMRdbPse/nfDWJyhxk3zQf2krWfbrbyPmz4/fASXS3m8aeC4N1mx3XVsoyYif40/2T3HY+3A8PH4DlvVp7dT9P4U4rVdRwONfv/Zl38n5/n+fxoxc5UjHbPYV86fsho6Jvn1rT4CAS9xEpAGOrjmgD9g9Ia30/T7a2aHe0USZL4PbpyK6FdgWHuLCa+SWe3TYo7KM5/KnZidj4A/bZurWTXfDNvap5YS3ncjHdnA/9lrKS1FY+G9wpNDsG4VAxoOKADJoAMmgB24UAJnigBtABQAUASDpQB9T/saald2H7RHhYwPtWeWSJwehWRCpB/OtI2TCKvsf0GO8bXkdtHa75HOFIwK6DeKsdNpOl3cGq20sse1EcMfmBxjnNaacpUvI/nf+O97Fqvxs8d3RkUrLrWoEeny3DgfoK4nuc1zyJ4kDxiNGd2DFSMYwOv0qbDuPmiPlg5AbnIHf0HGaLaBcxbu1eKRZCuFYZAPbnoD3NFguRiOMAZwFxuB7geuKLBcVlVwwU7hwOeOtILiMsYJDAoEG0sR1PpQI9/8A2cbXzviLbSuGxFBIzYHXBFaRA/StrqxEJxb4yOM4B/nW2oEFl/ZS2+2XIdjzjPGaVmB+O/xwui3xY8UrDI3lLfSqBkjhTgcVja7JUUeSlzjBJpNWHbUC527cnHpmpCyIsmgY7cKAEzzmgBdwoAQkGgBtABQAo60ASA4NO1yWfrd/wTU8RX50/wAX+H5XLWsJhuFAYgg9DjBA53VtTZpFXP1MsPOu0dtPjnVVPJ3Y5/76rdWOiNkti1pb29vqFzFqcUrzYUjJJG3HswpyfYxmu5fuZdHuNTt8B4YU5YiRgPy3UtTN27lu8h8OyyRGSd2TdjDO5z+tZu5KZx/xb8EQa14WnvLaAhrIB0ZWbO3HPOfSobGz41XTVXYyLIQByd7c/rWWt9C0LY/ZSzR20jCME5AZuv0p3aHYo7UiuJ1SVm54y7f41smhJNkMUpluCkAl831BP880jRJGzbS2ijbcq7SL97Jbr+dU7kPcht/sMt7LK8kkaY+X9438s0tehBFfHTbaO4vPNaWSGF5FVnY8qpPPNQ7iR+H3ifUbjVfEWpX9y26Sa4kJ7/xGs7XBnPnpUjGUAFABQA/IoAQkdqAFyfWgB3mN6nigVhyyyKwdWII5BzQDSasyZrq4Nx9paVjLnO4k7s/XrVXd7kKEVHkS0NC18Qa1YzfabO/nhlznckjKc+uQc1dnvcl04uPI1ofuD/wT81y/1P4KPJdXVxcXy6tdqG3Mx2+XCev41pT2OihCMdEj7rlfWDIglklwWUEyZK4J6V0O1jSZ+bH/AAUzHk+NPBDqM7tPuAce0if41xyRk2fmV9oiKlgMHOBg8cdamwhonjZDKq4H936VAGXePGziZARk46YyaARQ+0LtKqN2Ccjv+VADvPJxkEE9u+PWgBFmySNp44z2oA/Qr9l+Oa6+HEphBYJfzrkED+CM46+9dENjSJ9AzZt7gRTQsHIyDkHj86Cmj4B/bG1ieTxBouirxDFC0hwerEjn9azm0ZNHxbWYlsMyaADJoASgBwb1oAdu96ALlrqN9ZOJLO5lgdehjdlI+hBFDbFKKlpJXJpNZ1eVy8l9O7HklpWJ/PNFw5Va1hRrmsrH5KX9wqH+ESvj8s0Byq4+bWdWurJNOubyaW2jcusbOSgY9SAe9VzO3LfQx+r01UdZRXM9L9S/Z+L/ABPYQxwWGr3VukX3FjmdQueuADVK7VhqlBTc0tXufY/7F3xQ8Zaj+0Z4O0jxDr15d6bObqJ45JnZcG2lK8Z/vAUe9dEKlFS50tT96dQbRo7u2ntmklC8Opdh/WulXOk8v/aFOj3/AMFPG8EUDKzaReFCMkbliZhn5vUelJ3s9A0P52WjBfJ2hwece35VyWHcjZcNGYzvOTu/HpVWC4/7MWy+MYyvBz/OpsFys+IA8UTbyvYZ49sYpBcyZGkLYkPBOKdhEaoSxVsgqT3647A0gLCxkkkHOcA7j0x0oAbt3EbmwDnOOmKAP1H+D3+lfDLRp1nJAiUDjse2a6YvSxTPYtNjlSCWUS4CjBXaCCKHuSDX9qYCpt0+ccAhf6CnqBzkPirwTaK9jeXVtFcxsQ6llBU+mDU6k3V7GjpniPwfceZb2d5bB893QZ/WpZRcnTR3vCwa3dmXqCn9KT2Etyhd3GkacifamhBJwpBXgmoSZehFf6h4eayVpLiDeCCPmXpVRl3BrsFh4p0vSb231W1ngkMDBsblGQOo/EVrcpK259raJNaeJtFt9W00w+VdJuUCRTj1H4VvFo3umtDpdCv9PtIDDNZR7ojhiQhB/SqnfocdlcSyl0D7fcz3VpGPMI2hVB6Vm0wdjUtx4XOopEIF3zggZQYBxWTT6jPjD4g/scDVPiHpvibStdltNC+1/a59PZ96bycsqLkgK/cVzOM+bSWnY9ONfDfV+V0v3qekr9PNH2jZaYLdFyPKjQADPAApnmG9HNZJEXMgZV67eaRVmc6viVcyPZjIUkbT1rZRTHyvqJHr+oa9bzW0VqAo+UkkZzVxhqaxhbU/ND9trRri38RaDPIm1prOVRznIjkBP5b6+7yZ3pyS7nx+cq04vyPln4Lag9h8RvD13A2x4rsc++CK9PGz9nTjU/llB/dOLPx7jXDLE8P42k1o4P8ADX9D/9T8AtwoAZQAo60Aaeny20N9bT3cfnQRyI0kf99AwJH4jiqjZNNmFeM5U5xpu0mnZ9n0NDUbzTZ9We6s7UwWZZdsROcKAMjPucmm3HmvFaHFQo1o4dQqTvPXU++v+CcOmG8+M2suwMBt9IY/d5+aaPtXTSbjF/L9TthZu6d9/wBD9qbKxkmvViE5O5mG/HOB7VbehqmzttM+0DWrhprjzo7WAY49Scnj6Vm7WKW5/Nt8c9aTW/jL40vlyyvql2Af4cRyFB0/3aze4HlErRqFMwyw59V/E1AFy1ja7uDa24a4lnAWNUG4ljwMevPYUat6Ak3oj6P8T/skfF/wp8MYfiVq9qBG6rJc2S5a6tYDyJZFAwOMFhnKD7wGDXv18mxdLDLEzjp1XVLu/wCtOp9ViOHsdQwixc46dV1S7tf1brY+WxGHmKqpyo4PY/XFeB5nypbWIhWHzAryBnk1LAqsS3zwN5bgkNx69uv61QI/ZP8A4J92Is/hLq1+xAeS9mbkA7sKq4z/AMBq46FJaH3r4YW4abz2s3T92Mb1ABJq5SvsZ2scL8U/E6+HfhD8RL2a2dZE06+IIAwD5TgZ/GhspI/m4lkVoVP8bg5XHIHXIHpXKB7J8E/B/wAK/EfiZZfi54pj8P6DabXdPKmkuLjJPyR+XG4XpyzdOwNejhKdGdT9/PlivxPj+IsdmeFwn/CThva1ZbapKPm7tX8kt+66/rrJ+1v+y/8ADDwM1h8PtRjvk0yLZa6bZ288TSPjCgvLGqgZxucknHIDHg/evNMDQpWou9tkrn8jR4B4ozbMFUzKDjzv3pycXZeSi38lor9Vufkp478U/Ej9pf4kyXphaZ7x8xW8eVt7aL1J5AA7k8n8hXwlWrWxla/V/cj+scBgcs4Zy5Qi7Rju38Un+vkun4nGeJfCnjr4KeK7eWRvsl5BiS3uoMmOQDrhiBkZ4Kkfhg1jUpVcNUV9H3PUweOwGdYSXJ70Xo4vdev6NfefbfgT9pbwF4g8ORt40vI9K1IDy54nR3jl4wWTaG+Vu4PTpz1r6ehmVKUP3rsz8LzXgzH4fEv6jFzhundJryeq1XdfgfJPxq034ZnVjrvw61yKeK6Y+dZIkitE553JuQAqe4JyD654+fxkKHNz0ZXT6H6/w5XzN0fq+Z0WpR2ldars7Pf8/Lr5p4Ht0ufF+jwso+a5jPHJ4Of6V5Z9yfrDtWS4ChWdlRcjBHGOO9dKdkAsRWO/RbiKTbJ8qjoC1NtAfnl+2TIx8eaRbbGQQ6eMhjn5mlcnHJ7YrCVyedc3Kt0fHuMUmNEdSMKACgAoAKACgAoAKACgB+4Va3A+of2PGsh+0H4Xe+mEESyk7icZPHA9zVK3MJOx/Qylpp900Wo2xkaSAkI+TjI4PFdOhfN5mvBNNd3TW/mPKI0YyrzwNpxmk3oVddz+cXx5cs/jzxJcugO7VLxlIH8JmauYzOD+0QzS+VJGHdSSFPTHYZ/pUoCzPCxjR2HlSbivyHAxjIANUBm3drJMWkLsyqFAQnjPcgilYDPY/K2Vyy4xxkGmBEJSsjNxtYAY6c+xrMCeNVjZWwQW564FaAfRn7M6L/wnc7McEWzqOv8AFQtx3PvuMoYSybnxxkZbn0rouhadC3ZmGSJYh5pnHLAA5A7HFZ3Etz8dPjBh/ij4pcZ2nUbnbu6keYcdfastb6kqSesTzMjjioLG0AFABQAUAFABQAUAFACjrQA8EZFaRFI/Tb/gnV4i8K+HdR8WXHifWrXSY5Io1T7RMkW/kZxuIzSjUhD43Y7KOHrVb+yg3bsrn6i6f8XvhJpm+2s/HOllJW3HdfQk5/76rfmildP8Rxo1W7crv6GVJ8XPhpLq091c+M9MKhVXi9iAI/PmrjUh0aNJ4Wtb3oP7mWrf4t/CabUYY08X6aYj1C3MTfrmplWpx3kZ08FiKr5adNv0TNe7+JHwlmXN14ysoEjbK/6TFXP9Ypy+2vvOuplWNpR56lCSXnFog1H48fDWXS5LT/hPbAIPlAFzCcjGORmqTR5Tg+x8veIPHHw+07U7mOz8V2U0T/Mu2eJhhvTBrOUuUuNOb2TOatvFHgiBC9tr8X7wkkmaMjn0qfa03u/xOtYPEWuqb+5mNa+LvCLXc6v4htcKeN00YPvWqlDe5j7Krfl5X9xqxeKPClvdfa7XXbcuRjBmTGPpmj2lPe6+81WFxH8j+5jD4m8OPNI76xbuGOf9en8qv2sP5l95DwtZv4H9zFtfFPhU3Miy6zbDaOAJUz+ppOrDuT9Vr7cj+5he6t4VvLK6c67AjfZ5gB5sYBOw8VHtIvqW8JiIrmdNpejPxc1VlOp3hUgjzpMEd/mPNEVucL3MwkYqBjaACgAoAKACgAoAKACgBR1oAdjmqVyWz9w/+CcUbRfBe7vY7gpLFrN0BF2KmGA5ramtLlwne6TP0IvbuS5AgupgI3IORwdw6c1tLa5pJux+XP8AwUhXZ4n8EPcmSXzLK6GXOQCrxdj9a5W7mR+acyGNlgTjGT7c9PagBqxOJCwk2Trkru5X3xWYEbQyTqyuyhioO4cZAoAy/LRm2sOQMc9aAEKhCML06Z5I+lACK4I4z6n3oA/QL9k26uJvAmqIm5Uh1BycDgZij5reNkik/M+l/Lgu5lvXdnbGFIPGKvTcG/M/OX9sGNF8b6YY23A2xBz2ORxWMtxNnyHkVLJQypGFABQAUAFABQAUAFABQA4DjmqQH0h+yRcCz/aL8DTOxRft20kDJAdGX+tO+qJuj+ie+mspI7WWzkkfzDyQhYEduQK61Iq3U88+KYsLr4d+J7Vrjy0bT7uNwTtGXiYAEEd6ptWY9Fqz+e26iKuEBA8xic5yQR6jGfpXGIl8l1yyvlQckYwTjsfSgAVrYR7iCpI3YyeGB6Y9aAId0MnmPvc7xkomCS3bPpQBgyLKkikEbWAPIOR+XpWYEamdyJJduFY42jIPp9KAHtsJDkkgnpkZDe9aANjkIjKN8rAkAjkEH0oA/Tb4E3MUvwn0y1lkARMKcHkYI6UK9h3PohLOwtIzBE/mrKASS3qKCbnner6pp3hnQZ9e1QmOxt1y0nJxk4Hr1JrpgueXKtWEpJLmZ+OPi7X7jxB4l1LVnkZjczu4Ofc4rjd7k2V+Y51Lu6jO5JnU+oY5pFl+LxH4ghGIdTukH+zM4/rQAk3iLX7j/X6lcyf70zn+tAFdtX1VvvXszfWRv8aAFGqamBj7ZNg/9NG/xp3A6XSfiH490Mr/AGP4j1CyWP7oiuZEA/ANihdyYwUdUj0CL9pb46QWB02LxlfCBiCSWUuSP+mhBf8AWtPaSta5z/VaftPa639Xb7r2KaftFfG9GDJ401MEHP8Ax8P1/Op533NuRXuXZP2lPjpLeRXsnjPUGkhYMn74gZHsOMeoo53e5MqEXTdO7s9N9fvKb/tA/GR/Ez+Kh4t1FL2Rw7BbmRYsjt5YbbjjpirlNuXMctLCQp0Fh1J2Stdtt/fueoab+27+0ZppaNvFEl1E2cxzKrqQe3Izj8aV3e5t7N+z9nzP16n6M/srftQ6D4p+F99c/FnXktNWg1CaMfvDEDAY42TAXjG4sK6qGGq1k5Qhcn6xCkuSrPXzPdNG+PXwWVXS68YW+8MdoaU5x2613xy/Er7DK+uUX9o17L49/BCxnmbT/F9qjSnMgM2f50f2fiFtTYfXaGzmfJH7VHj/AME+P5dAn8Ka5BrEloLlJBE+4osgQjP1K19VlNCrS51Uja9j5/NatOooOEr2ufGfgK7aw8XaZOgyYr6Hj6yAGurNk/qNa26i39yufn+c0fbZbiaK6wkvwZ//1f5/6ACgAoAu21vLd3EVpAN0kzqij1ZjgD8zVK7VkRUnGnB1J7JNv5HS32qxS20ltBpyQyG5SVXALFQkewx89ifmPvVymmmkrani0cLKM1OVVtcrVtr3d7/LY/Sr/gnl4mn8SfF7xf4hvUit5U0aGMheFIEoyefXFazqyqS5maZXl0MvoewpybV29fM/YvQ9N0qGzg1ZJ/NmmaR9pkOBliOnpU3kexcytY+ypBrV9bMyiK2cPsckAhCwGR9aV2lYpWP5ofEl4tx4l1S7OSJ7meUknJy0hOfxzUCItC0XWvFmuWuj+H7KTUL6+YRwwxKXcsT0AH51dOnKpJQgrt9DWlSnVmqdNXb2R+0X7NP7JGkfCy3t/FfjeOPUfFJUMicPDZk9QvZn7Fug5x1r9ZyjJIYa1avrP8F/wT90yHhqGDtXxKvU/Bf8HzPo7wv8Vfht8Q9Y1jwp4a1i31S80r5bqFTkFScErniRQeCy5AJAJ5FfQUMdhq85UqUk2t/66n1OGzLCYupOjRmpOO6/y7r0PzS/a3/ZRPg9rr4k/Du0L6G5L3tpEuWtCerIB/yz+n3enTFfned5L7BvEYde51Xb/gH5RxHw79WbxWFXudV/L/wPyPzpdcSqC3UArg5yHGRn0P1r4W9z80sS7ZRlHOWXqCMfmaGuoH7cfsY6Fq1n+zxZaivlZu3uXUMTv5mcD9AMVogPuOa+ukht4p1jUogAJO3P1oukKzPmn9pO/kj/AGavG+qSkCSe2aIgH5cSuEAz/wACqG1sPU/n4eNmO7ad6jAY8ZB6j1/GoAjZSYAUyW4x9O/XFAHt3wM+A/jr44eIhouhW5isYiDd30ilYYE9zjlj2UZJ+gJHpYPBVMTPlprTq+iPjeI+JsDkeFdfFy95/DFbyfku3d7L8/2Muvg98JvgB8IroRzw2As1E1xqFzgTXMqjngZJzztRc+nNfof1XD4PDvW3dvqfxs+IM44kziNouV9FCO0V/W8nb5Hzj4k8O+DvjB4PEDyJeWN2u+3uY/vRt2Zc8gjupx6HmvNqU6WJp910Z9zg8Zjclxt7cso6OL6rt/k0flz8RPh5rPw28RSaLq0ZZMkwXABKTJ2I6c+o7fkT8NXoSoz5JH9TZTmtDMsMsRQfquqfZnCMFBCqOvUdePrXKe4el/ByB7n4laGkYB2z7vbhSc0Afq7PqAtr4h7d5WaNcFMEDOfXFWttR2InV5bi1CK0p3btoxxx70JDZ+YX7X1xc3HxblWZGjSG1hRUYg4xkk8euaGmjCLi5ytvpc+VMmkzUSpAKACgAoAKACgAoAKACgCTApoD6Y/ZI1G00n4+eF5b2JJFlmMS7+iu3Qj34rVPV3PPxdOU4wUHbVP5an9HVnq9pLEbG2gkjcyOTIV+Xqc4PpQz07E9rJLBc6pd+RNchYSCUUdkz+dQotpCaR/M14mb+0vEGr3hXdcC6nkGSQNrOScAHrRckw24gYMBjG8J1YE9SfxpICxuEsSKHBDYI3ZPXsT9KoCNFk2iJo1C8gnJKg9j14pXB9jCmLI7wKcBSckdKYDWwQGIyG4z7+lZgPHA+VeOhXOaAPrD9ktceOL+WNQQtso+m4mq22A+9Uv7ZXmtFRlm8xgTt+UEHnmqHYfbs0eoyy7HlCxAHYufWpSuh9T8UfiRcXFz4+8RzXGdz39yfm4IUyHaPyxT1vqc9NRUfc2u/wA9fxOBqDYKACgAoAKACgAoAKACgBR1oAdgVpHcTPUvAV3psWn39tOoFxIRtcn+HHTH1rws0hekrLW59/wbK2ZTU52i4P7yuq239oB8BsHpWMpv2CTPr1RpLF3TOpXSZLtd6piNunFeI8WoStc++oZS67+HQ19G0b7JqMcfyjJrjxWLvTbR9DlOUUsNiop6and33g68vTJ5SN5BQksQcbvQGvn6eYQglrqfYYrJamMnUwzd4s+cNX0K9sNRlikQ8HjjtX6Zh8VTqUotM/k7Nchr4HGTouLstilaWUwkLFe9b1JrqcGFwVVz5mmj2TwpZq9jJeXXKRjAB9a+Jx9dxqqMD9ly2h+5fMcBeiA61lVwu7JFfR0k/YXbPiqyprHJR7noCGzZonWPCqOTivnpOXM7M/QpUoKaIhqlik5URrg8Zq3CdrnFy0oTbRahsLS/m82BQcdcdq5vbTp6SPXwtOlKopGPql1DZ3f2a9jzAPvr0yPSvbwFpVIy6HzfGWInTwlalS0vF2PDbgxm4l8oYQs2B7Z4r7daXZ/M8L8i5nqVSABWRoNoAKACgAoAKACgAoAKACgB4OapEs/cz/gm9e2cXwaup9ZCxpBrNzHC23lkMEJIz9c1om3a5jRpwUpuPV6/cj9ANVa2urDz4dhgMkbKcc4DDmpV72OrlR+ZP/BSia0utZ8BPE3mOttehgVI5JhI60rNbgz8vnQAs6/NuI99pX09B9KgkknldArZB3E8Zx25oAeknyKSMbe2KAMq9UrhywAYbue/40AV8SNlQoUdTQBIoKMVDHPfgcZ9qAPvr9kSTb4P8Q2ixvIftQbKjOMxqOfyqkrgfU9rOLW1hklyyKACoHP5UdS7H5kftaT6ddfEGOS0DiURfvA3GPTiraWjRw03U9rNS20sfKQAqZbnWNPWoASgAoAKACgAoAKACgAoAXJqkB9A/sv372Hx98DSohcS6pbRMApY7ZHCkgDvzVKVmc1Wmpct3azTP6U9Ou4LDT7ae65hRQCoQ7h2HA5o1vqdtkcX8Q5LHVPhj4s+wQmSOaGVMsm1t2zPQ4Pem7rYix/N7HI5WWNZB8wwpdSrY7jp2NIQ+EyCR0kB2gZUfT1oDqRSs4H2gyEoeGQDOzHc98/SgBEAtgJov3e1gC3Hz5PUigCtqSS5WQKQSMHb/QVLAoRv0VN2SOmMfXiqAYzk4QAE9Txz/h+tZgIUXdySD14oA/TH9nO6guvhJCksYYQtKSwXnCsefwxVIdj31bu0uyBZnIUc7lI/nTd+gWR5X8WxFJ8HtdtWDZEeV+Q4+VgevTtXbhF+/ic2IX7pn43TDE0vsx/nXNJe+zaPQgJBFYFDaACgAoAKACgAoAKACgAoAuMYfIXCnzMncd3BHbjHFVzdDNc3M9dDrvDXje/8NWFxp0EEc0Vw4c7sgg4xwRXsYTMamGi4xSaZwYnBQryUm7WNNfiPeCVZhZpuX/aNet/b1T+RfecyyyP8xGvxI1JJnnW1iBft83+NR/b1X+RCeVU39plmw+KGrWErSx2sLFh33f41X+sFZ7xQPK6b05ma2mfFdtP1KG+NhkRypKQH5yrBuOPas6mdSq05U6kFqmvvR59TJXOnKDnumtj/1v5/6ACgAoAtwSPDPHKn30YEc9wc1cWRUipQcXs0dlMPEjP9he22M96QPkAbzwgUrk9PlIOPxrSUprS3X8T5yH1JL2qndKHf7N73+/8AyP04/wCCaPh240bxZ8Sv7VgQy2tjZQsMLIF3tI/B5HRe1KSlGVmj2sJiKeJoqtR1iz9Y7DUdKvbO3t9LIJjQElk4weal7aHdbucN441m28PfDbxdqT5U+TKcomFzsxniiz3uFkfz2eB/AHiP4l+KLbw34at/tN7O2SWYIqKTyzt0CjuTXTh6FSvUVKkrtnXhMLVxVVUaKu2ftv8AAv4EfDj9n/QJtYuru1udbMJe91KVlAjjQbnWMn7kYxk9zgZ6DH69luW4fAU3Uk05dX29PI/fMpyfC5ZSdWTTnbWXb07I+JP2nv2xb7xu9z8PvhbO9rojZiuLxCVlvM8Mi91jI49Wz6V8fnGeyr3o4fSHV9/+Afn+f8TSxN8NhHaHV9X/AMD8z5HtR8Tfgf4j0fxQbW60G/dEu7SSRGjM0T+gONyMMgjoRXyq+sYSpCpZxe6/rsfFRWKwNWFazhLddNP8mftV8A/j74W+O/hR1n8q31m2jC39i5HRvlLKD1Qn8ulfr+V5nSx1JqWkluv66H73k2c0cyotS0mt1+vofA/7WX7Ko8Ey3PxD+HcAl8PzMWu7WPBNozH7wA/5ZE9OynjgYr4fOsm+rt4ih8HVdv8AgH5vxFw99VbxWFX7t7r+X/gfkfn3KFePdLlQpxlcZHpxXxN+h+cH78fsv2j6X+zn4YjjmKyzWcMiOemZm3c9ud1Wo9SkfRcEWqvE8184uMDhtuABipvcu1j5U/bXa50b9l3U1jvwy309nE0e0AENOjHnrwBWkkZH4WJGGRVB6cgDkEf57VAH1l+zd+y14n+OGpDV72J9M8LwOolvGX/WFeqQg/eOOvYd69nL8tqYqV9o9/8AI/LOMONsHkNL2afPXe0f1l2X59D9cvEnin4Q/sn/AA4jhKx6dZwLi3tY8G4upcY6dWYnqx4HU4r76pVw+X0bbdl1Z/IWDwOc8YZm5N8ze8n8MV+nkup+KXxw/aA8afHTxE9/rU72ulW+4W9iuRHEuerDux4yTX5vjcdUxM+ae3RH9s8NcLYHIsN7LDRvN/FJ7t/ovIyvgz8aNS+G2rjTNQ33Gg3D4kT/AJ5kn7yZ9O/rVYPGSoys/hM+I+HKeaUuaGlVbPv5M++/FvhLwn8X/CSozpcQXKeZa3KclGI4I/qD9OtfWVaNPE0/yZ/PuX5hjMkxj0aadpRfX+ujPy58feBdb+Hmvz6LrURXn91L/BInZlP8/Svh69GVKfJI/qXLMzoZhh1iMO9Oq6p9mdn+z1bzXXxS05F25iSRwW6YC4/rWMVdnsH6Ux3F+t1IZdhyVGOcAD61TjsarY2LWe6l1GFl2bQrcKDntVWSRkflJ+1Rc3F18ZdYkn6YiCc5+UIAf1zUSTvqc9OcZTny9HZ/cv8AM+biMc0mbpjagYoGaAA9aAADNADtooAaRigBQM0ALtFADKAFxzigD0n4UahBo3j7R9aupfKj02YXJI6nyvmwPrjFbws2lLY8fNK9Sjh+eiryuvzP6ZPBevXd/oFhfSRRus8CuC2Ry3PahQuz2ot8iZ1a6pf2ei6/fMEVYopGGzoAIx1zWjsgR/MXNdPPczTBlkYkvyBgjPUHrke9YEkZJixNjKt1dR1+v1oAZCEniMqDaCeQxxj8KAHvPiUozcoucY7+mKAMvUExLuOFaQZ9BQBnpLKY0jK7nAA4HGB61mBK8iIuW5HfA59qdwPrX9ktZzrmt3dsgZUgh+8cHJL1okB9xWF5c8+fErZZieemSeM96OW7NOhtWF1cCS7cKqrs42nPY9aq1jM/D/x407+Mtbe5z5r3kxOevLkj9MVi731Oeg4uF4ba/mcbg02dAlSAuDQAlAC4NABg0ABz3oAMGgAwaAEoAXBoA7TwxZW9xb6jdXEwiNvECgzyzHgDFVUjGUG30MFj6uGxdCFJX53Z+SN/RtOnmmjkcfJuHPrXy2KqJRZ+/wCT5fKtXhKZ9h+EdD0i20pPtUSyecMc9q/HczxNWNa8dj+vcFl+Go4ZN7nmHijSJdK1wSWwyA25R7V9Dl1eNeg1M/PsypWxCq0+jO4t/iFZWltBb6jAVRSN23rmvInljnL92fTUM0jh4+1qdTXudK8L+P4THYCK3viMoePm9jWMMRXwUlfYrEYDB5l78bczPPrP4L6y2pz2EkXlBAWZz0wPSvclxDTnFPmPk6XB8qMpqotyhrejWHhfQ7i3SbdM4+76GtcHWnjK6k1sfG46nHB0nFHzqGkN2Zm6qea/SnBRhyn4xG/1h1ux6ZZ4urQ7ehWvla0fZyufpWGqe2pKZwF60sF0U9696jGM4XZ8Xia841eU9U8DyCzja6uACj9c+1fI5n70uSJ+iZTFqCnIZ41TSNUsZ5dwjumVip6A7RnH5CvXyKE3VcZbJHwviFj1RwUJwV3OSifM5HJ9q/QW9j8IG4NZgAz2oAMGgBKAFwaADBoAMGgAwaAEoAKAHqOea0exLZ+23/BO/VLlfhDd2s1sZbeDVJ2RiABhokzj3yDT95w1OfDKHtKnLu3r9y/Q/RqW/QW8TW9m24PGeWGB8w5xVxhbU7G+h+cX/BTi4a4bwBJt2MEvVyAM8+V6/Spn0JPyt2vIq7hhejDgHH0rKwCrtAZ1BYgjC8DikAq7WJ8pQOxz60AZt2nmxpgBtijHfBHsc0AZe8j92pxx9aAJUCnk8so60AffH7G91MuieJok5HnxN/47j+laRegH1LHeTR2p3xIWGTkHniqlFMpH5IftBakdY+I9/qSyCSOQ7VweB5fyEfmDQ42sefh8R7WVRWtyux4ac96xO4SgBcGgBKACgBcGgAwaAEoAXBoASgAqkB7Z+z3qM2kfGvwVfwLuePVbTjGesgz+nNNSaloceJgpRXM7K6f3NH9MsN9MtniW1VpAWxhh6ntW0qd9TvjLocjrE+o32i61Yi2Vo5omb7wGP3fIwe/FKMboctND+cK/UwX1xBIcyJIyge6nHFZmY0ply8uS/A+g60ABcxGZSmOzgHPX+8PQ0BqRttLslx1kGCGPHHpQBA0Zmt90JMig/KQOn1NAWMkuAdoAGOSMj+dZgRlR8xjBJbnHetABZ4zCjsu0jHGec9yKVwP0Q/ZovLmP4aTRxQ+YqzTJkMP4iT3+tVFNgfSVpeEx/Nb8gDocc0lG5oznPiAZ734WeI7R02Ztp++cYBwa66DtVj6nHiP4U7dmfitqcK2+o3EKSCUI5AYd/eueS99iw9RzpRk1bQzCBisDpG0AFABQAUAFABQAUAFABQBIBxVW0J6jW61JQ2gAoAXJoAMk0Af/1/wDKn0oC6NCDTdQuo/NtbSWZM43IjMMnoMgdeKdrHPPE0YPlnNJ+bSKZhlzjYcjPGPTrSNuddzc0XQ9Y1TUY7HTbV5rhSrlQpO1cj5iPTkVUYybtFHn4zHYehQdWtNKO2+710PRrTw94o8Ta/rllDqAjbSrmWeQuSP3jZRmAH+ymD6CutqUlJdUfGVcfgcFhMNVlSv7SKirdlZpfez9C/8AgnJf6jbN8TWIa8mB02AuW6BPtCj6jA49q54qWtz7vCKEaUfZxsnrb11P1dsdQzbjfZgsigDBwOBRGF9TuldHk/7RPia90X9m/wAUTMnl+fbyoADx8x4/lWrdjM/npVJJZk2MpjPOPf3rEC5ZWF7qeowWFjE91c3DBI4413MzE4AAHWhJyfKtWy4xcmoxV2z9bf2Y/wBjaz8JC08ffFS1S61sAS2tk/zRWh6q0gPDSAdjwp/2gDX6jk+QqnavileXRdvXz/I/aMh4YVHlxOMV5dI9vXz/AC9T6v8AjD8IvCHxv8HTeHddRHdNz2l0mC9vNjGVYdjgbh3/AAFfUY/AUsbS5J/J9j7PM8soZjQ9nU36Ps/63PwY+Kvwu8V/CDxdP4W8RxNG8TbopVBCTQk8SKehHqPWvxPF4SrharpVVr+Z/OmPwNbBVnQrKzX4rujzhzMsm4sZElGeSeR24rhuzz7knyDAAC+3+NMg/oR+HWgafo3wm8HQSnyvJ0+yUguQpcRKenTrXQ0rFRPRYXtns54wzMqKdx3Ec4zRFJIqS10Pk79v7UrOz+A+k6XA/mPdalAhUHPyrGzZ/DbWUmT0PxeZtkp2suQOuMnnp/hWBI5bq/gXZBeSWwJBKIxXP1watN9GZSpU5O8op/IdLNd3YIvJZJjyAHJfbn0FJtvccacI/CrFUK5i+ZhkcZ6HA9v8ak0KVykjQiVsCRflY9M/j0oAhTUb+IBIrqURxgcByMfgDVczWiZi6NOTu4q/oNubq5vGV7mRpSowC7EkD8aTbe5cYRj8KsfQP7LdqZ/iRJdMRi2spWAPGCXQf41pFGiVz9DpLKOeC4u3nYM3QDoMCtbamiRd0tVnuyUk2bFwMEc5NJobSZ+THxm0rXPEfxS8Q3NpE1ykdy0SsSOkY5HJHTBNZ8snqjwq2NwuGlKNSVm3f8l/keV6n4R8Q6TZfb7+zaCHeI9xI+8QGA4PoRVSg1HmaIw+bYSvV9lRqXla/wAtjFi029mm8iKEs+0tgD+EDJP4VmotuyR6TxFOMeaUtCZtJ1COxGpNC32UyeUJP4d/XGfWnyWjzPYzWLpOr7FS9617eR2Wg/DLxP4h086nYpGsGJD877TiIAtx+PFawoTnHmifO47iTA4Ot7Cq25abLvsUvEHgLXfDdlFfaj5flyzGBdjbvnGc+3aonSlBXkdOAz7C42o6VG90ubXsYp8O6rHez2EkW2a2j8yRT/CvHJ/MVLhJPlsekswoOlGspaSdl6iXXh7ULfSrXWZFH2a8kaOJv7zJ1pOElFTa0YU8wozrzwy+KKTfzPSdA+D9/rWjPrD6lBbIkZkKkElcSJH83Yfez+FdMcLJw57nx2O4tpYbEfVo0XJ3tfvo3p9xznijwHP4Zg065e9juV1IyBCo4AjIGfoc1E6Tik31PXyzPY46dWCpuLha9/M45tORHmRplHk9/X6VztatHvrEtqLUdzV1Pw1Lplrpd28yOupxmRADyoGPvenWtZU2lF9ziw2YxrzrQUX+7dn/AMA9r8J+B/C+mWCa/damLp2hUGIAfLLISoUc5PT0rpVKmo87Z+dZhnGOxWIWBp0eVOW/lpqf0E+GdDGkeFdAke7aTFvGSrAKOY844+tTFM/Z4pJI0PFTSQ/DTxRqMd0YwLS4baAD91MfrSkgcUfzUAINrKpVg+xs4GR16/1xXNcwLGGCsoUBQ3Jzk4x0HQUbhsNVYmRVuMCMfxZ6+gqAHhUZxLAf3ch+YkfyzzQBSmgUr/q8H2O78GzWgGSAd5dyQB0AzWYCqxERdBuHIKnr/wDqoA+z/wBkNCq+I7llAYGBfTjD1tEaVz7INg8UKXL3Bbc+duAMAnpxWltTVbF+1WR7S+mjl8sBGGMZ6LSaE4q5+KWv6brer65qOorbyTebNIxcDgjdjP6isbSbueLHFYajH2bml5fiYN9oWr6YsT39s8Amzs3jG7BwcfjVSi0k2bUMbh6zkqU07blBbS4cvtQny+W46fWsrHW6sFa73JZbC6hiilliZUmBKEjhsdcVbVrNkRrU5NqL1W52lh8M/GGp2Kaja2RMMiq6knGQ7FQfzBrVUKjXMkfOV+JMuo1XRnU95XT+Sv8AkYup+Etd0iWzt7yDbJfjMKg5Lc4/rUOnJWv1PQw2bYXERqTpy0hv5GX/AGTelLiTyzttSFkP90nOAfyqLPXTY7vrVO8Vf4tvMmvNB1OyNr9phK/bUEkX+2p7im4SVrrczo46jV5+R/C7PyZ6Pb/BnxFNpa6q1xBHE/l4Bbn94jOP0U10vDT5eY+Onxhg41nQUJNq/wCDS/U5LXvBepeHdSt9MvJEMtzCs6kdArEgZ/KspUpRkovqfQYDOaGMoTxFNO0W181b/M5wWD+U8pdQI2wfWsOh6/t1dRtubOp+FdQ0fVotIvCFmljSTrwFfpW06UoyUZHnYXNKWIw7xFPZNr5o9dfwBp3hTw1fapcX0dzLOEji2jqzKCQPpmtK9CMKUpNnyGWZ5XzHOMLQhTcUpXfon/wBdHsWkkt7fblTjB9K/NsbNqLSP9CcvpU4RjPZdz0J9X07w1dIz3KzOgBCqc4P4V80sHUxEGnFnv5hxBhqUFGNdfeWrXxXbeIr2S/vG2RjgtjhQKyeU16ULU0cuXcQ4GppXqpLzOJ8RS2+rXbJpbCXYeCoOD+Ne5gcLWpx/eRPEzrOMHXfsqFW6XY6/wAGadeaI8eqapdQ2sPbfIqlsegJq8yy54mnaGhGVcT4fASTqtu3Y94b416CLUWFtieQALv6Dp696/O4cGVlPmnVVj7aXilhW/4Lf3Hy948il1XUXl+2osMxLKqq7de2cV+oYChQw8Ur6o/Cs74i+t1pSjGyZ5vDpEwLRMpYA4z0/nXqTrwT3PmaWOpxurF+1u59Cb5ofMDZALHiuV0oYl6s9mGeyoU+SlD7zkL7W7j+0h9tiXDdNtezSwcYwtFnyFbPKzrc0oI9MlvXTS7eKOMxtIuSK+ZqYVwrOUz9iweZQxOFg4aN7kMlla6gtrp1y4ja4DqpP97acV7mUQjKtP0PybxKqVcPl1CpFXtK79LM8v8AEXhSbQAjtOkyyZJCnBTB6EGvq6kOVI/G8vzWOLulFq34lS/8Lapppshdqsf2+FZ4snqjdDSnTlG1+pvQzShW9o6evI7P1Rj/AGC4EL3BA2I20896ztpc9FV4cyh1Z6TZ/B/xhfSQRQLDuuER03SY4kBK9vaulYeo2lY+Nq8W5fTUnJv3W1t23ON8QeFdX8M3EdtqsYRpUWRSrBhtcAjkex6VjKEofEj6TA5nh8bBzoO9m19xRm0XVbe4+yz27JNt37COdvrj0qWpJ2aOmGNoTjzxlptcp/ZLnyROEPls20Njjd6Z9aVtLnR7WPM431OoXwB4weQxrpcpZQScY4AUse/oCa19nUvblPDefZckpOsv6dvzOdvdMv8ATLk2eoQtBOuMowweelZuLT5XoexQxVKvBVKMk49yq9rPGxVo2BHUEcihpo1VSDV0yNYpG27VJ3HA4pJFOSXUvjStSJK/ZJsjk4jbgD8K0knscv1qha/OvvR+z/8AwTmXVdS+GGraQpSAWWpnHmKc7ZIwxH1znFbJy5En0DC04KrUqRd+Zr8El+SP0JEd1BvtZpFaYShQ3bhhir1PUcLo/Pf/AIKWR3Hk+B2v3TA+1BSoIwSE/wAK55aGMlY/LH7kn3CTtxgnjH1NYklVvPGXgUEEjO4/yoAPL80s3Qc428HPqaABlMkThU2luCAAR9fb8KAMNcpn5cdtvYH19aAFkLbgCMdMkf1oA+5/2O2MkXiWGGTyh+4JxzkndzzWkUUlc+p54zOhtRJtIYjd+db2NLWPyq8e+CZtR13ULrT5U+S5uQ4Y4+ZXYn86SpOSTTPhFm8cNiatGsnvp8zxq10y9url7a3QtJGpYgf3V6mudRbdkfVzxVKnBVJPR6feQGxnCJKBlZDgHPepK9vC7j2NjSfC2s63dT2WnQ+ZLbRmVxnGFBAz+taqnJtpLY4MVmeGwtONWtKyk7L1N65+F/jS0sTfzWB8ld5JBzgRhS36MKt0Z2vY8qlxNltSr7KNTXT8b2/JnEQ2F3P5nkxM4iGWwOg9TXMfTSrU425nuMNtcDblD8/3eOv0ple1g767Fq10jUb0yrZ2zymEZcKM7R71XK+hjVxdGlb2k0r7eZauPDuu2kP2i5sZo4gCSxQgAA4P5Him4StexhTzDDVJckKib7XMYIxBwCQOvtStod90MKsDgg1I7oekUhBZVJA71a2uRKUb2bPR/hRqU+hfEnw3q0S4eC+gYbhxy4U/oacG1NNHDjKca1F02+34NP8AQ/pvlhlll+xCXZIs5Uvj/bOePxrrse0opE1xYXFhHe2kswnE8Z24G3AxjFTG/UhrWx/N34pU23izW4N2Ftr25j2k5+7IR+H41yvcyOdlkLOJssVwBhc8jP8AnmiwEK7YwZkkDEfIQT2b6/TpTAs5AieE5ZVxjI4A9yaAGQoQn2aJjGz5GQOCPX8qlgZV7biC6JOH38DBHH4VQFXGWw7dOORgfhQAqj98uwAAdScelZgfoF+yrdCTwDqUKkMY711PtlEI/nW0dikj6WFncWyQSyzCQMOQAR24q7XNOhjeM2nHw78QMsihZLeZQCO7DH9aaT5kcuIlGFOUpbH4nXayrdTLL98OwP1zzWLe4U2nTjy7FXcKzNBlABQAUAFABQAUAFABQBp6ZYTapqEFhCwV522gsQFBPqTwKcYuTsjnxFZUaUqsloihjjFV9k26jSMVBQ2gAoAKACgD/9D8MY9eWATIunRHdFdxnIPy/aOjfWL+Gt/aLt3/AB/yPAngeblbqveD/wDAen/b3U6zQ/il4h8P6PbaLaW8QhtZ45VLKckKWbYw9GLZJ6+laQxMoxUbbHh43hjB4vETxNSTvJNfkrrzVjjdXg16xkU6lbyWv2lZJVBGMpI2WI9s1hPmW6PocJPCVV+5mpctl80tDbs/F/ifS/ELa3GRa3L+VFJ+7AXaiKFBX/dUH9av2tRT5lozza2U4Gvg1hZe9FXa111bb19XYYbCyubu2un1Xyl1FpJLhyeUH3vmA5JIJ+tZLlbs3uV7apCnOmqN+Syiu/TTyVj9Nv8AgnDaKsvxK03S5wytJpgSVgGBGJ+cV0RSV1E9/BznUoxnUVm90fqLLa3Gl3MqXMwmwgxtG3BPtWiTsepy3Pm/9tm/vdJ/Z5ks5Zl23k0SY24JDZ4zWUkZONkfiT4X8I+JvHviC38O+FrN7u8uWCRRxg568k47D34oo0alaap01ds1w+Hq16ipUleTP2x/Zw/ZZ8N/BTTk8TeJfK1HxS8eZLl8GK0BGWWLPAI6GTrjOMAkV+u5Tk0MGva1dZ/gvT/M/d8j4epYCPt69nU79F6f5nzr+1B+2ezi7+H3whuiqndHd6rEfm9CkB7Drlxz0xjnPz+cZ+5XoYR6dX/l/mfMZ/xQ5Xw2BenWX+X+Z4b+yt+1Ff8Awk1MeFvFVzJe+FL6XJ3ku9rI55dCf4c8svQ/XmvIybNpYSXs6msH+Hmj57h/P54CfsqutJ/h5o/U34r/AAq8DftC+BI7S7eKfzI/P03UIsM0TOMqysOSjDG5eh47gY/ScbgqGYUFr5pn6/mWXYbNMOk3frGS6f8AAfU/Cn4n/DTxN8JvE1z4V8V25ilgOYpf4JUJ+V0PcGvxbFYWphqrpVVZr8T+esdga2DrOjWVmvx8zhAovJIoAoYsQAOnzNxk1yHmn9I/h/7Bp9hpOnXCAx28McYVl3DKIB0/CutxNtNDXubV7g3F5axYtmfBIGBwADxT0K50j4V/4KT3SQ+DPB9lbxYMl9JIAowfkiI/k9YVFoRK1tD8eyJt/wA7ne+SB93ae4Nc2xkTW7EjzGbY2cAH29KAFkmLud+7+7wepPvQA5tyqu7gjgr1wf60ADbZI9h4FAGMF+YIflGfXP60ARsQrhhzj1NAH09+yxBHJ4q1eaYjC2qgZ/2myf5VrT3A+6baCyycnMbMDnnFbMd2dRBBp815J9l25jiBbHHJJqGNH4+/EPxJrOg/ETxLBaOpWS9uXA+8FWUnGPcKaFOUG0fNVMFhsd+9mutv/AX/AJo5dda8Y+LNIHh9A13BDIbo4HzZwEyT6DgVX7yUeVa9TjeDy7L8R9bl7smuX83/AJnPk67omqTxbWivFjKSDg4R156exqLzhJ9z1rYbFUIyveF7r1T/AMyKS/1k6HBp8hYaf5xkjGODLggnP41HO+TllsVGhh/rMq0f4lrP0NOx8TeK9LWeysrmSMMjCRR2VgA354FEajirJnFXy7AYhxq1Yp6q3y2L9hY+L/FlgLVJy9nZN5y+Y2FDMTkg9zTi3JcvRHNiK+XZfVc3H356aLojI1C21+01fU4LiVpLm33R3Dqc5CnB57jIqpc133PQw9TCVMPRlCNoys4orXVtrgsNOjuXf7JMXa2Un5e24gdqlqfLG+3Q2p1sM6tXkXvK3N+gRXWuwQXkEN1IsMY2yqGO0jPQ/iM0k5WaQSp4aUqcpQV3todhoPgfWvFFhFdXF75MEZVIvM3Nw4JO0DOOnNaKnKUbtnz2OzrDYGrKnCneT1drLbucBcWLwS3IEgZYZGj3f3sHFc9tz6unXU4w01aT9DUv9C1CyuLK1vZlBuIUlTLZCo4yPpwelbSpyTSfU4qGPo1YVKlKPwtp6btaGh4LlP8AwkOm2O/P2u8giwScAGQDOKzijqlQVScW1tqf08eE7DTvsmnwXb5WOBUAdiV+4AK7H0seimzN+KttYWnwf8dahZkGOGxvipDHHyxt/UVEm9hpu25/N6SsrlZEyRjk/wAWemK57EjvJjRZGUOobJBznn0AxTArRRKozPggZyP6/X2rMpD5ZypXagkjwTz1yKCREEhtw8TACQZGR375Oa0AxZJFhkA6q3Hr+NZgMkVeDtPPvjP5UAfav7KMSzaXr5mJTE0QznGQFz/WuiGw7n2BYW1uzRRzysyK38THB9Kp+RV2bEllaC31Frc5RE5wxxnZzSbJ5j8YJvGGu6I95o5C7o2aPd1KEOG4/EUlUkk4nyUsqwuLlHFXdnr66P8AzE1PxF4n8aWdham287+ygwDxryxlYtljnuc4qnKpNJWvYjDZfgctqVZqdvaW0b7K2hzKahqdgNQstuDcfu5wVyV2tkj25FZKco3j33Palh6FX2VS+2q+aJbzWtYvbLS7K6H7qwVltvlxkMRnPr0FEqjlGMX02M6ODw9KpWqw3m1za9jdtviD4vstMn0iK6ItyFU8DKhWLABuo5JqlWmo8qeh5k8hy6pXjiJQ97X56W/IuWp8eeK2sL2AmU6UUigc4XaSRt+pzjmqjOc7NPY5qv8AZeAVWlPT2l3Jd+5x8lzrAi1CN3bZLIDc9wzgnGf1rNuVnZ+p9DGnhnKk0tUvd9NC1fyeI7mbT4dRd2eOELbBv4Yu232ok5uyl8jCgsHCNWdFKzfvevmKPEPidtIksjezGxDrujLHbuUEL+QJpe0m48t9A/s/BLEKoqa57PW33nVQeEfFXia1TWr68ztUxoZnJfZGoOBntzxWrjOVpNngzzbAYKbw1Kn5uy0u3b7zzUW85hEw+6xx9TXL5n2LqR5uXqjc1TTdZh1OS01R2N1EgLFmJIUDgZNbThPmtLc87DYnDSoKpQXut9O5Z0e8nna2013aXzZRgMSQo9h2zXBiZclGUn2Po8nwUKma0WlbVfM9V8ZeLtS0e3h0zw+iQwWyqs8gUbnc9QT6V8tlmGhOHtKm7P2XjLE4j6y6NF2pwsrLv1OEt7y5u0F9n5nznHH6V7FWkoL3T4ihNVI3kz17wrczjSlS3untwcg7X28n1r56vXqQkrI+hjGkoXuTaZptxNPImpzxyx9lLgn1rkxWIqyjeC1PAq4yFNs0bzSRb3P25HSO0VAWAOe/PFclOrXlT5Gnc86eaRexXv8AXfCtwiRHzJ/L7IuBit8Ng8YnueW8bU7mZea9o72WyO2lLRtmMHHT3rr/ALNre05mzGWKm+pxk+uyG7eeG1Cq+PlbnpXqxwKS95hDFNPcyb7UL2/jCSRqiIcjaOa6aVCNN3R3xxcp6HF6wsxCT8koeuK9WlJWsZVrvVnVRanci2t766u45/NGNqtllxxyK5cXR57H1eSZiqN4sydV1x3mikUkpGxwR1BIOCKvB0VTbOLifFvH0oq+iZy0rXd15sryGQJ1yc8GvUsfnkVTp8qStc09RtteKae1+zsskQ+zFj/yzzgY9q0mp6cxxYerhL1fZJaP3vUv+H/Cmt+IYLkWDJtgdUdXcLlmzjGfpShCT2ObHZrhcHOHtU9U2rK+3/Dmk3ijxzpGswZupFvLFfKj74VCQAPUDmtfa1FNa6o41luV4jDSfIuSTu/VnLajqusawv2nUJWmVSFye2OAPyrGU5S1Z7mHw2Hwz5KMbdTVvNf8TSax/aN4Sb0w+XyvPlYx0+lbSqTc+Z7nn0sDglhvY0/gvffqLp9r4o1TRUs9NtWuLOGdpAVAyJMDPv0AqbScbLYqvVwNDEupWnabjbXtqdbF8XvF1vq0mouEZ3jaMx4IUbkMZOPXBNarFT5ue58/LhPL50FRV7Jp367p/ocVq/iXU9bvl1PUAry71bOOu3GB9KxlLmlzNn0mEy2hhaToUdFb8y3feLbu81m91a4tIw93EYmjAwqgptyPfvWrrtzcrbnPQyqnTw9PDxm7Rd79Xrcx7SW8jMFxHbtJHBIHBCkg7CCRnH51im9ND0asab5oOdm1bfuetQ/Ga5TUbq5bTIzBcRsqxgjKsyKpOcf7AOK7FiPeba0PgZ8HwdGEFWfMmte9m3+p+nH7Aeq6rrXhfxR4kcmyS51KPaqAYZRFtOPoRSi+duT6n2uVUKeDo/VacruO9/PU/RyDRYrjT5r6S5Zp1bdu3Ac5GOKLvY97me5+ev8AwUmspLbRvBVxKzOPMnGXxgZQGuabuNts/JNpJJH3qF2HhScnJHbHH4ViQSxMZ2JIzs6joc/59qAJ3lG/AKrjG7I4HpQBGrExfJypOCQNvP09KAKF7EuBKg68HmgCns6gZJbjP/1iaAPtr9jqFZbvxLbNwypbng4H/LT/AArSPcpH2FLZaf8AYcq+Jd5GQx3ZDGtmK7Px6+JuoXdl4z1+xtJ3ijF9MWUHg7mPNc7bWx5jwtOVb2k4pvocBYvq8F3mxZhcSIRx1KHqKqPMnpuFdYeVL96lyp/iZwNyIwQSEjP6+tYs7Pc5rdWeiW9p458GedrUAMQuY/s8jjDgpIN2Dkd8ZzXZF1IXl8j4+pVyrMuXDT15XzJbarT9SA/Ejxj/AGImkfas2u6T5ioLEyBQwLYyRhRQsRUUeW+h0Lh7LvrLr8nvaddNL20+bMXTNc1rTG1OG1QE6hAYpwVBwhPJHp9azhUlG9up6OJwWGrKjKb+B3jr1K6azqATTYhGv+gOWh+X7xYjg+vShSbUfI2eDo3qzb+Na/j9x1Vl4o8S+F7jVryWwEMmsgqxZNoRsk/L9M9K0VSUHK63PArZZgsfChSjVuqWu+68zX1D4xa9qWiros0KHerpJIeTIHcOc9uoq5Ymbhys4KHCOFo4n6zGT0s0u1k1+TOFsNeWxsdVs2s0lOooihyOYdpPK+mc1jCahGStufU4jAurVo1Odrkb0/mv3KlzrC3EVjHHbKklqpVmHWTJzk/yqZVLpabG9PCuEqjc21L8Dq/CfjK38M22qxT2InkvhH5RI4Ro2DHIPY4rWnU5VJW3PAzXKJY2pRlCpZQvfzurHct8ULbV7bTdNstKVb75Y9wUff8AOZxs75+bH4VrKsnBRS1PCw3DlTCYmWKqV/cTvv0SS1+4/pETS9Nn0hr7zNlwz7t2/wCYEsG/lSbdj9SUm9TnZrUzzTSy3UjfLhQznoAc1okNSfU/nq+J1lHpnxH8TwLGuF1S9BI6kCZzzXDLclnDyMsyEo4QoclSOGBz2oAVtkp2AFHkHCgYJA9fpUpASIr+bxNuBAxuHOR71IFaMSszQnITOODjI9j3rQCvfxx28SbM4Y7SR1/H3rMDLDb8svzjPfjp7UACyAf6xcc88dqAPuL9lMJLoOuW28rsukYgHHDIP8K6IDufXFlAsxihupmdUPQtgHjjmrvbYq7OK+MOnEfDbxHFZyMuyPcCG6fKCaTk3ocGLdqE2+x+RniHQNYsby5uLuBzFvJMmPly3v71jKEle6POy/H4arShCnJXtt1OZW2naMyiMlAcZxxn61n5ntOcE+VvUZ5UgONpB9MUFc0e5OtpdSp5qQu6ZxuCkjPpmkZyq04vlckn6jZbaeD/AF0Tx/7ykdfrQXGpCXwyTK4Bx0plXQuDQFxCMigLoQDBoAQ89KdgNjSbK9u55pLNdzWsLzt7Ig+Y/hmrim9uhxYqvTpxiqj+JqK9XsY4PaiXY7QJzWYDaACgAoAKAP/R/C6LU9Q2yyxWysJorlSSmfkm++w/3ex7VqqjXTueHPDUbxjKT0cOvWOy+f4k/wDZviKCyttWe2xb3MsIicqPneMEIAOuODmnaSipW0ZH1jBzqzw6l70U7rsna/5kmsaj4i8RH7XfoH8u3c5VAgEQkwzHHo3GfwpOUp6tEYTD4LBr2dJ2vJdb620X3ak8uh+J9auNTlvjieyXzLjzCE+4gAAAHJC+natHCpOTv0MY43A4aFGNL4Z6Rtru/wAr/ichH9m8r5yQ+09uM9v/AK9c90e/Ln5tNj9Tf+CbEJlj+IMttM9uyPppUqRkk+f6jFdFK1johdR13P1r0rR7XUHnnvrmSU+Xn53AxgE54ArdvWyL5m9T5K/b0srez/ZwW9uS80zajbRQOWPyZYnOBwflXvmsJvoDbtqfkh8OPi78QPhL9oufA2pppk12AJpBa28zkDnarzRu6r6gEA4Gc4FdOFxtfCtuhKzfkn+aPUwWZYnBNyw0rN+Sf5pnY+MP2n/jz420S48Pa/4qkudOuwBJGkNvb7h3UtDGjlTnkbsHuK66+b42tTdOrUun6L8kd2Kz7MMTSdGtVvF+SX5I8BdRJJnccg/MATya8VHzZM4ik3KBggflSQHuHw//AGl/jH8L/D58M+Ddfe206NjIkUsMNyELfeCmdHKjPOAQMkmvawua4vDQ9nRnZeif5n0GCzvHYOn7LD1LR7WT/NMzviJ8e/ih8XLK2svH2oQ6klqxkt3FnbQyLkYIEkUaNtPdc4yM44FZYvMcRi0lXd7eS/RGWPzbF41JYmSdttEvxSRwngy0bUPGOkWP3nub+1jBHffIq4P1rykeIf0bGG7hjg8yIL8gYENk5Fd/NcTZ1ayX9vp0cBtVYXUiKGDc4Zxnj8KyW7Gfmn/wU21GCK78CaHjDKl7ORnv+5Uf1rGS2KZ+UeFZi4BGTyT14rEkmZEB3K2FAycZ7e1ACNMzliudpwMDjPuKAIhFHGhd1winI5Jz/wDXqmA9ZGLeYql9+Bt7j61IGVeW4hm3NwpPPOPzFAEQVV4AGV6e9AH2d+yFZg3viO/zjCW6DI/3ycVaKR9p6RvluVl8h8ZbkqQDye9at6Ell79bL+05JYXDCInhc/dUmi+hSPxM8Qvqt74h1bV2heRZ5523kEgKXPOfbIFYLm+I8tyofw+ZJ328yDQ/FmraBavbWKptlyCWGSQTzVxqyirI4MdleHxdRTqt6FWbWNYv9SvNVCZmnTEuF4VeB07dBS55OTkdEMJhqVGnh29E9PUZLeau2lWVhOhFpC7vDlcZYn5sHv1qZTlyqL2LjRw/t6laD99pJmy2ieK4NOuNckgMdtPEDI7EDKM2OBnPWtFGooudtGeYsbgJ1o4VSvJPRLul/kUbDXvEulWsdpZytFDIMqAODjmp5pJaHTWwGCr1HUqRu1uVFbWr8ahqhLOrHNzJ7uc8/U07ys5fedDWGoulR0v9lehLd2muhdNtrzeQ0Ya1U/3GwQV9jRJ1NL/ImjVwqdWdO2/veq7m5qngjXNG0aTWLuZPs7tGrBX3El8kZ7ZGK1lRnGHOzy8LnWGxOJWHpxfMr7rtYz7W28RpcQabbTyRtLGJEUNgBdvX8qyTqXUUdVWpgnCVecU7Oz08zNXRtRk0n+12b/RTP5OSeTI2T0/DrT5ZcnM9jteMoxxH1dfFy3+X9M0brw1qkWtjRLxwLlY42JZshUKgjn2B6U5wmpcj3OSlmVCWF+s017t383dnZaT4POjfEXwpZ2lwNQFzqVvtaMH5gs6qSB+FXUpeza1uLKcyljYycocrVtH5q5/Tf4UiQaezfZnbbFGAGQj+EZxmqk0fQq541+0H4gg0v9nDxrHDGyXEtpdxgFDt3SbgMn05pSZSXQ/nqzueGVmw0RIP48dKw2AnfakhYHcgHBHb1zTAqrMGlaLAZl6EA8nHFACyKJYmmABx/CeOfagCKBj9z/loeSp+7gen86noBFfIs6kFRHIuT8o+8O3+cVJSMcK2VMgxtwOuQPyoJPvf9ka2H/CNa/OyKVF0AMjOQI1/qa1iwPrPRfImff5e4bM4KnH61begFPVtStdN8Oa9KVMbrHI3A/2KTYdD8RJpr2R7m6uIjI1xyzkdyc5rFN6tnnRhTShCDty9DpPD/ja98PWbWltaxyeYVLFs5O3OOhHrW0KzgrI8fMMmo4yoqk5tWv8AiYU2rXk82pXAiBF+WaTjhdxJ49OtZuT1fc9SOEpwjShzfBt520J7vWNRuodNjkhVF0+PZEQuCw45PrSlUbt5GdPCUYSrOMr87u/L/Iszaf4hs9Nubqe0ZLa5KF5GXH3s7cfXmq95Rba0ZhDEYOpWhTjO8o3sr+ly7p/jXxLpFvDZWm1I49rKDGDnb0PINCnJLQ5sRk2CxE5VKl7u6er6mAsupy2N04B+zTyAytjgvzipu1Fs9RxoRqwX2ktPQu38niG8v7SO+Z/tMUSJCMYIj/hxjtVynNyVzmoRwdOlUlSS5W2369S3rHhTxDoGmCXUR5dtNIBtDZyxGQaqpTnCN5bGGEzXB4uvy0dZJfhcli1HxgrNpcN3MvlRsxQHGEIG7+lTz1HoRLD5c7V5QWrWvmYQ0jU2061vNpFvPIY4m9XHUfrTs+VO2h6bxdBVp07+8ld+hrv4e1288Qy6PqDt9ujcJI0jE7ecZJPYZpyhNz5HucMcdhaeDWJor3GrpJb+hbbw7d+HvFOn2byCV3/eKU5BALD+lefmNPkoSUux9dwfj443G0qlONrS/JXNGQtqei6jdOCWMpYc++a8WK9nUjBH6hXrTxeHq1ZdXcxPD8LXEJj5LI35V6FaKbufFYVOzud9DprKu0scN2FeZUipdCcTWmloaa2CAZycn04NaRpwtqj56pOe7LdvZKQQxbHpmk1bWKOZ1EywNNtyMVSrzKsu5INOtF5LD86v2k5dCLI5m/s7e2nYAgq3I5zXRG7QjPa4s0GAw/Dmm0dtKo4sxNUubW4tJYUBJ9hVw0Z67qqcbHFWUlvbtJFLHveQbVYn7ue4rtb91sxocqqqLZua7okmm6TbTvkedJjn6GvJwmKVWtJLoj6nO8ueEwcG+r/RlK/8N3+n2iXcpVo5M5CnkYAOSPxr6CUJRVz8loZhSrVHTjuv+D/kSS6f4ju49KVxJKtwNlmOuRuIwv41bU2o6ehMcRgqbrWsraz+7r8ifT9Q8TaIL5rB3hWN08/A4DA/Ln3rPmlFuyMcRh8DivZ+1Sd0+X06iK3iPWdbtnyXvrkYjzxuBJ9feqUpymu42sHhsLNbQjuUtV0bW9EiW11OFoEmxIAeh9DUzjKCtJHRhsZhcTJzoSu1oW7rVdduNRjvbmLNwIREo2dYxnBx/WqdWUpXa1MKWFwsKLpQfu3vv1LXh7xpq3hu1NrZRoyCQyZcdGI2n+VTGbjojHH5Nh8bU9pUbva2n3lBL++v9VkuorMSSzIy+Wik8Y5IHtST12Ot4elSoKEqlknu2UJZLq1ijs7mAoYn8wBlKnnHXPbis27aHVGMJydSEr3VjRv/ABCLzVbvUDZJGLmPZ5Y6L8uMj+daud23Y46GX+zoQo+0b5Xe/fU3/DnjmPRNJj0uSx+0BTLk7gMiXHYjtiuinXcI8tu55WY5G8VXddVOXb8Pn5nIvfWsl3dTLbEJKuEQfwcda5+ZanvRo1FThFz1T1fc/XX/AIJxaisvgHxJp18QiWt/EIieP9bFIx/MirpSdrG1KhCNSpVjvK1/loj9QriDTF0BJsfM5BLKTzgjrWt9Ttvofn5/wUrurO70HwZDbTBis8hwOcAoeTmsZ7FH5DyhWbdv+72Axz71iCHeSwXzB/H17/ToaAHPtGFdVZiCGGSeB3oAh+aQ48zIYcccADsKdgHPsxs4ZFGHPTnr05pAYkm8HCtwORkZGKAPsj9ju+is/Emuw3DFvPt4iDjP3S/+NaR8gPuW0+zyW10yxcFpCCR7k1pfUD8a/iVpd3qXxS8R21svzi5dsHjg4/xrNRcnZHHiMRTw8FOpscPHDrOnaqsMG5bxCUXHJPOMCnHmUrdTmlLDVqDlP4HqUFhvFgmOw+WpAc+jehqej0Opypucddeh2k/jDxZNajTJipWVE+XyxkqoIB6eh61ftJWtY+chlGXwn7eO6b69zCs9M17UtOEdjbNPbwyE7lXJDEZP6VMYyktFoepWxWFo1r1Z2k117Emn6zqenXl5OkKzS3UTwyKy5wrdSB2Ix1ojVcW9Nya+EoVqVOLdlFprUofb7iO1tYPLAW1curY6k44Jqea6XkdXsISqTlf4lax2mu/Ea516yls7mwjw7O4OWJVnzkjJPrVSqc26Pm8Hw9DC1I1YVXokumtjjfOd7S18u15tixMgBIfpwfpUNqy0PoeRKpO8/i6diza6vaW6an5tmspvoysZ/wCeTHPIqozWt1uZVMJUm6PLUtyO7812K8Gq20M+mzeQA1m6s5/56bWB5/KiMrNO2xtUw05QrR5viVl5aHZeKPGGh69p4t4rAxTxmQo/A+/jrgDOMV01K0Zq1j5vLcpxWFrc0qt4u116HKaZqa6ZqOlajYxkXFnKkpz0Lo24VyuVrOO6PoMRh3Wp1aNV+7JW+TVj+p3wPdadrPh2K/8AIVzdW8M24r0Z4lYkfnXRzbHqQjyxSItPWxu702ojSSQxk/OM45PrVuSLimfz4/H+zjsfjH4ytHiDQjU7hgFH3N77gQO2M9a5ZbjPKljWZSpkaZQercnPbr6VAEZ/e27Rwj54x8pPOfXHsa0AusWCKy4VXwCRjjFAFaVkU4xtBzgjAHHX9aAIpYVmVoIxySeO596AOeUmOR0Bxg8hu5oAc6RuDkENjnPQn0NZgfav7HzxSnxJYSKJGj+zuARwAwcHH5VrFgfZulNZTXSx/KwG4FfQqTVt6Br1OZ+IkdlN4D8W2efLeSzkKjv9wjipexMldNH5Dav4w1W8t1sGcPEVUE45bbnGffmk6smrHzOEyjD05urazu/kZlv4guLfQLvQfJUx3MyzeZj51YYGAfTihT9xwsd9TAQni4Yvm1irW6My1vbuW4VgpZyu0ADkioTadzseHpxhZvTc6PSvFV3oemNpy2w3mbzldhyMjBGCPatY1LRtY8jFZXTxVdVufS1rF3XvHP8AbVstq1msahUBPXJRAmf0zVTrcytY5sDkn1abqe0vv+LuY661YDw5FpP2L/TI7kym49YyPuEVHNH2fLbW53vB1frjr+09xxty+fck/tfRTqNxctYn7PLb+WkeR8kuzbu/765q043bto0R9UxXsIQVT3lK7fdX2+7Q6rw9408OaT4btrC600XN7FPIzuygqYnBHXrkE8U41IxglbU8TH5RjMRjJ1qdXlg0rLzRc8eeLfB3iGJYtH037Nht+8KFOfLRSvHbcCfxq61SM1aCscuSZRmWDk5YirzdLXv1bv8Ac0cK03h8aFYxxo39prMxuCR8piJOMe/Ss24ckb7n1Shi/rdRt/u2ly97nU+FdKtfEHie+0vw7K0Xn2c3kFjtZjsG5D25GRQoqU2qZ4WbYuphMFTr4xXtOPN166P5aHJax4T1vRNSh0i+gxc3AjMaoQ4bzfugEdznpUTpyjJRe7PoMJmuFxVGWIpS92N730tbcx5tNvbd3jmiKtE5jYejg4wffNZNNHowxFKaUoy3V/kaWneGde1dpk0yykuGtyiyBMZUyHCD8SOKpQk9kcmJzPCYZRdeooqV2vO2/wBwuseFfEWgRxzazp8tpHNgIzjg5RZBgjP8LKfoaHCUVeSJwmaYPFtxw1VSa3t6tfmmvkYjWlxHgvEwyu4ZHUev0qD0VUg9mS29pdXMqQ28LyySfdVQSx7nAHtQ0+gTq04RcpySS7n/0vwkj8RanBapZxSAQpDNAPlGfLuDukH4n8q29pJLlT/pnmSy7DyqOpJatxlv1irIe3ijV3tIbM3DeVbyJNGMD5XjXapHHYE8VPtJWtczjlmHVSVRR1kmn5pu7M86rfiNolmcI8ZiIz1jZt5X6FualSdrHX9VpXUnFXTv87Wv92hsLeajd219qP26TzlUPNuY7pDI3lnnPPBAOe1VzOV5XOJ0qVKpTo+zVr2Vullzfmh+n6xpGntpVyNOE09lI8kwkOUmBYGMEeigEH1zVKcVZqOxnXweIrRrQ9rZSSStvHTV/P8AA/Uz/gnZqel38vxI1J7ZbcXt5YNGgHEa7bg4GMDv6VspqUm7Wud+Dw8qGHhRlLmcVa/c/VuKKwTw5PcNFvdwwD85A6e1Dep2dD4W/wCCi/iC0t/g54R8P2UuBcamsrqCR8sUEg/m1ZyKPxpkYOuMAt0I9vpWYDRmKJSECEEdeQB70ARO8q5lTG0ckDrn/ZoAdE6ybZEJG44O4AE0ATIqoCW42rg5HJ/AVmBIjiIIUUDAOSOgoA9Q+Blh/a3xc8G2b8j+1rV2X12SB/6Va3Luf0Trpd5qt/s05liigh+YOuTyR06VqpMh2NjVI544rP7PON8DpkFeOO+Pwp3A/H3/AIKLatdX3xU0G0uHVzaacXUBQAvmvz/6DWEn2ND8890+7YeNrctgkc9OakzEdfLLlgG56kAnPXoe31oAihDv83VTyD3/AB9xQBaDKJMSfMcYJJ/SgBgDEbuAoPc8nH8zQAy6hUqVwNy5xzlqAMQrkfIcDvg4xQB90fslWU50DxDfQIrDz0Q5bByqZx+tWgPs6C6lXTrZJI1U7eucZzTuBz2qXDyaJrNy2EMcboOcjGzGSfxqb3YN2V2fjdq+r6lphvtEuAswzJDvU7lzvBYow4IyOoqnUklynzMMFRrTjiVo73/Dr95xKyyAKVXiP/PNEbdT3HFXd+pt2eq6pYW9+YIf3d/F5cjFeAmc5B9yKaqNXS6nnVsLQrTpKctYO6162/4Jo2reJfENlY2tlatPDpRKxlF4BfB+Y/hVNylFJa2OOqsFg6lSpVnZ1N7vt2+8tajrviq3s59B1AMq3yglGHO0MTx6DOaSqSacWYYfBYCdSOLo7w6+dupgNJq01mtyqMbewHlBtvCb+ACfU04tuN+x6yjh41HFv3p6+tiRF1610a62B47C4dBMcfKzjJUE/nUKUuV22IbwtTEwvZ1Ip28lpc6XR9A8YeKrW31a2PmRWQMEbswGwRKDgfQEVolUmlJdDx8Xj8uwE5Yeas5+81be7ev3mLrk+vaf5nh3UbhigZZGj3bl3Y4P4ZNS3Ll5ZM9LBU8JWtjKMddr+RFJZ64un23iBnYQXDtbRyZ6lAMr9AGFJxkoqfTY0jWwrqzwiWqXM1631/AXU9E1rSNMtZ7xsWk0jeWA2VLpkEjFXKLUE3sRhcbhsRXnGmvfS106M7jSvhtr2s6PH4la9ULcRb8kksF3KgDHHGdwx9K29hKUFO+58ziuIsLh8Q8Gqb9128tm/wBD0/8AZQ0GfVP2i9CsJx9sXSpXlwTlf3RByAe2a47a27H3OFcZUlUirc2p/SJf6lIrHbb+XsXorgZwPerujr1PlL9qq4f/AIZu8QXpOxrpdrDrjJPGenNS2UfgYgjRyGO4tznHTnpikgY+KWMZVASX4APpVAQvJumMTxnzF4JTjjHByaAFVfMy20KOAOcjd/SgCz5AjJIPL8nAGAf6A0AQLGrJJ5RMjFWC5PCk578UAY0luVZvnygPpgg/rWYH31+ynaXcfgDVbuOHepvn53AHiOPitEB9fRXbiztk8ooRGuSD14o0A4nxa0134M16WIbZGikjVSepIwMn60nqyZStFyfQ/HfUdbuoLG50G7gG+MCHcMfLsbnp1571Tqu3I0fN0cBB1o4mEut7epySzEMjhchOuelKKVtT23DRq+5sWur3Fpp2o2q2yldQCZcqcpsz909s5qozspRS3OKrhIVK1Kpzu8L6d79zS/tDVta/s1rWwDjS0WFdiEh9vPz+5pyldR02OH6vh8N7ZVKtvaNvV7ehf1TxZ4hutIl8O6lGNszRyfMp3gR7toHt8xpupOUHFnLhcqwdPELGUHtdeWtr389DnJ7/AFG4SO6MY2W6CAMF4HoCfWkpNq/Y9inQowbp31k77/1oO+26zDocmmhSunzTK7EqOZFBxz+PSs1N8jj0D2WHnilWveolZenodLa2fjXxG8PiCKMzGNPJSUAABYsZH4bhW16k/fseJWrZZgoywcna7u15v/hjH1vVPEIiHh/VpSRbv5mw4JDEdc9elS5TceWTPRwWFwnN9bw6+JWv5EMn/CQFIdWdnAv8wJJ0346r/Kk+ZLn7lx+qXlh0l7nvNdvMdqNr4h0uwskvmeO1Ls0C5+UMOGIpyuoq+wqFXB4irUdJJzslL06HZWngbxhqtqviV7nP9oIkhkZyXcSOFG4/U1tKjOSU77nzdXO8uoTeDUPgbVraKyb0+SKfgieQeLpJdSY3B0+3mC7zuAK8ADPbJNfI545fVlBPdpH9A+H9HD/2h7XlslCUvnY5nSteuIVa1lRRb3MmWwOntXryoRum+h4mGzGrGDhfRmpoLmx1WaK3XeGyAPpzXPUK9r7PU75L28OXdFUjpxXJFXbPJxFVsv2/9r3hxDhFI67cfzrSx5c5J7ksmn6iSFluyD14AH8qjZ6mN1fYVtMZxh7lyPYmtvdN7DF0SEY+c/ianSxm73K17odvLATHgunNVFoceY5lY7KI/OynHb6Vo7GnvXInazdWEa/pRdXO2k5X1PLdRQQ3j7TwDxXdDVFVbqVzuta1ttY8KWqOPntyoP1HFfOYXC+xxkpLZn6NmOOeOyaEp7wsv0M2w0rXtbtTPDJ5iMGUhm67MZH6ivrFGctbn4XXxWEwtTlkrNfrcLqXxNpmpWGjzSP9p0x1FsgOdjM24bfxNatzjJRvqthUo4KvQq4lJctRPmfeytr8iO6j8Rw3E9jdI4l1J8OpHMjqc/nUS5uZrqyqU8HKEatNq1NaPsiJNb1jTNVtbt/3d1pfyJuH3Sp6EfWlGUlNNbo0lgsPXoTprWNTV+d+xu3kPjPxNaeZLay3EMxV1Krn7x4x7ZNVKU56NHl0JZbgqvLGai1pv+ZQ/wCEo1sa7BqDwo11ZxfZghXqq5GCPXmj2z51K2q0Op5ZhXhZUVJ8snzXv3sc0sk22S28skynJGOR64FZxs0ey4xup32Ok0rxTLpuvJr4tkdkjaPZ0X5lK5+vNaRm/ac6Wx42KytV8I8LztJu9/ncTXNc1LXWjuLy0O+Nh84U8qAML0/zms5T53ruPA4KhhE4U56Ppfr3J5fFlhNrV7qjaYohurdolhB4RihUOPoea3dSPO5cuhnDK6scLToe2d4yTb7q97HIeankpHs+ZTyfWsVFNHv8r5nK51fhvXNO0nUZ7u8tzNHLbvGq4Bw7KQCcnoDShOMW20eJmGBrYijGnTlZqSfyufr5/wAE6bz7fb+JtWu9LeOwvby2MZVP3RKRShgp6EjIzT5lN81joyql7Cm8O58zjv8AM/THWdTtotPnCxP5IGAnl+v8qs965+af/BSC28nw94RUqvzXDqCDjqjHgisnqM/J5njU/c6jA9z9agBR0RypAPULzQFivuCSHA69SOSCfXgdaALYOEyflA7gZOPegBrRxxP8gJ3ZOBx7nPXNAFG9hJAmwQMYIxyMetAH1D+yNz411KENgPbD+ZoA+/rK8ZTLEEOI5CMggA/hWlwPyw/aas5tB+Ml/Ppy/Zv7ThjkI653cHn/AIDRzNPQ5a9KFSH7xXS1PG303xVaSprDIfMs8uH4O3Y3OR35q1GafN2PBjicBUi8NfSWlvUw4LvVLi2u7WBTJFMyvKAvfnH061KbaaPUqUqEJwnLRpWRfTVdZ+0JftHuawQQkleFAPAb3pc0m+bscjwuG5HSv8bvv+RoeH/FutaRYzaRpSjN1IHyAd4IBBA56YrWnUnCLjE5MwyrDYirHEV38Kt5EialrWjatJr9zp4zJGY2EiHZh+M/XilGo4y57GcsPhsTQWEhV2d9Hrp0MBtWlk0BdGa2Xak5lEwHz8jG3PpWfOuTksessLFYx4lTeqtbp6iWuoxwyvM9qrh4jFg9if4h7iqulqOrh3KKip2s7/8AAOt0Txu2jeHRosVossvmSMXYbsrIoBGD9K0hVcKfLY+fxuS/WcZ9ZlOyslbbVN/5mHZ6tpVrc6lLdafviuoXjhQ/8snY8N+FRBwV9Nz1K2ErzhSjTq6xabfddjFnurJ7C1hWHE8buZX/ALwOMflg1F48qVj0oUqqrTk5e60rLtuV4pYfNfeuFIIWhpWNJxlyqzPStG1rw9HoFrpjWCXGoN5iFigyCxUoQRyTwatVKagotanyGKwWMljJVlVap6O1+17q33H9KHwi1O4TwD4fgeOSN10zT3bHHL2sZIPuDwaXqfbwkpQTWx2+tXMlzqFhHa2b7njcEqecjvRoan8+v7TtlJp3x88Xq8LQyrdgsvf95Ejc/XNS1qB4CjOzlEjCtkjOMECgBZA/yOvyIBzg/px1oAk4RgA/A7HmlYLkEyWrN864O7IYdMjmmA1ZFA8yNwW4AKjjHp9aVgKF7aHIZlyAfmycZqAKciNIOoINAH13+yK8/wDwkmvWkCNIrW8LfL6AnJx+NWgufe9lqFva6bvnjMDq7ZY/Xv70wPNvGvi3R5tH1m1DmSRrR16feJBFFwPxliW5c+ZEhbZk8DOO9TqYzcNpPcu2uotBbXdsYVk+1AAseqYIORVxlZNdzmqYdTnCfNbl/ESx1A2V5a3YTc9s2cetSmk0xVsP7SnOnfSSNnXPEUWsW6xta+XImQHzkgE5xVSmmrHBgsvlhp357rt8jAM8fmxSCLhVwR6n1qbo9RU3yyjzdTQhvdPXRLqxltybySVXilHRV4ypqlKHI01qcs6NZ4qFWMvcSaaNTSNW0ex8QWuoS25NrHGVlQgMSxUrkD8c0oyinfocWLwuJq4SdGMveb0fzTL/AIu1fwvq6RT6PA0E6qqMNu1WwTk8E9aU3GWvU5MpwmOw7lHESvHffU5tm0hbwNEGaBo8HI5D7f8AGk7J6M9dLEOn73xX/C5KF0P+wGYuw1IXH3cZUxYHOfXOaejhq9SW8T9asl+75fxJrXULXRdbiv8AR5nXywCkgO1o3I6j6H9KNFL3SKmHqYnDSpYmK13XRq+3zRH9u8QXt/b6mbiSa6FwixSFssJVIKY/HGKacm1K+pfscJTpTociUeV3VtLPcraqNYF/eyaizfaRcObjJ587cdxI+tTPm5nzbmuFeGdKnGj8PKuX/DbT8DtruLx34EtLvEyxQ6iyrK8TK+WtmBX5gMqQW9s5NdDc4J67/ofN0p5XmtSHu3cE7JprSS1067fIyfEXi/xX4jiFvq8u+O1iT5FQKAojSNTgd9qLk96ipVqT0l0/4B6GAynAYOXtMOrOTet763bt97ZVudd8QSywSXEI3R6atog8vGbUIUDY7nH8VN1JNq/a3yNqeCwijJQlo6nM9ft3vb7+htaPqPi3Rv7I8WW+nrJa6XC8cMjJ8jJK0iEvg5J3MwB68Cmpyhy1Lbf8E87F4fL8T7fASq2lUabV9U0ovS/kkz//0/wAJzQB7/8ABrwBFrly2v6tEJLO3OI0YcO/9QK/POJc4lh4fV6LtJ7vsj+xPBXw7pZvWlnOZwvRg7RT2lLv5pH0nfeFfC8lvIs2k2zoAeBEqn81ANfmGHzPFxmv3j+8/sbiLw64exuDn/ssYtJ6xil+Vj4ONpDNf6hHu8lIlmZVHfYchef88V/R1HWEW+36H+O2ZfuK8oQWiny+iu0a9rb61q4sdJtLJQ8onWIhQhkDvl8sePlIwD26V1rnnaCXc+cq1MNhnUxFSpouW/W1lpou+/mfpr/wS/FxY+LvHFhf2pnt4fsnmDggSI0qkfX0rO1m0z3KdSM6cZx2auj9gdY1aGGzlEcLiN2VAgC4yzAc/StTW5+W/wDwUq1KK0TwFoDBdzLeznA6AeWM/wDjxrNu+oz8s3lMkHlxoNrn72Pm+lJgQErK+5B5e7CkZJzj60wFQGTeNuAh4PJ/wqUBKkcbEgqBt5yueT+OaGBM26NVO4Er6c/TNSBCqKzbgM885ORn2GKAPor9lPTYNa/aA8F28hPlNcyyNtGCBFBI+c9uQKd7O4H9AdnYrZ319PDdSBSiKNz5bjt9OK1vfULFQtNcavpyO0mxWZirkbT8pAJ/Oou2noFrH4r/ALeuofafj7c2wfKWthbxgr2O6Rsf+PUmB8UZUblf5Gzj16+lSBLsSIed0fODjgkUAOkaMuWkyd2CFxgD8qAGs5mJCLsLc5xjA9vSgB7FIdiRZPXkH9TQAzYx3ugCFcc55PvQBkXUTxvvX7r/AJk96AP0G/ZQt/I+HepXnKGe8lPP+yiKKpIpH01aDUZo0+27ZAFBAUdOKG0xpWOS8frcWPw28Q3yTogEEp2kc4xjFW0Qz8a7u6muvso8nK2ihcgZzk55octtNjxqVKNPn974mFpLqUNvd2cNsX+2hVJ2kkYYHj8qpS0atuFZUZVIVJTtyeflY3ob7xJ/Ylzoy2TeRMqKXKHICliADjvk/lUwlZONjzJ0cF9ahifae8m3a/ovwJPDHivxH4NWSzs4FxcOshSRM5K8DinGbpqy6mWZ5Xg8yaqVZfCmrpkN/wD8JRqtzHq9zatuQeWrbcDBy3+NZ8stzTD/AFDDweHhPfXf0RdtNC8bSaTcaTbWj/Y55BLIMDBdACOT6cVpepyOCWhz1cflixEa85rnSsvR3/4IXOieM30h9MuIWjsml80qcAF1UkH8FJoSqcrVtBU8blqxCrQledrfJtfqVtP1fxd4eY+H9OuHhLEqY15+aQAH88AUo1akP3aZ0YjC5fi19crRT8/TX/Mff+EvEdzdfaNQ2tcyfKwZhuXHy8jt04olCd7SJoZtg6cOWj8K8tO50kfwu8aT2EcWf9GiYvEhJxuZ1jJA9yRXT7Ko426Hiy4my2FVyt7z0b9E3+VyhqPgLxT5VrbX9wCnzGJWYkDLMDgfUGud05q0Wzqw+e4HmnOlHXr9yMXR7DxFqMk2lWN40cMLeW+ZNkYwffHcVPLOXupnpY2vg6KjXqwu3qtLs+0f2BtJu9O+PmqiMpNc22kTOC4+Xe0sS/8As3Wm48rsz38DXVeipxVkfuL/AMTO5ill1ONWkwQpTO0D8qm6Z6ex8qftsLqOkfs33CSTwtDPLApRMhvmYY5Ix3q5JLUD8MRhgWnXBYAcHr+OKxMyuIQrbXYORkLycjPOOBzxVW0Amt4nuLgJErzySMFWMKd27pgDrz2p2E2krs+8PB/7CPxH8Q/DC58Y3Uqadq8kfm2WlyLiSWPH/LRs4Rz/AArj0yRX0tLJa86Lq7Poj8OzDxQyrC5pHAxTlDaU1sn5Lql1enlc+ItY0vVPDt/Pp2q2zWd3bsyTRSAhlYHBBBAI/KvnJRlFuMlqftlGtTrU41aUk4vVNdTFedIHy6hEwCrAk5z1HTFZGxFcRyMn2hATEDlgoyfc9f0oA/QP9lcOnwuvJQcb7ydgCMZICjmqSA+kIJdQuET7bEoCqMBM+lJtMtaHEfEpb6z+FniK5gMaobeU4JIb/wDXWjiiG9D8d7+9+1zWz+Sf9HQKx67jknPT3puSdtNjxqFL2cZrm+J39BbG4lj0++sEtfNe82ASYJKbWDcfXGKpTXI423FWpRlWp1ueyjfTvdNamv8A2xeyaBcaL/Z4YzeViYqdyiPdwOO+f0qYSXK4WOD6nSWLhifa7X0vo72/K34ml4P8dar4Ot5LGOxjnWWQS4kBznAA6EccVcKjprlRw5vklDMpqrKo1ZW0sZOo32taneJqsloQwTygQDgjH8657Svc7sPQw1Ck6EZ9blmCDxS+iTaFHZMbaSYXDEJ829QB970AxxWnNPk9mloZVKmBWJjipVFzJcq16egt3B4sudH/ALIltStqsxmyVwd4X19MGhOfJytaCpTwEMT9YjP3rW36XJ9J8V+LvD1v/wAI/ZMEXLKEKBmBlK5xnuSoqo16kV7NGeKyvL8ZP65VV9ne/a/+bKN/4f8AEl9dm+voSZp+CScHj5eR+FTKM76o6aGYYKlT9lSl7q/4c3x4I8c3WnW1qY2a0tGLwqTwGdwhIHuxFdHJUcUnstjy3neV06s5396Wjfom/wAivqnhfxpeW9pa6kS8UQPkqx4AZjnH4g1i41GlGRphczy2nKc6O73/AAKmjz+NL8NoenXkxhhIjMYchFKNkD8CM0N1ZLlizoxcMto2xVaCu9b211RpeENMvLPW9YtXxJOtlMzEc46EnNfKZ2+SFLmf2kfvnhxGOMniZ01oqU2vlY8zslM6tB/EoLL+FfQVHY+Ew65rxOo0C7C6lBOVJZ/lIHr0rkqaM7Z+9TueyQzTAErCW9jmvOcrM8qoubQlMmqTHZBEFHTgU1O5z+zRF9n1UHbOSpBqtdx8kSzJYNGm6SdEGM8tXO6qKRC40eHm71GLb3G7NVqzTk8ik2seDbIFmu1k9lGTWsaUmK0k7WOMvvFHhlbhpLaJ5FYcDHQ10xpSsXyy7Ga3jSzEe2Cwyfer9k+rN6amnexweoXLXlw9wYvLDnOBXXBJaJjr88tWrHS2Fi0nhK9vCOEZcZ/3gK8ypU/22EEfd4Cknw/iZyWzVvvQliviXSrFbqwkdIGDDKnjnGf5CvfXPGzWx+IVpYOvVdOqk5ElrYeJdYuIvEEGZpt4KyZ53RdPyxT99vnRnVr4PDQeElorbeTOkuPD/wAQLvVV1SW3Zry2dpQ3HDKVB/UitlGrz87Wp49PHZTTw7oRkuSSt8tf8mc1qnh7xHPfTT31q5ubqRnfjneSc5/GsZ87ldrVnt4bMMHClGNKa5YpJeljqNP8beLfCNqumG3VFUKqeYnI8pg3B+oGa0jXqU+h4lfJsvzCbrc173bs+6f+ZzGmXOuWuvJ4kiszPKztLtKEqS+c/wBayhOSlz2PaxNPCzwrwcqlla2+uhZ0zUdX07Vk1tdOaYxh12NGxXEgI9PfiilUlCXNYwxNDD1qDw3tbXtrdX0MBzdeS9u1sw8xw4+U578Cs3drQ9ZKnzKamtFY9N034nwadZG1n0hZZOME9lCKnII9s10U6vL0PicRw1KtV5417L/gt/qedeHdRtdLv5brUbP7VC8UiBPR2UhT+B5rOHLHWWp9hmGHqV6UadGpytNO/knqWLPV9Lj1G6vL6yEkU0DRog42OcYb8MVdJxTbkZV8LXdGFOlUs002+67GIpT7Misv7wOCSO61nJxaPSafO7PSx+x//BPHxNI1j4yGm2z3FrDdae0MG4KIzJHcb2A6clRmtZyTleOxx5Vh506bVR3l1f5H6TXzTX1hLK8TRzSf8s936Z6Vikmz6Bn58f8ABSSLUY/Dvg831r5Ecdy2GDhs/u24wKHGxLPyXdsMi54zkHt+PvUEhtlZhGrbecjB/nQA7YgBKKokBwTyBj6GgBWEQARn3EHOe2DQAkCMWaXJUDIX19etAEbukkWzcSD6Z5P60AfRP7KS3cXxLuLaDYha2bJfPQfTvVJXA/QMW00M9ysiq0m7IK5xTaRSPzo/bCtLufx5oUrRIk81j1Un5tsr4zmnvsYVpKEHKWx803niDxRbwNpt25VJdykFRk7zyM+9UqlRJpnztHA4GUlWgtV+hW0mDxDYfaIrGAnzlw/GcBOcj061Kc1dI1xdTB1eWVWWz0+ZsrYeMLSx1Gz+xN5OqMDNlMkFHB4PUYat4ucYONtzz3Xy6pVpVPaK9PbXuv8AIwdOtNX0u/j1CG3dpLU5IKnHQjmudNp3SPUr1cPXoujKatI7HX/iJquv6K3h+ewiiLKiMyg7yUcsDgnrk4reeIcoezsfPYHh/D4TELFxqN2u/LVJfoc1YalcWOhz6S9gJGmmSUTFTuXAI2/Q5/Ssea0OS3U9qvh4VcTHEKrayat92ow6ht8PtojaePNa5Nws+079pAGz6cUKonT9nbruV9Xvi1ilV05eW19PX1E0vV4LHU11CW08xBE0ZTHBYoVBPHrzUNu9wxOFnVo+yjOzve/zudT4z8Z+Hte0hbDS9L+yzCVJDJgZ4UgrkAcc1vKSlG0VY8LJsmxeDxDq163NGzVte613OJju9Jj0eOB7Ym9DSbnPQqR8v5Vm7ctup9K6WIeIc1P3NNPzKTyWA0y3ijjIvFkYyMT8rJ2FV7vKu51RhV9vJyfuWVvU3tAudMtdWaeYHZ5eYf8AZmGCDntg0RUOZ3PLxsK8qKUHrfX0P6SfgZf6lr/wp8Ia9rL/AGi71HRbCaSUNlncwqGZv9okc1Mlpdn0NCEYU4witEtD1WHUNUm1G0guraOKJQ4WQHJ4xgY96LpqyN7H4U/tm2stp+0P4lk3HE32WU8ZBzbxjp+FSkJnyzH+6miZDu6jb6/T6U2SPmdGZlcksehGc8c4+lMCOaFlPyLuA4OB9305+tZgDo/2cQYEi8EBhgHH860Al+QMhL5K9BkD6fXipQDGZLhXgjBQZwODgkc1QGBLtHzOCpQYOBmswPoX9m7xVLoXjC/MGGeezKjPs684/GgD6X1DxHrGqtJBc5MQc8g8fXFU33AyltZLiSaOJAyvGVO44607Gh+dl9JdeHNY1HSUT50mZfXjkY/EGiMnFWPLxGGjUkpSexQtL/7JNcTS2ocTxGPBGNpYcMKcZWu7GVWh7SEIRnazv/wCFtShNlaW5gAe2csX/vjOcGnfRK2xaw8lVnPm0krW7CNe2zy3TeRhZx8gH8JqXbXQI0ZqMFzbb+Z0Ft4isYtIg06S1EjqGV2IHILE8fnWqmlBRseVUy+rLEyrRnZdF8uph293p0MF6ksRaSUDyGH8Bzzmsly2eh6VSlWlOm4y0XxeZZ1G50Oe2037DC0c8cZF1noz7jgj8MVUuS0UvmZYaniY1KvtZJxb930t1+ZXX+yvsl397zyV8jjjHcGk4pJ3NX9Y9pT/AJdbney3XgKTQ7K2MOL2SFVlkAIMcgdsn3yMVq3ScEup8rGlmyxVSal7ibsu6svu1ucXb22iSaJf3E82y/ikT7OmDiRCfm/IVChHkbb16H0k6mJWJpQjH920+Z9n0IdctNIglsv7JuPOWeFGlOOUkJIK/gMGicYq3KzXBVcRONT6xGzTdvNdzb8ReE7jw9NAkN4lyxkCExkgxy72AU57/LnI9adSk6ct7nm5fmscZGXNTcdL69VZa/jaxU1bw9rtm+tSXz+Y+m3Cw3jbtxMrs2Dk8tkqcmqnTmnK/R6nRhcwwtRYdUVZTjeGltEl9260J9Xn8WTRXljqt5LPHZ7HmDOGUb9m0+/8NRKVR3UuhhhIZfB06uHppOV0tO17/qWNY8J+ItN05NYvJUkhuoYi218v5bIrruXg4AwM+tVOnUjHnfUjB5rg61Z4anFpxb3Wl02nZ99yrLF4pmktt6u7nTsQ/KM/YQrc9OgAPPWk3UbSa6fgbRngYqfK0l7TX/r5dfjsP0/xT4nh0+DRrLa1uyGNF8pWJUMzkZxk4JJrOMpbCr5XgZ1pYir8V7vVrWyX4pI//9Tza4/4Jx+ALyZNXtbi6toWwxtN2ce27rXmTqT5bRepph8TRhVTrRvFM1L/APZol0CwNt4diMNvZrhY8dh/WvyrM8mrTlKs3ds/0H4B8YsopYejlXslTitEeG2nh2e71f8AsS6/dEtscntXyGGwVSVS1j+ts4zijQyyeLjqmtPPQ/Pn4i+A9Z8H+L9Z0m9tpY4rZpZkd1Kh4d+1XHqCWA/Gv6Owz5qUbdEj/E7N5+zxs+ZW5pu1/O7/ACRxaazqOIR9plxAGWPBxtDtvbH1bk1288tNT554Kk+Z8i1tfzsrL7lofrx/wTNub228OeNdYS0F5dXN/EryO21htj3Z6HOSxo5t2z0IRSioRVkj9QbiGe9FuiRZmllUlWYheOeuO2KIpNmz2PyZ/wCCkt5fTfFHw1pF3FHF9k0ssu19/E0hGegx9ylJWM9z86IlCJ1Oc8DHbFQIHnX+MEd8DjP6UAJOsewSZYEHjBxn2x60APVUKemfxP0p2AY6b0zHknhSOnJ7gikA+OIHBkIDngAdqLgfW/7DttCfj9YXE4VFs7S6kJ2cA7Ag/wDQqqKuUj9rEk0LVdUub1pSGLqqkMQh2g84BxVu97I06HS2P9j3WtJFcH7V5UTMOSAOQO1XGLSM732PwQ/a81Cyuv2gvFC2CFYYXhjXkkDEakjJJ9aze4M+aXVt5kiABUcMOrH0+g5rMkVNx5LYyORnkn+dACsmwbpNxI5wf5YoAaoBJcZII+7jAHucdaAJWLLhlGd/IVu5H8qAIfkyZ0GCh+YgfMc9vcCgBJ9tzFJErhhHyo75xQB9+fs7WG34SW9y7tGZridmAbAwr7f6VtFaFI98tZNqmJZWPGeD0FNJIqSPP/jRcpp/wY12RJeXhkAGeTmlIzezPylbxFIIfskUA3ptA28ZCg9QOvWh1Ha1j5pZeub2kpaO/wCNja07xbqVmkccemeYQVPKHJx0/lVRqSXQ8zEZVRqNzda3zNC8+IeuQ6eLKTTxbZWP5mUgkIpAPI7hqlzla1jlpcP4WVb2qq82/Xu1/kcXN4mvrrVY9WMSmSNQgUDjArPmbfMfRwy2lTw7w/No3c6K08QeLvESmGztXupYgxZo0LMEC7Tn0AU1ouepsjyauX5fg3z1JqKfRvre/wCZ6Hb3XxnhVrC30mRBDvypixgkqrHnuMAV2KOI25T4+pT4bk/azrJ3t19WvzZwviXxJ4/glaz11Wt2Ehyu3AL7FBH/AHziuWrKqtJH1GXZdlMo+0wrvp+F3+pwtzqGqS3b6jK5ExbczdCCK53dvm6n1FOhQjTVGK0PRvDehfELxnCs+mHclsVXe7qmd+5h1IJ6HmuiEKtbbofI4/GZTl8nGstZdEr7WXy6Hott4C+Nc5WBL9U3PGi5nUDJkwv0G4ZrqjhcQ3a/4nyVTOeHI++6V7Jv4fL/ACPE/EF14r0+7jj1W6dpdm5Pmz8pPUfXNefOE0/eP0bA0sBVpt0IK19fU5uNtQW3luEkKxu4389WPrU8r5bnsyVFzjBrVLQ/Qb/gnhazXvxQ8T3t1Od0GmKpYnGd1xEQM/hW0U3e514eMIxSgrI/Z9LmSW0kg+1OQM7sHpmtoxSR0zWp8j/t/Sm2+A2n2KyeYJp4BtBySFIrKT6EH4q20pYINwBHAB64xzz0z9KwAt6bpupa5qMNjo9u1xeXLiKOGMFnc9BgDnJrVRcnyoyq1YUoOpUaUVq29kfsx+yr+xrYeAorfx58TbdbrxFKFkgs2w8dkT/ePR5B09B2z1r9AyzKFTtVrr3u3Y/jbjrxGnjnLL8plaltKXWXp2X4vyPom5/ae+D1p8S4/hW2rg6o42+coU2iyjjyTLu+/wDQbffPFew8zw6r+w5te/T0PzqHAudTyt5sqXufy687X81rbfO/keS/tW/sqWHxe0ubxf4Mijt/FtqhbaMKl6APuse0mPut0J4OPvVwZplaxEfa0vj/AD/4J9ZwHx5PKKiwWPbeHb36w8/TuunTsfiBrel6hod3caPq1pJa3dnIUljmG0qwODkV+ayi4u0t0f3DRrU60I1aTTi9U1szOETFfLi2iMjI6jJ9+tBsfo58BPDd1H8C9P8AEcUjJFd3l3FIFHGUkIB/ED9KtR0BHrdtNKi+V57cjoMcDFEV3LaOC+MczWnwZ19/NJzBIOTyc5pSIex+UDa9bLbG3W1AkXaPl6NtByT3zzQ6itZI+Y+oTc+dz01/Q7Pwx4/s9GRUk0X7WxZGJ7/L2HB61pTr8trxPm8zyGpiW2sRyrX8fmO1D4lo1o1tBo6wMwi+Zs/wKwJ6DrurN1dNELDcONVFOde+/wCLT79LHA3PiZrjWItV+yriNBH5fUHHeo5ryUrH1NPLFDDyw/Pu73OgXxjrWrp5FtZiWVASTGpwFCFfujjgd6u8pbI8t5PhsPLmnUsn3fW99/U7q18ZfEO3i+w2+hAiMOSDC2ctsBJ57YH511KVbblPl6uTZPOXtZ4ne3Vef+f4HJ+IPHXjBy1nqlqtph8lQm3koBjv/Dg1hUqz2kj38vyPLl+8oTctO/n/AJnBz6xqk2oPqzfLOWD7gMYI/wAK5m25c3U+pp4ShGisP9m1ju9G/wCFgeK8PpEBuXg273CgZLkldxPXnNbL2tV+6j5jFxyrAXVeVk9l6W2PRbfT/jtIPIhQqFZEUYT7xlAXHH9/FdSpYl6I+QqVOF7878+/Z+fY8m8Q6742tLyNNYuHWVAdg4GBk5xj3Jrhmpppzep93gMDltSm3h4q3U5SC91aKGeaCVljlbMhBxlj70rPlue9Ojh5SjGUdVsek/DXXRZanr13qZM88+nSwoT2Zyo/lXyWf0Z1o0UntNN/K5+4+Grp4eWMVNWToyX3tHBw+GPEdrBBrAsZfskjEJKF+VsHkZr36lena0mfnlDC1VUfKr2Z0VtoPiI6jFd6PprzgMHRQpP4GvNljsNH45pH3EeH8xxWuEoOS8kenWuk/GrUv+PDw/JGG6bYf8a82rm+WQ+KqiI8E53J+9h5fcdHZfCD9ojU8ZsJoEPPzbYx+eK8uXEmVLRVEdceBM1vedJr1NiP9mz4oXRD63q1naAdfP1BEx9ea4p8V4WP8JN+iNavBtWjG9acY+rRoQfszWChpNa8b6Lb/wB7/SxKfyDV4tTi6re1PCzfyOenlOV0/wDeMXBfMgn+B3wzsP3c3ja1uXXqIIi361EOJcfUd/q0l6ntYahwin++xsfvOW1LwN8ItMkCS6zJM/pjb+Q6169LMszqq8Kdj7nCYHgepaSxKl6MyW0v4URI0dqslxM2QvDde1dCr5o3ebsj6GrS4Gw1GTcbtrTU4+fVPCOm3ElrLYeW0f8AfGP0Ne1DD4uqlJTPgf8AWDh+jdQw5hyi78SQyR6LpQEBOA+Mfka9KLhhf409T5XG4iebRcMDhrR7lvX7GfQfCa6Uy7C4VpB/tZBxXFhK0MTjHWjsdGOwksDkUqElq7X+9HncepaqyiFJGI2YwOm36V9peTZ+BSw1BPma6l3TfEGs2EMVnZykKr7lHbcay12TOXEYDDVZOpUj019D2zTdV+M13bfbbOweaJhL83ljkho95/A7PzrvisS1e39aH5tiMHw5Cfs51LPTr/it+pha43xQk3arq+kyrGodnfyjjavLFsDjHespxrfFJHqYKGSRtRw9ZXdra/dY821nxNqusuI7tRsiLbUA4QMckCsKlR1FqfY4PLaGGTlTertr3sbWj+PdT0t7XyrdJPsoAAIzu2kkfzq4VHG1lsebi8ko11Pmk1zfht/kd5afE/Wre3jdvD+9V8o7tjbXCkHJ4/ix+tdSqy0fKfLVeGcNObSxVnrpdaXT8+hy1z42mF4t5PprQR8cBSDxu6E+uf0rBzd7tHuU8lj7J041bv8A4b/L8Tmde8UW2swhVskglUgBlGMqOOfc96ym+boe1gctnhpXdRtHU6b450GCUfatN3x+WVPAzu2FQf1zWvtFfVHhYnJMXKP7urZ3/C6Z06+Pfh8YNkmkudx6bV4yirnOf7wJrRVaS6HiPIs3Urquvx7t/k0crH4i8MvfSH7LthKMBld3VCAMZ6571nGrDm1R7zy/G+yS5/euuvmfo/8A8E979LjUvG0miL9lth/Zr+WfmOf9IHX86GlK7ij6fK6dWFNwrSvLufqXPe39xYeSJ0VsDJC/1rSMUke1K9z4Q/4KSeefCPhRp2wBcscn/cNZTeliT8hv3TRMQSF4JI6/hWbAhjkaMBAu1sbyecnPb6+1SBYWOWQqiKN8nG3BOfp6n8qAL+q6Dq+gTC01iylsrl13KkymIlDyDhh0Iq5QlF2krAmmk11s/k9n8zPBO3buBIGPb6CoAaxTGzmLu2D0HsfX8KAPpb9li0nvviU6o376K0lf0ZlXGeP1q4vUD7vnZ7e9uXWZhkjOMEdK3sh2Pz1/bAnuIPFXhy8jfzHFtKFJ56SE/wBax2ehnWpxnBwlsfIV1qmo3iIblvMEbZDEc5+tS3J7nDSwtGm3yK10dJo3izXre6eSzRZmdCrKVzwVwT+VJSmm2jxsZlWEnTSqO1n3PW5/G/xQWKRLjQFAmMgb9yedzKxHXjBxXY6ldbo/P4ZJknMnDEvS3Xsmu3a5wd34m8S6VLNNqOmmAyZC71ZQG4P0OPQ1zqpOD1R9ZTyzBV4qNGre29u36HF/8JDcS6yNbkhUyed5pAGFJJyRgVk3efOz6P8As+EcM8KpO1rfod5pHxKS23wXOlJdK7owHcBA3HTvu/SumFfpY+TxXDjqWlCs42T/ABt/l+J0U/xQ0mW3W3m8P7CNmG5yCr7uOOhHFX7ZW+E8iHDWIjJzjir7/ird/mcdb+MNKgidL3TxIcrhCo2nAYEk8HuD1rFTstUfSVMoxEpJ06tvP7vkc/FrGiLrq3rWuLPbho+vJqE0p36HpzweKeEdLn9++503/CQeDp7WGOez8uQFtxCjkbCB/wCPYNPmg1qeR9QzGE5SjUuv+Dr+BWvNS8ESxH7PBtlGCDtwOnT861cqdrWNKWHzOL9+WgmmXPhL7CPtcWZix2hOHBKYHPpu7UoSptajxNLMPa/u3p57b/nY/oD/AGZLu5/4UZ4DuoblkX+yIkAABGI3ZO/+7VQV1qfaUruET126fUbu7hkgvDlXJUgDuBnIpKGrOp7H41ftw2kln8d77zZN7z2VrIHPBztK9OnGKzkrMyPjtHaMbHIQr36ZB7mkB7Bpf7P3xt1Gzh1TSfBWrX9jcpuSSK1d45FboykDBFdscDiJRUo0216HyGI4ryShUlRrYuEZLRpyV0cV4s8G+KfA13/ZPjDSLrRb11DCK5jaNyD0OD1HBrlqUp0pcs42fme7gcwwuOpe2wdVTj3TujkmQbdjIFlHQt1J74astT0h6yZYRpHvkYgBQO59/XNSDemp2Ufwz+KE8UU9v4Y1IxSAMNtrIVIYZyDjoa7Vha1rqDPAln2WRk4yxME1p8SPOvEekaxoepPaa7aS2FyOWjmQxsB7g4rmnGUHyyVmevQxFKvBVaMlKL6p3R3HwVGzxwFhbYZLeQfqD/SpR0H1rC9zC7F5OrZPFVbUtGlZvM12W35yh46VT2IPgz4nQtpHxL1JkG/DpJj13IpqL2dznrwU4ODe5y99r4vbD7CLcI2EBbvlfaq5rxtY8qhgfZVfa819/wASKx1O2ttNe0ltRJK0m4SEdFxgjmkpJR5Wi6+GqTrqpGdla1imbq3GkrY+R/pIlL+b6pj7tVePJbqbqlL6w6vN7trW8+4ujXdtY3hmu4/MiKkbevORUKS6ixlKdWly03Zm/wCJtU0C/tkTSbYxSq4ZiVxkbACPzFXUdNr3EeZluFxdKbded1b9f8ikkugvokEZRv7QDyCQ44KkDYR79c1D5OVW3OqUcUsTJp/u7K3r1Fu/+EfOj6abXeL8FxdA/dPzfKVP0xVycHCNt+oqX1r6xW57cmnL92v4mh4ej8MNqVwmsvi1Ozyyc/31z0z/AA5rOUlfXY4cwljlQi8Mve1v9z/Wxf8AHll4LtUtf+EUuPPkLSCXGcY424yB71tUUUlyHNkdbMqjn9fjZaW/G5gahpmiw6BZ31rd+ZdzpmSIfwMGwQfw6VEopJNM9bD4nEyxU6VSFoJ6Pvodn4d8E6Nr+irqF1rsdpNsDPHIyZBPm4GCwY58teeo3fStqVGEtXL+tf8AI+dx+c4nCYl0aeGcleyav/d8rfaf3HG6Lo1xrVrqFyb5YFtvJMgkY5kMjbQcd8Hr6ZrOK5ouXax9HjMZDDVKUPZtuXNa3Syv8rleewu4tFt9Ye6DR38ssJTdl/3G0/OOuDuG3PofSlyPkU31/Q2hWpyxMsMoawSd7ae9fbz01Oq8OeG9e8Z2M88OocW6PHslZmJjhQPj/dA/KtIwnP4WeDmOY4XLasYypbtO6tvJ2v6mcNM8UJ4mufD9pdtLe6ZHc2uUf5fIgV/MVSf4Nu7ik1UU3Fbq6+SOv6zgXgYYypTtCo4y1X2pNcrfnexk2dlrsFtdanZkrFpRj8x1Iwhucqv13cilHm5HJdP1O+tWwspwo1N6l7Lvy6v7j//V+5/DnifS/FEijSZVlc44HauzG5RiMLrNaHNPCzhq9jsNT0y1tImN0igOp3E8dq+dkk1ZnNRnKnVjOnumfkB8f9a0jw943uW0WQbXbJ29jXhxwMVNuKP7zwPHMnktGjiJapHy941vdO8daY9rrbmRxGyRTZy8eegz3GQDj2r26ClTeh+GcTUcFmSVWCtJO6Nf9mXQZr34t+GNMSQBoZ3cvjIxHG3OK/UK1RSwfMuqR/N9Ok4YvkfRs/agnVYNQd5bsHCqo+UKAoJPIyc18hKF7H00ep0VtNfXuo2X+kAhWY4CBc4XHX8aqyS0I1vqfit+39qUt/8AtFXcErl/sdhbQDnhQC7/APs1c83djZ8XMdn8TZGc/T0FRYklwhA8xQSM4HUCkBCyuz7M4wOrdPqKpARIWddq49MrxnPHP4VIEwTCqUO5ucjJ4I9unP0oAUuV+ZYwNwxjHA980Afev/BPnT4rr4t61qc4G2z0iRRnkKZZov6Ka2p7hY/V1DNCz3EVm6x+ZgOVG3nuOK30ubpaWOr0iYR3dxIYWmCREZUdO9KRm4NH89n7RFyZvjb4xdzgrqEidMcxgLz+WK5WS9zxbgsHwUwdp5OOR/KpEOkVoSq8Mv8AePHHpQA4uzhm3Egc47D/AAoATcVXYDlu/OCPpQAKUlPOFC9AevrwaAIvtOJBtLkE9eTj1+tAEwQhcHJB6E8Y79aAP1M+Enh2yh+BXhLVbYiWKZJluwPmCSGZ2Ab6qRXTGPu3LVrHYTQRG4P9nxDlcfIOP0oSRpc8l/aJtEf4L6vJAoVrdFaQkerBcfXLUpGU7crPyq0PW5NEuWuktvOk3HaxHQEYP6GinU5Hex8/jcGsTBU3OyO2f4p3UUwePT1QqAeTzwCP610PFO97HzMeGYOOtW/9L/I57xT451TxXGsFxCkcYESjaOcQoqAZ+i5rmqVXPc9jLcloYGXPGTb1/Ft/qcjZy3VvcKsMe+VgVC4yTu4HFZLRn0FaFOcG5Oy/yPTfDtx8QPCtqP7O0iWMTl8u8TZYHaGXkdOn511QlVpqyW/kfFZhSynHTvWrrS2l1pu0/wA/uNnUPjB8RRf3ZnRYZlZzKmzBQu2859Oa0liq12zzaHCWTulDlbadrO+9lY871nW/E/ie5hkvmeaSR2eIAdWfAJX16CuNznN6u59fgsFgsDTkqSSSVn6Lv95lWGjazrWpro9nE0l5IxXYcL83fJOMUQjKcuRbnfXxeGw1F4ipK0F18j1/S/C/xc0E2kWmt5B8sNGFkU/KYy4yAf7tdsaVeLVj89xOZ8P4nnlW1110fe3buchL4x+Iptprt9Qn8hJhGzg/KJQSQM/XNc3ta1r3Z9DHKsn5401SXM1e3kc+dA8SanqElq6PJcwQGZgx5ESrvzz2281ChOT5banrLHYOhRU00ouVvne35lvwh4Q1PxdNPZ2dxHAIU8w+Y3U7guABk55rWjRlVbinY582zWhl8I1KkW7u2no3+h+i3/BN3QraLx944g1MLMlpDBCxP3SfNPOf+A0lCzcWfQ4Ssq1OFVaKSv8AefrhPaxpcXEdhATExGQoJGPwrdJWPRuj4+/4KC6VG3wj0m9tAq28N5HG/JBLOMrjqP4Tmuea0MpeR+M2maPc61q1tpunKgnupVjXfKsSh2OAS7kKo9SxArKMXJqK6nLWqxpU5VZ7JXeje3krt+iuftH+zL8Gvgp8F7CPxJ4i8V6Lqvi2dAZJzfW7RWoPOyLLdfV+/bGOf0TLcHhsMuec05+q0P4w424kzvOqjwuEw1SGHXTkleXm9Nuy/peRftYftuQ4u/ht8Gr3eWzBearFnB3cPHbt6AcF+/O3sx4szzi96OHfq/8AI+s4D8N+TkzPOYa7xg+nZy8+qX39j89734XfFC08HwfFW+0a7h0W5mAivXHJY8hzg7wG7ORgnHNfJPD1lT9s4vlfU/oinnOW1MbLLIVouqlrHy/L5b+R+kf7H37YkWqw2/wy+K92ILmECOw1KZgqSqOkUzE/KwHCueCODjGT9hlWa3tQrv0f+Z/NfiF4e8jlmuUwunrOC6ecf1X3b2XY/tY/BT4VfGXSbjxX4Q8SaRZ+L7WMkAXsCpeqBnY/z8Sf3W5BPBxncOnNMHQxC9rSkudea1/4J43AfEuaZPUWCx1Co8PLryyvB91pt3XTdbWf40PZ3OlyvbXcoLwEo2CGBbp1GR27Hmvzy1tz+y4yUkpLqfsr+yjodlrv7L+l6DcOGa4mvGZe6P8AaH2k46dPyroim4m1tDH1HTl02/e0ii2SRBkZRk4Kmkki7nlfx4sPO+C+uG3ADx27yPkkcDOfxqZIzlblZ+T+i6raaTePdXNr9ocH5c8joQc/nSjJRd2jwMZhqlemqcJ8qPX9J+MWiaQ0TJoIkZCjEtt525/2feu/63BNWifnWJ4SxVe/+0237/5nB+MvHo8VRLBFp0dqFSGPeoG7EKhewHXGTXHUre00t2PrsoyN4GXNKq5aydumrv8AgcBZ3L2kyt5YkPPynvmuaOjPqKtNVIvWx6H4U8ReIvCkEsljpRcz+YpkdG+464ZfyNdVKrOnF2W58jmuX4PHzSq17Wtomt09Gd5ffHbxit/OTp0VvJ8+5CHyu8qTnJ/2RXQ8ZVvofL0eCMudKNqra0106X8vM8u8S+LPEHiu5W4vlXc0nmLsUDL7QvXvworhlVnN+8fc5blWEwEHGm+ltX01f6nNxW2q6hfLp0UbPczPt8sD5ixPTFSk2+XqexKpQpUnWk0opXv5Hrugw/FnwvHax6XZtCPlKAoDuzu27vXo1dsI14Ncp+f42pkGNlOVapfvr6Xt+BmT/FH4mJ9paW9aMW8gEhVFGx0fcBwOPmFQ8TW1s9jthw3k3u8sL8y01eqa9exxV1b+JNd1FIrjzLm5aMsgPXZgsce3eue1ScrPc+kp1MFhaLlC0Y319dhfDvh3WvEs82madjKq0jBzgfJ1q6dOU3yoMwzDDYKMa9b008zQ03Tr3Rdb1PTLo5nt1aN8dMhgDXiZlDltGW6Z+tcB4yNdVMRR+GUPwbR6R8LviW3hS61DQPEsB1Tw9MC0ls3JjY/xxk52n6Vx4nD+0pJx3NMJifYZhNT+G52t14ogsvss/wAL9V+1/bpgptZEBmiDHgc9a+YllsJNvFKx+i0ON8VgEv7OejCfxv8AEX7VNZXt7PBIG2+WikMD6YFeTPLMv0lyo+YpeJubYrMVh61Vq/mY2oWfxglia7K6m8bcjiTbj1xW1H+x4vktC/yPazSGd4m8lXlZ+bH+HvEDzXC6d4kDW9wejyZAJ9DnoaMXgoKPtMNqj+X+KsJn+FvV9rOUfVnr3/CKBrRbq2QPu5JUZBr4d4+UKjhJn87zzys6rp1pv5swr2z0/Q7WW91VhFn7o6EnsAK9WhOriJJUz1cEsRmFeNDCq7PPtA8Gah471xVWQQmckov8ZUeg619h7d04+zpK8j+5+FeD6GEwsauO0R6vqPwPt7K0d9LjuE1GyxIXlXCMB/dry8Ti8XhoqWLjaMj5bxB4oyjL6VKjhNW3Y8//AGprTwVNf6Dq/hAIJZbKNdQWMcLcgfN+eK+k4fq1JQkp7dDx8NXjiMJTrJbrU4e21DyvDmmixG1Anbuc85rhqU3PE1FUP6QymrCGXUfZbWLfjq0W/wDBsmqK2TEE3fiwFZZRP2eMVLvcfE9JSyerU7W/NHjKeH9cg0sa0kebYgfMCCcMSBx+Br9TdOajz9D+SZZhhpVvqzfvf5f8OZUdnqH2VdQWNhAsgUPjjeOcZ9axs7cx3Sq0faOi371r28j0zTvih4+0dGsYZixVXJDrkgSFCx/8cFdUcVWWh8ZX4byqu1Uatey0fa/+bOgb4jfFDXdLRUsjPbSmQb448hwfvg47V0e3rThtoeOshyXDV3epaSto3t2PJdcsde02/ln1axksnndsq6FRkdQMjtXFOEofErH3+CrYStSjDD1FJJdHcrWGp3dheWt8kQb7O25Ay5B+vrUKdmmjSvh6dWnOk5fFuezWHxz1Gy063099KjkFuIlBGBkREEZGO+K7oYycYqNtj86r8FUqtWVVVmua/wCKa/Ubr3xcTXtPGmzaFtieONWIGSShcgg46fP+lVLGcy5XEMFwp9Vq+2jidU3+Nv8AI8PN0iwGEw4ffnceuPSvO6H6b7JufMpaWLmh6haabfi4vrX7VCVYbPc9D+FOOju9TnxtCdalyUp8r7nvC/Ev4az2oS50HafaNT/yxRPX+8pP416X1ij1j/Vj8sfDedRneGJ/F/zN9uzSOf8AGfij4b61bvDounm1kHzq4TaSdpAU8njJqa9TDyVoRsexlGWZ1hpqWJqcy2avfrufdP8AwTNtIdS1fxna3DvGvk6e3ynaTh5x/WuSC0P0mgrSkfqzPbRWcs9nGxZGkHU8gH34ros7HoWWzPif/goto8ieA/D2poHmtoboRu5YEKzqdvB55wa5qkTKSsfj4PLTk/J7gZx9awMyS2gubqRIIEM0pbAVRy27p65PoMUWE2krs/Vb9lP9kMaWlt8RPifbh7pwsllp7jPlr1WSXP8AEey9h15OB+j5JkV7YjFL0X+Z9Zw9w9PNpLE4hOOGW3R1H+ah57y1skrSf1R8eP2evCvxr8PtDNGllrdqh+yXaqOCBwkgHVD09R15xg/WZnlNLGU9NJLZn61nPDuHxlJOklCpFWTS0sujS6fl+B+HHxA8A+I/hn4muPDfii1a0ubU4BK/LIp6Mp6FT61+LYjDVMPUdKqrNH4HiMPVw9V0a0bSX9fccJ5a+XuYDBOcPznv1FcpzH2D+w1p51r48WsShJEgsp5JskgmPKKQB3+9WkFdlx3sfdXxH8Njwz4p1DT7dD9kf5425wUYevt0rflsXpsfnB+2Zp8Q1XwiLBcSTQzpgHOSGTH86xktdDGrJRi5S2R8Zajp+q6SiW2oQmISZdc9+cfzFKUZQVmeZQr0MQ3OjK9tCXSb3VdGvPtFom2V42Xlc5V1wePp3qYylB6EYujh8TT5Kj0TXXqmewL8e/GwjXzbeGbDNlircltoI6/7Ir0Pr1TqfAPgjLbu02vu8/8AMqeLPHnjDxjDNa32i4QqWCqjHYxTBYE+wzSq1alTRxN8syXL8BONSniNb91rrseMlri0fyJ4yrR/wsMH8RXBtoz9D5YVFzRe51fhPxWvh3UWvpNPiusyRvtYfd2E8D655rSFTkd0jws0yt4yiqUarjo163PZo/jj4fluIpLvw9GQpU4CJ2kV+Pl9AR+Nej9dTesf6ufm/wDqXi4wahin977Ndzznx14x8P8AieMNYaULOaIBUKqFBXczEtgDnkD8K5a1WFRaRsz7XJcqxeCdqtbmT8/JLT7jzW7ntJdv2eMphFB92HU1xy12Pr6VOor87vr+B0XhvUfD1o6HW7Tz9rnJ7FSpHT61pTcU/eR5GY4fF1E/q07afjc9H03UvhRPqMTajbCOAKu75WxkRgEcH+9mu6Dw7l7y0Pj8Th8+hSfsZXfy7/5HIeL5PBstylz4VBiXcqmLJI4By3JPU4rmrKle9M+hymOZKDhmGr11/Q/eX9kieG4/Zy8B3Vvl3+zXUUnJODHdzqPpxirgtD7ShbkR9GppGmR6fb367hcRtkNvbr9M4p8uptLbQ/Hj9vqGIfG2yvN277Ro9vlgeARLMCCB9BWE99TGS10PhqVTIqbeWRsjJwGUenpxWTJPtf8AZj/av1/4NXcega6z3/hKZwrwNlmtyf44ieg9R0P1xXvZdmc8NLllrDt/kfkPGfAuGzym69K0MQtpd/KX6Pofq54/+Hfws/am+HdvcCaK9t7iPzLG/hwZYHPoeoIP3lPcYNfeV8PQx9FNP0fY/kzKs3zbhLMpU5RaadpQe0l/WzXyPwy+OXwR8afBDxIND8QW7TRTlvstyFJjuFHGVbpkZGR1FfmuKwlTDT5Jr/gn9x8PcR4LO8KsThJar4o9Yvz/AEZ7r8AfgG0a23jbxxBukIElpbSDoOod1/kPTmvVwGBvarVXoj884s4rtzYHAy12lJfkv1PT/jn8cLL4c2DaNo7rPrlwuFUciFT/ABt7+grvxuNVJckPiPkuGOGJ5jNYiurUl+Pkv1PzF1DVL/XtRnv9RlM9xcNud2OS2fWvi5Nt3e5/TNKnClBU6aslsdj8JXNv8QbFS3yssy/+OMR/KnHc3R9kLaQTJLMxJf68flWlikS2QSS5QNxheKGh2R8XfGVhpfxGuJtu7zII2GfoR/SpvY4cRS9pHlueUtqcT3kN15IXyzlgOhqObW5zqhJU5Q5tzsbHxZpULP8AarLzELqwxjIAcMR+I4qo1LPVHz1bKsRJLkqWdn+VjSl8W+FpLcRf2ewfaoBwOCC38wRV+1jbY4o5Tjoz5va6f8Mc/BrehqGM1r5iBgdmPvc889uKmMo9UetPB4rTlnZ9zAs7jT1vxJOhMHzZGM4yOKyW+p61anWdK0X7x2ml3vgpmT+0oyuHO7Ck/LtHp71uvZvc+axVHM0n7F9O/W51+oL8KJbYyWEuJxt42MAQUbPbqG21o1RS0PncO8+jO1Ve76ruv0ucxDbeCJbVmuJDEVYgFeXyVGMqccZzzmso8jWp70qmaKolFX/Ld9e5z9lp+gy6vcWdzcj7MiExyZ6ntSi1dq56dfE4tYeNSEPeb1Rva14b8JxeGZdW06+El0gOIi3P34wOPozflVSjFrmTPMwWY5hLGxoVqdovr8pf5L7zB1iy8Nxaek+mXpkuVC74mGVy39xu+B14HNZyjBaxZ62Er42VZwr07R1s/TuvyOt0jwn4J1C4MM+uC2x5WGdgFO9kDckfwgsT9KqKpylbmtt+h4OLzXM6MeaOH5t9vJSt99kvmXNT8B+EbSwW7tfEEU0uxWMaujFSyIxOP94sPbFaSjDlupHPhs8zCpVdOphmld62fRyX5JP5nKanodjplgl3p2qhpJCv7oHDMrbwXBU42/KBzg81jKKjHmTPdw2Nq16rpVqOi69E1bTXrr6aFnQ/CQ1RIbyLVVt7i5ikk5OD8qyFlJznJCYx3zVQg5Lff/gmONzb2DlTlQ5oxaX3uNnt5/gdW/wi1iC0k2atDsYqJEB+8FdEB+9zgyA+1bLDzXX+v6Z4MeLMPKor0HdbPtdN9tL8tj//1ui/Yi8Radd3cmpanfYYDIRzX7DxBXh7B076ns4ubUOU7j9oT9oi3VL3w/oOVnX5fMBr8T9k27nztC0Z8zPyd8ZzXd/cyXl1I0skhJOTnrWiikfRzzOcla559Nb3MVuckgHpT5Ve5i8bOStc9e/Zs8W6R4F+KOnax4gyIhvQP1C+YMZr0Y4mUKTp9DypU1Kqqj3P2ktf7B1rTZ9dW5MpmTKFZMLjHHH/ANeiMlNJpnTFaGroYtLnUUjlkKLDGduDtJOQK0kitHsfg1+1tqP9q/tB+LWhkLLFcRwqS2ThIkyMn3zXJLcwlufN6q4Ld2XqP8/0oIEQhgFc4Jz0OePrWZXQkjjkB38MANvQ4H6mgkNhLM+7nGAOlADFEnHGFU43ZHPHfigCQoTu2PtychRkjn05oA/Q3/gnbIB428U2/lbGms4E34yFw7E8e/FbUyk7H63IzXkUekxEcvgvjj5T1x1rpulqNT6WNvRtPa2u77ThKrFkDF8fpUuSsV7S+5/Nt8ZLmPU/iz4wvmO5p9YvzuHAx574/TFcb3MjzuSR8LySvQgdvSkAyZnCjjdIOPX+ee1ACxb9m6bKvtxjpnn0+lABs2jLSGSM/dB6jNAD1ZCgi5ZgB67gPQ0APdIQBvZg6jOAxwM+g6UAQHlthJeLqRk4z1oA/cD9mjwut5+ztpdnPOvl3kW4Arn7+Mc47GuuD0sDOVTS7/Sry7t5XEclozIQRnOO9S9GJM8K/aPu5LL4AauzkNJdSWqEj/auEJ/QVDVyJ/Az80JPiDmxW0islWQPknHBGAuMfhWrre7ax8bHIf3rqSqaW/Vv9TDvdcN/rL6vFYjy/J8sIRlRhNu7P61PtFzc1j0qOB9lh1h5VNb3v872/QzI9YMdjbWa2yfuZzKX7vnHyn24rHn0Ssd0sGnVnU53qrW7eZfv/Et1d+IJNfS3SCYlCqIMKnlgAHH4Zq51XKfPaxzUMtp08IsI5trXV9bs7G6+MPi27+xDaii3Zjwv+s3MrEN+Kitni6jab6HzlLhLL6ftNXr+GjWn3sx7+58XzprOv3VkYodWCmdyuFCvnG364NNzqNSnbc9GhTy6Lw+Ep1Lunsr9rbmJYaxr8eoaW1pH+/sAPs4C9ff3rJTnzRa3Wx6NfCYSVKsqj92fxalFNZ1i01GXV4JGjufNLs44w7daz5pKXP1OqWDw9SisPNXja1vI60eN/H93q8VxHeSC9WERoB2jCbBx/u9629tVcr31Pn/7Gymnh5RcFyXu/W9/zK3iDw/4p8O2KWupTL5M9yf3aPuzMueT+vNFSnOmrSfU6MvzDA4yq50Y6qO7X2TNh/4Sdrq/uInfzYIMXLA9IiNuD7Y4rNe0u2t+p2zeBUKUJJWcvd9b3MSF9R00RXdrK0JmBwUbBIHrUJSXvI9CpGjXbp1Fe3dH6n/8E09Mu57fx7rbOMSSWEJ3ZJcnz2OD+FbU3udyXKlGK0P1y09NRtdJub23kjGEYbWBznGM5rRtcxd9D40/4KG3SWX7PmgWU5VZLzWLcZHfbBOxArGZXQ/EvzFwrKdwcYAI6leDyM1BIqbZomijPmMXKqq5wfbBH5VO4H6Z/smfsTyau9t8R/iza+RpuVkstMbIefH/AC0mB+6novVuegxn7HLMoc7VsQtOi7+p/NPHniNHC82W5RK9TaU+kfKPd+ey8+n6r3lh4S1/T7zwXcpaXdsIfKnsQUISJhgAxrygx04GOCK+6cac06Ts12P5Pp1cbhqkMfFyjK91PXV+vXzPxI/as/Zd134NavJ4m8KwtfeELtywfq9q5/5ZyYH3f7rfgccZ/NMyyyWGnzx1g/wP7j4G44o53QWHxDUcRFarpJd1+q/pfFhKSFdyj5jxjk/0rwEfsYn2hYk8tozIy4OQuc5988EfSmB+0/7E1jd/8KOhuo2jjDzSsA+d2N1b05aWBnoPxC8MXdlqq69ZqixT/LICON4+nqKc/MSPl/40SOvwO8XXM4Xe9s44/wBogVjJXE/hZ+V6+MtHh037MumobhNgyVBB2rtOT1561q6iUbW1PiXlGJlW53VfK79e7uR614l0TVNfstTtNKIs7a3ETw/33AOWyo9/0qvaU3NScdLF4PLcTQwdShUre/KV0+y001OO/tK3Gmy2gtgJnmMglzyF/u1zNx5XG2p9D9Wn7ZVHPRK1vPuamr+ILW91pNUs7BLRI0RRGvI3J/Ec+tXUqKU+ZKxxYPAVKeFdCpVcm29fXoegXvxp1i70yCwSyijKuzO4B+cMioRjoOF7V0TxknFKx8pS4Ow8K0qjqN6Ky7Wbf6mFqfibXNZ1nV/FH9lKkepROrAKSkSk4ypPp60nWlKUqnLueph8swuGw9DA+31g111b7M5W312/iXTIooEJsHLR/LkuSQfm9a576xstj3amCpS9tJyfvqz129OxJceJNXHiK48QpiG8acznauAj7s8DsPak6kvaOp1Ihl+H+qRwb1hbl9Vax1rfFPxzc31hdLOFltowsahBtYAHBK45PJ5rZ4mq5KV9jwY8MZXCjUhy6Seuu233bGTrFh4v07SLyfUl8q01CdZZhxlpHw44x75pTjUjF32Z3YTEZdWr040HecE0vJLT9Claan4rXVlurR3F7DbsoIHIh2EH/wAdzUqVTn5lvY6KuGwCw7hUS5HL/wAmv/mYlldavpjjVLKV4DIzDepxk9xWMeZe8j061LD117Cqk7dD0DwHZX3iK61zUbhmnuFj8x2PJLM4yTXyWe4r2bpcz+J/oz978NMshN4mnSjpGCsvmjMWyaDXpoJR/wAfMbCu/D1VOkmeNnODeGzCXOrXOu+A3iXS/Anxg0HW9btfttnY3aNJERncqtXLnFN1cFNRfQ+KqYuOBk60ldR1P1o+G/gPwF8R/jWvjHWo00vSb6b7RErEIARyoJ6Yr+c1jak5rByenU/kirxhUxPE8fZOy5vuPuXw58L/ABB4013UJdG8U27WSyuqQQshRI14UYHqBX3mF4SyetTU7Pm9T+38JxDiXCM3Xuj4I+Jf7NviHxZ42u/COuRWd7c3N7Pb2/lRrHPDGm4rIxGDt+Xqa8GnWlgca8PhbpLq9j9boZvkeKwUoZnOPXsmfPPhPw/rPwm8SXXg/wAYstxp1rIywSZzgAkMpPtVZ3KlirVKS9/qf5v+KWRZf9Y+s5RVUubojjtV8K6T8RPiXp8GqX62Ph6K5VJSCNyoT8zY9hXrZTXWFwrhb3mfU+HuIwmSYP65jFeemnU+zfDNl+zP8NfHln4puphe2Oi27Qr9mTzDM7YwzYHB4rXKsRWoVJSrzumf0DmHizl+NoxwtPDtSR5R8ff2hbDxxemz+HWlLpOnQqwRpVAkkZh1PpXqY/FQxrj7TZH5RnuGo53Om6sbKLufAXiazmvdOu1uh+8ILE4/iHORX2uXVIQhFUz9AwOGjDDKlDZHCeBtYt5IZPD16cF2zEx7HuKvNKElbEQ+Z+kcLZnGMngqz0ex6Z4kszbfD/VYpT80ax4H/bRa+Rwc28ypP1/Jn6TxDf8AsWuvJf8ApSPn1NV1m7s49ISZ2gAwqD0Xn+tfrrc2uXofyTLC4enUeIcVzdywupayvh9tMGf7OS4Eh44EuMdfpT5pcnL0uZPD4Z4tV/8Al5y2+RsWF/4ovtbnazi829uLcxuuAMxcc4P0FaRlUlPTc8/EUMDRwsVUlaEZXT8zWTxl4x8L6baeGZIRapZs0ihlwzCYbiCe4INN1KlOKpvS36nDLKMux9aeMUuZy030XLp9+hn+MfiFrfjOcyapGiCNnYKo4UvjP8qVavKq/eOnKMgw2WxtQbd7a+hSuPFEkkGiRvZIF0pNuQP9cC5b5vXripdS/KrbHVTyxKWIaqO9R/dolp9xVTU2uLHVII9P3teSK6uoJ8kbs4GB36UKa5ZLl3Oh4VQq0ZurblVrP7Wh6Vpnxct9MudLLaOvlWUMcUwONztGX5Gemd3OfSuqOJipRfLt/wAE+LxHCk60K1q+sm2uyvbT8DgfGPiq18T3CXENmtoYkCKFA5A7nHeuWrUVRppWPqsoyypgYOMqnNd3C+1bwzPq6XENi8diIArR8bvNxy30zTlOm6l7aBRwmNhh3CVROfNv5djE8/Sf7JihEbfblmJZjjaYuw+uaj3PZ+Z6fJX+sSlf3LaLrc9qg8S/CZtWlEmm4sjEdrsnO8qQF259e+a7Izoc7utD81qZbxAqEXGr799r9L73Pub/AIJ+XWn3njDx3L4dtzFYtaaeQucFcNICR9Tk1CtzNxWh+gZVTxFOhyYqV53d3+R+tGlG7jtLm6+yrOqo2SWAYED0NDep719D5J/b4tfP/Zss7ho9kh1W1PJB7SD+tYzW5dz8RbSwuLu+W0tUa7mlbYsaKWZ2c4UADqcnFYJNuyFFNtJbn6+fsrfskWfg2C2+IfxJtlm16VQ1rZNho7VSOHf+9Iew6L7k8fqmS5GqSWIxK97ou3/BP2vIOGoUYrEYyN5PZPZLz7v+vTY/ao/az0/4XWsvgnwLMl34nmXbLKpBjsg36GT26DvzkVtnWdrDp0KD9/v2/wCCPP8AP4YOH1TBW59rraK7Lz/BfgfKX7NX7Xmv+BNXXw98RrqTVfD2oysfPclprSRj94E/eQ5+Ze3UHjB+XyjPKmHl7Ou7wf3r+v68/ksi4kqYSfscS3Km/vXn6eX9P9Hfix8IvAP7RHgmIvJFJJLF5mn6lCA5TcMjPI3JnqpII9jmv0LHYChmFBNPXo0fqOZZVhs1oKSev2ZL+tV5H4e/FL4UeKPhR4lm8L+KrYxOhJikGTFMueGjbjKkfQ+or8YxeDq4Wo6VZa/mfz/jcDXwdZ0a6s19z80fT/8AwTzg+z/tFIrlH8/TLxeBjvGfU+nrXJDVnno/Uv4r+GdQ1nSNQurVYg+lSs+cHcYm+8Pw6it5bIm+p+Ln7Y6T28vhXUU4ZGugD7gxEVE21ZkTgpxcZbM+K9U1nU9bbzr5zJ5QxwMAAnP8zUTnKTvI8/C4Sjhly0la5r/8JDqy3ljeNAnmQQeVGCnDptK5I7nB61Tqy5lKxwfUcO6VSkpOzd3rs73HWM2t3+kPYWNj58SXXnF1TLhzj5c+nHShc8o8qXUK8MLSxCrValm42s3pbXU9Hg+OGu2+rSXr6fCI2gaIwgMBkxGLdnOeh6V1LGTU+a39WsfGz4LwsqCpxqu9730781jzTV/FE2u66NbvLdN5kVmUDAIXHFck6nPPnkj7PCZZHC4T6tTk7WevqT6h4i0661TVbxdOWGO9VhDGOkLHoR9KcpRlKUuXczw+X1qdCjTdW7ha7/mHWWuaVbXOiXMmnlhYMTc9xMOPXitVKC5Hy7bk1sFXqQxEFV+P4f7p6hafFDwarX6XOgRGJ3zAPLUnb5pfDHH90449K6I4ikm7w/q58RV4ZzK1NwxLvbXV/wAqWnzVzyhb/wAPXPiWO/vrcx6dI7NJFHxhSDgD6HFckZU3UvJaH3sqGMp4J0qc71ElZsz7h9Ee2vvKDCfzf9H9PLz/ABe+Kz9yz/A6qccSp0+Z+7b3vU39CXweviOxXU2ZtMaE+eWz8spQ+nYNit1Gkprt1PKxrzF4Kp7Ffvb+76XX6HfWj/B6WwmkniMM0cqhfmbcy85I5xjpW0PYcruj5SquIY1YxjK6a7Kyen/BP2h/YEu7yf8AZ90uwtURkWa/UFz6XLN/7NWK+HU/UKD/AHcfQ+nHt7v7ZsUJ5gbbknC/hWy2Nb6n41/t06f9l+MHm3O3dJaxldvzZ2jrx/KuSo7so+KmZoWDIxZFHc8hSCCB7VnuBbDIYVKNmPjJPHFUB9Hfs8ftI+L/AIFa6v2Rmv8AQrpsXdiWLK6j+NOu1wOh79DxmvUwOPnhZ3js90fnvFfCGDz/AA/LVXLVj8M+q8n3T7fPc/aA638Ov2jvhZ/bGipb6za/LOkUyq7211GMgOh5R1BOPY5HBr9IVSjjaHNHVfkz+KJ4TM+Gc19jWbpy2um0pRfZ9U/zVt0fn78cPjZYfDCxbSdPKT+IbhSI4jyIRj78g9uwPX6Zr5jG41UFyx+L8j904Y4Znmc1XraUV17+S/V9PU/LvU9Sv9b1O41TVpzdXFyxdnZskk9c18VKTk+Z7n9P0aUKNNUqatFaJFRmjLFWQggDnBrM2Op8BL5fjLSpI+vmEYJwCCrCrQH2iyzIVZgOmeDmtQNMmdIoFZFwzjkHtQB8f/tIWog8c2c6DPnWSce6u4rJil5nz9vARUK4I70uhly6t3NXRdTt9NujNc2wnU4wD2IOe9VGSjq0cOMw861NRhOzPVG8eeEJSrSaSFwzH7i8AuWHf0OK7HWpv7J8Uskx60jW/Hyscj4p1rwxqqsdLtPs7pu2kLt3biOv0rmqShL4Ue7luDxtB/vp3X5HDRyQ8b16dcd6y0PppRl0Z0nh2Tw4twG1pXZA4wB0KFSDn3zirg4J+8eRmEcZyWwz1t+Oh7RoUXwUvZoYdTbyOYwTlgCpY7ifl9CPyr0IPDNq5+bY2XEtOLlRV9+3ZW6nnHjbTvBcKRXPha7LgCNJEJJy+352GR0yP1rlrKlZOmz7HJsRmUm4Y6Ft2n5X0XqcDdxW0D7baTzFwDn6jkVyytsj6mlKpJXkrG1Fp+lTeHZ7+S723sZCrB3PI5/KqUY8t76nBOvXjjI0lD3H1+RiqbQxSbgfMGzYOo/2s1Glmd7VRSXbW/6HS+EP+EROrxDxe0wsQ8JbyvvFPMXzBkcj93uIPritqSp8y9rseVmv9oKg/wCz0uez372dv/JrfI9eGk/ACaMgajcxSC3DYLv/AK0RoSBlOu/cMV3cuEa3PgHiOKov+Emr9ltd+fax4t4kttCt9XlTQ7hriwJZomb76qWOxWOBlguMnFedKMVJ8r0P0bL54qeHTxMOWfVdNldryuVtOtbC6u47e4vBbRushZyCQrKpKjj++QB+NQorqzfEVq0KbnCnzNW073au/ke823ww+Ht1dW0Np4zws0gUkmPgNJGuRlhyAzHn+7XqKhh20lU/rQ/KanEubQhOVTAbLz7SfbyS+Z//1/B/AWl3Xg60iNm7QzbfmwSK9bN8d9Yrycdh1a/O2c/4gvLjVNQlZ1LSOeSa8RS0scLaucLd+GXkk82UZA7VBSaOY1bQVddqjAHSqvoda2OVtPB2p6tqkNjpiFnZhgjtXn1ak51FQp6tnfh6TqOx+wPwM0+Kw8F22hasfNu7DaHzyxB9u9fXVsoq5fShz/aO3G4R0bSPpS0j0m81V/syLmCDcxK45Yk/0rkb7HiLc/m7+POpR6n8ZfGl5ARsGrXaKV7iOQx/l8tcstxHlaPuXbGQZM8ntgVAHtnwR+A/jL45+Il0Pw5AYbKJlN1eyL+5t0PUnsWx0Xufzr0sHg6mJnyU/m+x8dxHxNgsiwrxGLl7z+GK3k/63fQ/ZmD9jn4QW3wnk+GcWnIZ5R5jaoVX7YbnGBJvxwvH3B8uO2cmv0L+yMP7D2Nte/W/9dD+NH4j5y83WZ8/urT2f2OXtbv/AHt/Ox+K/wAYfg94q+DHi+48MeKbfKg7ra4CnZcRZ+V1P4cjscivznFYWph6jp1Ef2rkGfYTOcHHF4SWj3XWL6p/1qeS3G5Y2ihTeXwc881wn049GEMKxHBXuTwfoCPSgD9Mv+Cdcaf2l4o1UIiEKkQyewG7PP1rSI7n6qaFo1jHaxa0LppJJGdtm/gZPpV3fUlsiu0gjvb+5t5Xi2wHeFfp8mRTuNW6H8zGt3LX2vajqEjllurmaTGeTvckn1Nc4GUN+8bCeuDg8496AK8cp3HcPlbIIPfHfnrQA+JiDjaCpz0zgD8aAJ13ldiEE9evII/xoAQuM+YDkDg5P9aAGbVfO/G5vusMfL+NADdpVgOGEncAf0oA/oL+AunJF8FfCekNIsIkhhG8EZB61sm7DuW/jL4Gh0YDV7Z2njkyk7ZBwwHytwfTI/KhkaH5u/tVyNbfCCO381ikt9CoB6YGW/pUtkVH7jPy5J2rjZ/FnJrO6IWr3Ovi8W+Vp/2CK1AGx1yD/fAGT+VbuorWSPn5ZTzVvbSn1X4GFBfPEtiv2cN9mlEgyPv4bOD/ACrKM7W0PVnRTdR83xK3poWp7q91XVLuW2tsTXpx5SLnbjsB+FW5883ZbmEKVLD0YRqT0h1f6izJqmmTWMd1amGSD541dcF/mJyQevPFKTasmgg6FeNSUJ3T0bT20NfU/Gev6ppEmnTIgtSI0YqvQR52jPbrTlVk426HnYXJ8JQxCrQb5tXv33/IpWV94ktdUtLm0iK3VpEDGNnRBznH9auNSUZJpao6K1HBzoThUl7snrr1INJ0TW9f8y306HzQpMjnIAGO+TWcbz0ijbF43C4S0q0rdEWriLxHpGs3Csf9NskCyFcHao9xx6U5RnGTXVGNOWDxGGi/sTenqPvbjxZ4gNgl47zm7lJts4+Z2Y5I/HNP35Nc3UmhDA4RVXTSXKve8lb/ACI00rxHFBq1yXZEtsR3hz6nAB9eabU7Sa6blPFYOU6ELXctYf5l/TPBGo6ppT6j9ojiSNSURyd5XHUADpTpU5yi2c2JzqhQxCoqLbe7W1+x+vn/AATi8NpL8Jbi4ST7M+ramcycZIgDqB+pqIvQ+s6H6ZXOlw2elT6c87vhW+fjHP49Ku5Oh+bn/BReaYfDfwbYzzNKh1FmCtwB5cLgH9aibvsUfkhZaZdXuoxW1gjSzzuFSKMFiSenQd6STeiJnOMIuUnZI/X39lP9jGDQltPiL8W7OOXUjiWz00jckPdZJvV+4XoOM+lfd5XlHLatiFr0X+Z/I/HniO6rllmTztHaU+/dR8ujf3dz0X9qH9rvRvhVZ3HgrwGyX/ih0Ks64MNkuMZOPvP6L0Hf0rrzPNo0F7KjrL8j5vgfw9rZrOOPzFONDdLrP/Jef9L8nvh/8fPiJ4E+IK/EOxvpbnULmUvdfaHLR3Kk/Msg9D0GMY7Y4r4ahi6tGr7aL16+fqf1jmnDeXZhl/8AZtamlTStG2jj2a8/z63P3V+GPxQ+Hn7SPw+ea3iSeG6i8u/0+bDPCzDkH1GfusMfhX6dhsTRxtHb1R/COeZHmPDGYr3mmneE1s/+D3R+Rf7Vv7KWufBrV5vE3hRHu/Cd65aNgMtaOedkmByP7renB6c/BZllssNLmjrB/gf11wPxxQzygsPiHy4iK1XSXmv1X+enxpCHYsiKckZyDnAHU++RXzp+wn7o/sfwrF+z3ptvGceczESHGRuIrZMu59Yaz4HW80K60e+uWmkukVo2AA2yAZU/n1q229zLQ/LD9oSK70z4NeKbKWVh5exCpHrKoIrNsJfCz8hm2YlyuSTwaxe5zK/u6npWj+NtG0jS1sV07dKNxZ/lJJaNl7g8ZbNdcakIqyR8djMlxOIrus6ummmvdPv5Hnv2uFrI2/kjeZd+/wBv7tcnMrWaPq/ZSVXn5tLWt+pranqkOoavJfWlisCSRiNYhyAcYyPc10TqRlO6Vjiw2FlSw6pVKl2ne/zKEhubW1t4J7UpskZ9zAjd04/DFRJ+6lY64KE6k5xne6t6b6nY3PxB1KbSJtISzjihaJovl3ZVWbce9V7Z25T5ulkFGOJjiHUbd0+mtlY5a21LUIJtOaG3UvaEtECud+fUd6UaluV9j36mHoyjVUpaS312HrHrGvahdR21uZbi7kZ3RB0JOSAOwpOTnJ2WrJcsPhaMHOVoxSSbLd1H4h0nUrVLmDyrmCLMalRnYV6478USU4tX3OalLCYihNwleLeuvUn1jxJ4k13T/LvjutmlGCECjeoAAyB2AHFEpzkveehGEy7BYWrel8Vu/RtsbaweLbfUbt4fMjuobdhNgYIhK4bPtitOaak7b2FUnl86MFKzi5K3+K+n4jdD8Ka14gtJHtCPIh+YF2wCT12jv71NKM57FY3NcNg6iVT4n2X5n0B+zTJp1jf63YamU33GIBv6ZBGf1r8g43p1JKk4fZdz+y/Bt03SxNZ/asvyZt/tB+CdO8DavoOp2q4W9L7iOnbH86y4TzR4yNWk/s2NfFHCRoV8NViviv8AofNc8osvFiXjDYpkVh2GOK/RakHPDygux/MHEGHlOnNRW6PtnXvGOp3mjaXolrIywqgclCQTxjqK/DKOBhSr1JzWzP5m4d4apxx1XEVY63KnhjxJ4q8O3qz6Fqt3psuc7oJWQk+vymvQeIlTT5HY/Znh5JWSPZtU+IPxH1r7JcaX9sbW1PzX4lladwex5xivFnjqHNz1ZI8f+w6tWVudtdiaw+Cfxl8dzfbbrSr28kkOS7RNyT1ya+frcQYCk24u78j1MPwhJy5vZnaRfsWfF29iMltpbQk9fM+Qj8TXlf64YZP3k/uPpFwtdWcChrv7K/xN8F6Q0/iG4gsbQ84knTBP5100uJqFef7um/uJ/wBVadN+05Un8jxeTwT4eFwV1bxXpmnQxj53luY1/ADPNfW0K+Kqx/dUW36G9PLeV6yseE/EzxB8LtMuV03wzrLaowBWaVEYxH/dOOa/Q8lwOPtz4mPL5H09N0KdPli7nyjdTLFevcWTHaGyhGRX6Yorl5WeS5OE+eB6Nd+KbvWfDUsMrfMyhX9yOf6V8xTwMaOKTjsfs886+vZFOnL4rWfyOd03wpr9xpLa/YIGgjBOQwDD1wOp/CvteSahzpaH8zYnNMJHEfVKr95+WhnpJrX9hXNpGCdPEyvKccCToMmsVOXI10OmUcN9ahUf8SzS9C9Zar4g0jWBfrETd+VgKy9Yz3x6Vq5SjJSW5zV8LhMRhvYuXuX79R2teJNV8QNbz30SkwlAGAxuKKFAPrwKynUnPVhg8uw+EUo0m9b/AIu5W1O01m0mnuNQsXt/tHynchCg9eD0qpXi/eRvhquGqRjCjUT5fPUSXW5Xt9KgezULp4IDY/1uWLfN+eK0dRNRVtgjg4qdaSqP3/w0tobHhrxmfD8t8/2ISi7ZGxnAXY4b056YqIVnG552Y5P9cjTXtLcqa9bpoytR1i21PWhqIsvLRiS8anO4kk+lLnTndo7sPg50cO6PtLvozCYqLZ4THiRn3Bj2HpUtqx6iT51K+ljcvb/QpdTjnt7Ro7YQKjIepkHU1c5U3LRaHmUaOKjRcKk7y5r38ux0fhPXPCljpT2mt2vmyGR2B2bvlZMDnI6H2q6UqaVpnjZrgcfVrqphZ2Vl17PXocVeHTnvJzbbhDj93nrWE7J+6z6Sl7ZU48+/U/TL/gmyk8viLxfa2hAlls7PaW+7kTsOfzrWLdrnRS+KVz9pYNLvbGwuLK8mVZXDY2g46dKttvU6rHxB+3Xcah/wzosE7I0cGo2w+UHOcnB/WomM/JP4X/EvV/hXr/8AwlGj6bp17fxqRC1/C86xnu6BXQBscAnOO3PNdGExcsNU9rCKb8z1MDjZYOqq1OKbW11e34o+iNY/by+OWr6ZdaYF0uxFzGU8+3tpFmjz3QtKwz7kV9BU4kxs4OOiv2Wv5n1NXi7MKlNw91X6pO/y1Of/AGd/2cvE3x814+INfkltfD0UvmXV8/zS3JzuKRlurMerHgdecYPNleVVMdU5paQ6vv6eZwZLklXMqvNK6prd9/Jef5fgfWH7R/7FWk3OiL4o+D1p9lvdPixPpwJZbhFH34yTkSDuOjdsYwfqc14ehye1wa1W67+nmfaZ3wrD2ftsArNbx7+a8/z8uvxn8Lv2mvi18EbW58NaIYZ7beQ1rqUUkiwOD82wK8bKSeozjPbNfIYHN8Tgk4U7Ndn0/I+Gy7PcblylSp2a7Svp6aou/FH9qzxp8XdBbQPGeg6LIEO+C4ht50uIG7mNzOwGRwQQR7ZwRpjc5rYyHJWhH1Sd1+JpmPEFfH0/Z16cfJpO69NTo/2E5ZIv2htJMM7QyS210CODwVB4+uK+ei9T5Y/cTTrVZ/txvJmla5O1hgY+YHqK2ZjofjN/wUC+Hdz4RstO8yUywRXLtCSAP3c23H5YwfpWcvMo/M+bStXsrXzpYisM/G7tTneK1R5MMVh6tTljLVGjNqWtTDS5WhGLOMxQEJ99e+fXrVe0k+W/Q5oYbDR9tFS+J3lrt/ka3hvxlq3hY3H2aBXMk6yvuyNrI2ccEemKIVp027HDmWTYfH8vtJWtGy21TRky6nNqWsfbEslLyoVESg4Oe4HrWfM3K9jtjhoUcP7J1NE73MeUS2yLFNAUZW35YYOPSldLRnoxcZycoyurWNe/1qyu9VvL4aesMdwhVYh0Q/3hW06kXJyS3PPoYKrToU6Tq3cXq+/kdRofjXSbLw/Ho99p/nuizLvwv/LQDB6ZyMetEaqUeVo8XG5NiKmMeJpVbJ8rtr0v5nDSzafI975cTKsn+pH935h1/Cs4uGp9NGFZKneWq389B1i+li+smvY2FuhAnAPJHqKceTmV9ia0a7pVFSfvP4RtwdJ/0/yQ3MhNvnsm7v8AhUS5Lu3yHT+sfu+bt73rb/M7zz/AFzoKQyIsV8IYxvAIPmDduz2OeK6Iqm49mfK8mbQxbkneF3p5aW/U828uHaWU/NvwB7dq5btbH2fNO9vI/fP/AIJ0M8/wSR3mZUttQvYwq89fLf8A9mrpbKoW5EfbOraJe28keseeGt2mXKFcE5wMUXex0rc/HP8A4KFR4+J+jzqnl+dauVHrs28frWUimfBcBWXy1fbhvmzjnOcHB+orMk+0P2Zfip8GNH1CPwP8aPCGkajZ3bbYdVnsoZJYWc/dncrlkycZOdvHYGvocuxWHg/Z4mCa72Wh+O8a5FnOIpvG5Ji6kJpawUmlJL+VXsn5dfU/RP4vfsc/CD4n+D1/4QbSbDw9qQj820urGJIoZlcAgSCMYZDwQe3bqa+wxeU4evTvRSi+jR/OXD3iHm2VYxrMqkqtO9pRk22rdr7NdV167H5PaZ4l+Mv7JPjvUNMtGfRr+FWilt5gJLeeM5CvtOVdecq3I6YNfBwqYjA1Wlo+p/WmIwWS8VZfCpK1Sm9U1o0+uu6fRr5M8+8J+DPGnxv8a3Uskr3DXEvn3t85JVN5ySSe55wO+KypUamJq/mz0cxzDB5Jgo6JJK0YrrbovJdT78Pwl+DXgfwuLjXNGsXttOizLdXUStI+OpYnJJJ6D6Adq+s+q4alTvOKsurP58WfZ1mGL5cPVkpTekYt2X/DdX82fnH8UPFHh7xN4hJ8KaNb6LpVvuWFYIlRpMfxOV6k9vSvj8RUhOd6cbI/o3J8FiMLh1HFVXUm923e3kjM+HE3lfEDQBKNyveQxt/uyMFOfzrmW59AfdOr6PcW+rGwT92FUkbh95T0Ip3BkV1E4gQB8PGR24oA+S/2iJprfxNoeoPhyIDgYwPkYHH60Xs0zKpTVSDi+qPn/VNTGoypK0IQqoHHsaUpczOPDYZ0YuPNcvtrWmNfLcnTgsXkiMxhurhNu/OPXnFNyi5X5Tm+p11S5Pa63ve3S97fdoVo9T0uOytozaE3MU+95M8PH/dxReNlpqaSw9d1Jy5/dcbJdn3PRpPHvgp5bnb4YQxTIQpJG5GKBc8ejDNdbr07v3D5GORZmox/2x3T+W7f5aHmN/eafd6k91bWv2e3Z8iIHovpmuSUk5XS0PtcPRrU6KhOd5W3K7S2Rll2xlEJ+TnJH1pO25qoVbK716mjYS6FHqFk14sklmGH2gAAMV77aceW6ucleOKdGp7JpT+z/wAE9Te3+C8enmd7q4lmkK4SMEOoDNnO4Acrt6HrmutLD21bPiIz4kdWyjFJd9nov1ueXC20OTVhCLporGRm+dlyyLztyB17dK5Uo82+h9t7TErDuXJeatpfR9zPniswkxim3OjYUYwGX1qHbudVOVVuPNHS2vkdT4k8SaRrGj6Zp9jpcdpLaRgSTDAeRvLRCTjHdCef71b1a0ZKMVG1jw8uy2vhsRWrVazkpPRdErt9fW2nYrX974Ylnnaxs5YY2sokiBYHbdKqCRz/ALLEMR6ZFZydNydl0/E6KFHHRjFVaib523/gu7L1SsaOi33gaC+eXVbSaa3/ALOZQh5Jvio+bIIwmQcelXCVNPVaW/E48ZRzSVJRoTSl7S9/+nd9vW33mv4p1T4ZX2iWyeHdNks9SYAyHLbU+eUleWIbKmMZwOn1rSrOk4LkVn/w/wDwDz8rw2eU8TJ4yqpU1ttrpHXbTXm08zlY7fwuy6SGuZEeWKQ3pK5EcgZtgX1BULn6msbQ91X9T3pVMfevaCaTXJrurK7fo7ljw/p/hS71DQ01q+NvbXcrrfkAjyIwcKQQD1HPQ1pGFNuHNLffyMcdXx8KWIeGp3lFLk/vPrp5H//Qoy6EjktsxgGuR3bucV7I42LQ7Sa8lAjy60h8jepzus6JLBLuCfKe1bJXA4W/0JpW2xJkntXi5jj6eEpOc2d+Hg56I9o+G/gy20fQrrWCga+ODGCORXocGqeJrvGP4nsj7XCUfZ7HvPwXuNQi8aWi6jJm6u0kdox6IOOK/XcxxE6mVxhjdKqei8rizGTeFtU+I+nJ9ZbSY9duZ7Z9yQMRt/2UJ/rX53fS58QkfzOeKtROqeJtV1RgVNze3Eu4HB/eSM3P51g2B9C/s5fsveKvjtrK3su7TfDFrIBc3rKSXI5McWeGcjjuFzk5r2cvy6pipdord/5H5lxfxpg8go2fv1pL3YfrLsvz2Xc/ZXUdU+Ef7LHwyRGEOkaTZDEcS48+7nI/76kkbHJPQD0AA/Q5Sw+Aodl+LZ/GdGhnHFuaN6zm939mEfySXbq/NnwT4I/4KE65dfFOaTxlbRW/gy/fyoYIkBktVBwJS+NzserAnHXaBxj5Wjn0/b3qr3H07H7/AJl4SYRZUoYKTeJjrzN6Sfa2yXZ797n6AfFT4YeBP2ivh2um3jxXUFxH9o06/iwzQuy5V0cfwtxuHQjHGQK+sxWGpYyjb7mfz1kWd5hw1mTnFNNO04Prbo13XR7r5s/AX4sfCXxR8HvFtz4U8XQNE8XzRToCEuIySFdSOMHHPvmvyrE4aph6jp1Ef39kmd4TOMHHGYOV0911T6p+Z5ttj2jJ5Awp55PpXIfQn67/APBPHSbAeAvEmp3dskjz3JG8pnCqig/yqk3sgsfoHYz6M9lb2umSxTOijIHQCrldbDUTmdb1XT9C8KeLtQmmjt2S2nfAOPmWPj+VJ33KsfzYKdobdh9vAbBY59Af61mQPZU3CRF3k4AI/UEUAK5csYkDF1GRnkkH09KAGKzl9rMVQLk9efQ5oAmUkQB2wQ3Qqwzj39KAGQxrFlQ+R1LHNADysShhGQxJyRnn60AOjhGNsfzSZAAHr14oA/o1+H+naHp3gDwrFOkdp5MUeXb5QW288nA5rSLbHY6PxdYaf4g8PanZJsltriJlD7uh7EH2NDvew+VH5Cftl3H9jeDtD0RnV54tTUuo5yIopMcehyKDlxEU6bj3Pzq1zX49VitkMAieFmZsYw2TmnKfPbQ8fBYGWHlN8107W8inHqKQm+ZLVSLxNiA/8s/mB49+MU+ZJvTc6JYdyVNOfwu789C6viJ4F0cCyQf2YSwyP9cSc/N9M1XtLKOmxyyy9Tdf94/3n/kvoatpdeIoNRutZstPeOS8cyAhDhN5z8vtj9KE58zklucNWlg50oYarVTUVbfe2mpS1Xxdf6tq9tq00SLNaRiJQBkEAk5Pvk0qlaTkpPodWEymlh8PPDxbcZO/5f5Gczat5E2jNCR9oYTsu35vUH6VneduTudijQ544lS+Fct76Go2u+JU19ZceXqMkYtAhTB2vwBj1roVWfPd77HAsDgnhGt6afNe/VdTW/sPxt4Vs3uShtYocuckduuR3pOM4K55317LMfVUL8zehzMN5ruvaw5gYzXmqsI2xx5hcjj88VmpTnPTdnuSo4XCYZc6tCnr6WLum6Z4nvr2OxsWPn6a5SNdwBRuWO38iaSU7qK6GGIxOBpUnVqr3aiu/NaLUXw/puu+JdTu9Ctrna04kln3thWMILHPqeOK2g+a8RY/FYXBUIYucNrKNunNpp95q+LPDGteDoRHeXgZixi2oSMDGSPpWEoSi73PPyrMsNmUr06duup+2P7Aej6bafs/eGr+7cQyT3N7IWZsZHnSAY7dKIn21up9oawY5rGfysNCxUB95x94UXd7D5T88P8AgpJewN4Z8C2scsbkS3DuAckbUUDA/Gp1tqFj8svCnirXfBWvW3iHw3dmyv7fIjl8tJNnHXEgZc574q6dSdOSnB2aODG4KhjKEsPiI3hLdXa/KzPdbv8Aa3/aMnieBvHN0Y5FKsPKgBIPXkRgj616jzXGNWdR/h/kfDQ4B4bjJSjg43XnL/M+d5NSurqdrrUpWuLq4Yl5WYs7Me5J75ryG7u5+iRjGEVGKskVpFeOMNE+WJ4zyGI9u1TfUs7bwJ8UfHnwx1p9Y8EavLpF9Om13jCsGU9VZHDIfqV47c110cRVoS56UrM8TNMnwOaUfYY+kpx3s77+qs/xPSdb/at/aB8S6Rc6JrXi2W8s7ldksMtraNGynqCPJz+IOa7J5nipxcJzun5L/I+ZwvA3D+FrRxGHwyjOOzUp/wDyR4IMxkSA/eBJAOP6d68pH6Gz96P2VdJ0U/s8eGmRfLaSOOQsXYDnGPaqT6EWPqK5aIMfszmYKvJVzxx7UNtFcp+cn7bWhRaP8EdQ1i3K7NQa2jcZyRJ58fJ78ihp3Mp/Cz8fNU13Sbzw9/ZsVkIL3zVYuqgAoFAxnrzj1q5Tg48qWp8lhcBiKeN9tKpeFrWv1v8AcYUeoaVFfJciz3QCAxlCeshTbu/765p3ipbaHpyoV5UnB1Pe5r38r3t92gxdUtU0WKw+xgzpcmZpu5Tj5P0pcy5FG2tynhajxMq3tPdcbW8+5syayLnXn12w00RIVXZGASqsqgbh75GablefNGJwRwfJhFhKta7u7vq03t9xJ4l8YXGvDT4ru2WKXTndmP8AfLFeo7fdp1azny3WxlluUQwntZU5XU0vla/+ZjNqdzm9K2ygaqMAbegz/BWPPLV23PRWGh+799/u/wCtS1/wkup2U+kzmCNDpKbYgyYDg8Zb1rdVWnFtbGH9nUKsa8eZv2j1129Oxt2Vn41sJZtVtbR4Gun80uFxjd83HoOaOWcW5JHm1q2WVYxoVJp8qtb8PvMC/wDFOr6pqqau7KLlYxCCqgDaF29PUjvWcqzlJT6nr0Mtw9DDugl7t7/O9w+z+JA3/CO+W4aGT7QYiOVZsfN/KpfOlyMSqYJr65darlv5Ivrd+MbvxPNpkkzjVNUItJQeGbf8oU+1dUZycmnu9DldLLqeBjXUV7Kn7y8ra3NjUfC/i/wnpou55zBFANyBG5G/j9cVzyjOOq6Hm4fMsuzCu6cI3b3uuxpfCQXdzq5dCSWmDMT68E18HxG4+xbl2P7B8M3KCqRhtdfkj6u/amkgv/Amh3SnM9m64PoCOf6V+R8Cp08wq9pI/WfEvC+3yiniEveg0fFPitPNt9P1CIE+ZGMkdCQa/f6c/flBn8pYyLq0Ito+hvhP+0fpvgKGCLXPDEevGJdo80AEcdj6V+c59wo8ff2NXkufB4TKcTQxir0VeL3Xc9J139ry21jK6H8NrG3kP3XYksK+awfA9Ogv3+KbPv5YbE1XeNC3yMfSP2iv2gJJll8H6AkDg/IYbQyEenRa3r8L8Pw/3mr97SOijlOZN3pwa+R6gPjd/wAFBvEQVba51OyQrtBjt2t1APfJAFc1HLeEsM7wab9bnvw4Tzmsr+8vvRwXiLwz+2JriPceL/Ft6Fk+8LjUkHB7bd+a9hZpw7T0hST+X/APqML4XZ1irO2nqeRah8JvH2oSFNb8RNcv3BnaT+RNdlPiPAQ/hUbfI+1wfgrj5K9arGPzLdh+zjq1++F+1XeR/wAs4nck/lSnxfRivdSX3H09LwcwdNXxOKj956Lo/wCxt4m1KMPb6NfOp7vGY/8A0LFefLi+Un7rR6f/ABDXhmhH95iU36nl/wAVfg3ZfDPSVuNctnt3ug6wkkHLpwRwT3r3cmznEY2raOyPjOMOGOHMswXtKTbbWh4Dols02mXW0cBWb8AK+5xFRRqxPxTI8K6mX4hrazf3IueGG8TatCNM0iYlbX5ghOAN3/6q9q9R6LZH4DmSwOHl7fER1l19B2vaf4o8J2kui6ovlW+ouZGHBDNE2CQfYiul+5Dllsx4DEYHMKkcTQd5QVvRNf5EN3qfimK4g1u8iIdYVhR2XA8s52/1rF1Jc3Ma0sNgZQlhab0vdq/Ux7iTUbK2i0y7i8lVYTLuGG+YZB+hHNZu6XKz0KcaM5uvTd3t9x2moeJfFPiu2cfY/Mt2GAI1yoIxkj3rqlUlV6HzOHy7A4Ca/eWku5gya5d2a6Vp1xYokmkyb8OCGl3NvAcfjU86Simtj1o4KnUdatCo2qitpsrK2hWn1gSyakWs1RtSbKgceVyDhePbFYupfm03N6eE5VR/eN+z/HTqT6ZrtjY6zpWoy2gMWn4EqDrJhiT1+uKqE0pxlbYwxOBq1cNWoqes9n20LfifX7fX0/dWP2dozhGUY+T0bHU06s+foYZbgJ4V+9U5r7+vkNOq+GG1mG4aykFlHbCN043GYfxfSq5qXOnbSxX1XHLDSgqi53K6fl2OaVtOOmCIo32wTZLfwmPHT61h7vL5ns8tb23Nf3LfidRoT+FYPEEkmooZNMMTBQwyd/GOAR71tFU1PXY8XHRx0sGlRdql/wAD9Hf+Cew07UviR4qbRUazt106zZUDdWSdQxOfU5NEuVu8dj0Mrp14U3HES5pXev5fgfsVqks6CVPPkdvLPzLg4yKzcrPY9zlPjT9t6F2/Zikkx+8W8tMk8kkyAZP51LDY/ENcODuDblwMcBcGpA+w/wBmj9lrWPi3qq+IPEiyWPha2cb2Iw9xjkpGT2Pdu3oa+oyjJ54yfPPSC3ff0PrsjyOpmNTmlpTW77+S/wA+h+qHj/4h/Dj9nLwHGZYorG1tI/KsbCDAeVwMKqjr/vMc8c8nr+m4vGYfLaCSVuyP0TO8+w+S0I4LBQTrNe7HpFfzT62X3ydlpe68K/Z8/bL0j4pazP4V8ZQQ6NqcshNk6EiGVD0jO4kiQeucHPQYrxMr4gjiJ+yxCUW9u3p6mOR8U/WZqhjbRm9mtE/LVu3lr/waX7VP7KVt8Q7e68d/D+BLXxHGha4gUbY7wKOTgdJcd/4j15OazzzJPbXxGHXvdV3/AOCfNcW5JiqdeeZ4e86btzxSV42XxRtuusk7vdp6cp+PV1peoaXcy6VqcLQXlsxSSNwVZWHrX5U007Pc/NoSjOKlF3TPqv8AYhaO0/aM8N/aHC+Yl2u4nj/UuQP0oXkUft4ONZ1F4/nDbD8rkAdew4qrtFWR8B/8FJtDsbz4L2PiCCVWuLG7iRhuydsjAY/A03tqTY/GrSo/FniG0kWwQ3MRXyyMDAxz6deKE5yfkfIYqWX4OonVfK9yG91XxFpE2l6ReQrHLo5DxIyDd+8+cbvUHNdMpcqin0NKOEweJhWxFOV1V0bv2007FK81XVXm1GK5tVjfV5N7jZght275PTmsHNu6tudNHC4dRpShO6pqy16WtqS6d4kuNL1qw1NrZN+nDZs5XfjOd2Mc80Rq8s1K2xNfLoV8NVoKbtPW+9vQv+Itb1XxNGslxZ4IxsZV6IOg461U26mtjjy/BUMDJxhU9VfqQt4k02XWWv30tBD9m8kw9g4/j+taOcFLm5ehay6ssMqKrPm5r38uxz63VoNOt7RoP30Upd5B1ZP7tcrkuVKx6zp1PbTqc3utWS7PudP4f1zQNN1q+vL2zElpPEVijID7XypB5z6Gt6VSEZNtaHjY/BYuthqdOnUtNO7e11qUr/UNBv8AWrW+Nr9mtjIpuI0GBsBwdoHtUSlBzTtp1Omhh8VSw06XPzSt7rffz+ZXkk8NSLrBjV1JINln0zyG/Cnal7z+41hHGp0Ltf3/ALuhWWLQpZdOXzGRGX/Sj/dbcckfhilywbX4nRKeKjGq7Xd/d89P8zoPC0PhD7Nfv4gbLxuhgAJDOufmAx7U6cadnznkZnPMeeksHs07+T6H7Ff8E8LtZfhpqtrabxDa63dhFDYJSS3t2XP5VL0vY+kwSk6Meffr6n6GajZpf6XtlmZdsiEqXwRhh3prudtj8ov+Ciuk2Vj4n8L6hYlmaSGZX3NkHlfX6Vm3cLWPzbYRgYdQ4VssF9D3x3oYBJF5QIXcVHIPVV9jR0A+4v2Wv2w9a+E11b+DPHUsmp+EpDiI53S2RbktGDyY85JQe5AzX0eW5rLD/u6msPyPxHjbw+oZ1F4zBWhiPuU/Xz6J+l9D9Q/iZ8JPhd+0/wCCLS6mmSZJVEllqdrtaWMHqAe4PQqT1+lfb4nC0MdSTv6NH8t5Ln+bcK46dLla6ShLRP8AyfZo57xD8M/AHwR+C5sNGjh0/T9GxPcXMmFkmfADOx6s7cALyeiiolh6OFw9o6Jbs66GdZjn+dc9W8pz0jFbJdEuyW7fq2fip8bfjRqfxF1I2lluh0S1c+XEDjfjjc3qT+lfnWMxcq8tPhP7O4c4dpZXS5pa1Xu/0R4BmN8q+SDggdgPavLPuTa8IubfxNo0m75UvbY47gCRTQB+qXjbw5DLb2esWTtut49r5bPyHv8Aga0vcDx683mNgGY7WXnPB5pXC3U+av2l7X5dBvB6TIce+w/0p20E9z5RA4qLaXF1GtSKG0AFABQA/cKAEzxQAmTQA7cKAGUAdMdO1W0037dLZsLW7AjSZkO3+8NrepAq3eMbtHlPEYepX9lGp70dWr69tUWL3UBO27+zUhzZxwALnGUUAzc92wSarmT6dP6ZlRocqt7Vv33L738Pojornxdp914bh0KfSx5kMUaLMCobciyLu+7nneCRnt9Kt17w5HH+tTx6eU1qeNlio1tG22tdm4u2/l26nHP9n2W7tauo8oqxPR3yfmB/T8K57rqfRR57zSmt/uWmhaW50UJpyvbSboo5BdHP+sclthX0ABAP0Nb3haP4mPs8Veq1NWbXL5Kyun66nQ6XqXgs+HhYatZO1/8AvB56JyMvGVOd3OFDDGMDNEZR5dVr/wAMePi8Pmf1z2uHqJU9Pdb8pX6dW09+h//R911T4aatZ3O2WMqG9q55PQ8i/U8ouPD40XW5YJU+93rONzf2ia0My/0SXU2a2jTr0NfM53xBh8sh7+suiOnCYadeWhFB4NttFuoXv0EjP0FePk/D+LztPNMe3CimrJn6VgstjCHMXfEC2+gWV3qxk8pMArH68V+y4ijgOHG6/N7s17p31FCi7nm37NviXVPEvxyu764O60tLOVEVjgAsR3r4jDZ7XzOv7Ws9Oh8dmNWdRXZ9y+NtReH4deLNblOxreCYAKcjaEx1r6BtbHgan87vg+fwjZ+IbS+8dWVxqekpLvmt7WUQySgchSzA4BPDY5xnBB5q6TpqadVXXkeXmEMXPDTjgpKNR7OSul52W/l0vufptpP/AAUR+HfhjRLfw94a+H9zYWtlF5VtDHPEIkAHGQqjgnknqeT1Nfawz6jCChTpWS2P5gxHhHmOLxEsTiscpSk7t2d3+P3HxVrWsfF/9sH4mJEYTqF7K5WC2UEWtlBnrj7qKoxuY8k8kk18zOeIx9fu/wAEfuGHw2T8I5W3fkhHdv4pP9W+i6bLQ+hvjD+wbrfw/wDh7a+J/B9/Lrt9p0RfVIQvQAZMkAHO1Ocg5OOegNetjMknRpKpB8zW/wDwD894c8UcNmWYSweLgqcZO1N338pdLvpayvp1POf2bf2u9f8AgPFceF/ElpNrnh59zw2yuFlgkPXyy/CqT1HTPOM1y5dms8LeElePbse/xnwDQz5xxFCSp11o5W0a87btdH8tj0/44ftf/Br43eFX8O674J1BL+AM9leCWEvbSEdc/wBxsYYdDgHqBXbjs0w+Kp8s6bv0fY+Y4W4CzrIcZ7ehjIOD0lG0rSX+a6P9Gz86t25iwO4IcgHv+NfIH9Fn7I/sPzS6P8CjeC1mY3k1yciMgZ3MuDx0461vGLtcpM+1dLurHysraOrIAPkHfFRGDZcnynE/GDxINH/Z+8d6gYDGf7NvgoYfNllYKfzrZ6Iy31P5zFfEi7FbcwweDz+NcpoIWmYhCA6A/MO+B2FBmQI7oeVyucDHRc+tAF1BukUo+ewB5H5UmAwhoXYshUr0Dgg4zjIyB1pgKshMoSRt0aj5SOOT7d/rQApi2uxZfMVc4x1yeaANPRbeK81bTbYr/wAfFxEuByclgMUAf0XWOo2y6Vo+mz2spjgjDsGTaB8nBGevWtpKyNI6nTS3dglioggkO4qNu35eSBTjB7sTa2PzL/4KcxWFjP4D1O2hUNdSTySoBjcYVAB/ENj8KU3azODFQ5qThfc/Hy7Et3dSTrGV81shcev4Vkn1FScadNQb2OomvL6a20lINNMZ0tNpdUJMjM7MC3Hvj8K2c7qNo7HiQo0ozruVW/tHtfbRLQg1yfUtcaz/AOJeYDaQhPlU/PxksenWqm3UsrWLwVOhhVP97fmd9Xt5HZj4j+Ir+wj022sI/wB0EXcqkn5FCgfpzRKrN6JHzn+r2DpVXWnUet/x1PPU0DWTcfZ0t3MqfMV9B1Gawt0kj66WPw3Jzuas9Dsb3S/Hl1qn9rT2LJclRH0AG2PauMZ9wK6pzlKXM1qfO0cVlNPD/V41Lxvf77v/ADM3WLLxf/a8viXU4hHdQuJWbgbWQ8HHsRUVG2+d7ndg6+X/AFeOCoO8WrL5/wDDmxNf+P8AxdYql1MZLQqU3EBVw3PJ59KjmnU9DzYUMpy6q3CNpb92VND8BeLJtQSXR8JcwMGRlboR3HFEKdTm9zc3xue4CNJxxGsXvobkPw28c2N0LuOYQzvuYuGOeY2c847qDV+yqxlc8yfEeV1qfs3G8V0t5pfmcbeaFq/h547tLjbJM7RgxnnOATk/8CrBrl1ufRUcdh8YnT5NEk9fn/kWvEOh6zFpbarrF9578EqW3tuLbefStp05JczZhl+Owzrqhhqdl6WW1z9yf2OJ9Oj/AGevBen3cTSCOK5lPy8AySZBz361DTsfaw1Pr6W40uK2t4Ykd1aSMbNvy4LD9KqMXuxOXQ/Nj/gppfWcmoeBdPtoFjZYL2RtgAJ5hA7fWpn0GflkJDIoCNl2x1HKqOoPuKyMyBZJYxJuP7tgSuRzkEDH0oAbC6TRiNiN5+XcRhl9OlAA7Avs3srIOh4+Yf0qkBbUySIJYtjBxhnPQ49PQ1JSK7MuyTylKmPkHJ2g+nPWgkuqpHlgqCXHLelBofvZ8Abqz0/4CeE9GuAZDNZ2gZduN2ApOK2tYSaPfraXRbazka3JiBBO1V68Uoxb1G2kfJf7fB0g/ssTiC0jSaS808I20Bx++QnnryOtXLYwqu1Ns/BLxDPb3+o/aLCLyYgirtxjkdTxXPzpyukeNgITo0eSrK7vuL9stzoA00Wf+licymfv5eB8n0zzWvPFwtbUXsp/W/bc/uctuXz7l3V9Vj1PSrewg05YriOVnaVFxuB4AwPSrclKKilqc+Ewro4iVadW8Wkkm9jrdG+Ib6X4fi0BdLjklhjZBIchgWZmyfzpuo4xULHz2LyBV8XLFus0m07dNEkcFqEOoajqEt95DRveOXVQD39K527/ABLc+sw86NGiqXMmoqx0VyfE95BpYXTmT+yo/LjZY8btzMwLHHJJJ/Kupzuoq2x5FNYGm6zdW/tHd3e2iWhBr0PifXWtZbywMf2aBEXC7coq53H3IGamcudK6NMBPA4VTVOrfmk3v1vsdIvjvxzrVgulQIskcWBlYwWwBtwTjoKl1nJWR4sskyvDVPbzdm/P5nJW/gzxD9oWCG3JkBBGCOorPkleyR7884wfJzyloddd+EPiHPqn9sXiP9tcjLk8/IVAz9CRW041nLnlueBSzfKI0Pq1NrkXT1u/8zC1fR/FWnahP4jvpSt7DL5jS5+YSBiMg9uRUSU+Zzb1PUwmKwFajHB0V7jVrdLWv+Rcu7bxt4g0lr3VLt5LRVCjzHJG0AsvH4VfJUkua+hz0quWYTEKnQglPyXyZ1nwlaDT9Bv9VcAyRz4U+wVTX5nxFGVWtCitrfqz+zvDWrSpYKvUmteb9Ee765qJ+Ifge50mNcypEZEHunNfn+Fp/wBm42E+l9T9szdRzTJq9COrtdfLU8a+F+i2virUNN8MarGGZ7gQAt0UscZNfoedYidCjLE030ufzjwniMJTrqjjqakr7M/SfwT+yN4Zup71L6e0thp1w0DZjVt23PPP0r+fcTxZi5XtI/p7HVclwsaboYOL5lfZHvmm/s++ANEjxFrEUO0dYokB4+lfMTzjF1X70meOs6px/hYWKIvEWhfDTwjph1LXfGV3bWqcbh8i5PYGujC06uLnyQhzM5cTxdHDxvUw8UeHX/xX/ZgsJD9s8U318Rk8ysc/rX19PhzHtXjQsfK1fEejF/Db0VzlLj9rD9lzRC0eneGrjVpEP33UsW/E17NPhDMJpc7t8z5+fiNiLv2EpL5GOP26fA8U6Q+G/hqGVmCgsnTJxnoa9T/VCoqb9pXS+Z5M+O82xMvdcmvmfpl4KudY1fw9puu2um2dkuowJMF8vld4zg8dq/I8TRnTm4OV7H0qrzrU1OrVd30O4msPE32V90kSZU/dTHauSnTlzDo1KHtFd3PxT/bocpo+hQz/ADsk9zk+p8w1+68DqSqSueXxzFfUqbaPjCxj0/T/AAixgXM88Dbj/vCv0KftKuLvLZMeBw+GwvDcnD45QbfzRx3hWw8RiCXVNAfaUyG2nBwmD0P1r7yMJvWJ/G+a18HzRoYtenzJ9Tm8WeMrpxqUhuZ7QncG4KmRucfVjUSlKb1exjhoZfltNOguWMvxsv8AI077QfHmrxWtvcW7SJFFGkYGB8gLbc++c1clUlZWOChjsqw8pzhKzbbfrpf9Ch4h0zxjf3Md3rFoyyLFHCCAB8kahV7+gFKo6kneaOzL8Xl9KDp4aatdv5t3f4mjoHiDxP4Ii8lLBZIhuJEikj58c5H0oU5U3scmPy/A5nLmdWz028v+HOe1LVNY1/Xh4mks97FoyQi/IfKAGPyHNNS55c7PYw+Gw+Dwn1JVLb776/8ADl+/1bUbzXYdYfSfLW2lMnkhDtxxlTx0rTnTnztHFQwtGnhZYeNe/MrXv+JzOp/abzULi6+zG3+0SM6xgH5dxzgcdq5525211Pcw3JTowp8/NypK/c9M8O+N9B0nTkstU0f7TJEqKGyBkp1yCO9a06yWkkfFZhkmLr1nUoV7Jt6evzOD0u/0iPxK+oatatJp8ju3lDggMcgD6UocsZ3mtD6rFUMRLBKlh52qJLX0JtOu9A/tR59StWFn5DgJGeRLsIQnP+1gmiEqfN7y0MsRSxfsFGjP3+ZavtfX8DmFLGUEfd3c/TNYuSse27crP07/AGB7zRD8RPFkFoTDazaTbBSCQ25bqLdjv696pNP4Tz8rhWVNrEP3rs/YW0isLezlMV3lCDnexLfrTimz320j5b/bcs9H/wCGY7m8tFIljubJgxdiDmZM8Zx34rSS0I6H5AfCj/hWEHiq3u/ipPdDR4MSGG1hEjyuD90ksNq+p5rfBrD+1TxLfL5HVhI0JV4rFNqHW2r9F69/6X6gSft2fAjw34dGm+D9Ov8ANpFstbb7KIYRtHyqW3nAJ6nBPev0qXEeCpUuWhF6bK1kfqmL4rw2GwbpZXT99aRUlaK83Z3dt2rpvutz8tviZ8WPFPxY8U3HiXxXcGR3JWGIf6qJCeFRTwB79T3NfmeKxVXE1HVqu7PxxKTnKrVk5TlrKT3b/rZKyXRHC28k9tdJcQEo6YIZDtfI6YPY1xXfQs/TL4D/ALc+maH4d/4R74wtc3EtioWC+gj82SRRxtlGRkj+9371+i5XxEqdP2WKu7bP/M/UMj4q9hD2GObaW0t36Pv6797nln7S3xC/Zx+LAbxD4Pe907xSi/MWsykV0B0EhDcN6N+favJzfEZfif31C6n6aM+KzmGXvEfWcrbSk/eg1ZX/AJo9vOOz3STbb8x/Y7mhtv2kfCC3iCSJ5rhWVuVbMEmODxXycdzxkfvJfz6TDrtxEqfZg0ak7FwDy3oK1lG+wJ23PgP9v+10l/gNqL2MX71Lu2JfGP8AlspOay11TLltc/G3wvqPjLw3YjUdEXMB+c5QOuWyvOc+9aQVRarY+DzLD5djavsMU/e23ttqZd9P4l8UamPEEqGe4jKLvVQP9UoCjA9AtZtyk+Y7qNPB4Gh9Ti7Rd9PV6/iza1AeNNQ1tNaubBvtEEvmhAnyBhgnjGMdK0cqnPzWPMw7yyjhXhoVFytWvfXqczrFhrl9qNxeXlm0Ut3IzlQmACxzgDtWUnKUnJrc9zB18NSoxp06iaiktzvNC+Il/wCGLH+zrrSkmMKoitICCpXuR71vTruGlj5XG8P0sbV9tTrNXu9PM4bSdTS08RnXLzT/ALTbyyO7Q7flO85wPp2qabSlzvU+oxeHdTBfVaVXlkklf0JrLWLKDV31C905ZoHheLy8YAZlKq31B5q4SgpXZnXwlSeHVGlVtK6d/ndo5ZMiQPtxtYHHtmuX4U7HtaWtc9ibxT4Bl0meK40s/anWUKdgwCykKc+xxXWqsGmmtT88WV5tGvGUK3u3V9ezV18zzbQZdCVb0a2jMTH+4C/3x2OO1Z0+Sz5z7PHxxTdP6q+vvX7E1uNAa11aSffHLhTZqORkuMgn/dzSXJaTb16GdT60qlBRs19v7v8AMydKEBv7cX3FsWHmH2rKTV1c7cTzeyl7L4uh+z3/AATru9Hh8IeK4FYKia0vlSYz+7e3AAz/AMArVa3sXgHP6vF1N+vqfoDrQ0KNmvGfzZU2vuAP8J71HvJ2Z6ujWh+c3/BRW8sb618K6jbMspaaRcgdiuf6U5LqQz8tnH7rzRuLAEcc4FRckZbNKbYxS5HQ7s8N3yce1DYEv7sx+dtXjG3aeGz1INI0Pp79nL9qLxZ8Ddb+wzF9R8N3Dbp7QvkLj7zR54DY7cZ4r2sBmFTCy01j1R+YcW8G4TPqGqUay+GX6PujZ/aY/am1X473407R/N07w1bt+4tmI3SN/elCkjd7dvWrzHMp4qVlpFdDj4M4JoZDS56jU68t5dF5K/Q+KpxIrBPlypzjrg968I/Vxh2kiQxksegHagC7pkq2uo20+7DRzRvgjk7SDQB+wt1NpeoWVrZXLB433AgdcFT+laNWRaseD6zp9vpE81i0u5Iz8vXlex/Gkk92J9j56/aPsIG8M6bfW8eNk2wke4z/AErZL3JGLdpRPjHPGazS900EJzWQDaACgAoAKACgAoAKAFHWgD1TRrfxl4q0VtP00rNZ26GExnaoARd+cd2wOvXtWqc56dD4jGVMtwGKVatpOTvfV7u33X6FN73xVHq11oz2ySXljZSaXLGIwxWGIFXJx/EuPvVvOXK2uqVjojQwDw8MSptQnNVE77yeq+T7GU11q0aedLZr5dhEbByU4UvuxuP9/rg+1Yty3a20O9UsO3yxqazfOtd7W28tr+p0mn+Idf1Pw/F4ZsNPF1bWkZjfapZm3M7qW9CpY4x6VaqOcFTS0R5OIwGEoYx42tV5ZSd106JO3e6XXuZEepnTLrTLK+0ZHl0sSiWOQEPcedllLjHG0N8uPamnGPKnHVfid0sN7eFarSru1S1mto8ujt621Mq1u7SFbFJ7ESCzd3nOSDKrkbVb0A7fWudSWl47HfVpTk6jhUtzJJeTV7tep//S/ZLx1oOiyq0uFUqDXPO3Q8ypBX0Pgn4haJZz6nutVBYE9K+VzzO6GVYWVeszfDYWVWagjkYdLW06j5vWv4orcWPG5vHFV9YJrT5n6lg8LChBJLUwL+FUgne4Us8Z+VjX+juZ8fZbgsjw1VU06c1ql5Hu1K0YxS6Hz98StXuNQs/JmOI4wR7Gv5W4h4pedY29C/s1sj5/FyjfyPdv2YPh/ZaP4Wk8XRRLLPqxJD4+6qkjH51+w8N4X2eFU5r3mfHYmpzS0O0/aGe/0D9nrxTqUd5Giy28oMe0chieM+vFfdtKxwn8+crRliT8i9j15rAyseu/BT4IeNPjr4lGheGLfyreEq13eOp8i3jY/eYjuQDhRyccV6GDwdTEz5KfzfY+R4i4lwWRYX6xi5av4YreT7L9Xsj9x/AHw6+Fv7L3w8urhZYrC2t4xJqGpXG1ZZ2XhdzdTycIg7nAGTX6bQw9DAUW9u77/wBdj+GM2zjNuLMyhBJybdoQW0V1/D4pPotdEQfBb9pX4e/HG61LTPDjva31g7Yt7jAkmgHAmQd1PcdV4zjIysFmVHFNxho137dzXibgjMchp062ItKEuq2Uv5X59ns+mx8N/tjfsh/2f9t+Kvwxsf8ARTum1GyhHMXdpo1H8PdgOg56AmvmM2yrkvXoLTqv1P3Tw84/WIUMpzSfv7Qk+vaLfft323Py8WIFtz/KCSucHtXxR/UI77PubKDzFXI5yF460Afuz+yxp0lh+z14atIYw09xE0ihuBmRywyT9a7I7IVj6DWC/sZ/KvgqrsDAIcjOaa2NuW543+1JfX2nfsz+JiVRUuYVj3bucSuB0/Gs59zFxsfgc0PlBFY72xznjg9K5iBrJGPlTIJBIJ7/AExQAQRXE0gt40LzNxwCT83TAHWgG0tT9O/2Y/2OWm+yfEH4rWpiUhZLTTXGCc8h5h29lPPriv0HJ8hdS1fFLTou/qfUZBw/VzhqvUvHDd+tT/D2h/e+19m6dz3X9pv9l/TPiXor+IvB9slr4gsIsCJAEW5RBgL6BgBgZ4Pt397OcljiIe1oK0107n6FnvDFOpTVbARSlFJcq2aSsreaWi7o/F3UdP1DRtQm07UoHguoSY3iYEMjKcEEHHcfnX5DKLi+WS1PxdqzsygizI7YbBJAI65/GkSdz8NdM/tH4jeGbE8NNqdooXtzMtOO4H9D8lte3T2sGnwCTyo/nZmC4wBjAPWux7GsVqJbG8kEUUgDTtMF254+V+n6VZTh1Py+/wCCmmu3MfjDwJZ3MC+XaWl7NszkEs0KjP5VzNHl42m50vZp2u9z8x7TXJZ9Stru3sGnWHBMaqSM56DANRzvSyPAq4FRozpzqJX6npKfEfVjaqkPhfcibMEI2CER+vy99278K61XnbSH9anxL4dw/tG5YzV36rq15+VvmcTqXxD1K5uFdrOODZGIwmMcBdufyrllXm5H02G4fowi17Ru7vf53Oe0jxNq2jW5js4wu98lyMk56r+NTGpOOx7OLy2hiZ3qPpt+p3GkxfEW4lk13SNKZo5lJ3EZXAwpxk54yPzrWMat+ZR3PmsV/ZEYLDYitqv+HOt1C/8AjULaS+u7ERx87mCLnLTAev8Az0UCt2sRZya/q54NDC8Nc6pwqXfq+kX5dmeNar4n8R30tzbajNl5jiUY9Of61yNtt8z3P0LC5Zg6UYTox0Ww3TdW8TF4LGylY4UhEHQjGOnepu9FEeIwuCtKrVXqz2LT/hp8VreL7RbahFAJSRkSHPbPIFegsNiEro/PK/EWQzfLOk3byKPizwp8SdAszeajrazoA5ISTkBEyeD/ALJxRLD1km5s68rzPJsVU9nRw9npuu7/AM9Txh5NRu2hWWdnDHcuTnGep9q83kR+jqNKHNaNu5VnnumikWSZmG7B5zuI6Gkt7GtOFNSVo9PuP6Gv2UbC8PwE8DRWNsZgdOSRmzgLvAbp3zXWvhR6cEz6Qs5bp/sysm6Yyr8mePlbpWw3Dqflz/wUlvXm8eeFLaWPyWgsZmUA5zuZef0rjkQ1Y/NiJYRDJISfnbq3b6VmSKzucQupIYEBscgDoD6A0AMRZMlgNjA56c9v0oNBWKGQeajENg5B6kdc/wCFOxmSRlFXft8tiehGAB6jFI0K7XMkjmWJv3BO0hj0I6/nVaGZZUMdqySbmwcBuAfwqQP6I/hZbSwfCHwhZ20TXE66fagIp5+4vNd3QtLU9CV7y38+C4jMBjHC9M5FC2NHG58i/wDBQq6li/ZztLWW3MYl1G0BY99pDf0rGSOSumqbPxR1LxTpFzFGlrZLDsky6qoIIGe/Woc0lZI+Mw+V4iEm6lS91o/+Adda/Efw/b2L2a6HvcrIC+OcsqgfQDH61usRFRsonz1Th7Fyqqo8RZaaejbMjWPiPZXTAWWkraqJXcgjnDNkLn2qKmIbfuqx34Ph2pDWrXctEvwtc4u08TPaardaolqHabBUMMhCO+DxWSqtScj6WrlyqUIUHOyW/mdNb+IPEeuX9te6Xpsl1JBgEIhZdxPYAYGT2FPnnOSdtjxZ5fg8NSnSr1VFPu7P/gnoEfi74nywK0HhsskflqD9nJHyiQjt3BY/hXUnVe0T5OWT5LGb5sVq7/a72/yX3nm2reP/ABPJOi3yLC6RCNV24+ULs5/CuaVSTabPssJkOBUH7J3Td7363uc3pviTXNLha2sHMayvklepJ7fQ1ndxVkezicuwteXPVV2kepaHoHxa1BU1vSLby45BvQ5Vf4iOASO4NdVOnXfvxR8PjcbkFJvC4iV2tHu+lzodS0j44Jpr313cZiRQWAkQsdzqBwDyd2K3dPEt+8ePhsTww6yp04a+j7Py7XPDNS1PxBdtcx387uS5WXJ6uD0/OvOlF3d2fp+Gw2EpqEqUUtLr0KjX2rxAwmdhtjwBngKRyMfSp1i7XN1Rw797l6/idB4ZuriLR5YI3IQzEkDvlQK8DHUU6qm+iP3zhWpKGAny9Zfoj6W+GRltmFzcjbAUIOfcV+VZ44z92G5/R3D8ZwouVTZnLfCu5hs/jZaWSKSjagrKR0AJzX0maKVTJb9bH85xwajntSEduY/cbwH4Sttbvtf1Cc43X0h5PHU1/L8qN1qf0Vm+IhShRhy9D1KP4f6RbkSy3UMUZPJNKFCKZ8nLMptNQpu54J+1R4M+H3i3wbpPhQnzY5LxDJ5bBXO3B/KvpMBmFTLeavh97HiU8tlmVaFPGaJvofEel/s5fDVdZj0yx06PzJHwJLqQmNQBklsAnt2FfSZdxPmmPqxo89rn6bjeA8my7AyxjTfL3Pobw7+z38DfNtrSPXrGW/uzsSK2s5XUOp2kb3VR1GK/RquVYmVJzqTenmfkmE4jy111RoU09bbHmes+HtE0W9ksIoLeMwvgAKoJCnrivwydbGc8k5No/rXA4XLHhGnTipNdtT7S0H4meJLHw3ptnpekCSOKFV3OQBgDjGM1y0Yt/Gz+fs0yyEMQ3DYg1bx58Q7q1klm+z2cG1usmO3uBXoQocz91GOCwkI1o86R+OX7V2vy+IIbC3a6W4kt5pgwVgwBZs1+38H0XTcuZbnn+JFODwNPkkeEab4fupPDE7MxYQQOTnjoOlfc46oqOIgl9po+MyaE62R1lJ35Iv8AI8psdT1OytvKtZ2jj35AHHzHrn8q+qcnsmfzPWw1CpPmqRu7fgW4tS1u0uLiaOUiSXmUjvg5/mKXK9dTmlhsNOEYtaLb8j1nwtf/ABb1SJZdDjE8cax4LAY2ZfZ1991d1ONdJOB8FmeG4foyccU7N3776X/Qt6tB8ZdRRVvtNMnkkKCoXI5wMYNE1iJL3kYYWfDlGV6VW1/U84vfGOvxiTTrmBVTbtaNh0IyM+ua4+d7M+wo5RhHatCWvRlPRvF19o9vFZQxI4RywB77uxpJtJJHTjMppYmcqspNXX5Hqdt8TNak33LeGll3iQllVsHLIT27bQPxrq9rJu/L/Wh8PU4bwqtBYtq1uq7S/wA/wOY1zxfcahqEGoy6M1kkchc7VOPvknqMcdKxnUbakont4LKIUaMqMa/M2rb+Rz2veKNN1a1kiWwWGUEBHUckerdifoBUzq8y2PXwWWVqFRSdS66r/LyNjRvFnhu3ltBqOmiaKFFWTgZJBPP41ca6UlzRPMxuVY2cansa1m27HWW3iz4YCBVn0x2Py7vlGSfKZSQf94g1sqlK2sf6seFVyrPOZuNZdfzT/K5x7ap4Tk1jekAFoVxh19hzgEc1gpwb20PoVhswWHtKXv36H3H+wRcaPcfFPxLLpkDLbDRFZEI3uGW5hBx+dVFR6LQ+kyyFeEHHEO8rn692kwy9u0HlhVDfMvXdn1+larRaHvSjzM+eP2zJIJv2ZtQiELbhJZn7vHE0dYz8jOzsfhmIiqrLIoXBIGAD+JrAkd5ZVt5cbjk4HPX1oAgXaclkxk9MZz/+qgCyFCMGGcKMkZ70AR+XEp3YGXOCRmgBFEe4bh8g6kdz/WgD339ly9lt/j/4NmVDL/pZAAPrE68evWrW41ufvvq8s39qOWjNuGjGOeuCa6Y7FqDPiT9tu11C6/Z0168ns2CEwMZOwxKp5+tTLqE9rH4ZWHiTXLS1gs7OYrEMqqDo3PcdyM1hzz+FM+dr5dhak5VKkde4uneINY0mJ4bY7UL7zkd8Ec/XNTGLWlycRgMPiJKU97WPZtG8WfFS/t2ubDRvtce5gXEOfmZE4zj0Cmu+Mq62V/kfnOLynIqc1CrX5Xp9rzf63MbW9b+I1841DUNCliC53ssJUcDJ7ccDNZVJ1X70o/gelgcFk9Neyo4hPt7yOF1fxrd6payWNxbIFP3Dj5lz156muZy51Zn0+EyanQqKrCb8+zNLQ/H/APZTWSvYJcC1Cgqf4tpzWkaji1pojixuRfWPaNVGub8DtLT4paJDFm48PZH7vPodu8E/juH5Voq0V9k+bq8M4mUvdxXf8bf5ficfP4s0abWkvPsRghCFSpUN/DjofesPaR5k0tD6KGVYmOGdP2l5Xvv5mBresaHfCKWxsxayK43KvKlR/jTlOLs4qx6uCweKpcyq1OZW/E6iy1rwJI8wv7QqrRkIwXkPtx0+tX7WDb5onh1sHmqUfZT1vrr0udK938H5IXWNWDHzNh8s5B3IVzx0xuFbOeHfQ8VUeIoyTb00vquzv+hxlv8A8Ic17drPj7MoJRhkNwf4R6msL02n2Ppan9oqnDl+Lr/wT9Rv+Cdd3bf2V47tdPDG2iv7CRGPZZIp1GR/wGrhZbH0+XKo6C9r8XX1P0VvHu5hOUtHnWHA3IM8EA1ct0exZpWPhX/gobbIfh34a1KNVK2+oBWJ4Kh4ZPb1pVNjGx+ScdwI4ZC3YbsZzhfp1rkEPyzKGVgR94H69qAIIkczO+5QoAKhex6HigBN8ar5c2FOfvDoWI7mgCBVUMwTluM89x60GhT1AK86zZCMwx04BFBmV48R71V8qOT3P4UAMklEThlXJYYbHUelAH7F2MiTaHplykZkeSKM4UZPzLnNdL2LW5x/jnSnurNr6OEpJajawxyUIzn8DS6DaPAfjtbRWvwntdSuLfJkvAF3jjBjdc/ma0ptJSv2POxdKU4xs7ao/OvOeK5+h2gcY4rMBtABQAUAFABQAUAFACjrTQHp2hWmuWWiHV9F1X7JvVyYlkMblfnRyB/ENq4J9wK2jFqPOpWPj8dWwtXFfV8TR5rW1tdX0a9NXdehf0Pw/wCJ9SmfW7HUAt1fQXDyOzHeyMsglDdc7ghB+oqY8z96L1d/1OPG4/BUIrC1aXuwlFJW0TTjy29G19xt3Xwu8e2Wk3dvJKn2KSVZp03nmSIuiscjt83Poa2dCuoNdDzKXE2U1cRCaT50rJ26Oza39PuMjQtP8b+FTJquheWxGGlGFlA2ggbgw77z0rGKnD3kehjcRlmPtQxV10W637W9Cvpv/Cba74htvGFpCl5evIoTcF2u0arEAV6cDArWnKTkqiV2bYp5ZhcHPLaknGCWu90m3Lf7yRNC8eLa6i/9mmWPU4Y4pXIUlURonUqc5U8pz74ppvllpv8A8D/gEyx2VOdJe1s6bbS13aknfvtL7j//0/0X8VeN7i7EipJuLehryK1eNKDqTeiOONKTa0PH5baSVmuZjkt61/AfiBxZUzHGyw1J+5E/SctwEaUFOW7OX1NCinAr8uw0JuSsrnttpHnmt+IrQqmgO6LPP90cZNf0FldPOcxwdPAKLcFtc8fEYqnDVs+bfi5A2madPbTDY+P51++8OcFxwcfaYjWR8riMd7Z+6fVHwAmRfhDosC3D/LC+/axAGXav2nDxjGmlE8xpvU4/9srVbWw/ZxurS2uVka4eJCFYMQGJznH1pykndJi6H5N/BT4Y6F8SPEMdn4s8S6d4X0e1Kvc3F7cxW7lSfuxLIy72IB6cDvXXg8PGvUtOaiurb/I+P4jzmtlmF9rhsPOtUd+WMYt6/wB5pOy/F9D9mNG+KP7M3wI+HUln4V8SaQ2n6Ym/yLK7huLq5lbC52xszu7HAJI4HXAHH6LDE4LCUbU5qy7O7Z/FeJyTijiHM1PF4eanPS8ouMYrfdpJJduvTVn5I/H79pTxb8edbk+1FrLQLN/9EsVJ2KB0d/7zn17dBxXwOOzCpipe9pHoj+v+FOEMHkGH5aS5qr+KfV+S7Ly+Z4r4S8X654H8RWXibw9ePZX9k4kjlQkEEdVPqCOCK86nUnTkpwdmj7PHYKhjcPPC4mPNCSs0z9yfgV+1n8OPil4OFz4r1ex8P61aBYru3vp47dJCRw8RlKhlbByBnaeoAIz+nYHNKNen+8ajJb3P4V4q4BzHKsbbBUpVaUtYuKcmvJ2u010fXp1Pz6/a3+Dvwz0vUZ/iT8I/E2j3tpdOBeabbX9vJJCzn78UauSVJPIAyPTHNfIZrhKEH7bDzTT3SaP6J4B4hzTEU1l2b4epGcV7s5Qkk0ujbWj9d/XQ+HLOzubmYx2KMXlO0AA856gV8y2krs/dqdOdSShBXb6I/XT4cftA/Dj4d+BfC3grUNaeK90yyt4ps27tGkiqu9SwHrntRTxuHl7qkfR1shzGjDnq0mj7e0Pb4z09dftb4XFpPEjwyRqQrIQTnnmvQUux85Jtb7nzT+2099Zfs5SWsk5xd3FnEBjGcSqcD8qym9BOTaPxFgjiiSRoseZu2fNksep4rlMy3ZabqmuanaaZpdvJdXdy+yKOFN7uTxgAd6uMZSajFXbNYQlOShBXbP2A/Zl/ZB074cpD40+IUa33iKQBobZsNFZ9/m6hpexIJUc4Jzkfq+T5CqFq+JV59F2/4J+3ZFwzDDJV8Wrz7dF/myj+05+19p/gOK48EfDWZbzXmUpcXceGitCeMIf4pPpwOOc5AyzjPY0b4fCv3ur7f8E5M+4kjh19TwD97ZtbR8l5/gh/7KH7V8fxBij8BfES5EXiFBi1upMKt4B/A392X07N25wDWS537a2HxL97o+//AATp4d4iWIthsU/f6Pv/AMH8zX/aq/ZetPiNp1x438GW6w+I7dCZoVAUXaKOo9JAPwPt31zrJliIuvQXvrdd/wDghxFw6sQni8Kvf6r+b/g/mfjLeWV7pt7PZ6hA8U0RKsjAhlZTggg8gg8GvyRpp2Z+INNNprU9b/Z+hbUPjF4RjTG4X8TrxnGzL/0q4fEgR+99tca1bXhxJHtkU43A9c8V22K59bmzBot/ElpqP2j960i5G3jJyePyqea6Dndz8dP+Cm013J8W/D+nsxmki0gsAByA8pHTnrsrCWuxy15L3XLRHxj4O+IGoeEY44bfw/5wwrEspBZkDfNnaeOc/hXRRxDp6KB+cZtkVLHycp4m2/3O2m/9XNBvjrrQtTBb6ZBEuzy84zx5HkHt1wSfrR9cqJbf1axyx4Kw/tOaVZvr/wCTcx49qt7qGv30l5PCBIFGVRcAKvfFcUpOTu0foOFoUcJSVOMtL9X3LOi6Z4g1tRa6Tatc+Q4f5R0J6ZP4U4809IowxmJweFftK8+W6setN4q+LvhrTbtZLcW1pApD5TIjBdQcc92AFdzqV4xd1oj4KOW8P4utDlm5Sltrvo/0ucpqPxN+IV5DHb3l0UWf50AQLuHmGQEf8DJNYSr1WrNnv4fhzKYScqcLtaPXySt9xwD2GpzWs2sSKzQeZskkP99u31rmaly8x9Sq9CM44aL9610vI7zwn8P/ABbrNouu6VNHCkayYZmwQI9u7j/gQropYepOPPFnyuaZ9gMNUeFrxbbtsu9/8jS123+ImgWdj9p1h3ivJmhhWKTguGwfwyKuSrRS97c48DUyfF1KnJQScUm7rpY47UI/E982oLqd3JL/AGdjzt7kj5u3v0rGSqa8z2PoKEsDS9k6EEufay7FHUvDd9pi6e0zqDqMImjwf4Ccc+nSolTcbX6nZh8wp1/a8q+B2fqb3izwVaeHtKstQg1Fb17tsFVxgHGf0rpqUFBKSle55WV5zUxmIqUZUuRRP6C/2co9X0D4Q+DbBFj2/wBkWuNwOQfLXjrVKOh9opWPdrbSdSh+x6l5yl2kXK7eAWyeKOa6K57H5If8FHZLif4saJZzsGZNNVhjIAPmMO3rtrmm9dBSdz8+JZnRTkBlUDGOgb3rEzEhZg7nbuUgHOcAHHTH0oAV7fehLNhQRsx259fSgCQBSBkcMSOSeop3AabgrIUZQVbhjjIHt7UgGllUtEwLR5z04z2/lQBG1wZJlZgG2qWXIwSMdMVoB/Rj4AuNVsvBnhsxpGyRWdsuDwPuCuy2ho3Y9Eax1TVlurx2SPYCQo5ztXNF+gc73PiT/go9Per8BNHWcqFbVbcfL1/1bn/2WspNGdaV4M/GHwV4u07wu8s93pq3ssnmISyggKykcZ7gnNFKtGm23G58bnGVV8YlGnV5UrP5pnp9z8ctMWSYWegJGHEg5CgjzPLxke2w/nXS8ZrpH+tD4unwbXcY+0xF9vwv/meQeMfFp8V3z3K2UdsZJZJTsAyd5JwcdhniuKrV9o9rH3+VZZ9Rp8rqOWiWvkc3Ym8LPYwQGWWcbAFBZvXgCsYvoj2K0aelWUrJantHhLxb8QvB8dtBpuhybRsfDxMPMKtlSeOen6V306tWC5VE/Osyy3KMfKU6uJXXZrTT1IH+OPjgWzRokcSAqpYL0Kq6gdOuHNL61UsbR4My3nT5m36+af6I8rv7nWfEV611OjTTRxjhR0RBjP0ArkfNJ9z7WhTw2Dpezi7Jv8WXfDfhrxB4muGh0SDzWhKOckKASwUcnH8TClTpTqP3Uc+Y5jg8FBSxMrXuvwv+SPU53+L3huwvZ2n8i3tEUylWU7QGYDGD6g133xME9dj4WnHh7G1qcVG8pPTR9kcVdeJPiFqotLC4u52F8m6Jc4DqPmyPyzWDqV3ZXep9LTy/KKHPVhBe47PyexyjaJqv9lz644Jt4p/KkcnpIex96w5JuLn0PcWNoe3jhV8TjdLyOmtPAV/d+F7jxTLexIsIbMRJL4Bx6d+1bRw7lT9pc8arntKnjo4GNNu9tehD4Mt5bhREq5VpOT6cCvlszqKCfof0xwdCUqPL0cv8j6/u0tF8IiHT12TKoHHU1+MRbeJvLVH9QwqOGG9jCJ8//DFdUuPjBYGwieeSO5XdsB4I9a/TMyUIZW3LTQ/m3LqsJ8SS59ubU/aP4f6V471K21byZp7UPeuSBxjmv5lqSp3uj+iuI4Yf2kOSV9D1aDwDr88ZS9vGI775CM1jFxbPi/b0qfS54B8Sm0q11K00vTNVWXVbK4xJbkPkAgHOSNvQ+tdlbCtUHNrSx62UThWxceV7M86vZbzSr6HVr67SKKNiWDMqq2RjGTXFk2L9hXjOlTcmj9ozmhh8bgJYariFBGtpHxY0DR9osNQsojGTswyswZuuD65r9SxfEGZ1INRw7SPwXA8IZFhaqmsXFu589fEHUfCdh4l/4TLU9WlRoQgjhjDOk7PyRnpkYpZPhcRjcE6Cpe83q+xOZ5vhMFmM6zxK5FGys7l7W/2vPF9tpaf2Z4XvbbT7OLasrIUXAHUkivfwXBlOdRUp14qXbdnwGK43y5zbjGUn62R4FD8dPFHxK1v7FetMkRVmx57cfkBmvqsz4cp5XR54an5tnniLPCUlVhSSVzz7x5aNjaVVQG3cZyT7kk1w5ViNT5Gpx7UzamoOFkXNDeWXwZq8sowPJcKf+AmunH11PGUI+aP3fhWM58P4yvPrF2+5ni3hbwPqfiiwuryxnjiS0PzCQ4ycZ4r9Qp4eVS7i9j+SMzzqhgasKdWLbl2Ma00nWNQN19mVnNpGZJsH7qZxk/nWMYzle3Q9OrisPRUOd25nZep0eh+JfHHh9bUaVcSRpcgLCuAwYITgAH0ya1hVrRtys8jG5dlmLc3Xim47+V/+GO40vx18WtVtbuKwfzkhkVJcKAyuXBAz25rojXxDTsfL4nJeH8PODrKzabWu6t/kcR4o0PxpCz61rtk0auq7nAG3DFsH8SDXNUp1F780fT5ZjctaWFwtS9m9PS1/0OJQXKbLtU+VGGGxwSOcZrnTe59JeDvTb36HtOj/ABv17S7I2JsIJUAkz8uMeYYyen/XMfnXoxxU4q1j84xXB2GrVPaKq1t+F/8AM2b74zalrWmCzfw9G0U5cOyrkMrys5AODjrjIqvrTas47nFR4SpYatz/AFppq34Kx4XdXBhFxHLamIzuGUEY2gdQPzrzm0r6H6VSpqTg1O9lr5kej3lrp+ox3WoW32qEZ3RkkZz7inBpSu1crF0Z1qLhRnyvue82vxJ+GxsIbW88ORlohEGIQZOyORSc47syn8K7vrNKyUof1qfl9Xh7OPaynSxLs79X3T/JMw/F3ib4ZarYNbaPpf2W4KqwkVSpDLEo2/QuCfxoqVKEo2jGx6eWZdnVCqp4irzR7Xvpd6/dY+nP+CdGozWPxa1d4ojL/wASWTKjg4FzByK56Z+k0tJSZ+2Uralrt0xgg8vaij5jyck1votGd3P1R89ftetd3H7MutJLDsWIWpJzn7kyVlO1iXJNH4VRxSyy/vWLhFLbEHO3vk9a5DIjnZfKG0EMpB64HXnOaAGsJI5kYqjMy5A4OAf60FIEZoULSALubGQQSf8A61BI1pEBAB5PXB6/4UADtDvXau+MHBP9R9KB2Pav2dJpo/jv4LKsAzX6KpI4OQRjNXHcpbn9Bup6fqWp6n8zpGIowcgerf8A167FJbluZ8gftly6lL+zf4m0yWJCscSsWB5wj5zilLVXIlLSx+Duj+DPEWq6JLr+nqr21nuY/MAw2cnA61jGhOUXUjsj5bF5xhKGJWEraSlbp3MFLXVbm3uZ40doodvnEZ2qT03flWNpWbsenKrQhOEG1d7efoeh6J8S/HegKllbOZPOAZVdc7gECg+/ygV1xxNaOh8ljOHcrxTdSatbs/Nv82dZbfFT4lavpZW1sPtEBfYXjQ9dpBU4HcHmtvrVeUdjwKnDOTYet+8q8rtezfmtTyPXrLX7S4lvdU0+SzFwVPzoVUEqCMfUc1584zWslY/QMDXwk4RpUKqly32eu5jWN1JZX0F/5Ik8tg21hw2O1KMmnc9CtSjVpSo81r/ge9aX8c7ewsoLO50SKVYBGvG3kJI8mD/33j8K9GOKtFJxPy7EcGzqVJThiGr379Ul+lylr/xS0HXdKi0xvD/lAxxqXCjJaNMAqR6nBrOWIg48ridOC4bxeGrussTfV6X7vqeIyXMH2byvKxLvJz/snoK4dLH6TGlLn5ubS34l3QrrSra7L6zC08JUgAdm7E+1XTcE/eVzmx9KvUp/7NJJ3/A92fxJ8FLq32tpRhf95jCHqUj28/7wb8673Vw7Xw/1ofmKy/iOE7qrdadfOX6WOV8eSfC66jn/AOEQDQyI0jIcECRS/wAi4I7Kf0qK31d/wj3MljncJR+v6p2v5aav7z71/wCCaM95d3njnR7bbi4TS5OT0KNcLn/x6sYM/RKD5U/U/V6WfVdFS5gMKT7lBBDbeSMY6Vre+x1Ofc+Fv264ry/+Ctv9qjRBFqMDnnPBVh/7NWdRWiJvQ/HVsGJkZDJjIJTqMdM+tchmWW2NCRn5Qo5I5H+cUARRlY4xuX5pDtZsY/xoAj3xEoD8sWccjPNAE7KxkAjB+bOGOARj880AVpYvNgKy8soBOB19xWgGUxjh++vA69s1mAmxIyX6iQY5PNAH68eCdRJ8JaBdqu8GytiSD1zGveupLQu+x2E1o+qmc4AUqAQec5Bqr9CubqfL/wC1hcWcfw60zQm/d+YWkjx0zGucH8qnSzR5eLrThKnyK6b1Py+x1rnbO8THGakBQM0ALtFADKAH7RQAbRQAhGKAADNACdDzVIDUtxEwjR5SgO7J9PQfjU2V9TkndNtK+xq6XFFNdwwNqH2NWWTMhLAKVUkLx/fPH481pCMG7XsceKlKNNyVLmemmmt3v8v0PoGL4a6PeSRQ2HxCDrKWALsOm/A48zv15/lXorCxb0q/195+Sy4ixEE5Vcsta3ft/h+R4/4nsL/w5ew2NnrQv4NpaOWNiB8yqXBBJxzx749K86cOSVr3P0LLsTRxtOVWph+SV9U15u2vXv5XMnw9fa+uoWen6RfNbSGTELbwqh25zk8DJA60QvdcrsehjqGE9jUrYinzK2ul9EfQtj4M+Mdxa2gtPEdvNHdLCqoZCcLItrtB+Tt5kQIz/Cfx71Qr2TUv60/4B+T1c14dhUn7TCyTTfTs6l+vW0vvP//U2fg98W73xV4k07R9Rk8z7QVBJ71+bSi8bB4eb3P66zrhfA4fDSrU4ao/UnUvhdpQsIZ4x99FJ/EV+bVfCrLpVXUb3P5qnmtSMnBbI+Mv2jPF2gfBzw+8zIJLyYHy1zzX2WUcCZVhXbkuefisfUktGfkt8NPF3ir4t/tHaXbxTOYYnLFR90DOea/WaGFoUIqFKCSR4vNKSvJn63eLf2abr4mz3upKdkARFTA4JC8/rXQ7s53Pl2Mvwv8AA/xv4W8J3XhuKYxwgFUYLggc9DXO6b1SehUcRY+RfiB8L/HWgRXNjcn+09PmOXhnXzFOPrnBrneFV7x0OyNZM+Svi38LjbeF18U2Onx6bDp6HzYlB/el2Azn2ropxlH4nclzTeh8l7QRuQBVHTPI/wAit7jHMcFWQcA/rQA1yMCRm3c8cHGTQA6Iukm84zjnAOBQA4TrEG3jbu557mqQH2L+zH4Ksde1KOS9jj3XBAWQj5lHtnpX5xneMqSqewjoj+wPDjIsHh8vebVoqVTp5H138bPg/wCA/C2hLdWzxm5Zcnp1r5/mcGlF6n19ZSx8Kk6lO0T6J+AGqrrPwXtb4ubaS3ElqojbgpFwDj15r9dy6rKpQi5H8YZ5QjRxtSEHpc8b/wCCi+pwWHwY8P6KkuWuNRiJGckhI3bt9K75tWPnz8Xw0RMpYbU4xjqM9MVgB9MfAX4+eG/goTenwPHrusOSq6hLemPyk67Uj8h9pPdsknA6d/ostzKlg25+y5pd77eisfWZPm9HL25+w55972t6KzPV/in+3n4x8b+G5vDnhXRl8Ltc5Se6W6M8rRtwUjPlpszyCeTj0616mN4krV6Xs6ceS+7vd/krHs5jxdiMTRdGjDkvu73dvuVih+zd+yLrHxVkTxl4/e40/wAONuZF6XF27d1LA7V77iDnoBzkZZTkc8X+9raQ/F/13OfIuHJ45+2xF40/xfp5eZ5p8f8A4BeKvgB4u/tHT5ZJ9BuJTJp96oIZHzkI5H3XTjnoRgjnIHn5pllXA1dNYvZ/11PNznJq2W1rrWD+F/p6o998D/8ABQrXvD/h2y0XxV4X/t2+tlCNeLefZzIo4Usnkv8ANjqQefQV7+G4nqU6ShVhzNdb2/Rn02D4zq0qMadanzyXW9r/AIM+bfj18WvCHxe1mHxJoXhT/hG9VcH7U63YmSfH3W2eSmH9TnB44zkn5rMsbSxdT2sKXK+ut7/gj5HN8woY6qq1KjySe+t0/lZa/wBerv2VdKOsfH7wrF/q/Llmlby+M7IJD375xXjx3PnVufupJZol40ccrnBTO4jIJz049q7E7kvc6xLFYdV0y0S7kMasWKMR1CHjp61F9Bvc/ET/AIKB+MZtM/ajF9Cq3H9l6TbxBGAI+aSVjn8xSjUcJc8Txc2wSxtD6vJ2T6o+SLn4xX1xqAlj0qLyxB5SwkH7xhMQfPB/iJx61f1qble39WsfE0+EqMKVnWd73v8A9vKVvwsec3k2rWekx2F3p4gRrlpRIy/MzcfJ9Bj0rF8yjytdT6+jDD1cQ6tOrd8trX0S7lmLxRq0V3ql5DaRh72BopRsyI0YckDsfeq9o7uSW5jPLKDp0aUpu0ZXWu7X5jPDXi3xF4VnSTSG2ebjgqCHx0/nWVKrOm7xHmWVYPHRaxC2/A3o/E3jzxZ/aOgpIZxqb7p1IGBht+Af4RkdK2VSrUvDueXLLspy/wBli2rci0+63zOZ1+216zu7Sz1Vx5kMCiIDBCxn5gOAPU1lVUk0pnt4CrhKlOdTDrRyd/N7FZjrqeHQpZhpc85OP4WmUDP4gEVN5clulzdLCvGcyS9qo/ciOx1/xBp8E1rY3ssMTgq6qxAIOMj8cCiMmk7PQuvgsJWlGdWmm1todp4e8LeIfFVjBLcag0NrA6+TvYnBdjkqM8HIJralSlUW+h81mGaYPAVZRhSvJp3t5JbnF3NjeoNQl+0l0glCSEscyHOM+9ZSi9dT6OlXpt0lyWbV15FjU9GvbK+gsby5BZoFkVi2QqnOF68fSqnTaaTZnhsZSqUpVacNLtbbvuY1pHdXd1b20IeZncbUGTk59BXLKcaacpuyPbo0XUnyUo3b7H9LXwYe3u/hv4bW1uvtHk2VvGwBB2MvylfYgiuqhiKVeHPSkmvI6MThq2Hn7OtBxfmfQC2dxDqOl2a3jvGrlirY7IeOlaXVjn6n4q/8FEdUE3x/+zOwP2XTLdVGB1MkpP8AOsZFM+E2VtmxkD45PPb2rIoimdVjUrgBhjjjI/rQBYCOjbRjgAKuOK0MytM0nlAqGBJw3oD7VmAjGWIRSvgKxHy9gelAFiZZ5BtQ5HqTnpQaEMbtNGWyTjAY4PB9qDM/pP8ADmmvaeF9Fi+0MxFvGu0jGcJ/9au9SvoJnb/Z7u30Ca4guzGZUI2446YyKm/vC6Hwf/wU7vhY/CLwhZNht+sQtyOvlwSnFZ+hFZc1OSPySv8A4r6ZNpkdnbaMkcoZ/MbaMFWQLgeh4zW88XzKyifmVDhevGs6k67a0t99zjtX8RR6prera9Bo5FtfRsETadsWSPmyOOOlYyqc0pTUdz6LC5fKhhaGEliPeg9fPyMK01xIG0lkslY6e+Tkf647t2D/ACqYzXu+R6dXAuft17R++v8AwHS2hNB4nvrLX5vEVjAsMrStIFA+VN3GKz9o1PnSMp5ZSqYSODqSbVkr9zvZPjN4vk1OzvY4Y1MEYRItuVcgk7iPXJrr+uT5lKx8rHhDL40Z0pSeru31XkcRqNr4n03RpINRtfIs57hZCWAyZNpwOucYJrnkpxhaS0PqMPVwNbEqVGd5qLXyv/mUdF1DXrKe6m0xSZGt2jlwM4ibgn2pQm4tuHY6MXh8JVjCNd6cya9SDQ/EOt+H7hbjR7hoHOOnsQwz+IBqYTnF3izbG4DC4uDhiI3X9I6fSb/xr4turvS4LtmGokC43HCnGSM9cd61i6lRuKe+54mKoZZl8IV5Q+D4bb9Ctq2jeItI1SxsGuhJcLbh4SrHCRsucAkDtTlCcWlfU2wuMweIoVKyhaPNZ+buYptNbGgG6Mh/s+S42Fd3BlHcj+tZ8kuTm6XPSVXDPFezt+8Ub/IozvqFkr2TXB8vC5VW+UgjIrN3jpc6qcaNRqrya/ie+/BvRIdR0e4vJiMQyV+Y8SYhwqKK6n9T+HeCVbCOfZnomt+MbHQomjQEkjaQR07ZFfPYDBSqS5j9dzPNqODajI848D/E3UvBOu32paJBCJ7xkKSOP9WU3cgYOc7vWvuM0wUMbRhGo7WWqR/JuJzN4HHVJUVdN3TPomX9oz4v2nhvUL611vyS4aT5ExyR1618Hh8kwM8TGlKnpfueJmPF+PqVIwizn/g38ZPjH8SfidoPhS/8S3Hk6hKVcjPAx1AzX6FxLkGUZblM8XGnqloZxzvHNpc59R+FrH4ewftOXXwh1z+0dT1F7hVlv7i4CAyOqsqhAvQAjHNfi2ZfWa3DizbDJKCWyXY7aee5jSqctOq1d7nReKfCM2t/tRab8H9YsYpPC6W73Qi+cM20Y+Zs5PWvm8rxqpcN1c1w+lVHnYnNcdXqctatJ+VzH8f+BdA8N/F/RvA/h/wlpK6dfX0CCYTM90hLAnMecYr3Mjzapiskq4rEVJc9nrbQ5XKrKXJGVvmfQ/jfwN4D+Kt5q/w6jsrbT5PBk9tfSSoiKWSPJccAH2r4TKMzzTLMM8TWm5e0bSXbzMp0k5Si3scB8aNb07xT+y34m1jSILaFFMlqnlKFKpCSgOcdcDPHrXq8KUcbS4oh7Wbez+8ydaDh7qPx++GUog8V2nAwwYc+4r+zeLYOeA06nwHFUefByR6h8QrYgbww2nOc1+KZU7e69z4bIcRaNjyo+I7uz0W60qBsRsjBvxr62ODjOvCrLuj+z8izZ08hnQT3i/xPKLXUNQtopLe0uHhjk+8qkgH0zX3HM9kz8QrYejOSnUgm1sbem2/iSO41CDTJWWTyGNyFb70XUg+oraEZ6qJ5uJq4JwpTrLTm93yfQZZt4hZ9KWGVlAci1JxhWJ5xTjz+7b5FVlg0q7lHp73mfc37KnhDRLDxHrkvxWkVtNfEmzPySyq/JOOeCM4rdUq+sV1Pb4f4TqcTKnXwOEc1BWTa01XfZ6H1p8Ubb9n7X/DVxo+nQRAmPam1SMbc7efYk4rOoqqXLM/RP+IP5vhFLEQwKXV2tf8ArQ/HXXbnUtNtLjw0tvssba9eRJCvzdTt+b0xXP7V8nJ0Py/F5Q8LmEp4hONXltZ9vQz9HudUMt9FaWYuZLiAo42bii5HzD0Ipwb1srnBi6dDlpupU5VGV1ra77HeaR8TNX8MWGlaJ/ZyI2mPl9y/PKpk8zBz064zXRHEOCjC2x8ti+HMPjqtbFe1bU1pbZO1rmF448eP4ymR2sY7YRFtu0cjdjOT17VlXq+0d7WPTyXJFlsWlUcr238jOn13Qp73TJjpgWG0gWOZB/y1cDlvxq+aDcWo7bnXTwOKhTrR9trKTafZdjIW90n+ynga2b7WbgOr9hFzlf5VlePLa2p6Do4j26nz+5y2t59z1608YfDI3wE+jL9l+zBSxjBfzRAF6Y6bwTmuxVaSl8Olv0PgKmUZ2qV413zc219Lczf5aH1L+wxf6bf/ALQeqS+H7dbOyk0KcCM9MLPBn8TUOUZTvFWR9xlVLEUaHs8VPmn1Z+22hJqEUcs9u0eIuCrDJ47im9z3Oh4H+1nHI37K/iGSVVMzRxH5fXzVP9Kxnsy09D8B/M3mNnYl3GwgYBHt71zCJPMWMSR3I3g4ww4X5T3xQAkqqpST5VB5x1JPsPSgCFVlLMeBkD1XHrjpQBG5MZxCmVJ2n3PXPvgGgCwZooywOdvTnnvQB6/+z7Mtr8ZfB06LuUapbEHPq2D+FNPVDsf0EeLvG3h3w9410jw/qOtQ2F7rcTJbwscPIVwTgf1rrTVhNnwZ+0T8W9D8Q6Xrnw8hXzLGQtb3N1KwXcqk5C/X1r8rzbiqcKjw2CheS0v/AJI/Zsl4Mp1aUcXmFS0Xrb/NnwPqfhnw+uhHS9GzBasPlMTn8896+Twed5jTquVSb80/8j6nM+EcjxVJWoxutpLf7+p8wX1h4j0BdW02yZpLK4VWuGAyGRM7SfTGTX7Pl+N+sUW4/NH85Z1lFDB4un7feLfI/Wxn6fqHiaXU9LNrzciMw224AAoRjHPtXrwlPmVt+h8ziMPgo0K3P8N7y9ToRr3jbwRpjaO8Qtop5vtQYgE7gSpwQTweabnVguR6dTyngMszOssSpczS5beWjM/xX8Sdf8XQR2mopGkcYThR1MaCMH64FKrXnUST2OnLOHcJgJupRbbd/wAXcw7nW5bjRNO0w2qqti8hEoHzSb9vB+mKydS8FG2x6lPBRjiatfn+NLTta+v4kVhdSGz1C1Ww+0PchcOASYsMDnj16UovRq1y61KPtKVR1eVRvp30PT9H+KdnpCaTaS6IhFhGIrjcBukK5+YZHB55zXZHERXKnHbc+KxfDNSu61SOI+N3j2WxxXjXxXp/ie8W4sbBbMRgqMdwTnJx3rkrzjOV0rH0eTZXVwNNwq1ea5Fe6h4VudWSeG1kisfs4UpkFvOxy30rR+zcrpaF0cPj4YdxlNOfNv5djHSXRBp1qGV/tizZl4G0xZ4x71naPKl1PScMT7adrcltO9z2SHUfg7PqV5FJastt5bmKQgjLEoVGM8Y+bmutTw6k9ND86nh+IoUYNT966uvv/wCAfbn/AATwvLFfiT47/wCEZPkWhsrKSIP8xCpcKp9O7Vm3FzfLsfoWWrELDxWKd59T9ctes7vzI5JZxKZhnhcAYH404s9hs+LP23NLml+AlxdPOJFjubRyAmD80qqOc9s+lTUldWGj8VPJILyI2X9uMj3rkK6iRluVlTknGc8bfUUEihk37WzgDGff2oAjiSNVZkySCSMigB0cjnc6ZYs2Pb8KAHFlG4KMbQSd3cegNOwGDMWLlgu4HkemKQDVK7A23IHqO9AH6qfCHzrr4WeHZ/NXAtIVII5woC4z+FdMXpYD17Tku1hlkikVdowQRmh7gfMf7Ten2954Y8N/2iVVZZmiLY4DNG2P1FJJN2Z89nE6sKCq0lrF3Pzm8S+F00HY0V0Jt27cvQrgkYqalPltZhluZvFXUoW/Uzbnw9cW1pYXckihNQUlOemMZz+dTKLST7nVTx8J1KtNLWG5m/2dLsmfcMQnB9/pUpXTO36xG8Vbc9K0r4Sa1qlpYXsV1DGmoRrLHuOOGYL+hNbrDzaT7nxuK4qw1CpUpSg24Oz+5v8AQwfF3gDWfB7Rrfskiyb+UOcbHKHPpytKrRlTtzHq5VnuGzFP2Saatv5pP9Tn5fD+qRCzMkJAvkDw/wC2p7isnCStpuerHH0JOaUvgdn5FT+zL3ZPJ5R22rbZTj7hzjmhJ2b7HR9Yp3ir6y28zqrH4deLNQgt7mzszJHdIJIyD1ViAD+ZFWqM3ay3PDrcQ5fRnOFSpZxdmZOu+E9d8NtGmr2rW/m7tpPQ7GKn8iCKUqcofHoehgc0wmNTeGne1r/NXMSSzuYo0lkjZUkG5SRwR6ipcbWPRjVhJuKeqOzt9Q8Hjwg1hdWLvrLSEi4XgKm7IHXByMjpxW3NS9na3vdz52ph8x/tBVYVEqNvh7u39MoxL4VaHSknmmSV1m+3ELkI2T5Xl+oIxu9Dms1GnaPzv+h1T+vKVbkimvd5Nd9ua/42LHh+08I3Go6OmuXckNtM0oviFI8kDPllSAc54zxxThGnePM/Uxx1XMIUq7wsE5K3Jr8Xe/ax02pab8Lj4a+26ZqVyNUOVWF+fmBiwWG37pzIeDngVo40PZ8ybv8A8N/wTxMNiM8+u+yr0o+y7rt722u/w9OrOFfTbBdKsr9b1WuLiWZJIQDuiWMKVc+z7jj6VjyrlTvv0PqViKrr1KXs/diotPo73uvlb8Tb0G1ub260iMa59iF/ei2b96wNuAUxK3IAXkY/3fatYQcnHW13b0PNx1WFOFef1fm5Ic2y97f3Vpv/AJn/1fAPgfK1j8T9EnL4TeOPxFfk+Cqv21+5/fmfqP8AZk49kf0aLqETaBbS5BBiX+Qr9FeqP4AxMv30l5n4zf8ABQnwv4u1+W21Dw7atdrGGG1e2a6aGl7jlZpankX7H3wv/wCFaafceNfE9tt1i5OI93VAeDXZfscU5Xdon7x/CP7DdeCLNkdZGlBLYIzzSudSgmtTd17SLeGF2jiyDUSMZ0l0PhP4/wAthplqtsEAlmz2qOZmXK0fCX7QIsl+AetOIxvVEOf+BioUtbG8Frc/H/CiLnG0HI65HpXQdJHgbixO4HoF96ADHTevK9u1ADlkUhmz5YAzg85oAowadrGtTsLC3e6ZDyEGTit6dCpUv7ONwuj1rwV4w8UfDDfqV4ZbUR/cRxt59q+cx+XKo721P13hjiqpl9N0qj93sdd41+O+u+MdCD3V0zySfKor5GhlElir1PhP6Bx3HWDq5MqOEj+9loZXh3wn4uu9Jie81y7jgY+YtusziME99u7Gfwp4niChhK7pUop26nt5F4O18zwUcVj6rXNry+p9K+E/g78cv2koYvCuoa/Lqen6Q7TpcXhMsqfLjaZGyWH1Ofevr8pzelj3yyVrH4n4h+HMeHIKrGej2R8kfE34dav8M/Fc3hXVmSWS3LBnTkHHf2r6CrBRlZO5/OKbODgW5lljit8sSQAuMkk+gHWsRn6W/swfsdvf/ZfH3xWtitoNstnprjDOTyHm9F9F6n1GMH9CybIHUtiMUtOi7+p+ncP8MyrtYrGK0Oke/m/Ly6/n9d/Gb9pj4d/A1bTRZo/7Q1JtirY2rKghiHG5iAQgA+6uOcdq+rzDOsPgrU0ry7LofT4zi7AYarPC0E5yhZO2kU/5b90tWkuq1PQo5fh78f8A4dFcR6toWrxcqcb42I/NXU/5xmu+MsPmGG7xf4f8E+pp1MJmuEuvehL70/0aPxO+PvwD1/4HeJ2s54nu9DunZ7K75wy54Rz0DL0PGD1xzgfjmZZdUwdVwlt0Z/M2KhUw+LqYSvDknF6J63jfSSel0/wd15vwKEFkZQoLdeTgfnXjGR9a/sRrFN8e9Mu1+T7Na3Eq56A4Cn+dVEL2P3D0mx0XUpr7UbqQPPHIqgBmAO3PYHFaakt3LV/9kvNRtUjA89dzAIxzgY5PPvTvbUaP56f22fN1P9pPxRDYxvJ5CwoAMsdoXd69OaybZzV6sIWc3ZHy6t/eadq5uJbICWFAhiYdMDGa0hOzeh5Lo062H5I1NG73RreIfGOseJza/abdVKTtKm0H5nY9OSeB0pzqOe5x4DKMPgefknvFJ36JGVFqOtRJqxWEBbpQlwdmdi/0pqUkpW67nbPD4aToXlrF3jrv/mXtF8NeKNYihu9MgLR2xwjHAAOMnr1pU6dSesVsc2NzHAYaUqdeWstyhp+qa/pAnvrFzEHk2u4A++c8c/SpjKcfeidVfDYTE8tKqr2Wi8gaLX/Et9LPJmee3g3uem2KMe3YAVfLKpdvohqeEwVJRWkZOy9WxZ7DXF0XT/PZjYXUrmBc/KZOAxA/KokmoLXQmGIwrxNXlX7yKXN6a2/U3b3wHe2Hh+bX5bqNkiVS8a/MwLNtwfQ96tUXyOTZ5lHPadXGRwsIO7vZvyV7mRaWOsmazsIbpoRdRmVMOQqgAnnn0qFTkmlfc9CrWw/LUrOF+V2ehTGjStoz6s0y7ftJg2bvmLYB3Y9OetJ03y86Z0/XI/WFh1F/DzX6ddDWfw1Fb+JG0O5vUdItu+VDuzk9j680qkFTb53ojlw+MqYjDwq0ab5pOyXqe4eCNC0rQJri6t1LYJ/ePjftHb2r8iz3GSxUlCHw9Ef01wrliwNH2lezqW1f6LyX4npfw9/aDvdM1N7nSp5NJgV/LSdZSPMweN6YA2n8aw/sHH4CmsVhKr5uqX9anSuJ8rzOs8FjaK5NlJ9/0v3P1L+Gnxj8U/Ev4jw6L/Yj/wBg22lQTtqqBkX+0PLRpYSejZ35GAMbT1yK/WcFXlVw9OrLdpM/EswoQoYurRhtGTS+8/L/APbX2T/tC60CC3kxRKGLc4GTjnnvXU3qecz5N+YEFuFJz7de9SKw6RVgjLqchVyQOe/agQ8K21ZV4YEYOOmR6UARRj92FHydTk/1qtCthGZ8qpbzOe3FUSSxuMCPcVJ5PYZ7ZrM0J9P2jULcEh5WlRT2BBYD6ZoMz+mjSrK11X+x9OuLgRJHHlSjYJCoeuK3uxtnTanaWEOkyWJYlIwQH3g9afmI/LH/AIKcs8fhXwTbM7sTes2GJI4jcD+dZykRUfus/ICUyRWkcMtsyt5pbeQQG6cVKl5HnxSlUc4z6Wt23O1m+IBbRZtFt9NWKOSJ4gc8qGcMSePbFdMqyaaSPmoZCvrMcTOrdpp/crHI2mp3ME+nSpahzaElARkSfWsY6NPse/Vw1OcasXO3Nv5DlXVdavLyKztS8t27O6IOmDuIHpipTc5Oy3CUqGGpU3UnpFJJv7ie4TXNL1SBLm28q5toxtQjPy8kE4qpcylZrUxpvC16EnCd4ye5LrXijXvEdvHa3xDR+YCu0YywG0d/SqlUnUSUjPCZZhMFNzpb2/DcSytfElhJqMVtG0ciQFbkY5ERIznPTtTUZx5rfMutVwVaNJzaacvd9S54c8Ea14kCvp2xBuVVLtjO444GCTzUUqU5/Cc2YZzhsE3Gtd+hmWh1rSlvLixmMS20gSRlOMsc4/rS5ZRu4vY7av1au6dOrG/MrpP5f8A0P7I8Ranq6208+66W284OzdIlTdjP+72rX2c5O19bHH9bwdDDucY+7zWtbre35lGTSdQi0S1v3nBtLqdo0j3Zw69SR+PWsnCfIpdGdUcVSliZ0lH34pNvyZr6r4RtrLQP7XGoLPcDbvhUfcJbbjOeeOa3dFKnz31ODC5pOri/q/smo9H30uey/BuOW08I3l0/yxzS8fgDX4xxJKM8dCC6I/tnw3hUo5ZUqtaSkcR42mE94S2drHj0NfRZdTUYKx5HFVVVK9nI5OzQJJGeD8wxmvWq35T8NzWNqqPV7mcHwrexjq0Zz+XavlsLC2Njc8Gph4ycZFv9mrxt4c+HfxV0fxn4rWY2Gn7ifLXJ3EYH1r7rjDKsRmmUPB4d6s9KhTfMtD0n4kfGu31z9o+T42eDLF/IglhkQP8AuzI0KqMsO3AAo4Z4LdDhx5TjJXTv+JFaElNy2PQLj9srxlqvxgX4vr4e06G6t7R7WOKSRxHtbHLHdknivAw/hXhllry5VbRuc2sqvP1POfFv7SceseJ38e2GhWOk+L/MV01NZ5ZWjK/3EZzHj6rn3r28HwTRweD/ALNrVV7Lt1HLR35jzi8/aD+IbeKtS8WJ4kkXVdYhaC6lghVA6N1G3GCffGa+ijw5kdOnGi48yicbcZO97lCD4m+Or7whL4DW+vJ9CmdpJICFVGZjknO3dz9a1pZbk1HFrF8uq0NowgrWi2cnpqS6ZqUd/p1qElhzjzXJxxjoMUs6zPCYin7FKyPQnw1is2o+yjC0R+uarrutyhNVuPk/uRrgfh3r4fD0MHR96KOfC+H08I7U1qZN1p6x6dcmDdwn8XXit3Wg6sbH6zhciqYbKqqk9UjnfCXhdfEb3CPdrZrBty7/AHfmz1/KvrKNL2l9bH865rmbwSjaDk3fReRLYaLrj6ndafpsx89YHeQhsbogpZs+oIHSsoU6nM4xIr4zCqhCtWj7vMktNneyLWgeHdZvrjRZCzJbXc5jhbP3WTBYj8CK0hTm+Vv5H2XDmBoZznUMoXxyceb0dz9g/wBmv4DWnxNN4lzP5cNim5mIyWc+vuTX2jrUcNRUpK5/evFOe4fgrAYfL8tpJRWiS00XU6D/AIZc1DxO3imfSbxbaHQN6KrKT5siDJXPbivAzOpByTp7Muv4nUcFTwlPEU+Z1rN67J9T8q/ivYyx281unyNHKC6/7SHFfJxrNT5OjPy/xUyTCYiCzOnH95Fb90+h45o2s6r4Y1GW5SH97LEUZXB+6xBz+lerCUqUro/izGYOhjqMablonfTuSaz4kvvEGqQajPbqJt6/dH3z0x7+lTKo5y5mjPCZdSwlCVGEtLfcZl4l/ai4W8tGt/tDZG5SuCOwyPepldbo76UqVRxdOd+XzuW59ZspZtPcWCoLSERuB/y0IH3jVuSlayOWng6kY1V7S/M7ry8jo/Cfi3R9Esp7a+sPtPmTiUcA4UBgV5+tXTmoqzPJzTKcTiqsZ0qnLZW+d1qctNdaTJqE8sULLbyRkKuOQ+3r+dZzlC90j24UsQqMYyl7yf4X/wAj7V/4J7h5vjrPAsnlGXRblQw7fvYT/SpjI9KnbU/oAj0ZtLils7md5WlOcqo/pWt2zZHyT+1obuP9nHxBbG5LRR7BtIyCN2efyqZMtH4PKGAkfGDFzlST37f41iSJGxjHmYDbhnBx3oAkLrhHK7VA6cdu45oAanETRrkjdnr1HvQAoT/vnG4cjqfSgCEKVyC37sD0oA734XXIg+I/hZ0lOBqNrkjjGZRjB/HtQUj9gP2lPhBpupmL4w2uo3Nvr/h60R7cF8xvFEVLKFPIJBPI71U9YMuHxJn5z+DvBHi79orxZqOi2MsWm2yxNcILnc5YE/eZVGRk9N2K+VyjJ6VC9Z6zd9T7LPs+r4rlw60hG2nc890vwnr/AMPtR1bwxrl1HcLaTMiBCcAg84BHAr4/PJUqldckbSW/mfoXDMK9HCv2k7weq8jl/EED3FrfJbkgyRODjuMcg/hXRltedOpBRe+hw59hKFfDzlVjfl1Xk11PEYl1+yOlalGGGWItWxnJTGQPzFfq0faK0vuP53k8JV9tRf8A298y9rniHxHrFpJa6ph0tG2vhcFDuJwfxJpTnUlpLocuCy7B4eoqlDRy2130/wAkUp/DWvQ2KarLaMLYorCQYIw2cHj6GlKE0tVodUMxwkqroRn719vQifULyTQ4dN8gfZ4Z2kEu35izAArn8KabcLW0LWHpLFSr83vOKVvv1L/hrxNdeF7u6la2EpuIwrK3GMMrg9D6VpTm6TehyZjltPHU4RU7crvf5NfqRan4gj1jWY9TFkIyzAui8h/bpWcpqU+axeFwDw2GdD2l+zfQxZmeKGaKSAxNI25SQQQB2qH6HpwSlKMlK6SNe61LQZb61nismjhSAJKuc7pB1YcDrWsmm1yrQ8+lh8VGlOMql25XT7LsdD4W1zwpYaUbXWrTzpfNc525Oxo2A5z2Yg/hVU5RUbSR5GaYHMKtf2mGnZWX33T/ABVzkJTo5vLv7Pu8hkzFnrux/jWc+W7tsfQR+seyhzfFfX0P0A/4Ju3CH4ta/YTSGNZ9F3YU9fLuoD/WiMrnoU7an7sT6Nb6wsdsk8lv5YODuXv9RVJs00PjH9rm18/9mzX7RZATai3YSEgkmOdKTehdz8JmlkMbIq7ZBkZ6/wCc1iIjlmLZh+7u6k8ED/ZoAfGDFGu07g2T9fencB6q8u6RT1BHTj/61IBY9p3RJwSQT35P1oNBu8h4lfomfQ5NaGZHKjmMrHF1yc1FgMWE4OFOBnJFNgfqT8Dbg3nwd0VN23COu8HkbZGXv9Kq4H0AmnLZI8Mkjy7+cjH9KptgfIv7V0TQ/DC3n3mRbO9QgHtnK/1qWzGrT54OJ+ZbrNdSyNvMmAW+Y54qLMzTjTilaxaez1E6fb3UjE27OyR5PAPfHpVNS5U+hjGtR9tOmvitdmnoPhrUtcu7iwtpFikhj8xt5wGXIXj86UYtt2ZxY7MqGFpwqzi2m7ael/0NHVG8X+Gru00+5upFNgQLfDkqu4BvkPT06VtJ1ItJvbY4sKsvxtOdaEF7/wAWmr3WpkapqniLWbi5bVbiS5kTc0m85+82SfzNROpOTbkz0cNhsHhow9hFRT2t6f5DpdR8RPb6VNNI5itAUtCeigHov5UOdS0b9NiYYbBqdaMUry1n/wAEtaYnijVG1Sy09Gka6G+6TufnHJB/2jVpyd0uu5hiXgaCo1azSUdIv5f5Gy/jLxnoLWOmTuYG0kCNEI7HDAN69BR7WSajfY86OT5bi1Urw19pq3960M3XvG+seJbrzNaO9CzkoPkxvYswHBxyfSoqVHN3Z25fk2GwVPlwuj0132VkY2peIdQ1Kz0+wn2mLTY2iiIGDtbrk9+lKVRyjFPoelhsuo0KlWrC96jTfr5GRbTrBIrmJZAM/K3Q5GP061CdnqehODkmr2L66nbLDZRfYoy1qZN75OZt5yN3+72xV3Vlpt+JyPDzc6kvaP3rWWnu27evU0bbxFDDpH9kTaZbTD5/3zLiUb2VuGHTG3A9iaamuXlaOWpgJSxH1iNaS206aJrb539Uc/E1sAfPRmPbaQPzyDxWbt0PUal9lmrbvoLWWy8E8d0hc7owro4IGxSCylcHOSM8dvWko213OSpHEqrem04tLe6a7vZ39NPUs2N54bj0uSDULGWW9Zn2TJLgKpC7cr0O0g/XPXiqThy2a1OetSxrrKVGolDS6a33vr56elvM/9b5l+HF00PjjRJF4wy/zFfkuBS9qj+888l/sFVeR++Fl4hP/CL2xY5xEv8AKv1RcvKfwNiVarL1PBPF+vWt7M0dxGsi/wC0M1UWjgaaPmL4jeIbWxsXETLEADgDAxXNXxFOjFymzalTlJnC/svftEfEiz+L1t4TuLotoU74AY8AV5FDOsPVlyxZ6U6Thufuyb+Ge3UyYYMgP5ivdczNo/Ib9r7x/a23jePSQ2wRkgVnzXM+Q+Ofj9470ix+CNzpFzKrX2sPHFDETztB3M5HoAKyUW6qa2RSjY/MWMj+FwcYA7jFegWMLKW24K8mgB+Se24dMdKAK88W6NwTnjC445oA/U39hr4HNNot14y8UWObSYBozIvG0Dtmv17IuTBYCdadnKWxw1U5SSR82ftwNot14h8jw9CsUFuSu1MY4+lfH43B1JU3ibaM6Iz+yeB/s/8AgKT4oeLoPDqsM24DIndm9K/Oczk1h5Rhuz9S4Ip05ZtRqYn+HF3Z94T/AAS+IthmD+xZtkfAwp6D8K/BqmXYnncnFn+sOD4uyRUYQhiEkl3R9pfADU4Pg/4PurDxZbSWd74ikFtDwVbL8Zr9P4Yws6VOUpqzP4Z8dM/oY/F0qeFqc0V2PJf2ov2DreLRZ/ilN4neIMhnKyknIPOMlq/SFDn0W5/HDPlr9lTR/wBnbw9qF14s+JHiO0/tawm8u1t7whIVxz5gByHPoDwPTpX2GS0cHTk6uNlaS2T29fM+44do5a6jxGPqK8dovb1ffyW3fofQ/wC0H+234U8M6S+g/CjUoNX1i8Qj7ZGfMhtw3GR2Zx1A6DjOa93NeIYQj7LCO7fXt6HocR8TVMQ5YDL5OMNpTW78oPppo5brXlaaufkrq2saprt7c6vrFxLd3d2xkkklYs7sep3Hmvy+UnJuUnds/NIQjTioQVkj6A/Zz/aF1v4KeIlLFrnQL1gLu0J4A6b09HHqPx4r2crzOpgqvMtYvdf11Pospzatl1b2tPWL+KPf/J9n+aP1H8a/FT9mf4s+C5fD/ifxbpRtdQjDKs1wiTQuRwcE5Vl/+tX6bisVluNoclWotfPVH6ZnTyjOcLFyrKFRawltKLfR+T+1F6PTS6TX4v8AxD8LaR4N8V3Wk6FrVrr+nRtvguLWRZEaM9AxXgMO4/Gvx/EUlSqOEZKS7o/EY86coVF70XZ22fmn1T/4HQ+t/wDgnlaQz/GW+vRCswttLmGCoYBpJYh3+hrnTa2Ltc/X+31TRY5LuwiKi7eYjbtAAbA7YxWvQuwttLDba8Lmcj93A4zGnODjOSPpUWbW4WVz8JPjV4K+M/iD48eMfGfgzwjq2p6bqFwEhngs5ZIpY0jVDtYKQeQRxVRlKLujw8xwFLFwUKi2dzxbVvhH8e7jVNQ1y5+HusxNeqwfOnz7UBIPHye1ac0nKUmtzHD5bGjh6eGTdofiZNt8LPjjB/ZvkeCNX/4lr+ZCRp8xyd27J+TnmkptWt0NqmApz9rzJ/vFZ/dYkf4afHjy9QguPB2rww6vIpnLafMoZs/KMlOOTRzzfMr7mf8AZ1CDpT5W3TXuk6fDr4/aBJElr4U1uPYmxdlhOVwe33KalOD0ZjPK8Nik3Vp7vqcw3wr+Maw/YG8G635bt5mz+z7jlh3xs96zu7WPY+rrn9pbW1vkPtfhP8Z4jN9k8Ha8jyIUcJp9zllbgg4ToRQk1sFTDxnyqcb2d15MSX4RfG3yYreXwT4gaODmNTpt1hc9x+74qXfZjWHgpOaik3v5lI/Dj4uMjwN4R1xkZvnX7BckEj1+TqKPIPq8E1JJXXkQt8L/AIrKu4+DNbUoOp0+5wo7/wAFFmWqZCfhf8UWhV18Ha1tPOf7PuNp+nyUWZSpu5Z034d/ECx1C2u9W8N6lY2scqu8s9nNHGNpzyzKAPxNebjZqGHm32Z6+W0HPGUku6f3antdo7wZ2dDX5HUSkf0JTbhsfYfhO++DXjL9nCb4feLdXj0LXNLu5LpGdU2yqXLYKHHmZRioAPytg44Gf0DKsdSjhPZSlZq5+T57luInj/bU4Np226W0Po/9ijxN4Kfwpb+GPDpmjbQkZ7lphuYy3Tu7bSF6ZHGc4GBnivXwGIVanyrpY8HNcFKhVvLaTdj83P2s9Ts9U+P/AIsvY2DxpKkYPfAUHocV6zPA2PmoxO0xIxs4IHrj2qRDcxxbmbhccY5/zzQBKqjYSRtXt7/hzQBVnMk/+qBBjKkdsigB6P5ZDyA5fIYkYoNB0SvuXcwUfN7+uD9aAOg8JwJc+ItISePiW8twQec7pFBGPegzP6ZVbQrS4064nVLQeSQowRu+XBHetIu+4WKerGGeyLrsMLOpVuemeuBT1vYfKtz81v8AgpZ9v1n/AIQi10C1m1Ke1laaRYInlK4GAWCjgGp1RlWhzwlHurH5leJbbxzr9tYwz+Fr2J7SR5GZbWUB923jGzjG2tJVHO11sfK5flCwk6kozbUklr0tf/M5o6R4sWbUCPD10v21dhU20h8v6fKKHLVu256qwfu0k5P3Hf19SdIPG8MmlSp4euN2lKVj/wBElw+e78c0c793TYxeW05KtFyf7zfy9B9tpnxA0/7TqtrpV1EbqRnZkt5MgsckDjgdqFzq8u5M8Jh63JQmm1FW+4q6jJ451DU/7audMuvtHliLcLaQLt+hFDqSlLne5eHyqhRofVoL3b3+ZhJoHiZXj2aXeKUbcp8iTg5z/dqF5HqSp6NtbmrJb+PmuLy6azvjJfjZOfs7/OuQcH5enFW5ybbb3OOGX4dQpwVPSGq8inbQ+M9NaM2trfW7RZ2Yhcbec8cVEW46pmlXA0KyaqwTvvcp/wBm+ImR0awvNsp3OPJfDN6nip17m/sUmmktNhv2HxE0jObS83hdufLfdtxjB46Yp3e9x+xjayirFY6bryqIzYXO1TkAxvgH1AxxS1sa+zV79Rsuma3ImFsbkA9f3b4P6UuboVCi072PqzwFZamPBVnpyWUu6UEnMbf4V+R5pRvjp1Wj+yeBpwWV0qU2kcF468LazZ3Eck9tLt/3Gx/KvoMoqKp7jR87xdgKcanOmjG8MeD7nxDdLYESQSv90lTjPoeK9LE140G/aLQ/OY5N9fXNTep3fiD4T+KNBgRdSvZEhYfdUZGPyrz8PmWDnV/drXvY1r8DY+jSVWrZJ+Z5kdHmt7z7Jc31w1rj5SqkYPuBxX2kMxkleDZ8pPK8TTl7OMkdJpvwyk1xTNFdTyqDwGLV4OK4l9hL302fVYHgLFY2l7Z10jUPwghtLGe/1DzFWPouCWOK4nxU5OMaMb3PXXhdWhQeJxOKSiuxwFraaZHfGD7DldwG8g5Ar2546t7Pma1PlMNkOXOv7CbbXqdZrGipYWy3lnbhFk6ZXP8ASvnaWY1ak3GTPucVwtgsFGMqFO689Tl0lvWbY8jgenNetKHNG9zjwtOnz25Uj0TTPBt5Jpxv8E5Ga+Kr49e05T9iyzI7U+Y527gNrPsnTBBr1adXngkjxMZhY0KjZkvepKtzF1yjfyrvhQvOL8z5PF46Kw9an3i/yPIY7hoWdQSFY8gHr9a+0TsfzJOmpdCdb24icyRO6MQVyCQdpGMZ9MUcz3M3RjJWaTR1fgvxAdM1/TZbmZjbwzZCE/Ku7qRVRk42kff8E4yll3EOGxlRK3Mrvuj9gv2Zvj9pPwk1DUpNYRriw1GD5fL6iReVP0Na18VzxSfQ/ujxC4PfE2GoTwc0pRfXrF7nW+Cv2vNJ8L6X43j1u3d59blmuLTZjAeQEBW9hXlVMUup+e8V+H/tqmBeGmrUoqMvl1R+SXxI8Qfb3up2Yb53Zz/vMc15NJ+0qrsfL8e5nThgpUU76W/Q8j1PWb3VL0397IHldFQleBhRgcfSvqJycnzNn8a4bCU6FL2NJWSbf3iQ6tLCLFAq7bCQSD1Yg5wfap5tF5DnhFL2jd/fVvwOn1nxfq/iuKaCeFXQcoF/5Z5GDj64rapUnV3R4eDyjD5fKMoSs+t+pnx+JII73S5Z9PjZdPi8p07S8Y3N70udXi3HY6pZdOVKtGNV3m7p9vJGS19bPZT232YCWWfzVcfwr/drJ2s1Y9BUJqrGfPoo2t3fc3tD1zSLDXl1G5sy9qIWjMWASXMZXd1/vHNac0Ofma0t+h5eNwOIq4R0YVLSunfyve33H2X+w3eWmu/tImdIFsoW0m5AUfKuVZDkms3JSd0rHqZbhp0KHs5y5nfc/dzUGjMki27mYbTkq/Sm20evynzJ+1J5I/Zl12JnUuqHAyCx5P61LuVbQ/BQhAd27AJOdvp9KgkDukBdflAOB9KAIxIxUq6FznBz2z3FAEiAphDjAHQ9/wAaAHNtU4U7Tx8tAAp8zCEfN296AOl8EuLTxtoFw7DEeo2rH2xMpz0oQH7FftbfGuw+H3hzw2tpJDcS6hbujRyZ+46AA4+tebjZ1oQTpq57mW0aFSo1VlbsfNvwV/aZ8EfDzwvM9roCS+J54vIM0SjMy/wBmz0GfSvEo5kqNHklF8x9LiclliMQ6kZLlZ8s+J9S1HWPEF/qepxmG6upWkkQjG0sc4xXxFeUpVHKa1P0vCxhCjGNN6JHG38bC0uNvBMbD8xWuHnapFrujHFw5qE4vsz5zk1a+WGC3Nw2y0djEh6ITjJH1xX7Cpystdj+a5YSn7Sb5dZbvuNfU7mVLhXm3C9bfLx1bOf51XNJ38yI4aEXBxj8OiNtvG2uvZwac1wPs9unlqgXgqM43euMmrdSTSTex5qybC+0lW5fek7t+ZmjXLsaN/YabPI84T7ivz7vr6e1Rd8nIdjwVP6z9ad+a3L5WHatrFxquoyajcpHG8yhSqDC8cZrSc3OXMycLg4UKKowbaXfcLbVxbvpxWFCdPkEme8mG3YP8qnm+HTYVTCOaq+8/fVvTSx0viLxdL4qSWNrFI9pzH5Y5TPXJ75x3rSrUdToeNl+VLAOLVRvvfqUl1zQ/wC0dMln0weVaQ+VcID/AK1wMb/zoU4c0Xy7HRLA4r2NaMK2sneL7K+xhm4046fLCtuRcGfer54EXPy1j7tttT1FTre2Uub3eWzXn3N/Q9Q8N22vm5v7cvp5gZdhGf3hjIB/765q/wB3z3a0/wCAeVjaGNnhOSlK1TmTv5X/AMj7P/YZ1PTLn9oXUP7OhWztrrQ7qMJk4yskT/8AstS2nK8VY9XLaNalQUK8uaXc/dKzktYfJa82wx7RtJY9R9TSV3uexY+cf2m9O0lv2cfGht4knlW2eRHUk8owY98dvShu2guU/ATDhFkPRxyQAfzrMCJvkZm3b93AbAJU/WgCSRCkO4MWZVxgdelAEHzCJnyVz27UASFQjeaWAcgA8gk44oAe5CBpH6MM0AUxIxkMWQOQUYH+HqMUAUbmNVIKjIJwQBnmg0P0l/Zrjs774O2yTptmhnuFLE4xiViPyzVJ9DO2p9GymF8CBhLledrdOKbuNJHzD+0/bed8Er5FILW91G+M5IHmjP8AOk7j6H5qp4Z1BtMXVIyGRgCFB+YgkjgfhVOnLl5jw5ZjSVf2D3/AoLBqUun+YpY2UUmOvyh29vU4o1cb9DrdSjGtb7bXzsa9ovifR9UUWwkgvJIeg6mNsH8jxVe/F7annVXgsRh/fs4J/iQanquvawsV3fytKsbBUY9mAwP0FRKpJ7muHwuFw7lToxtfcvapoHirT0l1O+gdI5wA8gwQQwBHT2xWk4TjeTRzYfH4GtKNCnJNrZemhmtqWryaXZWbc2llIzQtt6OTkjP9KzdWXKl0R2LD4dV6lVfHJa+hdsPEer6NqlzfpGPPuU2urjggkNnH1ANLmkm33Oevl1DE0IUW/di7q33fqM1vxRqOv3UN3dQoJImByoxuI9ablfVoMFllHCQlTpydn36GNqy3X2xpru3Ns0vzBSCvbtRLfax6eF5FT5acuZLqZJ71LOxEdIYUALk0AGTQAlABQB//1/hWLxUug67bOkqiayYZGeuDX43hnKyrJH93wxuCx9F0oTWp+kXhb9rOzv8AwjFFLB+8iQKeeuOK+ypZtFJKSP52zXgOpCvKUJaM+X/in+19eWEklvo+ntLM2cEV6lHGqo+yPg8wyKGCj70rs+MPEfxj+LHiyVn8iRY3PAxXm4xYSt/EmfOwTi/dR9IfsnfDb4k+OvFaeJNXuzo9lprBi7jBfvgVz0Mrw0tcNv3HUk5fEfvhZfEjT9I0mztnlkmkwsW4jGSB1z+Fe3RpYtPldjNpWPyG/bt8ceG9B8bxIqNd6tdW4uYwp/dorMVBY/VTxXpxhNfES2fljr/iLU/Fl99p1yZriQjYinoijso7V0pWRBkLCIFEQwoJOFA6D0J9aYFOdlb746j/APVQArbgijI6UAPViJIwqbmJGAMnOPbpWkFeSA/Szw7+1Lqej/DfTfB1tL9kS2h2MoG09Mc1/TeVUMiWESrS9+x5VeVTn91aHwD8YfFkuvX81zvMjykkd6+N4gqUpUvq2BXN6GtLfmkeb/DP4ga/8MfF9j4r0SRori0kDdxnBr8WxOCrWfNB39D6jLsd9Xqp30e5+53hT/gpDqGpeHLWe60q3kkWMB2ZRyQK/MsXm2IoVXSdM/srIPDnKc1wEcfHFuN91fY7Twv+1h8I/jWLmTx8LfTtQ0D9/aH5QNycj9a+pyzE1a0L1I2P5945yXL8txCpYSv7R+tz5c/a0/bT0j4y/DZ/BmiTtFLZSGM7DgOqnGeK/W+HchxOYVr04OyPxarVUVufkpa22pQo90rMsY5bPQ1+i5lw5KnH97E5IVbnR2cyahapKwwV+XJHQ9yK/Esww8aFdwiejBtrU0Msrts3FuBlu/v9PavLuWUl2GQhlMYU9SBzTAmdd0YKv979MUAIkTBNzPuVvUY4FAH6F/8ABPRZbXxp4r1SKBp1gsoF2qem+Rj+u2tIK4XP1Q0nVBMWNzZndI7ucYzjjqfWm4XlY16XOp0XVpILy+lSAxRpEMZ5z/nFbWtoZ7mF8P5tR/4Q+xv0MK+ZEZgHBBIf5uTjFOyYXaOlmvPENzpYzBBmZSM8nqSPSpbRNypPFqun26snkyyRhRsbO3n0OO1ZtXG2U5LrV5yizRW7LbypJgZx8pBx0qItIuxc1HWdSa5gJtoRHKCc56YH0roWuxL0M86xci6F21tEwCbcAn/Cnyo3gi1o91e6ld3E8cUES5Cjdk8j6LVyS2M5PXQ14NS1qRrjbaWzpE+0EMecAf7NZu1rXM22ZcFpqawGaSOBWlZnCc49efl9qh6hcpNeavcwPbyWlsnno3AJOOo/u1lonqVHYu3Gp30OkQJFYQEQBUPOB6ZHy1tFp6IPM4b4haNH478Iah4SvLWBI72F49+TlHI+R8ADO1sHHtWWIoKrSlTfU7MJXlRrxqx6M/Jvxt+zL8R/B05S2iTV4CCyvbn5iP8AcPOfYZr8XzWmsurKliHvqn0P2jB5xh8RHez8zzzV/hN4/wDFGlaLpV5p76ENME8clxNItokqyzF0MjS4xtDY68/lXVhs2wkvZ0KKTltd/f8A1c8qvTvVqVJ1nyvXlj5K3mfo1+xj8A4/g39u8RanKt7qeq2/DxSedB5OQVIbo5PXI4A6d6/TMBQqQjz1Jb7JbWPz3MsRSnP2dGLVt297n5PftIXT33xx8ZXg+ZJLw/uwAMAKB1/CvRlueAeNtM0Yd1UsADgjpUGhALeRj5rjaCBkH360GYrKoXaN2Iznnj5c0GhNGrbeG2rnoeTigzGl1lz1Kg4x3/EetA9x2Y5dsXI5GPpQI6/4d20beOfDkMbPJu1Ozxu5JzMox+tUitj+jKbWbW4u7aC6tHZLaJvvgcE+laSTSLjqbct5Yx/ZVgt3bMicEDaOfSrjBrVkc3QrXNwt78SLhYLSFjDp0AO4BcbpJcHge1UkiTrVvrpbp7X+yYJBGgOQR3x7UWt1Bsw47Ca4nubttNtoVkYAfKhyQPcVDsO5El1KrbP7Gt1AYpn5TkjjI4rF2T1Bak9pLBaaMbYaNAXh3M2FTByxPXb71umnoN3WpnSz2c9kIv7IgDOFblU4744UVfKON29BZr6xuJba2t9KiEm4dVQDgD/ZFWlobS0R00txLZm3iGkwSiZj90r2B9qi1upz3My8tm1DUUb+x7eMQocllQ8H8Kh2C5VdhaO0Y0W3kCqH3hUwQe2Me9YyVkCepNpgtIbu8ml0SDfdBduETsO/HFWmu5TTKcVzYETNJokCsSy4KR9Rx6Vq43Iv2Khu9JttNaBtJiEm04wiYySfamoJndCUlZ3OltC1npv2ldKhbZGOAVzU8iOeVSV73INVKX+miJ9CjzMB94IRRZGbnLuUZdNh06NZX0a3lZAoKKsYbnisml0Bya0uVL2K2v7cW0uhRYjkViCE6Cs4qKNOeT6l/WH0ZzE66DEUkYKD5cfBrpSvsRzNGdcJoj3EDjRYQIj8xCx/pSdNGsJz6MkQ6Re6jHHZaPHwCTlUWqcIq2h1Sqz5HG7NySOxtbiG0k8PwyblLZURkfzp8pwczMi60aw1HUt40CBRHHhi6xnisXGJftqj05mU30/SLKUwf8I1BIVG/eEi24/PrWcloSpyvuWtMsNAi1Ge6n8PRBZ4gq/JGccjt2pqEPI39vWWnM/vKf2Pww17N53huEGM4OYouf1rb2atsQ69R7yf3laz03wdavNLL4fgUu2VxFGcVSijRSm1qzbSw8NpFbN/wi8EyXDHBEcX6iqlGzOWT1Mu98K+G9R1OMxeFLZPLQ7i8MXT6ZrNpdSblObw74TtWe1l8IW0mBksIodmD+PtWErKN2VFvm0Pjb4wfstRavf3HiPwDNFoy3DbvscpxFk9SpH3fpX861vFPJpZi8BRUnLm5b20ve3c/rThnivNcBgVTxnvRSutdbdj55m/Y6+Luo3EUU13ZwRSPsZvMJI9wMc191xPm1PI8B/aGL+HTRb6k/8AEQVmVV0aMWn5n238H/gB8OPhF4Yk0zVtNi1vXroFp7qaJHJz0VN33VFcvA/GuWZ/KpRwaalFXd+q8j8V4n+tzqKrXfu9Ej6Eh8L+DrTTvtcnhC1kUIOkMJP5V+x8ut0fm1yprHg/wJfW8UUfgy2Du6kZt4RjH0pNdxJld/A/gbT2G/wfaOZDtHlwRABvfn3rNq2wmk90QQ+C/hxNqlre3Hg20EcYcN/o8RAJHp3pR9SrdCSfwb8L/wC0HjbwbaDaA3NrFgg+nNbWug8ipD4J+FUdxcSz+ELNUdsr/osZ4/PimomsY3WxSt9P8C6VYXi6bpFtZPIxRfKt0jk2nqA6jIz9aykrMnS+h3Np/YlvbzG2lMYOcrgnOPxrOKkweh4R+1Wmj3H7NGvSQ2yiURMVfnOcnnrWslozM/AcLtZtowDx1rnAQKXR0GS2egOP8aAF2oQEYEL1OT/hjvQAsVqsG905UjJZznB9BQA6YIFXd8u3kt9e1ACxByFZSCxPynPagDp/A7GPxz4faaMSwjUbTep6FfOUkULctbn7jftAfBXwT8aPBq2FtbraazZL/osro20DHMbcnCn6cVjjsG60bwdpLZnvYDFqjO01eL3R+VFx+zb4w8C+IrbUbXT1u5LOQSBbWUSI+09CoO7H4V+e4rM54KoqeKafqfYww2Brw5qMnTf3GhP4F+JXi3Xru7uNGmFzPIWYbCqqD0yW4r5fG5phZ1HVUrXPqsG4YbDxpzqJ2Pp/4Sfsj6hLqmneIvH0iNp8TCV7NEMnmhf4XJwAD3xmvrsny76xCOKk7R6Hy2acQQSlQoq7elz7cf4S/Adiqn4dacDKcJjT4iM/981+ixvY/LWNvPgJ8GfsbsPh3pfbO2yj3D9OKtRXUq5sWXwc+AC2cYf4c6YzIOc6bCTn67K0SM2x8PwX+BGo23m2vw10r5Tg/wDEsgH/ALJRy3LujmT8E/gBHqMkV/8AD7SoxjgNp0Q/LC1pyq2xpG1iK5+BP7PEl/FJD4A0tof4tthHj8ttZ8oSVlsWJ/gj+zvaFZYvAGmxqx2/LYoM/XC00mjmlGEviVyzqnwA/Zxn0mUD4e6Yty4BUrYIHz9dtS13LUVskZcPwF/Z2S2ghk+HGmtKE+Y/2fHn8flrKW5XKgh/Z2/Z41H97Z/DjTSinBLWCLz/AN807XM9Df8ABvwk+D/gXxDLqOjeC7XS7so0azW9oEcI3BXcq5we4q0uxWi2R61cXXhaSWKylsJZQ/IDRORn2yKu3YakjyT4+6XZzfAzxxpVjYzQr/ZF80SeWRGGETNkjGByMmly6ahc/nIbfCdxGzZycdD9K5WIhk3TR9N27sOQffjmgBY5S8m6UESBTlSc/jmgB01ypVEV/mYnBz3oAgiWXIlPDKMnPAIJ/wDrUGhJIdztvYOODyOo7iglE+DtAePAAGM9/TFAJldohJzkLnnGaCT77/Zi1K3h+F9zazZO27nQ4UkchT/WrS0uaH0hpzaYkQMYMR2rkAZ7UJNiehyHxL0zTPEHwq8Q6dJAGZonKsR825cMDWjRB+PWkjWtUAtbKQkQgAAnGAzcfqalcz0XQ8TGPD0Xz1Vv+i/yRNf2mu6FYGxusx2122/bkEFkyM/qapqUI8r2ZFCrhcTV9rT1lHT5MsXF/wCKFkttbuFfdHCqpIRx5QAUU5TlpJsxhQwPLPCwtq7tee5mTzanb2CWVwhjt5mFwuR16jI9utZ62sd0IUZ1XVg7yXuv/gnWf8JR4t8QRCGKLz44o1hKovy8LtBI9cCtpVZtJM8D+zcvwcuaTs276+tzAu7/AFnTtGj8PXUHlRGYXKF1w+5crwfTrWTm1HkfqetSoYatiXjKc7u3K7PTo/vItX1y71LUk1W4t1icRxptUYUhFC5/HHNDqc87s0wmCp0KLoQm2rt676u5Ua/Y2C2JgC4k80P/ABfT6USenKbKgvaurzdLWOg8Z6vNr8Wm6s8SQRtEYFVWy26BUVmP+9xjj1rapJycW1/SPLybCQwjrYdSbd+b/wACbaXyPPSO9c8tz6kbUAFABQAUAFABQB//0Py08MfBD4i+KNYe/d5Etmc7ZX4LLnqR2zX5vmfEOV4KPsk07HsZZisdTjGonyy6o+x9D8JaT4C0RbfXL5GYD5ua/I6+d4nGVH9Tp6H3U+IsbKny1ZnE33iP4b/btlrEtxcMcAsOM/U8V6dDL87rxvJ2R8picYq0uao7s6zwLr3w+1X4kaH8PrzY9/qrsPLhCusYRGkO9h0OF6V9PgeFcXVfNWmeXLFQ2SP0w0bTfB1iRYWFuqW9uiRqVXgtyTn3r9dwmDhhaSpUzkb5ndndwzaRJqdlbNi5XLNtZcgYHv6Zr1VFrcybvsfjP+3xe2t18f7yCxjWNbOxtoiiAAZy7E4HH8QqJ7kHxG32kFZUJAbkZxnPfPesOoCbmkABOSec+9UAm12ICjrkZNAECx/KxZsAHggfzNAH0r+zFpnwuuvHaa18WdVhstN0lPtCQO3N06dEA6Y45ruwkFOtGLdtR9Ln2Po2sfskeO5tb1vxnqFrpJmk2WcKYBVEyMn61+05vmeVYdUMLhkp2XvPzPNhTm7ykeJatpX7KNl4qjtI71L7T7k7TNERmMHuc1+x8JYLBujLFYJR9p2fU86vKV+WWx9MaP8A8E5/hJ8UdGTX/hx4tgnhnXKqzjIJ7GvJzPi3A0Kzw+aZcrrqkXChJq8Jnm3i3/gml8VPCWn3A0fU4ZLQZOQ2BivlJ4LgfN6qk6ThJn2uC4lzfAYaWFo1PdZ+f3iz4A+MPC+qTWDziWZSQ2xutfb0/BzBYqmquDrWi+58dVzWrOTlV1Zh2Hw/13TysFxavvc4zX9PcGcG4DJcC6c5KUjwMRiJVJaHX+INP0bQoLbStSGAybpMdQSOK/DvFHKMdUy6piMtjqn+B6eCnHnSmeZrapbsUtziLdlcdweQa/gapOrJ3rfF1Pp7JbFvGe2ecE+1ZgKVcMyzfxAleOlADSygqDzt9efxpIBU3CQrjOOvHFMD9Ov+CeFl5Nr461V1yXayhUjpgCZj/MV0Uykr7H6JLYaraxQ3Ny0QjlfkITnaT3yBWyNUtDT869g0PW7+12FEgfls5G1SfSoaJcLM4bwfNcReENOR4ygW3UNznPHYelaKKsZu9zs3utXjslWATMWUbQoA4P1NTKxCTOhvNeszYW0LWtw1w7IrEKp+YY4+9WHQdihrPnyxWw0yzmEpkBkA2g7ADnOT9KNOhojG1PUp/t1vaiKVCqEgMowR36NRBSWxfu9SLTo4o9Smk1G3fyzHlCTwWz0xmt9bjUiGK7Qapdrp0Tqg24OcDOOeM1aV9zOT7Gjp95fJA725cIWP3V6t36mk0jLU3NO12O20eX+14LhrhBIR8o4BJwevpWA3oRTXEc+kPLaW8wuCg8s7QCc9MDNToWjC1DULuz0iCC5hmjkcoHJUHDe/PrUpNO6L06lJg8l5aS3MMjRFsSFflAAHU/WumzGmuh8ZftW+JPip4X8S6ffeDZJYtAEYbdbw+YY5RncJiVbgjp0H41+d8UYOpiVGNSPNBfn6n6Hw8sHOMlU+PzfTyPPvCfhvxh+094OnuNR1JtLl0G5SJyYsQXHmqSGwMEsuCDzjkcZNfN5NwzRlCU6bcZX666eR62Lx9PLq3ux5k181/wAA+3P2f/Afif4Y+Gbrw3qOqpriWxYwuVMflI3OzknOD0r9TwWFlh6PspSufnuZ4mOKr+2jHlPwi+MM8t38SfFErjc0t7KTj1BxgHr2rpe54nU8vxJDGEwdhHB/mDSKHMSVUr844wueKAFZ7hi6j51I49j6fhQA4MzbmlUq/GDniglCCJVO4j5iOe+W7GgoAQpVmO3joR/I0AekfBm0a++KvgmAD7+s2WGHcfaEOMfSrj0Mz+iK6gvry9U2MKuqJlmZsEH2FdbNo6MWwlu5GtQy7pzKMqTxw3SjoDg7XOcu7+8X4oarmN4yLG2X92Tg/NIRnH1qYxWtyGmtjp7PU75bid4nYMQPMwCx9s1bSMnc3tE15We5XWvNCK2Y8RkZ45xgVg97FWdiOyv9Lv4pJk8wgFyp2MBkE/rUW11GtDBi1W7t9JnmvYpklcEfNEwyuevTpU8rvdGvQxbi6mms4pYxKcbOYwwypxzx2xXSua1wXKtjX1iXTrKK3mspJfODrgqWLcjmtNWrMG0Sf2ne/bYHVn80Z2bsk47nFLlRg3oa1n4guBqccV80n2dkbe3lNgHIxk461jK3QNdy9LquiXepzQRNKyqqg/u3yPc8dKhq4Le5jRajLBq90GSU20AXym8pyM85AOOamS7G6OfTUzepcNHu+8xyFYMCM5HI61vG/US5UXYxp0mhefcySicoS27duBB44rRNml0Rw6vcTaXF5kkhQom4vkc8VTikc7bua9z4h1KG0VtxJAG0CNmOPyrKSRCuze1DXNE/s2KSWdhPKUBHlvgH06dc1nfQbMnWbuGDTftmmmR53cAqI2JI+mKhJGiMzVtZiit7W2DEMWBw0bjn06Uo80WU0nuZ/nCTUbZZnljhmYhtoO0fU4rq1KTRa1O5s9L1G2NhPJulyDtycj8qbjzbjlL3dCzFrF4uoLKrES7SAGyTt+gBp2RzNs17DxCzaqttfSbYHj+ZhG2M5HU4rGVkCLlzqOhXGpyW0dyWQIAfkbP8qzeoLcxpL4Qa6bRGZraNAytsbAPpnFQ46aGsWZEurpeajcqhDZODwwI/MVtBy2HZbk2iLa3S3P2+eQNG+0AjHHtxWqbua3RabUZbW8gS0kLLC2I93OfXgD1qrdWcsnroadr4kkOqxW146rDIrBmCNx9TWEklsJX3Lt3e6HcalLaxXWVCKDhTn+Vc1ekqtKVJ7NWKhJpqR5Drfh/U9Z1o6be6oY9NtmVzsQguoOdu79DX84ZT4S4fBZk8bOpzR5m0vndXPvK/EM6lH2cVZ2NyW6W/jljtZdhjclGXOQR65Ffs/EnDuHz7L5ZfiNF0fZnzWCxksJV9tAi0fSxNaz61quotK8kZCxkBSm3nOMV8rwXwFheHJ1KtKXNKStfyPRzHNpYxKMlZI2I9amn0xEMzMhAySAo46dq/YOVHyzbNifxPeRJFJKU4ZB90kgE84qJRViVqb+palooNsUvF8yRtxXn/AArO5Rz2q3sNjc2UFrL5kNwx3Eg5GB146VHKkjRMoahrVvNqflIyttjCnGc/yq4OS0HZXuyLSBBeTXcV3dMvklQBgAc59vat03c0TVhlxHbxaZLHApuSjsVCgFm59abZg1roLbyTxSNbzwNb/IX+Ycmpjtoayjc8e/ajmL/s4+IIvszhjC+G7dTg1lMzs+p+ByqowPvZGPUiucgnVRv44DDrnFAEEhLnCoHfrgjr6nigAjdzu3DjHpjj2pMB7AFWTG/jpxz6UwEWNfkkxtA6jJwPpQOxv+GDGvijSnGcpeW7fT94KpCP6Avippnihvh/qMfw/dLjV5Y9iB3VMKwwxB9QKMb7aVGSo7s9rBSoxrxdb4Ufnt8PfhV8YPDOrSeKr9obWztQ8l0bicMrovLDAJ59K/JcVw7iMTTl7XRd7n6VXzbAVIKnDVvayKWvftVeITcNHoWmWsNvE/3pN0hcKfQbcA18Fh8jpU6ilN81n8j1Y5ZBw99n3/8AAv4l6l8R/DtleaxaxaZJcxk7A2AVU4DANzg9RX9DZdP2mGjKUbH5FmdCFDESpwldI9vuZ9NsvLiN9HhW53OBjn3r1EraHhyNbVdW0zTNNmvLW8hnLLnAYfyFO62DyMC08Uu1srxrCwYZIBBzW3KidTNs9cnt0kTf+7ds9AwBquXzKM+1mj1zVpzPdIDEOAoAql7uhpDuLrj/ANk3dvbxXisJxwNoP61F9bGrdyO41GOGONWZflYElmAqZStpYzcU9bm5q+u20dit/FJE21RgBwQfyNc2reo+hqWDW91ZW+qy3KRs6g43DHI6U3Ahs0tHfTbhZo2vYUdWyAXXn9a0uQZF94liTWXs0EUnljht4zTiriZQ1HXZ7iaBwqxNEeCpHP61sopBc4z4n65Ne/DnxTavIim50y9iIZeTvgdePzo5dG7jufzftlP3LcbRkt65riuXYjkDRxL5YBYYGT1//VSII7gHbGqELg4OefqM0AIJlaRHAAdf0J7UGg8yN5o8wDPQL2/GgzIhND8rMm3aSMDNBTHk+ZECDvD8fT3FArihCiYc7gDjPt2NAj9Af2WNPll+FuuX4G5LbVSjAc4DwxlfzINdENgPeIDdRCLzITEknc47UI3sXZQtxot/bS25ljkDA88EEc0nqZ8tmfinaRavp+oXraUCPKlZGx1+Rsjj2IFR7yu4ni4z6vK1OuPu73xD4lcW1zmd7fc4UADbnqcVTlOa1OWlRweCXPDRS0Nm6i8Y3mlW+mT2rNbQRtEmF/hG08nvjihuckk1ojzac8up15V4z95u79dfz1K+t2niu7t7O11W1ZRpcRgjOzB2hySD64LGtKsptJSWxvg6uApyqToTX7x3evWy/RD/AAzrGueEGa6t7TfHKwY+Ypwdn0PvzWcKkoa2IzLB4XMbQnOzWmnmReLPE+o+NJ4LiW1WI2qsqiMH7ruz8/QtgU6tZ1LabGmVZbRy2Moxnfmaevkkv0INV1a41O0tLU2IgNtAISyqcvt6MfesqlTmtp0NcLhY0ak6ntL80r+nkGq60L+40+b7AsBsoEhkCg4cpxuPua2nVU3F2tYWFwXsoVY+1vzybXlfoYOtWl3Z/ZVuU2JcRC4iH+xITg/pU2aXvep6mCq06nPyO7T5X6r/AIcwSe1YnpjaACgAoAKACgAoA//R+ZPEX7Y3wq1GyTT/AAzo76Q/DGaXEilcfd2pyGz19K/LqXA2C9v7TEz5keFjM4zJUP8AZMP79+rVvP8A4B8p+P8A4ueH9dMklvObqUiQrhXRQ235OCR/Fn8K+6w+V4LDJRoRPLwuLzqtJPE01FadfPX8DxTX/FkGpaLa2dtLKJt4aYk/KeP4fQKfXrXqqFNLRansUFjPbzlWa5OiX6+p9OfshWfhs/tPeApNAuZJwtvdyXLSnkTLbSggZA49OvFdtqaa9m+mpGWzxs/afXYpe97tv5eh+5c7XgmuruCzkeKMjbIR8p47fSqe59FHY6LTJZTqcWY2nVEYkDnBJFOWxLgfhD+1zq51n9oHxdeY8opLFCARyBHEg7e+a5JbkPc+cN+IxGASAeT25qBBFG8riKLLM5AUDknPYChA33Pu34Y/sOeLfGXga78T+IbhtHvZ4hJp9nIuHk4z+9/ubh0HXPXFfZYPh6vXoOrJ8r6Lv/kfQZRkmMzKlPE0Vaml7rf23/d/u2v72zdrXV2vjDxR4W1fwfrV3oGvwPb3lpIUdHGCMdOvX2r5KrTnTm6c1Zo8KUJQk4TVmt0+hz6lQUYk7Ofl6n/61ZEAyK0X7v7vueSO9AG/4e1v/hHLt7yOytNQeaFo2hvIfOiw2CSAcfMMcEGu2jjK9GXNSm18xOKe6PRNB+NXibwzaeT4esbLTtz5Dwi4Rk+gWfb+leg84xkpc8ql35k+zj2Oh1j9qD416/pjaNqeuvJZsCFjBcEDHb58/qa+gyzi7H5fWVeiotrur3MZ0IyVmeHzaz4iac3Lam7TSckNkkfXJzX7FR8bs5g1enG3Y4HltPuaVr468a6e/wAsgdUx8xIH86+9wPjlQnHlx2G+45JZa7+7I5zxBrOreI7kzXqEzOcFu1dnEPi3lOLyidDBxam1sKlgZxqJy2GruCLlcAAKOe1fw3OTlJyfU+k8iQRgfKGB44weAffNZgSxRIzBmf5unJ4/Og0HbRGzCLB9R16nnB9KDMIy0gYMCMHqaAPbvhR+0B4++Den3+meEUszFqcqyzG5iZ2LIuFwVdcAD2NWptbFJnscn7dfx2vzBYxW+lOVYKqpaylmJ6ADzuTVxqSuOU7K72O38f8A7Tv7TPw40qx0TxdY6TaN4q09rtIfs8vnRwSs8QLDzsKx2kgc8Yz6V1V6dWjy+0Vrq54OWZ5hMydb6nLmVOXK30vZN2fW1/vPMIv20/jTZ2MdlGmmJHGgUYt5CcDj/nr/AErk9tLY931PVfBf7UX7TfjTTNZ1jQbTTv7O8O2M13eXL28gjjjgjL7c+YcuwGAB3Nb0qNWqpSitIq7PCzDOcHgJ0aVeXv1ZKMUt227fcurPOR+3Z8a43SZk04GFw4/cSYP1/e1yqTPb3Lr/ALfvxvnm8xo9LO7qBBKAM/SapHchP7d/xk+1rdNaaWzKu0Zglxz1z+9rRTaESj9vz4yMB5mn6SzKef3M3f8A7bVftH2KTaKaft3/ABbWSV007SlZ2yP3M3P/AJFp+1Y22S2n7fXxitswCx0wgEsD5UvUnp/rMVm5sSJLr9vv4xSpKXs9N3HjiKUcH0/eUubW4nqaEv8AwUK+MRijgFhpYWFQBiOXkL0yfMqW7u4LRHWaN+1z+0N4z8P6z4osNB05tH8ORfaru4eObYuSAqgmTBZj0HXiu6jQq1ISqRjpFXbO+jg61anOrBe7BXbOSH/BQT4tFPn0jSicAkCOYD2/5aVze18jjFtv28firq9+tlb+HdNup59sSRCOYksTwBh+Sc1XO3ZJFxlJuy3Z1fjb9sf40/DHUG8EeIPCej6feQwwXEkUaygoZ4xKqviThtrAEdjXRWpVMPU9nUVnvb1OvF0a1Cfsq+krJ29Vc5rT/wDgod8UbKGdF0DSgZxggibjjr9+ud1X2OJSZ8JeIdUudf1i9126QCa9mMziM8BmOTjvxWF7kMy1ZiyyDjPK/wC1SKGukskzIM5zux2wBQA6CMRyNIgOSMnn+YoFYc8kQkCswV2HA4oBkZaYyxsj7MDnn36gUDJpsKNr9RnPG7cPYUBY6nwX4on8D+KdF8X6dCs02jXUN1HG5IRzE+4KxHI5HNCdncVz7js/+Ci/jyCWT/il9Pbf8v8ArZa39oUpEVt/wUK8dWt2LpfC9gzQneMTSfrxV+18g5jOf9vzxje63c+JB4Ys45r1I0dGkf5PKz0JHfNQqnkJyua9t/wUA8fQtKyeH7IiXHAkfjH/AAGk6jZmWm/4KE/EGUBpPD1kNmQAJH/+JrNyKbJrf/gob4/trL7CPDdkQMtv81g3zEnptpSdyUPuf+Cgnju6tXSfw3aFXUDPntnB9ttNSsXchj/4KF+L7eJIR4Vs8KoXiZxnAx/crb2nkQVrv/goB4ouAnmeE7RBC2T/AKQ+f/QKSqeRo5Dov+Cg3i5biC5Twxaqi5HM7d+P7nah1WydC9L/AMFDvGflbP8AhF7RlJzkXDZ/9ArLm8h3Fs/+CifjGzlml/4RW0lWYKDm4bKAY6fJzQ5XViLD2/4KM+MkG2TwrbHk/wDL0wHP/bOknYu5Qsf+ChXiWzhZm8H2pDuWJ+1sDkn/AK5VqqlugtS1df8ABQnXriJ4G8G248wZJ+1txn/tl/Wq9p5Am7FRv+CgHiFYTap4Pt1AA5+1senPI8qj2ztawPXc04/+CjHiYOi/8IhbFguP+Pskcf8AbKocw2K0n/BQzxFMob/hE7fKyByDdNztOcf6rvS5iWrmrJ/wUl8RXDJKng23j9ALw8/j5NR1uBn3f/BRDWNQ8l5fB0LeU4bDXh+8Ocf6kVop2ZT1NL/h4lqLfu38ERhe+2+6f+Qav2nkHUz7n/goLNPcxz/8IUqBBgf6b1P/AH54pqqrbFNj0/4KIahBdLcp4NRgAVOLzkZ758qpdW5FkW5v+Cjt6IxC3gxMEnn7Xzjsc+VUcxZJYf8ABRq9s7uWaXwQjmZNgH2sfKB3z5XNJy0M7F0/8FIrpSynweCpbteAY/8AIVKLsXcy4f8AgolBDdT3svgveZjk/wCl8jHv5fNaqdtCdbmhF/wUYs5z5k3giQdsfbFGR9fKqvaR7DTsU1/4KIJFeJLF4MIWE7huuwSR6Z8vih1b9Atdltv+Cj2Y2hPgvBLYyboZOPfZWbkUO07/AIKOQwXs00ngvf5qBADcjIK++znrSctLEW1uWx/wUkQJL5vg1wqndhblef8AxypTsWVLD/godpEG+VfBzt9oYybvtABGQBg/L7VspqxOpZuf+ChGlTRyRt4LmzJxxcrge/3aPaK41LTYoP8A8FANKFqbWPwnIcLjm4UgH6bar23kJ6m0v/BRixzk+D3OVxzOuBj04rPnBEEH/BQ/Thc2tw3g93WGTeVMyHOOw44qeZEs1W/4KO6aJC48ISxIwxjzkzz9RUJ9SkZg/wCCg2hTaib248IzfKgQZnQZ9xWqmkJ3uWZP+Ch3htmUt4PuvTiaPmtPaDTSI4v+Cgnhu0VY38JXYw5biaPucgUnUW9ir9C9qP8AwUL8K30qyDwrephCOZov50KquqK5+xw/xV/bg8MfEX4Waj4At/Dd3aT30flrLJJGVGT1IByamU7rYHK5+chjaIle/JGc1gYjcmVAGJzzlhnHHbNACCVhMWZvlUdMgnHuKDQaDu+5n5unB5HsKDMlBmjPTBU8KR0/CgB6QztubOd3QgZI9yBSuXYs6fMun3tvduu5reVXzng7SDgUIg/Uu3/b+8B/ZFH/AAjOoswHODCRx/wOup1EzS67EWpft6fDXWNMuNIv/Cmota3cbRMFMILK4weQ/vUTlGcXF7MITcJKcd0fOGieN/2fNMkm8Rz+B9cvNLSZY0aWWMwpK4LLGTvUEkKTgnoDXhRyjCp+05dD6CfEmJbVD2iUrXt1t3t28z6ctf8AgoT8P9Ps7exs/CV7DDagIiKsA2qOAABJXrPRWR8/Kbk3J7lu+/b/APAuuQ2+m2Xg7UXu3lXaNsLbiTwABJkknpWkZdN2YyainKTskMn/AG/fBNheNaX3hXUY54CY5InWEFWU4YEeZkEEYIo5rOzQ4SjKKnF3T2aHr/wUM+HYIlXwxqKKcjAEH/xyrUynqZVp+3z4AieUP4d1JDISw2iE8H/trWqqrqPQbB+3h8Mobx7ptC1Ug9QFgz9f9bR7VDv5Gwn/AAUA+FIcM2gaox7Fo4OP/I1SqiEynqn7e3wpv7ZRH4f1TIcHJSEDj/trR7SOxOprWv8AwUL+FSpsGg6j8oAIMMB/9q1k5F3Llp/wUO+EkbKLrw9qRjY8bY4cfl5tRd3IM2x/bv8AhhPqU0Nj4d1JnvHCxIkMbSFm4AwJOtaXvpEcYtuy3LB/b/8AhPB5kE/h3UlmiyCTFECCDgjmTqO9O9tytitqH7fXwnuktwNG1JfLIyTFGOvPaQ1SqdybIreIf21/hfqnhu7WTSNVSG+imt4pDBH5bOUwQG8ztuBP1rVzVr2Ls1HmtofkMZcByxLLxj1weK4iWKrSBchAw4IJ9O4oJGFiHCuQVyRyOuOnPtQAoKyPulXK4xnocjp0oAh3SZ5AGM5+meOaDQngygdZSH298c0AOYbSWA79OlAESuzTmMIHBHBx09vrQB+mn7CZXVPB/jnw35QlSea2kPYqzI4BH/fNdNKzTGux6zfLqEc50q5tjFPbymNsnjIOM1e24ubsTWyXUEFzZNGDuXcDn1zQ7BzH4p+Ib6/0bxTr9nbHy9l/cKcdflkYYz6VhJtXSPMr4WlWknUVzMstf1LTr+TUkAWSVCpyOMN7Vm5STucdbAUa1JUXsmeiaH8Q/FpthZWdil6AsoX5NxAZfmPHoFz+Fa06lVLlWu58hjeH8v8Aae1qVHHbr2en5m7rPj/xpqaSWt3oOwks/wAsTBhuwTzmtZVarvzI8vBZDltBqdPE32W66HDXHjbUYLKWwmtAskqsr7xn5XXHAPQ+4rFVmk4n1NPJaM6qqxnorWt3T8tzntE8RHSpp5fIEgmj24PYgggj8qyg+W7PWxuX+3jFc1rP9LHo9h8UNMW3iivNIWWSJGXcMDkuWBP0BxXUq8baxPja/DNdzcqdeyb2+SQ/WviN4d1SBkg0kQS/OAeOQxUjPuCD+dEq0WtIk4Ph7G0GuevdafhdfqZfiLwRrep6FYeKdNAnsBZGUjzFzEA53Kqnk4Zug9aHSm4qS2sd+XZ1haGJq4CtpU57bb6aNv0R5Yuk372n21IGNv5vlb8ceZjO3PrjnFc/K7X6H3TxNFVPZOXvWvby7kD2tzGjsyHEbbWPofQ1Gpqq0G0k99TsE+HPjmQuI9GnYx4DAAHBYqoHXk5dR+Irf2U27crPAfEOVq168df+C/0f3HHfZLoPJEYm3xZ3jHK465rA+g9tTspcys9iMwzDqhBIz07etND549zQh0fVbpY2trKaVZSQhSNmDEHGAQOeePrQk3sjCeLw9NtTqJNb3aVijNb3FvJ5U8bRvwdrAqcHpwaqz2N4VITXNB3Xkf/S/HHwh4g+FGmaKsPiTSJNQ1AFWL4JBz1X7wAC49Oc120p0Ix9+N2fnGa4HPa2JcsJWUKfa/8AwHv+ByPjjWPCur6ks/hbSzpluB93puOFAOMnHIJ696wrTpyf7uNj3slwmOw9Fxx1bnl/w/X7jkpGido3EJWIlc9s4GGAPvWbavex70VJJrm11/4B9Nfsc3cmnftJ+EngiO6d7lEDZ6PBJjt+tOPxHRSlpuf0GWmoarc2baf9nVWeQJu3+p64xXa9NToUuhv6TbanpeozBgkn7oOTk9Mnj9KTaHz9GfzxfHi+/tf4v+L7oMM/2ndKSvfY+zOfbbXFLdmTep5ppumXus6hBpel20t1d3LBI4ohuZmPQADrTjFykoxV2y6cJTkoQV2z9eP2Z/2O7DwRDaeNfiXCl34gIDw2Zw0Vpnkbj0aQd8cDsT1r9Tynh+NK1fFay7dvXzP1DA8E+0nTqZhP3Vq6aW76c0r7LW8UtXbWy1+jZ/2iPhRafEWH4XPqy/2rKMb1C/Zkk7RNJnhz6AY9TX0LzbCLELC82v4eh9/HO8BHFLAwlqtNPhXl/Wnmed/tO/s16X8YtCk1vQ40t/FNihMTYwtyo/5ZufX+6fXg9cjz85yeOLh7SnpNfj5HkcQcPRxsXiKCtVX/AJMuz8+z/pfiLrGj6noGp3WkavAbS7tnZJI2GGDDjoa/HJwlCTjJWaPwecJRk4SVmjKl3eWqHoAAT0OPSszMf5xYhscAbVA7fjQAoRwmzup5/D+tBoPIbO5flI6Z5zigzFk3H94x4IBbPX2NACgLlMtxkZB5x9fWgBXRTKbl8ZY8j3/T0oAWZMgqq7T2P9aAEXOdjD5h1oAVV2qV9+Md/agAOMl8EAgAH0NAD/ODJtWIhvXvxQBNYaZqGr3kGn6bE9xdXLiOOJBuZ2boABVJNuyM6tSFODqVHZLVs/Y39lb9jiw8ArbePvibbpeeIWAktbNxujstw4LD+KXHrwp7ZANfoOV5Qqdq1dXl0Xb/AIJ/G3HfiLPHOWXZTLlpbSkt5eS7R9N/R2PkL9v3xHZa98c4ItKuorqPSNMgtpSjBvLmEsrshx3G4ZFeDntSM8VaLvZW/M/XvCnBVcNkTlVg4uc3JX6q0Un6aHnf7PP7Nfin48a0JAr6d4cs5ALu+I4OOfLj7FyPyzk8Vw5fl1TFS00it2fTcXcY4TIKHv8AvVpL3Yfq+y/PY/U743+H/AvwW/Zb8UeFfD6Q6TbS6fJaQAkLJc3EwxlmPLyMMnnPAwOAAPvMZTo4bAzpw0VrerP5Q4axmYZ7xVh8ZiW5yUlJ9oxXZdEvzd92fgnLGzEFF5POPTPWvyw/vgQxIsR8thuUgEkUAWHQmQBc8KpGR39B60F2K7hxK++Mq3THp9RSQxq+YrFl+YKOgz3Gc0zMV3KxhNxYNk9On0oArx5ZdpGdo546/hQB9O/s7/s0+J/jhqq3Vyj2Hhi1fFzesv3x1McOeGfHX0yM9RX0OV5TUxs+0Fu/8vM+ryXJK2Y1L7QW7/ReZ+lP7RWheDPhN+yz4g8JeHEg0q1khigtodwV55Wmj3EZOXcqCSeTgZ7V+h5pSoYTLJ0qdkunm7r72fq2dUMPgcnqUKVorRJd3dfez8TtG0jVfEup2ukaJaS3t9eOI44o1Z3dieBjk1+PwhKclCCu2fgtOnKpJQgrt9EftB+zJ+ybpXwpgg8X+NYo73xY6goOHjs89Qh5BfsWHTkA4Jr9cyfI44a1aurz/L/gn7nkPDsMGlXxCvU/CP8AwfM/Nn9r7WbfX/2hvF11Y3KXEMMltCjRsJEby7aJGGVJHDAqR6g18DnlRTx9Rxd1p+SPzDiSrGpmdaUXdaL7kj5xEaKRIvyhc/Ln+lfOnzBHJLKWXCZLZIJGPz9KDMhacEMofDr2IxjPXFBoOjlEaGNSTk5wTnOeM0ANLgOZI1DK5Az6mgCQoFJC/MOTjt/9agBIdwchh6++f8KDMcyZWSMHaX5yD096DQkk3BV8xvNZABkdx60ARsYo8TAHAwOOnoPzqkAiyNINxQqBnORmpMy3D5khTJ38YOO/54oAtfcb5R8voeKAHhsjKKcsecUAG04bgqw4Ge9BXQbHFuO1iQMmgkdtwNuMjPXNAEJ+Vslh6HPT60AXrLTrnUrqHTrCFrm6nIWNEUszMeMAD1ppOTtHcuMXJqKV2z73u/2VYPht+zt4r+IPj2Pf4mktoDbQZ+WyElxEpz/ekIOPQc9etfcSyT6vl9TEYhe/ZWXbVfifosuHfquV1cXil+8srLtqvxPz72lQRuHpXwx+bn0h+z9+zl4i+N+tRttay8PWTD7XdsvBGfuR/wB5jj8OT7H3ssyurjammkVu/wCup9Rk2S1swq6aQW7/AEXmYH7SHhXRPBXxm8R+D/DduLbS9MFrHCpOSP8ARomYk9yzEsenJ4xWWbUIUMZOlTVkrfkjDO8NSw2PqUKKtGNvyR4gXU7GbJIUKR2H0rxjwiJljMx2AhT75bp/jUonQiwMMzLkHABGAciqJEcvtCdkBxigCNF2k7ucigBXSMkKBu4yfr/Q0AOi3CLCZIboDQUyurEbFYk5+gwe4PHagomAGdgGM8kDnNBmQAeWG2jAYDI6nP40ATyyLCiZxlj+IzQaFM7JJVRidwJz7nHI+mKDMGWUMU3DYR909vpQaAd33Sc5+93weo69qAElBIDSc5bG4YHH0oJZYZgRuY/L0GOc/Wgob+5hYSE8N29f8TQAiSqw3KMA9cjHP8qDM+9f2UP2TNT+LNzB418bQPZ+E4Wyi/ca9K9VjI52Z4Zh3yAcivpssyuWJftKmkPzPxHjrj2lk0Hg8E1LENeqh5vz6pfNqzPibVoFg1O4gg5jjlZQW6jBI7V801ZtH7TSlzQjJ9Uje8E+B/E3xD8R2fhPwhaNf6heOFSNB0z1Zj0VVHJYnAHJralSnVmqdNXbOHMcxw2Aw08Xi5qMIrVv+tX2S1Z9G/tPfs+6d8BtH8C6bFcm51XVYb2TUJgTsZ4jDtRB2C7m+vevXzHALCRpq9273/A/OODOLZ8QV8ZPl5acHFQXWz5rt+bsvQ+R1lCq0bcV4J+tEbycqzcKeqgf5xQA9sujH7zYxuPHHQDNAD5JfmVFJUcZ74HoDQaAzR4cxgKH4A9eOpFBmOJBCZx6ZPp70Gg9Xwd+3zF/T8vSglCNlXJAx/tE5GOw/CgklTIkQODsyWwpxkfhQBCkbeYdxwjfd496AFl7FDvwaAHIM/dJye9AD0ZggIOCODmluAD5d+Dnnv06UwHs0Cx/un3ZPpgYqdQPdPgJ8BfFvxz8VRaZpam10m3YG9v2UlIY+4UcbnI6Lkc4yQOa9XBYGpip8kdur7HwvFHFOEyHCOvX1m/hj1k/0Xd/cnsffH7Zvwx8LfDD9mLR/DfhCzENtY6zaks335GaGcNI7dya+tzbC06GCjTprRNfkz+e/DzPcZmvFFXFYyV5Spy06Jc0dEfklZwXNzeRW1pC0805CqiAsSxOAF9Tmvz+13Y/r2UlFOUnZI/ZL9k39kq28F29v8RviRbrPr8wD2lo4BS0U/xP/ekPbso9c8foWU5SqSVauve6Lt/wf69P428QPEGWNlLLMrlaktJS6y8l2j+L8ra/lX8YLY2Pxb8bRHgR63qKkHsPtL8ivicWrYiovN/mf1Nw7PnyjByX/PuH/pKPMpvMJCknnkYA59DXGfSDirwqrYJJIz7ZoAmcESspAwuM4OevvxQaFZdpLKDkAnA7/nQAKwVmLLhQOD796DMVgI0yFCyEdQeuKAC3tp7+aO1tY2lnkYBFQZYseAAB/SmlfRDSbdkfsN+yd+yhb+BbaD4h/ES0WXxBOoe2tXGVtA38TA9ZPrwvpnBH6rkmSexSxGJXvdF2/wCCft3DnDyoJYrFL3+i7evn+R+VHxBtY7Tx94nixxFql6mDyAUmce3pX5pilavUXm/zPx/Gq2Jqx/vP8z1P9n/9n7xN8cPEawWyta6FbMrXt5t4QH+BM8F25x+ftXo5ZllTG1OWOkVu/wCup62UZPWzCryx0it32/4J9Z/tz+AfDnw7+GPw/wBC8KWaWen6deXMe1R80jPEpZ3bqWbbkk/QcAAfV8RYWlh8NRp0lZJv8j7TivBUcLg8PSoxsk3+W7Py9/1ihk5RflJHBzwa/OD8mJ0Qq43HdGPwzz+lBoRySxHCuCRzx1oAazsoDooJUAev0JoAfE4VCTtLNwzAdc+1ADd4jZonYnJGMjt6UARlGV97sd2OSCenbigzHwMXkOScj0PAx04oND9Hv+Cd81zL4m8XWCSqgeC1f5lx91pBwPxrek7Ml6n2h8T/AA1cw38OuQFczN5czAfLvX7rEe44rae1yEzzm0FzLqU0dxsIEQAwMdzWWmg0fi38StGv7r4qeKrDTIHmf7fcPsQEnDSZ6fjSlCUpNRRx4jEUaEFOtJJd2cBftffbTb3MRjuIv3ZQrggrwQRUSvezWpnRVL2fPCV4vW/qdb4Q8e634MlD2EattaQ8jn95G0bDPphjV08RKk9DwM2yTDZirVJNaL8Gn+h6xbftEa2btWl0tZhwNoJycIFOPyzXoRx8r7Hw9TgPD8jtWt/w/wDwTyrxp4uufFxW7ubAxTxlB5gU/dQEBSf89K4K03Ud2tT7fJ8qhgPcjVunfTzfU4ZLwA5kQP1GDWWnY+kdH+VnpPgXxxo3hnZ/aOlrd/LIrOQDkOVI4Ppit6VdU38Nz47O8lxWNb9hW5dtPS/5npg+Kvw3unuPtehhRNHIoIhXILQ7B/48Aa7frVNt3j/Vj4z/AFYzmCj7PEbNdX/Nf8jxfUvFF/qAfT9HnktbGa4lK24fCDzXyvHYYwPTivObbfu7N7H6Ph8tpUbVsTFSmor3ra6LX9fvMknxAugvCGf+zEvQWXPyC6KEA/UqDSvPkt0v+J6NsG8WpW/euGnfkv8A5lzQvC/iDxF9qt7AqTC8YkDyBCWkztxnr901MISldI5cbmeDwfJOrfVO1lfRWv8AmdE3xK+IVpdahO12RNMkQm3Rr8oRo2UqMYUkomSOuK6FiaiblfU8r/VzKKlOlBQ91N21et0769VZs5ez1XxBbTajJCnmPfWTRXBZA2LdyrFvboOazjOavbqtT2quEwk40lN2UJpx1+0rq3n10LOl32v3V9awWFss9xHZS28SFB80DI+5ucZIDNg+w9KcZS0tvZr5amWJoYOnSnKtNqLmpN3+0mrL0bS0Or0v4heMPAzaVo/2NIzorlvKdCGl3yCcB8HoCARj8auOInBxivs/8OeDisgy7NFWxCqN+1W6e1k4XXy7nLah4u1HWNastcv7eOWS1eDahX5XWDaFjPqMDn61HtOaam+lvwPboZTRw2GqYWlNpSUrvqnK92f/0/xs1zxzoPiGFrHTPDEcLMbUp5SqH/cnMq/IuSH6D0HXNd860Z35Ydj85wWSYrBv2tfGN/He7dtfher3XU4ZdZtYvPX+y4/nju4+SfkMx+VvrF0Fc/PFfZ7/ANfI+meDqNxftno4P15d1/291Fu/FF3d6JpegXMEYi0uVnRiMFgx3FWHpzQ6rcFTa0QUcsp08TWxcJO9RJPytpdH15+xc8/jr9pzQr2+MccumafdyK6r8pMcTKpxx/fxV+1c5ps6svwNPB0pU6Tdm29fM/drRbO6mulEcwRsB9+3PIPpWknoeqtzqbOS4C61eXkiOIIiq4XH3Uz6mofQaP5rb3StT8d/ErUbLRojcXusajctGCwVfnkZsknAAGck1lTpyqzUILVm9GlOrUVOmrtn6+fs3/s+fD74M6fHret6jZan4suEHmXBmQx2wPJSEE+vV+pxxgZFfreU5XQwkeepJOp67en+Z+85FkuGwEPaVJKVR9b7eS/zPDf2ov2yhELr4ffCW5+Zg0d3qiH14McB+nV/yxjJ8bOc/vehhH6v9F/mfMcQcTuV8Lgnps5fov8AP7j88NV8E+PdP0Cx+IV/p11b6bqExMN86sN8gzyrHnOR1r4KVCtGmq0ovlezPzSWFrwpxxDi1F7M/UT9kr9qpPFtpb/Dj4h3QTV7ZQlneSkL9pRRwjnp5i9AeNwxnnJP6PkWde0Sw2IfvdH38vU/XOG+IlWSwmLfvLZ9/J+f5nSftU/s7+Hvitpkvi7whNbQeKLNCXRXQC8Qc7Tz/rB/CR16HPGOrO8qp4mPtqLXOvx/4J08RZFSxieJwzSqLdfzf8Ht/wANb8bLq0ltruayu1McsDlGU9iOCK/JGmnZn4c007MhGVXywACOAcYzSJJI8gM7k9xkjmgBxRVbeTkjp/8AqoAc5ODxzIOff0oAi3Buep47f4elAClSRtHQevQ/jQA4Bc4Oc9P8mgBmzLHoWH44oAcoGVViTt98UAPCqAVX7rHnPagDc8MeGta8V61a+HvDds99qF44SKKIFmc/QdgOp7CtKcJVJKEFds48XiqOFoyxGIkowirtvZH7afsx/snaJ8G7SLxT4oji1HxfMmTJgMlnuHKRH+92Lj3AODX6XluVRw6VSprP8j+HuN+P62dSlg8E3HDp+jn5vy6pejeqPFv2qf2z49G+1fD34SXu69+aK81WJsrCehSBh1b1cdOMHOcebmmcWvRw716v/I+44F8N+flzLOYe7vGm+vnJdvL7z5l/Zq/ZX8QfG3U18WeJ3ls/CkchMk7grJeMp5SLPUE8M/QcjOeK8LLcsninzz0h37+h+p8a8dYfIqbwuHtLENaLpHzl+i66dD9XPHXj74Zfsz/DmA3CRafp9lGYrGwgwJJnHJCL3yTl3PGTknJr7+vXoYGiuiWy7n8jZVlOa8VZnJpuUpO85vaK83+S7LRaH4c/Gz45eMPjh4lbXfEU3l2kBYWlmjHybeNj0XPUnAy3U1+YYzGVMVPnn8l2P7q4c4awWRYX6thFq/ik95Pu/wBF0PF0klA2YBz0B7V51j7Ej3QnfLxlsDJH+PSmAiSZQZONvAHsKAGN+7O9cnPccHmgdxu1SFwfqfX60CGuuVYgDPsf1oA+x/2ZP2Vta+MF9H4n8UxSaZ4Ut3BLkbZLtl5KRe3Zn6dcZIIr6vKMmnjJe0qaU1+Pp/mfcZFw/Ux8va1dKa69/Jf5n6qeO/H/AMOP2c/AET3Cx2VraR+XY2EOBJO4HCov6sx4HrnAP6ZisThsuoLolsl1/rufsOMxuEynDLSyW0Vu/wCurPxq8d+PPid+1F8QYLWG2kvZ55DHZ6fAf3UEbHA5OAMDlnOB1NfkeIxWJzKutLt7JdP67n4Vi8XjM2xK0u3sl0/rqz9Uf2c/2YvDHwP0ga3rHlX3iiaIG4u2/wBXAoGSkZboB/E3Gfwr9PyrJaeCj7SprPv29D9jyTIaWXw9rVs6nV9F6f5nzR+1V+2Mu68+G/wpuycgw3upR8A54aOE+nZm78gcYNfOZ1n174fCvTq/0X+Z8nxDxLzXwuCenWX6L/M/LtzNdPLNLktnczk5Yk+pr84ufkr3IJ3llCyIo/d849R3oH0EXCsreYXDA57Y9KCRvDEnaoKn7p646elBoOOAPM3ZKDj6elBmQM4ZfMVSNhyM8Zz60GhOGYKCw2N145/OgzFlZ2RdrbTxkdwp7g0Gg5Y8RMQ+5lzgEfe9vWglDiquVRPvD8Bg0FEKsJCYE+YAEMB69uaAJ4jKpYucY4JoMyxAhDptY4AwBQaFwgkqWXajcAHr7ZoJ0HqDuOSODjFBIbtzYHI96AFLEFsgbj09OaAIwzONqqN3QA9M+9AGlo2i6n4i1C30nR7dru+unWOKGNdzM5O0AAVpCEpyUYq7ZrCnKpNQgrt9D9mP2Zv2WdN+FlpF4w8ZIl94qnUMoYAx2S46IP7/AKt24xjnP65k2SRwqVasrz/L/gn7tkPD0MGliMRrU/CP/B8zyD9tD9pDw/NoGpfBzwts1G4u2Rb+5U7kg8mRZPLTBwX3IA2cgcjGea8viDNqcoSwdLXu/wBDxOJ89pSpywFDW/xPtZ3svM+XP2cf2aPEHxo1NdW1VHsPC1rIPPuQu0zMMExxZ4Jx1PbIr5fKcpqY2XM9ILd/oj43JMiq5hPmlpTW7/RH63+JPEvw1/Z1+HiSTJFpek6enl21tH9+aTHCrnlnP8THJ6k1+rVq2Hy7D9orZdz9ur18HlOETtyxWy7v9WfhL8VfH1x8TviHr3jl4FtDrEyssakkIqIsagk99qgn3r8TxuKeJrzrtWufzvmGMeMxU8TJW5n/AMA81jc7inQueQecH09vauHoeWPkO4FSSSvUjkigByKzr83AHQ47fSgCLJbKhd2T/nFBoMaIr8i5cdqBWESNwUk2tuPGBk57dKBjhJGzeXJ8uOQMcHHcGgBhRo498cgbJ3Ef7Oc96ABg5BKEgKMkYoAjieLJlZThhgc45J9KDMgJhYtC43HIUjr16c9KAJV3METdkISOeCCO1BdhREx3FAHjfk59e+M96BiZlIxgHg8cDj6UAQCIlDklmYYyaAJI1w3kIu1gB0PWgALBl+zg7h/EBycjpxQTofoZ+yR+yLqPxInh+IHxEgaz8NRMGgt2GHvmHPA7RjuT14AyMkfVZXlTrtVavwfn/wAA/A+POP6eUxeX4B81d7vpD/7bsunW2l/0u+NHxq8Dfs7eCo5p44zdLF5WnaZDhWk2DaowPuRrjlvrjJ4r7PGY2lg6Xn0X9dD+Y+GuGcfxLjnq+W95zetu/rJ9F99lqfgl4M8E+Kviv4yTw/4UtDdXuoylgq52xIWyzuxwAozyT/OvyulRnXqclNas/vzH5jhcrwbxOLnywgt+/ku7Z+7vwC/Z88H/ALP3hdnDx3GszR79Q1GTCjgZZVLfdjX1OM4ycZwP1HAYCnhIX+11f9dD+C+LOLsZxFilFJqknaEF+btvJ/8AA1Py/wD23vjp4b+LvjXS9F8Jq0th4XW5i+2dFuHnKbtgPIVfLGCeTk8DFfFZxjYYmoo09o9e5/UPhtwticlwVSrjHadblfL/ACpXtd93fXsfET5j2iPnJ/D8a+aP20cwkDMMg5xx1/WgBAYxChXcCTjnnv6UASlTNkKehxxxigBV2KAQMumOD69KAJoskNx7de/5UAGxg+WPy8gj1oAWTDKc5OcEdsYoAaQDlhx365/woAHycKM8dx2P0oAlJLHJIH4UAQlWViwzz6CgCQB2K7iBjrxnNAC7Dt2MQTnggdKAPffgB+z/AOKPjh4nWwsYza6RakG9vGUlIkJ+6vQFmxwK9TA4GeKnyx26s+D4p4qwmQ4T21Z3m/hj1b/RLqz9xNM0v4afs7fDgxQeXpGh6RFukkbHmTPjlmPBeRz24GTgACv0+MaGCodor+vvP4Ur1814nzRN3nVm9F0S7Lskv+Ddn4vftFftC+LP2gPFaaZYxyQ+H7eUpY6fHyZG6CST+87duwHQdSfzbH5hUxdT+70R/bHCPCOE4ewnNKzrNe9N/kuyX49elvvr9kv9km28AW0HxB+I1os3iKVQ9taSAMlkCOGYd5cev3ewzg19XlOUqlatXXvdF2/4J+AeIHiA8e5ZZlc7UVpKS+35L+7+fpoan7V37Wen/DC0n8CeBp0ufFVyhWWZcOlirDgnsZCOQDwBgkHNaZrmqop0aL978v8AgnFwDwBPM5xzHMY2oLZbc/8A9r+Z+K19d3Wo3U+oajLJc3Vy7SSyyMWd3Y5ZmJ5JJ5Jr83bbd3uf2xTpwpwUIJJLRJaJFZJoivzLyOAR39sUixnlj97ydvBAHGDQaCrLuw6AHHDEd/rQRcjkb52eTB3Z9MDP0xSsVcYFdRgfxnkGmQPhtLi9nS2tUaWWQhEUDJLE8DHvTSb0RSTbsj9hP2Tv2TYPh9Hb/EH4gWofxDKBJbWsgyLMHkMyn/lqPflT6EZr9VyTJPY2xGIXvdF2/wCD+R+2cOcO/V7YrFL3+i7f8H8vU3f2p/2rNO+F9pceBvBVwlx4suEIkYYYWasOp7eYew7DnuK3zrOlh06NB+/18v8AgnTxDxFHCJ4bDu9Tq/5f+CfnJ8C/gP4u/aC8VyzyvJFpglM2p6g+T80h3MAx+9I5J9T1J4Br4DLsurY+q7bdX/XU/L8pymvmVdpP3ftS/rqz9pbeD4dfs9/DYRr5Wj6Bo0eWPRpHI6nu8j49yelfsCWHy/D9ox/r5tn7wlhMqwn8sI/i/wBWz8Wv2i/2hNe+OfiLe+6y0CwZvsNoT93II3uB1cjqe2cDivx/NM0qY2pd6RWy/rqfg+c5zVzGrd6QWy/rqfNRIZiVOX4znpxXgnzAXEyqqGPJQfexzwe9BoNUOHTeqhTnb049Dj3oMyIxJlnTOAcHb0/KgB/lndnbwo5HXIHOf8aAImKKAIyCIzkjr9CDQaE6uH+ZMkns3HHoKAPUB8Gviu+mW2tW/hPUJLa8ge5hcQMweBPvOoA5UUAfXf8AwTxuLix+KPiGzu4tsjacNyHggxyAcj/gVaIlM/Wg+Df+Ei0q+a7uT5DyOuwKCUJAIPXsea0u9iHufG+qWF1o+uy2zSNFLHujdSO4NTfuM/Hz4j+INQ8H/GfxPeWgEkrzMpLjs6q2a1VWVOXNE8TM8tpY+iqNV6J30PMU8T3zeI4/EtyizTCfzyhHysc5I/OslVl7T2jIlltJYJ4Km7K1r9VoNn14yjU43tFUag4cesWCTx+dL2l+bTccMFy+xam/cVvU3NI8Uf2bq+ja6+lbotNj2OACFmwu3cTjGeauFS0oz5djzMVlvtsPiMKq2s3dd463O9sPjRa20F5DdaOj+ZIjQgYwqo7NhuOfvEV1wxdr3ifKV+DpzlTlTrtWTv8ANJafceVaPq2jw6+uoarZ+bZnzN8S+rKQMfQnNcFNxU+aa0PvMXhcTLCOjQnaeln6FF73TG0+6jWFhdNNmJuwj9DS93lfc6I0a6rQk37qWvqdhoeq+CLfxZBc38D/ANkm3KyKVDESkYyBkcV1xdH2ib2seBjMLmc8BKFKS9rzaPyMfRPDcXiI6nexXcdlHbuSivnDF1d0QY6E7MCsYU+dN3tY9HGZi8H7GlKDm5LW3k4pv8blA6Rq/wDY99ceYVs7S7jhmTfx57h9p29+FYZpKMuRvomdSxeH+sU4W9+UW07fZVrq/wA1oaIg8WeGbvVY4rp7WSweFbjy3/iziM++D0PanJVKbflucSqZfjYUXKCkpqXLdeWvoS6d4a8R+INRv7BZgLkQxyz+a+0MhKBcn23A89qIU5zk4onEZhgsJRpVeX3btKy2et/yZTgsvEthfajY2xYzx2sqXGMMDaqBuOf7uAOR2qU6kXJJdNfQ6Z1sHVpUqlT4XJOPT3+nzIIbvX9HudPvkXDtbstsXUMGgbch4PBHLCovNWZpOjhMRCrSb05lzWe0lZ/5F99U8UeI9Z06do1nvJn8u3yiqJGOFwegPpzVpylJaanIsNgcFhqsU2oJXlq3ZblOa01/QL6yhurXZPFLHcwo4DBy2CvA+8GwOKzd4NJrzOmNXCYulUlTneLTi2ulr39Lan//1PxH0nWNc8IamzJpyx3flRRbJFYMOODgYOXH51vGc4S0Wp8lisJhcxoJOreF27pr5/JGVHda6YriVLcGOWC43EpnEckg8xsn0bjPalzSS+XY7pU8LzQi56qUba9UtF81rbqLdaFqkEtjeatHiPUAXT5hkqo7gcjt1rpoU+ecPaLRlUMbRnGpSw71ho/66n7E/sE/CXwPp/gub4pppYXxG8lzax3nnTfJbsFDL5Zfy+SOpXPvXXjqVOlVUaSsrHp4ablDmkz9NtK0D+x7eCWa5kuDNCo7dCM9hXnNt7nRoedePrqXQfBPizULa7kiSO3lfgjgquKlytoaI/m3dpWMkpbLSNn6knmoJBYjcEBBvY8Ae5rMD9IP2X/2N59bNn8QPirbNBp/yzWunONrT91eUHkIeoH8XHavvsnyF1bV8UrR6Lv6+R+mcP8ADUsRy4rGK0Oi7+b8vz9D9OvEvgrwx4u8L3HgzXLCKfR7iEQG32gIqAYXYBjaV/hIwR2xX6XWw1KrSdGcfd7H7BXwlGvReHqRTg1a3+Xa3Q/Df9on9n3W/gf4iMB3XWgXzk2N4QcEdo3xwHHf16jjmvxTNMsqYKrZ6xez/rqfz5nWTVMuq2esHs/0fmfN7byp2tjI5x3rwT5YUp0Kt269TQBKVKku3zHGAAc//qoAWNdzghDv7gc4zQBI2GclsDHTPJyPSgBGkB+VQACf85oAVmZvl3kk0ALuJGAAf5kUAOXEh2H5c9z1x+FADVTBG1QAMg89aAFU4GM9TigBFGcuDu45J4oA92/Z4+NM/wAD/H8PiZbJL2zuV+z3URA8zyXYEmMt0YYBHr0yM5Hp4DFvC1vaWuup8NxZw5DPculg3NxkneL6XV7X8tf16H7yWep+E/jL8PZZdHvjc6Nr9q8LSQPtkUSLhlz1Vxnn/wDVX6qpU8VR91+7JH8BVKONyLM0q0LVaUk7NXTs9H5pn4V/tA/AbxJ8CvFEllqG++0m6bdY3qr8sqjkB/7rjoV/Ikc1+V47AzwtTllqujP744U4qwufYNVqPu1F8Ueqfl3XZ/fZ6H6W/sg/tL6D8QNAsvhxrwh03xFpUCRQIoCRXUKDapQdpABhl79QTkgfbZRmUKsFQnpJfifzD4i8FV8vxE80wzc6M3d9XFvv5Po+mztpfE/bU/Zq1n4l2i/EbwfNJc6tpUOyaxLErLAnJaEdA69SP4hnnIAOWc5dKt+/p6tbr/I7fDTjShlsv7KxqUYTd1LtJ9JeT6Po/K7X4zSW01vcPBOpjeIlXRhggg8g+/4V+dW6H9nJpq62K4LA7mGzDYH0oGNXnO5dw5z70AQx/u3Akx6c98f1oK1JG4JySP8AaHFBI7eEQqoxnOD/AI0ARxsI3V8bijA47ZzQB+4X7Kf7RXhv4oeGLbwfeRxaT4i0iJYzbIAkU8acCSIev95fXnJycfsmR5rTxFNUZaTXTv5r9T+gOHM7pYuksPJKM4rbo13X6nl37a/7PXiHxqo+J/hSWe/n02Hbc2G7IESD/WQj2Ayy9Tyc9q8ziHKqlV/WqWtt1+qPH4pyarWf12i27LVeXdfqfGf7Kfxusfgp47nOv2An0zVAsNxMU/0i2Kk/MhP8PPzL1PqK+RybMY4OvzVI3T0fdeh8JkGbRwGJ5qkbxlo+69P1P2g8U6PpPxY+Hl9pGm6o8dhr1qBFeWj4YBsOrA+hIG4cEjI4r9gr04YvDShCWkluj95xNKnjsJKnCek1o1/X3n4CfFv4S+LPhJ4ou/DHiaAhtxa3uFz5c8RPDqf5jnBr8NxmDq4Sq6VVf8E/m/MMvrYKs6NZej7rueWKrJxnCj7xPfHavOPJIFWRSHlyY89B79qB2LMaHjeyh8Y3ev0oLGyeWExtDOcc56noMUEsZIm1fnTAbgH0IoKHSKioHZsrxkdenegzFjh2NM5+ZF5HPY0F2GxQnKtdHb5g4wO3v9aBghRV+RST/T1oJRZjkUs4QZwCM+rdgKB3I0ISBDnYwbJPqff0oGMKMdzupYnk89cj+lAEtnn7QzPltvCnHTHUUEs09yuxO3nqQKCRG3bR0Pmfd5oAeN5wWG/sAT0zQAxo2VsADPU4xx7cUAClGcdPm446jnqaAP2w/ZN+Avg3wF4UsPHltcw63rWsQCQXkZDpAjjmKI9iOVc9c5HSv2HIsro0KUcRdSlJb9vJfqfvnDeTUMPRji7qU5Lft5L8n80cP+2h8fvF/wAPIYvAnha0msDq0JaTU8EAoeDHCw/iGfnPUcepri4gzSrQth6Saut/0X6nBxVnNfDWwtFNcy+L9F+p8O/sx/BzRvjR4/fTfEuqpb2VqouJLffie7CHJSP16ZYjkDJr4vJ8vhjK/JUlZLXzfofnmQZXTx+J9nVnZLW3V+S/XyP2m1ifTfhd8P7q58P6Q81noNqTBY2afMwT+FFH1yfxNfsdRxwmGbpw0itkfv1VwwWEbpQuoLRI/Bb4yfGLxZ8YvFEuv+J5GjjQlLa1GfKto8/dUevqcZJ5Nfh+Ox1XGVfa1X6LsfzhmWZV8fWdas/RdEux5IoQuS5x6GvMPGIHVV+ZTjOOTyCfSgB5OQGPPYYoAUKzH5TnP8QPtQBEMgnPC9z6GgBEVSzStkccA9CfWgu4xsMDglc+n60EBkK6htzgenbNADH3IHXJKEY46j3oAduj3ZVeMAMT+hoARnRTlecfdH86C7DGhXBwPnzkEcdaCCVCyAnaFbvnv/8AXoAbI2RgEDPp0HvQaDSsaptHytwVwcj3HSgAaQKywOMb+4H50ATxjD73AZtuM9M/zoA+8P2J/wBmzw/8WL6bxx4umin0rR7jabBW/eTygBh5g6rFyM4zu5GR1r6jKMvhiJOpUfurp3/4B+D+I3GVfJqMcHg4tVaivzdIrbTvLT5aPXY/VP42/FCw+BPwzufFNvpb3a2u23tbe3XEayMDt34+7GMcnHoO+R9zjcTHCUHNR8kfynwxkdTiDNFhZ1bXvKTe7V1e3du/69D8D9W8S+Nf2gPihDL4k1NH1PW7mOCFpnKW8AlYKqc/dRQff1PNflk6lTFVrzesmf33hsHgsiy1xw1O1OnFtpK7dldvzbP3f+AfwC8J/A3wtHp+kot3q10qteXzKN8rY+6n91B2Gee5PGP1DAYCnhYWjrJ7s/gvi3i3F59inOr7tKPww7eb7vz+4/O/9tH9p/xDr+tX/wAJPCa3Gk6TYSNDfSsCk11Ihwyj+7Fnp13DnocV8hm+ZTnN4enpFb+f/AP6P8OeCMPhKFPN8W1OrNXj1UU9vWXftturn5vA78M5JHv1FfIH9FEiKADuPyngE8YoAdG2UOzr246+9UwE3MMsEy2O/apAMOMMoyW59h9TQBKMs+4jAAyff8aAEUqwyGGw57YoAncFn2jOPQfyNAA5TopyRjn0oAQqP4VAP1JoAduUAHksRjj+dAAqqx2oct2//VQA3BVwzncx4Ydh9BQBICFJJ45x/wDXOKACP5ZFMg+XPIU5zj6UAfvv+yd47+Fnij4ZWWjfDmFNOl0pFF7Yn/XpMwG6VyeXD9nOf7uflr9Vymvh50FCirNbr9T/AD+8QcrzbDZrPEZnJzU/hl0t/Ku1uq+fU+Yv+CgPgb4r6xHaeJ7O4kvPBdiq+ZbwDm1mxgyyKPvBjwGP3c4zzivEz6hiJNVL3gunb1P1TwkzTKKcZ4OSUcTLq/tLsvTquu/Q+X/2MPF/wu8GfEqO9+I1uiTzBEsL6YjybWckje+eBnjDn7vXIrxMorUKddSrL0fY/UvETLs1x2Uunlctr88VvKPZf5ddtT9r/HVp4l1rwTqtn4GvksdYurcizuW+ZVZsHI+q5APYkGv0vEKpKlJUXaTWh/DmUVcJQzClPMablSi/ej/XZ7rrsfzffELwz4v8LeLtU0jxzBLBrMMrG48/77s5zvDfxB85DDOQcg4r8crU506jjVXvdT/SrLcZhMXhKdfAyTptaW2t28rbW6bHHDcCo7dM5rA9QTdiTAJJjI6+lAEQVclTkAn8vcUMCNC2/acnnnHf3A/nQO5K4J+U45HAPQigQqKgG1sHuB26dqAPrv8AYx8R/C7w/wDEtZfiHGsd5NsTTLqYj7PBMTyXJ4Unja54Hcivqchq4Wnib4jfo+ifn/mfa8M18HSxieK3+y+ifn/n0P2V8f2/inUfBOr23gK6jtdcntyLOaTlA5xzkZ5K5CnscGv13FqrKhJUHaVtD92xsa88NNYV2m1oz+dfxfpPibQfF13YePopotXiuGN2J8iRiTkkHuD1BGQR0r8BrQqQqSjWVpdbn8wYmnVp1ZQrpqSet9z93f2cfEHwt1v4aadF8KwkFjaoFmtjj7RFMRz5wHVif4uQex61+2ZPVws8NH6roluut/M/onIq2DnhIrB6Jbrqn5/5nxF/wUA0H4rTajaazO7XHgqAL5AgB2wTEYbz145ZujdMYGc8V8ZxNTxXtFOWtPp5PzPz/jCljPaKpLWl0t0fn/mfmWVVywwAygEcV+fH5ZuJHJLGM/xScY/H1oJK/mMrsgGFzjJ9O/FAE8cYztA4Unp0PuKDQd5Skl2Jjbpj6evsaAIVCEffIBBGfr29qAAQERYChQRg47UAbXhuwfUvE2m6UfmW4mhQewZgKCVc/sI8MeO/hH4e8C6SmrajZW0ehxW2kSPMFUR3BiRTFkjq2enegk+U/iL+y/4c8GfHq3+Nng+BbbSNfspra+ht8IizsyPHKuBjDBTn3quawzXsLS3sIb1I5iB5pYKX+Y5Hf8q013QrHzr8V/DjR+ILXxJbowSeNo5gxyAeMNjjrjms22+g7WPw8/ag0KfTPjNqUKJmS6WKQKO+UA/pXXUg0oS7nLzxipcz0R4a7XtkLeC5t9hgfeAy4JHv6jiuWU7NKxyR9lV5pQle6toXNQ1tbvUtQvFsFhW9BAjHSPPcVs5qUnJLc5cPgnTo0qftG+Tr3Os0bx7Y2Ph+PRL2w88LHKhfI5D4x2J4x61UcQ4x5GjwMZkVSri3iqVW2qdvQ4h7qwla/It2xOcxc/6vnP41zcy10PpY06qVP3tt/MdplzpVvqNjNfwNJbRuvnqDyy55x74q4OHMm9i8TTrzo1I0pWk17vkxk0ukOt8YkZWd82+ey9wab5Un+AoQxCdO72Xvep6Aur+BLvQobW5g8q9EMaM6ochw/wAxznnINaOdNxs1qfJvCZrTxcqkJXhzN2b6W0/E4LQrO0vtUayuLr7JblZW8w8f6tSyjn1Ix681zxSe7sfWY6rUpYdVIQ5pXSt6tJ/dudN458LWPhO4gt7DVk1Jbgy7xGQdvlPtUkoxBLDkV0V6ap2SdzxckzKrj4ylWo8jja1+t1d2uuj0IrrwleL4htvD/wDaUMs2oSLEZN/7sFlV1Lv0x834Yp+ybqqmnv5lUs1pvCTxfsWlBN2tru00l8jn9PuNRbUFtbe7eN7wi3dgxGVLAbW55XgcVjG97X3PYr06SoupOCah7y9bPbzO18Q+DfEfhfSxr8moK8dyqWxMbMGaOYSLjnqn7og1tKnUhDnl6fff/I+ay/N8Hj6/1RUrON5apWTjyu/r7yOTvrPXbfTdM1G7kZrcwFrUlslYRKykKOw37qxlzpRc9rafee/RrYSdetRpr3ub3tN3yp6/KxamXxL4Z1VIpSYbzQnEijg+UzYfIHQ5JBrSSnCdnpynPB4LHUG4q8Kys99bXX6M6A6F47mtI/EvEsdh/pqOWUlNiLLuwewG3ilHnfvdtf1PHWOymFR4LZz9xqz1u3G3331P/9X8P5tQ8TavqV5dBt11bKs8pVQuBZDAb/gPf1PWt3Kcm31X6HzMMPgsPQp07e7J8q/7idPn+Bcs9K8V3l9pugm6EY1WCRIcsChhd2kcEjsXUn61UFJ+6+pzVcVgKdKti+S/s5JvTXmSSX/kr+4NasNV0bxJDouq3Zumt9zcElQzAg4B6H5RmuzBRksTGMmVgK9DE4N4mhDlUvv0/wCHP3o/ZA8O6Xa/s3aI86hbi8aeZnLFR8077f0ArTMZ3xMo9rfkfRYaP7tH1tdeQhCWh84ImG2v0wPavKbaO3lR4P8AHPVotB/Z78WXBlXzZbe4CruBYls4560a3FY/n7sLO51K+i02whee5nYKscY3MzHoBjk0km2khH60/swfsd2vhiKy8c/FC3W41bAktrF/mWDP3Wl7F+4HbvyMV+m5NkPJavilr0X+Z+u8P8M25cXjo+aj+sv0X36nb/tKftZ6N8LYZPCPgiSO+8SyKys4w0Nn2+bsX9FHpzjjPVnGexoJ0sO7y79F/wAE8jiLiqeIcsFlU7QWkqi/Kn+s9lpy31t8C/BH9qLxt8OvHU+t+JL2fWdP1mUNqKSNuZiT/rVycblyce2RXxOX5xWw1d1JtyUt/Pz9Twctz3FYPEuu5OSl8SfXz9ex+wWs6P4B+PXw9NrcGPU9G1aLdHIv3kYjgjurqa/V6tPD5jhu8X17H6vmuWYXiHAwnRnaS1hJfZfmuz2a6o/Dz46/BPxD8FfFj6PqUbXGnytmzuwD5ckfb6MO49e561+M4/AVMJVdOpt0fc/n+VOvQqywuLhy1Y7ro/70X1i909+jSeh41tYDcwwB1JPWvKKuOUJGvyjr37GgQ8FmBIGXHOc0AIVLNn2HTp+NACMp2ZIzjrigBNqRck5J/nQA4MAy7RwR0FADjnbtbOO2BjigBuCVILZPGKAHOqnDY4wBgfzFACK6ZG5c44+tADsK7kDhj+QoA+m/2b/2kPEXwM8QxpeMbzwxfOFvLTJ+X/prHnOHX8iMjrgj2suzCeFn3i90fmXGPB2Gz/Cv7NePwy/R90/wevk/2n1jRfhx+0L8OViudmraHq8W+GZCBJExHDI3O11P1GeoIr9JnChjKGusWfxHhcVmnDOZ80fcqwdmns12fdP+rM/n98ZaXe/Cr4o6xomhag/2rw1qM0EN1GCjM1u5UNjJx06Zr8orQdCtKEXrF7+h/oTl2Jp5tllLEVqfu1YJuL10kr2P2L/ZU/an074y6RF4Y8UOlp4usUAcZwt4qj/WIOzf3l9eRgEAfoeV5osRH2dT41+J/GfHnAtTJqrxmDTeHk/nB9n5dn8ntd/MX7f3wU8H+E7Wx+K2gqthc6teraXVsi4SSR0eQTLjhThCGGCDkYxg58TPMFTp2xENLuzX6n6h4VcU4zGc+UYn3lCPNGXVK6XK+++j6a79PzHYjcCrEj3xzXxZ/Tg0OUyg+UH17UAMKtI/BGO/+NAD2jcngYI9ehoAImVxnGS4OQP8DnpQBB/BlP4sgn1AoA1/D3iPWPDGqWuueH7p7K9spBJFIjYYMvv/AE7jitadSdOanB2aNqVWdKaqU3ZrZn7hfsz/ALTGjfGrR00bVmSz8WWMY+0Q5AFwo/5bRj/0IDofQECv2TJ83jjIclTSovx80f0DkOewx8PZ1NKi3XfzX6nx1+3V8DfC3gm4sfih4axY/wBtXf2a4skGIzKUaTzUA4X7pyBxkjGK+S4iy2nQaxNLTmdmvM+G4ryejhmsXR0UnZrz3ujzr9lj9qK/+EV+vhbxXJJdeEruXknLtaO55dO+3uy9DyRzzXn5NnEsJL2dTWm/w80eXkGfywM/ZVdab/DzX6o/VH4nfDPwR8f/AAEtjdvFcwXMYn0+/hIZomYZV43Gcq3GR0PHHAx+n43B0MfQSevVM/YMwwGHzPDJN3vrGS6eh/Ph4i0o6D4k1PQZZfOOm3c1vvReJDC5QsAezYr8Kq0/ZzlDs2j+bq1P2VSVNu9m19xlERk4b8jwaxOYblclEGApBzgY4oARlzj5gT1x2x60FIRnJlRMZVySB6H6dqCRVjmWd3XOzbkjpz/WgBZJF+aNlxv6nqB6c0Gg9hIIhkDb0z2Oe4oFcc6BcqzFcc56/gPWgZXSFHVfm2ljnoRgn2+lAFhTF5K5yXbILAdx7UAKpJC/wsoxkdP/ANdBmTxRvFJgEsvU89zQO5cUHHDAkA9+f8mgQpIEY5wT264oAiVc8qeD68e9AEhBGCDwetK4A4G12VAvPXsKYH07+zZ+0prfwX1pdM1Znv8AwveSD7RApyYieDJGDgbgOoyAcdRX0mU5tPBTtLWD3X6o+wyPPKmX1OWWtN7r9Ufr54o8L/Dz9oH4fiCd4tT0rUYxJbXUXLxORw6k8hhnkHHoa/WK9DD5jh7PWL2fY/bcRh8JmuFs3eL1T7H4v/Eb4VfEL9nT4hKY5pLbyHNxp2owkhZVQ5Ug9mGMMp7+owT+OYzCYjL69np2aPwPH4DFZXiUr2trGS6n6i/szftNaN8Z9GXQfEDx2fiq1TEsJ4S6QcGSPPf+8p5GeMjOP03Js5hjIezqaTX4+h+x5Dn0MfD2VbSovx81/keEftZ/smDUI7r4mfDC0AuV3S3+nxjh+7SxAfxd2X6keleJneR74nDL1X6r+v8AI+b4i4d+LF4OP+KP6r9UflfJFJGxV1MbqTlSOQRwa/ND8gsV8kMA6/l/SgRPujbk/e6YPSgBgV0kYfdXO4f7vrQUyInLHqQef/rUEkYUgHuTjjtQAbdjAKNrY596AEJYcgcAdQetACqwdiHB5Xgj17UGgwRPztO5m5PqKAEKsBvRh6flQA9mwCFJYn1HX8aCWJlWkCs3OOgoKELjaGwCpODQBFMheNGj+ZiQwHcY60ATjynlX5SdvIzx1oAhwZBhcptP6+/tQB698Hvi74q+DHim38V+GLrbKrbLi3bJguIweUkGeQR3GCOoINd2FxVTD1FUpv8A4J8vn2Q4POcHLB4yN09n1i+6ff8AB9Uz95fhV8Vvh/8AtG+AZrm0jiuIp4xDqGnT4domcfdZT1BwSrY7cdK/UcLiqONpO3zR/A+fZDmPDOYxUm007wmtL27efdeZ+VP7U/7Jep/B3ULjxn4NWW88JXMhcgfM9kznhGI52Z4Vj7AknmvhczyuWGftKesPyP6x4G48pZ1TWDxdo4hL5Tt1Xn3X5I92/ZI/bIVVs/hj8VbwYBEVhqUzcjsIp2PX/Zc89iTxj08qza1qGIfo/wDM+D4+8O+fnzTKIa7ygvzivzS+S3Pp/wDaa/Zf0P446S2s6OI7DxZZx/uLnAC3AUcRS+ueiseV45wMV7eZZZHEx54aTX4n5bwRxzWyKr9WxF5YeT1XWPnH9V19T8LfE/hbWvBevXnhrxLZPY6lZSGOWKQEEEdPwI5HqK/MalOVOThNWaP7sweLoYyhDE4aalCSumjnlyuFZRgev86yO0VUXLBWPJzwaABsqg3Nj3IyT9BQA9SCB/L/APXQBMqkj94xK9gen4UAOBUMXxyo6EZ6fWgBHJYhk+Ut35AoAaVBXkYxQAKrNhmPB/nQA8nGGznnmgBwwOF5PUHOBz7UAIrOT157H1xQAbcqCCfm+97UACkDOHwx6+/vQB3Hw/8AH/if4ZeJ7XxX4OvWtL20Oc/wSL3R16MrdCD1FdFCvUoTVSm7M8XNcqwmZ4WWDxkOaEvw812a6M/dL4DfH7wb+0F4Vkt5Fjt9Zij8u/02XBJBGC6A/fjbn3HcDIz+o4HH08ZTs/i6o/g3ivhLG8OYtVINuk3eE1+T7Nfj0vrb8/f2vf2UIPhvHc/E/wAArt8ONIpu7UEBrR5WCgpn70ZdhgDkZxjAzXyWa5V7C9aj8PVdv+Af0R4f8ff2q45ZmL/fpe7L+dJde0kvk7b30LX7Kf7Ycvg24tvh18Sblp9AYhLW9fJezJ6K/UtH9OV7A54rK82dK1Gt8Pft/wAAz498PIZgpZllcbVvtR6T9O0vwfc++fjz8APBn7QXhdZ1lig1eOLfYajDh1ORlVZlzujb26dRnpX1mOwFLGQuvi6P+uh/PXCnF2N4cxThJN0m/fg9Pmr7SX47H4NeNfB2sfDzxXqvg3xKhg1LSZPLlVcMvIDKQc8hlII789K/LK1GdGbpz3R/fOW5lh8wwtPG4WV4TV1+X4PQ5Jy20Ywd2OhrA9QapVXO4bgf0oAhky2DtOfQcHjvQApVgADwT+NACoEcnsBwQfX60ANwY2LA52+/Ue1AH6Mfspftfy+Hmtvh38Uboy6WcJZ37kl7bPASX+8noeq89c8ffZLnrpNYfEv3ej7evkfqHD/Ero2wuMfu9H29fL8j7Y+P/wCzz4R+Pnhz7VA0dtrsMe6yv48MrgchJCPvI3TIOR15AwfsM0yqljafNHSfR/5+R99nOSUcypc8Xaa2f6PyPx88P+KfiX+zJ8T7m0tWFnqelyCK7tXJaGdCAwVgOoZSCDwee1flNKtiMuxDtpJbrufiFGvi8pxbUdJR3XRn7RfC34s/D79onwVM0MMcnnReXqGm3BDtHvGCD03L1wwA/A1+vYLHYfMaL09Ys/dsvzLC5rh2reUov+vxPzG/at/ZZu/hLcS+OvCTGfwnNIoaM/ftHkbaI2P8SEkbTx1wemT+c5zkssI3Wpa03+B+UZ/w9LAydejrTf4eX+TPiAyEn5VwSPyr48+DY8plSmeCOcc/XmgoTHlqFZ8+h6UGYx9zqeM8c5P5/nQaA0oSH5gSrYHI5HpQA2RpIigUbkJ2nrQB9Ffs5/CD4gfEvx1pl94J0OfV7PRry3kvGi2gRKJActvI7DtXzWb5/l+VRUsbVUb7Lub06U6nwo/dD44/s7/EjxN8IPF2geCxa6hqusa9FqlrbvhWSHCBhk/xrjg15mVcXZTmdX2OEq3l2egVMNUpq8lofUHjfU5PDXwj0vw5rcyf2tDYQxSKGDMJUQA/qK5+LM2jg8BNUppVHZJX1OzL8O6lVOS0Pj208V+GJNWt4vEM/wBjv77aI2disbumcjqBn2rThziOlmFBU5u1Vbrv5np1slxPs54ijDmhHe3T/gHpTWvh7UtRgsNT23scisNuTjpnPH0r9EimlqfLt3Pwe/bugtPDX7Rkt3pkASGOON1QkkdxjrmvRr+7RpT9f0PJrUfbRq0W90fJ/iHXtV8TwCWe1yVOUdFPyp2XPpXlubqv3jw8vwOHwM+WE/VN9e4jeLLF9cGpT6XH5Qt/IaHsXH8f1rok4qXNboNZVVWF9jCs783Mn5djmvt1p/ZcVi1uPPim3tL3Kc/Ka5brlSPZ9hU9vKrze61a3n3Oo8PeIdE0zXbi/ubPdZywGMRbQ21iBg4Oe4ranOCk21oeNj8vxNfCwpQqe+ne+2hS1zVtG1PU4b+C0FtGZAZY0G1dgPYDviolyykpG+BwuJoUJUpz5nbRvuJK/hSW81fykkWB4/8AQ+DxIB0YfWtJRpJy7dAjHHqnQ5muZP3/AE8jLK6OYdP2syyEsLn26Yx+tYe5pb5nffEc1XTT7Jf0q08NyahfLqNy8NrGf3Lpyx5IGF4z2zzwKfLDW70OfFVMbGjSdGCcnunt95LYaZ4elvb2G8vsQwFPKdOPMBOG7dhzUe4k7sxr4rGKlTlTp6u90+mmh6NafD/wJdBWbxPFGCFOS6grnyNxwR0HmPx/sV0whS/n/rT/ADf3Hx1XP81hp9Tb36P+/b/0mP3nMzeD9BivJLaHVlcRoXDKVI+VSS2cjjjtz6Vnypu1z3I5tinTU5ULXduve1vX8O5zw0pbvVpdH/tMTW8Xm7Jcko4iBKkAkfexx9ayt77SeiPW+tOnh44j2VpO111V7X+79DurH4W3Wqw2622sxSQMMKCc7Q0jrgLu4yUzgeua6Pq8pWtI+Yr8T06Dk50GpdfP3U97edvkZmqfD/VrW9SG91OOaS72ZfJfcrCIg8Ek48wflUypPTme/wDwP8zswmfYedNyp0WlG+m1rOV+1vhf3lDUE8YaVbQ6O+qObS/IjCJLlD5iKuGHb5MAjqMYNS+aPu30Z24eWX4icsQqK54a3a10bd187u/Xc//W/GzSPhxLqN3cRnW4bZgv7x2bbv39Rywzn9etdMKTk3aVj83xfEKo04P6u5dl2tt00/TYy/EXhW10KFWXWUupoVGxUYHaDJtIBBPHJPBrGcVDd3PQy/NamLlb6u4xb1uvK/b5GTc2FjZatYCzvRfNIrea46BwORzz1zz3r1MBGKxEeV33PTw9erVo1PaU+RJqy8v66dD+hr4EyafpfwD8HaFdA7rixtWdNpB/eAOef+BVGM1r1H5n0NBfu4o92hbRLSzlktpDGpz8oBOa4Ixk9WbtpaHzb+2fqGj6f+zddrFAsc100Sq2Pm+c89++a1lsQfjj8LviprHwo1uTX/Dum6dfX4X5JL+BpvKHcoFdcH35rfCYyWGn7SEU35q9j0MFi3ha6rxipNbXV0vP1Pfdd/bn+OWvaPcaW506yW6Up51rbvHMoPdS0rAfka9utxFjasHBtK/Za/me1mfEONx+HeGqtRi9+XRtdm77Praz8z48uprm9mkubyZpppWLOzksxY8kkmvlGz5RJRVkrIhHyrt9O/1pDPoX4RftMfEn4L2U+meF5Le7sbjnyb1HlRWH8S7HQg9uuPavcwObYjBpqk7p9Ge/lmcYnLpSdBqz3T1Xr01Oh+Jf7Wnj74reH5fDPi7R9Glt5OUlit5lmib+8jGZgCPcEe1b43Oq+Lp+zrRj9zv+ZOb5pUzNwlXhFSg9JJNO3VPV3T/4ax8ujGPmJ4z1r5w8Ikbd5eOoHQDt9KAFjADFVfAPr/gKADd8wydoPXHbFAEjBEJXdjPbPWgAVG2bgwJ5GM/54oAYG/hUdOtACgluD/Bnvx70ASqN6HOO3sfpQaEZd5B/d7cCgzBiQPlXcfzoAdlSdy84HU9/b3oAGXcgXHzY5Dc5oA+qP2YP2ldc+B+vrpeotJeeFtQcfarblvKb/nrEP4WA+8B94dQSBj3MtzGeFnZ6we6/U/K+NeDKGfYb2kEo14r3Zd/7r7rt26bs8A+Iuu2/iTx74l8Q2ztLDqmqXd1GWBBMc0zMpI6g4PSvLrzU6s5rq2/xPvMowssLl+Hw094QjF+qSTMfw/4h1fw1qUGraFM9pfW7pLDPG5V42Q5yMc55rGMpQkpRdmj0MRh6WIpSoV4qUZKzT1TR9cfHr9piH45/B3wvoesRCPxLpWomW8CLiOVVhZFlXHALFuV7HOBjFfQ43MvrWGhCXxJ6/cfkHC/BP9hZziMRQd6E4Wj3T5k+Xu7W0f6nxe6oEcsMYwe3Ga+bufs5GxVk3KNy9P8A6350wEMaKcBzg9R0waAEjZjtEh/z7UGhECN7QIu05wAeOPr70GYMNh55yMnmlcpjTgct82PSmSbvhnxJrHhLXLbxFoF41lqFk4kikViGXHuK2pVZ05qpTdmjoo1p0Zxq0naSPrT9oL9o7T/jp8IfCumXq/ZfEenagz3kSj924WIqJUI4AbdyOMHPGMGvqMyzZY3CU4S0mnr9259lnGeLMMFShNWqRevZ6bnxZGAGeId8k49q+RPhT7Z/ZY/aqu/hXqFv4N8XySXPha8fCtgsbNmP31H93+8B25AJwK+uyfOHhJeyq603+HmfeZBn8sDNUa+tN/h5+nc+RfFN/DqvinVtTgYNHdXlxMrY4KvIzKfXJB718xWkpVJSXVs+NxE1OrOa6tv8TnGB+9guq8/QmsDlFTMgYK+S3b0oNBrZwsmRnGDj60Esc37xzNINuwAg+hoKA5VOjMrdz796AEXaq7Su4HI5wfxxQBNvkl2RO3JGCOxx6UMzFVwu0FSy5xjGcD2oHYZOVYqQMKx+bPUAdxQWPVUOCrZcjdj1x/KgBTGH++MCQ8An07UAWITF95WJOfmXPT60EsuoGDYwCTyB1oJI9rHLgYz1GeBQAbTyG4AGeDQAuCgX5sqvY9if50AOHl7eHA6kg9B9KAIDs+XyjktzjP8A9agD6i/Zu/aU1r4Ma0llfGS+8LXzgXNs5y0RP/LWL0I7joRkdcEfSZTm1TBVLPWD3X6o+uyPPKuX1OV603uv1X9an3b+2Xr/AIb8Z/s1xeKdDliv7O5vbNoJlwSAzHcAeqnjDD2r7jP6tKtlyqwd02rM/R+J69LEZSq9J3Tasz8gtG13VfDesWmr6JO9neW7iSGVDtZWB9R/LvX5NTnKElODs0fiFOpOnNVKbs1sz9rf2Zf2ndJ+MOmx+HfEDJZ+KrNMOudq3ar/AMtIwe/95fXkYBAH7Fk2cRxcVSq6VF+Pn/mfveQZ/DHQVGtpUX4+a/X+kflH+0TBDa/HTxva2sSxQR6lOqRxqEC4PQADGK/Ms1SWNqqKsrs/Hc7SjmNeMVZczPFkf91tJ2qOeeuTXjngA0YDHByeD6CgpkcsZdg4fDHAYe3Y0EisocKEA45PtigCAOG+UHjnkUGg5h5WDkHjnIzwe1BmQmRuXRMMOoA6D+VACPJh02g9un1oAldXcO6ttxg8enoaAF2j5QvCN7deOMig0GEhpik+VA79OvSgBu14TtUhucY7n15oMxzFNzKuPm6Ae3vQaEcG1jnn5D/Fxn8KCUPAEgZXJJyQAOOD7dKCiJmfgbSw4Gc8j3AoAsrF8uUYAscfUjv9aAPSvhb8T/Fnwm8XW3i/wlctbzRfJIhP7uaMnLRuOjBsfmM114bEVMPUVSm9T53Osmwmb4SWDxkbxf3p9GuzP3m+DPxq8CftFeCZnt44zcmIwanpk+GaPcNrgqfvRNng9MEA4ORX6ng8ZSxlLz6r+uh/A3EnDWP4axyu3y3vCa8tV6SXVfNaH89viaAW/ifU1gAjWC6nVAvAULIQAAPSvyiokpu3c/0KwcnPDU5Sd24r8j9IP2RP2xJNHay+GPxWu2awO2Gw1CQljB2SKY9dn8Kt/DxnC5I+tyrNuS1Gu9Oj7H85cf8Ah4sSp5plMf3m84L7Xdrz6tdfXR7v/BSXSdHNj4I8Q2dvEby9e7je5jALSxIsTRgsOqgsxH1NbcQwjanNLV31PM8HMRX5sZhaknyx5WovZNtp6dHor+h+VSFh8smTkcV8Kf1aPAJQndtz0x6e9AAVBTa3fgHtQA9WkC7OBxgY/pQA9cKhXBYnnd6fSgBiMw2sDkfnQBKzFTyCCCc8etADwrgA+vBBGaAGBSSUAyBQA3C/TngUAO3AjaOCehI9PSgCRADxgigAyAPLIy3f/wCtQBEoDDJG36UAPwGUMDwDj60AdT4P8ZeI/A2v2/ibwtfPY6hZuGR06n1DDoQe4Na0qs6U1Om7NHnY/L8NjsPLC4uClCW6f9bn6YeNv2lPDvx6/ZS8Y2F95eneK7C2tJLm0zhZCl1DmWEHnbnqpJK5xk9a+3q5lDFYCopaTVtPmtj+Xsv4LxOQcWYSrSvLDylJKXVXhLSXn57PyPyiHLY+XOMn1zXwZ/WR91/sq/td3/wvuYPBXjyZ73wrOQsUrZMtkx6FeuY/Ve3BBGCD9Plmayw79nV1h+R+FcdcAUs3g8bgVy4hbrpP1/vdn96e68q/bCuLC/8A2gvE2q6ROl1Z6klhcwzREMjpLZwkEH3FcWbNSxk5R1Ts/wAEfUeHtOrS4ew9GvFxlBzTT3TU5HzGkMYUKrZHT8a8U/TRQvyjcQeetA7EYjlxvjO5VPJPY+9AhxlZTtYDPqPegBsiosm52x5gzj0xQBGzElpMYB9P04oAbtDEkdemc0Afef7LX7W1/wDDua28B+PZmvfDUpCwXBy0lmemAe8fqvbAxgZz9rk+dyw7VGvrD8v+AfoeQcRSwbWHxLvT/GP/AADyz9siSxvf2gNc1PSrhLm01K3sLmKSMhkkSS1iwysOCDivPz5xeOnODumk/wAEeXxNKMsynUpu6ai0/wDt1HiHw++IPiv4Y+J7PxV4XvXtLu2JyAfkkUkZR16MpxyDn8xXi4bE1MPVVWk7NHz+ExlbC1VWouzR+mPxQ+O3hf8AaB/ZV8VtbOlhr2nR2U95ZFsldt1CC8eTloyT15xkAnNfoeLzOnjssqW0mrNr5rVeR+q47OKWZZPVtpONm1/28tV5H5MlEYNxjHT3FfmJ+PiOCiAMNvHXoee5oMxF+YqVHmY6k9KCkKxYq2M5BzntxQURylJIjE3DMcN9D3oJ3Jg7oUD7Rtxg9Dn15oFY/Ub9gX4lan8NvBXjS/0W1W/v72aLyULBBlUOAfQZNfzl4kYCGNxeGhUlaKTv959blDgqc+ZXP0Z0T44+MdS0m0uL2JbXUWQGYISVVz1ANfh39mU8NXc8PNqz0ezPqlNSjZxRzmp3+qa7cvfahK0rt/eOa7JTbd5Nt+YKPZHzv8ZPAU/jXQ2bS7lodS08mS3Kkgbx/nrX9DcKZLRllv1qMv3jf3eR6eRcXVMmx8qNSClRmrSTX4nY/swePNb8R6DFpXi6OSXVdDmaCZ2GXZcYBNfrmW4mVWk4z3Wh4XGeUUcHioYjCNezqrmVuh+an/BR+CNfjLFcxxlBJbpwwx2r6itrhIerPyZfxX6Hyn4Y+Ilx4Y05LG60wToI9iluMHIYH9K8+nVcdLHwWZcPwxtZ1YVrO99PRr9TjoNWiPis+Ip7LzLeS4aZoMfKVZslQelZ8/v80lofS1MHP6h9TjUtJRsn6Lcnt9a0+PxFFqt3pwks49wMIGMqc4z7jNOFSKmm1oYVMJVeDdCnVtN9TkpQZHZo12gkkZ9Kx0Z70bJas9r0jxR8OhYeVq+nu1wNo4QEN8oyc57HNd1OpTt7yPzbGZZnHtb4equXXr5nlnhs6AdUkTXmYWex9pHJD/w1lTir+/sfcZj9b9gnhPjuvu6l/T08Nz396L13htjbOYCBnEwT5QfYtVwpwd+btp6nNiJY2FKn7JJy5lf/AA31/A5HMYaTcD2A5/z2rktbc9+zsrE1ybVZn+zbvL/hz1PHeiVr6GdP2jS59z2rw1b/AATm0zdr893FeckkFlGCIMABQRwfO+oArvhDCuPvN3/4b/gn53j6nEka3+zRi4/J/wA+9/Lk+dyp4v0j4UQ6YJPCmpyyXmxXKuxZDgPuQgqCGLbcdutZ1qdC16ctToyvFZ7KvbHUUoXt2a2132SueQRLbNgtLsODkkZwcVycvmfezc+iueqeBvCXg/xBbiXXfEn9mz4QiMYBUl3VgS5A4UKwx6110adGWk52Ph86zXMcJPlwuE51rr30TW3m2vkdDf8Aw28NQ6Ut9pni5Jboj91GSnLgQHblWyv+sfnH8FbvD0rXjPX/AIb/AD/A8ahxFjJV3Tr4FqPV67e/rqtfhX/gR4k6z+Stw1yWPmOAN3IZQDu/+vXnPa5+mpw5nBQ6L7ux/9f8ffD/AId+E0uk2114k8QzreuR5sSNgDvx8rHgYB967qdKg4pznqfl2OzDP44iVPB4Vci2bX/BW55t4kj8Kw6vNH4bmmmsBjY0oG77xB9M/Ljt1rCp7NO0Nj7LLpY+WHi8ZFKfl6f5lDR/KbV7cRZxlh+HOP0rtyz/AHmP9dDvrKXspc3kf1MeBtF8P2fg3w9p1y5P2OwtY+B90pEox+lRWblOT8zvhZJWOxhPg6XfBDdhRHwRkf4Vmr2Kk9TzD4meAvAfxTtovCfiaSTUNJiKv5KP5Y3L0+ZMNx9ayaugTR4e/wCxv+zHBlL3TJIN3TddzAn2GHFRawrjLv8AY7/ZiFhO9rp0vnIvy/6XOcH6b6mKb3LsaNv+xP8AswnSIri4s5XlK5Zvtsw6+wcYrXlQupQh/Ys/ZiuAT9ml8scAi+lx9Pv0cnYkqWn7FH7Nk15LG1vP5KfdzezAfnvoUDVJMJf2Kv2aor2O3W1mZSM8Xsx/k+av2aCSSNc/sU/stwxebdWc8ZYgDN9cAD85Kjl8iNAvv2Jv2XltJJIYZlbGVIvpjz9N9DiuxKsZekfsT/s3yW4e8tLmViepu5hwfZWo5EO6N0fsS/srSF9lrMpiOD/p83X3+ejlXYbOat/2Kf2d2Es32e6ZA5w32uTbt/FqhxsSWZP2LP2aPs8rQJcMwUspF5IRn/vqlbUasWT+w7+zfHpdvczm586RFLN9sYckc8buOatRQijd/sPfs7KkZi+1eZIwB/0xzx/31RyFK17CXf7DP7PMVxFDuuSkhOQLtiMD6MTWns0W4pI00/YW/ZpJRJZLpZGB63bjj8TUKC7ENoxLv9hn9n5b829nLeGMIGIS4LEN9c1LgGg5f2G/2eD/AK27u1cnBAuTuHpkZrNoOpPp/wCwl8Artb+We8vNscgVMXBBAGc5JPNaKCKKjfsH/s/zpLP9tvAVyVIuQBkfQ0ciJZB/wwd8B1037W95eltoOPtA7+2atU0acqNO3/YO/Z3aES3N3ex4UEkXJGSR9KlwszPQq6p+wP8As+W1k89nqN8JG6f6Tu6+gxQ4Im5Qj/YM+BGF87Ub9FYA5eYKM/Xms+Ww20QX/wCwV8BRbq1nqt8JHlUHMwIA/Kklcqxr3/8AwT9+AtmVji1bUAf+uyHNbciEjNuf2AvggstvHFq1+3mn5syp/hU8g1Zi3P7AfwOiuoon1XUGDgg/vkHA9wDWns1YppJGoP8Agnz+z9JgPq2orJJn/l4T/wCIqFFEO25hX/8AwT++B9vfRQWus6kUdSzDzY2OR/wEVPKg0GD/AIJ+fA6QHz9c1FT3BljB+uNtRbQkZa/8E8Pgrd6z9mXXtSFvHEWyJY9xP/fOMVainuU9iRv+CdvwU+2FU1/Uz2P72L/4iqcUUR2v/BPL4PTXc0X9u6lsiIxtkizz15KUKCGlc0o/+CdvwK2t5mu6qhYhQPPh/wDjVNwVxSRlaj/wTw+DdhLBFaeIdUKysQwMsLH6jEYqXBdCEyvH/wAE8fg6fnl8R6kuzgZeEHn28us2tBBb/wDBOf4S3epPaJ4m1NYUhD7g8O7cTj/nnjFVGK6mgJ/wTk+FG9oI/E+p4HfdCT+fl/0qnDsBWt/+Cc/wzuIpmPifUgImZRtMPQf9s6aplJJj9O/4Jx/CK4CzS+J9UQ4YHEkHP4GI/wA6HBIh72Ld/wD8E4vhVFYyXNv4s1PKqCuWgIz/AN+qXIguY1v/AME7PhxKFz4s1JSwySfJGDj1MdTawmLff8E6/hyVtxB4sv3Z5FQ7vJxg9TxH1qVG5Rfv/wDgm38PbadYovF2ocHB+WHJH4R1pyIDPb/gnB4EN4LP/hLL9wyb84hyCD2/d+9HINK5oL/wTg+HnnbZfFmoIxO0kCAA/gY6bhYJKxck/wCCb3w8ELyweMdQG0EZPk/r8lTyojqc1bf8E8/BlxEhbxbeAucHCRY/PZUuNg0JL7/gnZ4LtbOaeHxfdvLGOFKxYz74SkkCNK8/4Jt+EII4/wDir7zcwH/LOPj6fLWnIgRnzf8ABOXwukttCvi26bzTg/u484/75o5ASTEm/wCCcnhNL2OCTxfeKApI+SMcfitV7LS5Ukkayf8ABNfwZIuE8aXm4jcfkh/+JqVBNEOxdH7EYsfDeo/DiPx9dtoVxPDdGBo0ZRNHuAZRj5SQcNjGcDPQVuq1WNJ0U/dbvbzO2OKqqhLDqXuNp280c5F/wTj8NbVz40uF3D/nnH/hxXFbU4S94Y/4J62+lzReJ9J8eXdhe2NwWgkhRVZGjwQwYYwc100+aElOLs0bU6kqc1ODs1syXxX+wJb+LdZ1bxlrHjWWTUdRma4mcQIoLuecAAYBqq051akqk3ds0r1516sq1V3lJ3ZzMv8AwTg0e3shcN4xn2vjK+SuPmqVSuZcqSuzXi/4Jr+GpUZpPHFwDwD+5jOf1qORXsybFDVv+CbejabbrJF41lcFguGgTofTHpScOiIK0P8AwTi0qTcg8au3A5+zqMD8cVNgK0//AATa0mGS0gg8ZlxPJsP7hRtHr160oq5oaN7/AME1bG3cxL43Y54z9nGcfnWnISkZ83/BNq0S6htV8ZHEgJyLcZ4/GjkKiiM/8E1rGG6Fs3jdgMbv+PUHofdhmqdLS4NWNYf8EydNkQInj1xuBJH2Ven/AH3U8iYGHc/8E2be0vRaN443oqhgWtuee2AxqXECSP8A4JsRyxh28cgZPX7MP/i6h7GZHaf8E0jeXs1onjZUS2Aff9lyWz0GN/arUSmKf+CaLyTtGfG6HHQm0/8As6biUVbP/gmpNPLL/wAVqqCNtpxabsgf9tKahcpI1k/4JkpKA6+PdpJwB9iHP/kajkV7XJasY2o/8E1bi0vY4v8AhOI3WUH5jaYIx24lNS4didBYv+CbF26B08bQqV6N9kJ/9q1Fg3Et/wDgmtq17e3dp/wm0PlQKpDfZDyWz283tirUbjudz8O/2HPiF8MPFVt4r8G/ECK0vrPGf9FYpMn8SSL5vKsOD+hzXTQq1KFRVKctTxM2ynB5phZYTGQ5ov715rs10OFuv+CdHiLWLi61mfxlbo880srKtodoZmLHH73pk1k4uTcmevRoKnTjTjskl9w+w/4Jsa1dR+efHMEZcbjiyPH/AJHqXG2hVj0Xxz+xV8UPEXw/0XwjrvxAt9RsvDck0lm0lm3mqs4VShfzjlRsyARkZPOMAdVStUqU40pu6Wx87g8jwWExtbH4ePLOqkpW2dr62766nk0X/BN/xLKSq+M7U55GLVuP/ItcVj6NjJf+CbviyOe3gj8Y2cn2lwmfsrALnuf3tJK4rFi5/wCCa3i63l8k+M7Rs/8ATqwx9P3tW4eZVisf+Cb/AIz+0m1Hi6zyqg5+zNyD2/1lJQElcktP+CcXiyWaSA+MLVTGQM/ZWOc/9tap07dRuNtDRb/gmb4vwdnjSzOP+nV+v/f2lyeZBzyf8E7PGku9W8WWYIYpjyWzx/wOpcStC3P/AME5PHEVu7HxXZnygWK+QwJx2H7ziptrYklH/BODx2lnDep4qsh5qBtpibjcM4J31fIBUuv+CdPjqJI5D4msm3sBxE3H/j1HKUlqLL/wTm8dpNFE/iixBcnH7lzjHtvqvZspxsrmon/BNbx6w3r4ssdzdvIft/wOpULkWMW7/wCCdXxCt7s27eJrBiV3BzGw49OWpOIiSL/gnL8QpAH/AOElsNp9Y2wf/Hql27jsMtP+CcnxGu/tLL4g09PsrbclGG7PcDPtVqAgX/gnT8Ryjk6/p52ZPAbJwPrScPM0K/8Aw7y+JJsjcrr9ggPJGG+76HmqVNsagWrb/gm78SruMP8A8JHpq8A/6qQdemcUnHWzZNiO/wD+Cb3xM0+1e5XxBp7hecAOCfrmhwIM/wD4d5fFS5dGXxBpzMVHdyelKxTC8/4J4/FWzhE51rTpF3qoC7881CV9iiW5/wCCb/xas2En9uaYWbk/M2Dn8K05DMoy/wDBOv4s27RK+saa3mHAwzAZzwTxRylpEkn/AATs+Ksc0cTazpimTPO9z+gBp+zdhuOheP8AwTY+K8sQ/wCJ7pZJPynMoP8A6DQoeYrGZf8A/BOz4vWksVq2r6YyycgiRwAB25WpcBdCCP8A4J1fGGUlk1bTNoPP72Q/qFqbdSRi/wDBOr4xzX66dHqOl+YyFy3mybeO2dtUo3HsLc/8E7fjhJMYpdW0t2wApM0hwB0H3OlNwZZRH/BO/wCNc0rWf9o6WrR4yTLJjn0+ShRuJRubcP8AwTj+NTxyhda0kK67HAlmAYcHH+q9QDT5Gna5WqMnUP8AgnZ8a9P8lXv9KcOwX5ZpcceuYhUuJCIV/wCCeXxvkl3Je6UVB5Bmk/pHU20uUNb/AIJ4/G6XUfsUVxpfmvGZN3nyBRyB/wA8+vNUotgJJ/wTz+OwlEf2jS2YDBP2iTH/AKLo5WBSt/8Agnz8d5JZVWXSwsTYP7+TJPr/AKumoNgovoWbP/gnt8dbpmeK40kbiR81xL1Hf/U0OBLVj274K/sl/Hz4OeIpNZ1RtNudEmQi7hgnldyvZ1DRKMivhOK8m+u4GTivfjqv8j1cBX9lVV9mfbcuizppgbw7i7upYyUDDYok7Annv1r+UsBh6mLxkcI1Zt2PvKs406bqLY4fwVpfxmsYLlfilY2CRSSkQzWczEgHorKyL+ea/VeIeEaeX0PrWHd4rdM8PC5jKs+SWjPWtL8EatrEL3WmWZk8vp/d/Ovy/wDtutgYSpKo4qZ6VWlSla+rRwvgfSZfDHjnVRb6dI1zPMJZUUAAY+pFf1nwfXp4jLKdZSu2tfkfP5pjK1Rxw9R6Q29Gfml/wU10fUI/GegeI7m1a3gv4pETcRndDt3Zx/vCv0ipZ4Sy6P8AzPj6iarJ90fn1L4yW50xdNlskZNmAx++H2hc59OK8iVZtctj5eOUOFf20ajvf5Wvew/QvF1lplvbwXFkJvKJLE45BII/lUQbiloRjsqq15ynCpa//B/zPSbT4keB8O1zoTuWLNxjGDIXA+72BxXYq1NfFH+rnxtXh3NNFDEpbflbv31OY1Txb4RuL9Z7HTzBGezAHb/jWUqlNu8UezhcpzCFJxq1bs57xBqfhS9tZBp1u0NwrcNn5XyeuO30rGVpL3Vqe1gMNmFKovbSvH8ja0S++Hxksl1eIiPaomIHO7Jz+lawlC6Ujy8bRzdKo8PLXWx1FnafCCWFBcXW1v3eeoIJV93fswU1a9l1Z4dWpxFCT5Id/wA1b8LnE2WueF/C3iu/uIrBNW09oo1hRwCu8GNyTuz6EfjRTqRpTbtdH1FbA47MMvpQlUdOpd3avt7y6eqZyFleaOINUN/al5poQLXyzxFL5isWYHqCgYfUiueMocsuZa9D6OvRxDlR9lPRP3r9VZqy+dmSNceHGM2YJlU2arGARxdjbuY/7B+bjryKfudun4mSp4xKPvK/O7/4NbL12PRNI1r4SRwWcGp6XLI4sCs8vzf8fYjkHCq3ILlCG7Y6V1wqUdFKPT8dT5LF4TiBznOhWSXPotPgvHuui5tPM4g/8IbeeJbpx5tjpDi4aJRl2QhW8lT1JBbAPtWF4Ob6R1/4B9JfMaWCgtJ1lyp9E9VzP7r2KVjbeH55dOS8u2gWXzPtJ258rbnZj13cZqYxi3HmfqdFerjIRqunC7VuXXfv6WOy8LaT8Nbux0p/E2pS29zdXLx3CxnAiiEkW12JU4BQyHPPIFbU4Umo88t3r+H/AATwMzxWdU6tZYKkpRjFOLfV2ldLXe6j8mYGt6P4XXXLSx0HUd9jO0Mcs0v/ACzZzh24A+Vc+naolGnzqMZaHqYLGY94WpVxdK00m0l1S2Xqz//Q/F7X9W+G126JoWkzwIlyrMQSGktxGcj5i2DvI/AZrsnKj9mPX8D4TAYXOqabxVZNuLt5SvpsldWOLF9oo0+aD7G5uHhhVZC3CyK5MrY9GX5QPxrnvC22p9J7HEutGftFypy08mvdXyep2ukanZ+K/GnhmyttPjshF5NqyoABIS2NxwByQec969fB1FKvFpWsn+RwYXAVMLTqqpUc+eV9el+h/UBbeJpIbWPbGsasg2oGJAGOOK43F3Pp7oj0nV4Ikl863MskjZJAOKlxb6k3NfR9RtLzUZrO2gKSEdWxWMlbca2LWsWDRXFtDMA5Bzg/NimT1MXUoTpFrLqM6B09B15rJRfVmqY2zubf7BJdSR/I6HAx0470lJpltHOQXEX2UrENpBJwRjNdSknsSoNasfpcV3rAmKJEiw9TuJ/pTTWxtFtCW7T6Hq+yVEkLjIIbGP0rZ6r3TCe+prajrYvDBHIilI2y38ROPTisbOxm7F+61fSTbljasFT0A/ripcWQPbX4YtnkW6rGEU8kc7hnGMGnGLtoaaFSx1OwMM32m33SSOzEqOgPT0puLJujobBYb/Rxd2cQSBFbIOO/H41kN9jAntI7CxN+8C+TbxnIAGcAc4rOzvcuOxSu5LJtH3vH/rWXbxTjKzKauZc0zzXcVtbwrJ57AAk7cZ/A108yKirFlYpdH1SGSeFH3ggYboR35X3q+mgTNYatZT6kJ7q3VlSMqu0AnPGSTis7Mx0NjS30+/urm2sYds21SSVA4Y9B+VZtWeokVrjSlmurkJAm8MoY4H8OazkmOJnWFxp809xmEKkJZH47gVLbTNbXOda4gitN0EQYKTleB1/A11Jp7CUX1JbqxuBYLfvAoTCyFd3VeuOnpWsGjSd+U27zVraaxFqbZF3bcg4OB+AFQ0zl0Lc1/wCHisJFtgAqB8oOT+VZSTQ7mzq+mRvbJJLAhikddoKjHGKkT1Ob1C2tdLTzrq2ULM4VcKOCelYpPc1ViDVBp6RWZkRQ4fOcdq0pzXUco32Mkt516lpBbrI75w3A/pXTcuKsWIoDpOrRPd2wkDgheVOD+Iq3qtCam+pryajpVzqccl1bJ5caEcAZLH8KizMXY1LBtFudQeK0gXznQlcoOOawafUSY2/0aF79o2tUacR4+6M8/hUPYa3MhY7GHUFsDAqzxrljjjH1qXdLc2VmULsacupXP2dEDEDsOeK6ISTRPKytZW0upiU29oFEZAJyoya0Vrm8djTL2MMVrY39vH+6k3OxCk46ih3voc899Tatn8PTalCsMCmRwdoKD+eKxaa3IQupaHA96izWiNN5XGUGeaiWwLcyEh0+3v1sWgVJ41DN8v8ACScc/hUXkkbJXM65TToru8FvGh+fOMDtmuiMk0TysrQWMt/avNa2mxASP4RyBz3rWNrnR9nQ1bC/05NH8prJNxUr8yry3rmiV7nI7dSdV8LJp8YeFQUUFsJnkdelZPmA29W0awuLDc1ojW7FQvygflxUCZgXun6bp3726tVjWWQBPlzyTxWSvuXoM1O301ZrN3RfNwc5H5VpCS6jcX0MqKNLq6e1t7UtIq5LDaBjp610msVY3tONtpqumoWgZmOQWCnjHrk05X6Gc1rqNs08OGwYTxLHIxZmwMgZ+lZO5jobZ0zTbnR99pbq1t5R529+mazGzn59J06xga4ntgtuEAJAzWety0M1CDTmsYJZAAwkUjPpVwnrZjkuxmOYmvEtYrdnkc/KVx/iK30LgrblizjjsdUX+0rZn3odmQG6fjWr+HQU9zYV9Bn1OWeeERoqALjue/FYu9jDQ1NNsNHna4WwQSy7l3cHoc1k731GjJk0K18+Zobb5vNycHpjris5X0sOPmNs4tLmhuI4uIRuBGTww60czTszSxzxa0trFPlLoBg7Tk/zFdV1bQUYvqPuoHjgjuZ4ZPswZWYHn5fpmtYGk9tDotQn0ie1SBYCuXXJ+6QB+NZanO7Fqe38MySwZfKhlABJ5P51m7jLOr6NaSLEZIML5nykEjjHTrzUkswZ7CwsQrXUZiLP+6JY9e2PSsVc2Q7U4LRXs52ciQk5yx/Wt4ST3E12MjfG90tvHHI0+OCuT+ua3NIpLcsWXl2urAapHIxZfk3ZP8iK0b93Qme5tbtFuNW3sGhjWPAwzAFsjgDNY6mLsX7Ox0aS7mMDebOUyoLMSB+dZPcLlG90S2+2SkRuH2D5Q7AZ9cZrKWwLcht4rKG+EEbOk5AEg3tnHvzQ5NG1jPljgtry6EMjtznG9s/hzXRFpozs7lS1eS4EhsBMAD8xG7Gfzq0dMbWsbSDT3+ww3fmRSIxMjb3Xv35pS30OaW5qQ2OhzaghWUyyFTsUuxP86ydxIqajotubpjskVzGPlWRwMnvjNRLYS3K1rDawXpgSR0mZV8weY2cds89Knma1ZrYzpUitZroRzSOFkP8Ay0YkD866YtWIUXcpo089m5sDceVyOC+M960ikdGltDatJtHOiFVEpkMeMhpAd3Ge9TLfY5izJZ6M9hGJrx8BQWDSv+I5asncC/qui2jW+Y/NjUMoVkkcEj6g85qGJmHJY21myyTSyxlZP3RaRhznjHPWs4uRpZWJNRhC3VtP9ql3OrZXzWHPHOM1vCV9xNMyUuWa7dLeWf7QBzguTge9bG0EkXtGe0F1cjU3lMxYHDGQHb2P55pz02MZXua1jFYTm6f7ZNEGkwqtK44596xfoQy5Z6Rp5s8WztNktvYOx5HuDUXkLoYS6YsaLvmnZCpDlpGP58ms23fQuO2pLKvm6O/lXsoSEKIyJD0HHBzVxlrZlNdjKu7tYvLWa4lxkFcMzc/hW+g4Lqx/2iVr+3bVZ5xCCcFt45wa0SXLcqp5G/J9gm1C2S3upoECMWIdguay+Rk9i1DpljLeyS/anuJNnygyEnGR2rNtiMy80spcSmOecfKpCBzgHvge9ZS2BbktgoiuJbaG7lHnYMg3nIPuKfM1uXYx981rFMr3krKHYE7yeM+2a6USk2U3vLp9PZLa5mMGMcbsY/KritToekbo6QTaZ/ZJ8i6l37FAZWbJ6eoFQ7XObUszWEE+nRJJqcjAqCwMnT61k2+wEl/pUSWh+yzSxhQu2RW5pCZizWACus93MIxhgWbjIrFN3sapFnUWupbGO6N9LuVgPvdRW0JXdiWrLQyby9McyLNdyKVbKDOefwFbNFRQ0Xk8moW/9o3Uiw54Jyv64NaW0uXU7I6K5e3e8s4rO/miDE7sNx07kisb9kYFttMiub6Mz37zBQdo3jk/lUNgUL3TJFnj8q6nhRgdyKwwT27VDFrcqwLLayxXP2yUTgFQCRyp9sVKk7Xsa2C9+2QajuW9kZXQMBkcH8q3i01ch3vYzE1OZbiRre9czsPmHBIA/CrSN4JdTRW7kl09zJezRXJlABUgZHHYrRKyM5G1d6Z9qnh8/UpJI1bP3l64+lZNmSK2oadKksf2e7mgUswYKVw2On8NQxdShAtzbzx3X26UTAFMHbypx2x7VKk7bGtgu2v7a+kP22RlKK4Hy8dM9q6I2auS73sZcGqXSNKLW+ZnY5cfKefyq0joitDV0CeCS0Z59QkWXLEhWUbT9NtOSSdmYO71LtpDe3umnbq0p8wsADszjJ/2axZJma1p82jeHrm80mSaa5gt2kjCbSWcDgDjvXzby3A4SU8ZCilPdtLU9GnWnVnClUl7tz8cNZv/AI9+L/GV3sttW/tDzi4jG9UTnjnha/NsVjIYi8akrp9P+Buf2lgMXw5hMuglGNkrapXZ+mPwa+Mvi/wF4P0/wb44mhm1sRmSRWlUyoHPyhxnrgV+EcS8OWxbmk0rKyPxPMvYYjETxOBov2N9HbQ6Tw9470/xTqmoX9jfJ9ptpjHJjbgOR05HNf0N4d4SpQy6UZvS+iPzvO8POnVhKpG3Mro/PT/gpi1zf+F/CN/cy+a0N1cIDgD76p6D/Zr9ut/s8/kfEVv4kfmfkZGtzGkd01uTEgxnHB/GvGV1rY45cjbgpakJufkO2MfeBB7j2p85oqeurPfPDnxV8I6dYmzv/D0LZLnIjVj8+OMsCcDBr0Y4qlb3oH5ZmHC+YVqntKWKfTq1tfsX7/4kfDC+0xrb/hH445pAy58oKVDIRuBA6g9Kcq+Hcbchy0OHc8pVlN4ltK3V9HsfPd7LpxupzZofKJzHnrj3rzG1fQ/V6Maypx9o9eo2wayXUIWvcm1LfvAOu3vinFq+pdeNV0pey+K2h9C6TB8Crmwtlvi0U2EEhLuP+WzBiAD/AM8yp/CvRj9WaV/61PynE1OJoVZezV1rbRfyr/2655N4o0XS5vEn2LwPuvrZ7eNwEy7BtuH9/vc/jXHKMea1PU+8y7G14YL2uZPkkpPfTrp+BkJdXFq+o291pyySyW5tyGUq0DIy5kAH8Q2kHPqazU1dpr/gHe6UaipThVslLm3+K6enprf5F3RPEMWjaib2WwWQG0a32cckjHmHcCOo5rSM+R3S6HLjsveJo+yVW3v81/00ZHq+p2Gta1c39rpphjnWU+ShyBI5ZtwwBwuegHaolNTm5WKwuGq4bDQozrXaa1fZWVvn+pm6bPpdvdRPqdq8sKxSLIqnBZyp2HnphiCfaiLhf3jvrwrzptUJpSumm+11dfNXRa0S70K01HS59Stmmt4nY3SFdwkU524XIzgds04yinG/zMMbRxVSjWjQnaTXuva3fXUs61ceFru/tZdLgktrcrGs646FUUMy8nktuNJuDkuiOfBU8fTpTjXkpS15fvdk9OisYdpHprTW6XbvHGZwJmAzthJGSB3IGaUVG6uz1asqyjJ00m+XT/Fr+B//0fxE0LXL3ws97brpge6nBibzAwaMbckY/U10wnKEnaOrPlMdgqeYKnP21orXS1nrv+hmRTajHYyRCzGx0th5mzlQrFoyD/tn8wKy5pJNW7HfKFB1VL2mqc9L+ST+78Dt/h5px8O/F3wq3i1hZWy31tc3BJDBIPM3MTtz2B4rvw1OpGuo21af4pmuGxVDEUeei7xTtf0sfuX/AMNPfASwtvLbxNAMLgEI/wDhXbLCVo/FE9B4il0kWdP/AGqf2fU09RL4li8wtySHzj8q51hqz0USfbUr35i6P2m/2eYj9psfESLK33n+cUpYLEfyFfWKXcht/wBp79n271tHufFKrEqnJ3PtJ/Ko+p1v5SPrFPubF5+1F+zndAWEniSKeDOSpZgDSWCxLfwFfWKf8xU1H9o/9n1rF4oPENvGMfIokfir+o4j+QPrNL+Yq6Z+0R8BLWwiNz4sty+Du3MQa3+pV19kX1mm95Fu0/aM+Adn5h0/xbaxRycv855P5U/qVdbRNFiaXWRhy/tFfBCfVGupvF1pIF4Ulz+lX9UrfyieIpdZGu/7Q3wVNxbv/wAJLb+SDltrcfiaTwVfpBmLxNH+ZGjL+0V+z5c747jxRbeX6CU/41jLB4j+RlxxNH+YrW/x7+B0kjSWnimyKHGAZcsAowOCa1hgsRy6QZTxFL+ZFnT/ANoL4FTWQSXxbaFlLeYfPwQPcA1DwWJ/59slYijf4kRv+0N8DPsU9lpnjC28tR8qpc8g+vWsPqOIT/hsHiKX8yOkX46fAq6sxYweLLW7idVEoFz6dcnNWsuxktYUm16E/W6C3mjm9Z+OnwKLW9pbeL7GBkkUbftedq554LelSsFXTs4M0+tUuk0XX+N/wJikilHjTTlngO5CbpRg/wDfVb/UcQ1/DZSxFP8AmMzUPjv8HJ9Qhnl8ZWEkcSkj/SVxk9uGrRYOvb4GDxFL+YuWnx6+CrXErv4rshGUATFwoXPsc1LwWIe1N/cYvEUes0Xrn46/BHRJluG8X21rLcAbma625A6Yy3vWEsBietN/cX9Zo/zIk0j4/wDwQitZr2bxxa72lbaHvFzt7Yy1ZvBYlbU39xKxFL+ZFY/HD4CG2nWz8X2ayT7mfF+Msx9t9CwWI6039xp9ZpfzIraZ8X/grPpoguPGdhISuHzdoCPr81bLB10rcj+4SxNP+ZE978avhNead9gtPGmnSrxGUW8jJ2j6NW1PBYhuypv7iniaVr86GTfGX4SQRxofFlgpDKGIuUJx353VMsJXW8H9xk8RR6SX3m0/xc+Ct+Sp8XWZRCCoS7U8j6NWX1LEv/l2/uZSr0v5kR3Hxw+FtxPZwz+N7aNA+D/pq7QoHf5uKx+p11pyP7mDr0ukl95tXXxZ+DeqtHZnxdaXccTbhsvU+8OnO6hYTEv/AJdv7mP6xRX2195h6j8UPhhNqtpBH4utFOSGVr1W4HbG7itVgMR1pP7mH1qivtr7y2/xI+FNtdRXQ8W6elzDkKTeRjr14LU3hK3/AD7f3MpYin/OihqPxT+HNzqcUk3i3T5EiXjF5Hjn6NWqw1a3wP7inWpfzons/it8K5NRaL/hKrHAjyqrcx8nI7561nLDVukH9zM/a0/5kaDfFT4VWVyt1F4wtUvMBQPtSggfnWEsLiH9h/cV7Wl/Mi/pvxT+HVzqF3NdeM7cbVBUNdLyfbnmh4TELXkf3MyVelf4l94h+Jnwmub6TUR4qtmuB8hYXaABfpurNYWu96b+43VamvtIxbDx/wDDye9u5f8AhLLN4g3y7rlT+ucGuiODrb+zf3E/WKd7cy+817Tx/wDD3T3lWz8U2KrOdzbrqPqPq1P6rWWvI/uLjXpv7aM3/haHw3k1CBbjxTYEs537bmM5xjuDxTdCol8D+4l1IN/EjQHxG+GAmS9i8W2ouISdii5TjP0NYSw9Z/Yf3D9pDui/ZfEvwPf6nPLN4wg2xxg4NwuM/XNS8NWtfkf3GXtqd/iQ2T4gfC+e9k1L/hKIDcEBNwuYwu0Z7ZqfYVnvB/caqrD+ZGFYeNvATz3TTeKLQoJDt3XCZxj61tHDVEr8jD20XpzGnB488F6fZS21j4mszGCzjNxGTluvetI4aqn8DLVWFviRh2njjwRBp53+ILQybc5+0I3J9s1pKhU/lZnzw7m43jb4a3NuttN4otow6DcROgznrXO6NX+Vgpw7li6+JfhGRLa0Hi6BI/MVR++jI2/nWX1er/K/uE5wXU1NR8Y/D2/aKyuPFEMywvvXZPHklTkc1Co1m7cj+4ftaa3kjG1PxH4ZbUrZxr0QgZWyZJU28Yxg1usJV6039wfWad9JIuQeI/ClpcG/tNetyzJ5bfvk24q/q9XdQZaqw25kVrnxn4YmlaS71u2YD7p85MVXspreLHKcd7jrLxV4Mm0+Nn8QW6GTcGYSIAP51k6dT+VmanDuSTePPDdnpUmnaf4oiEaD5MSI2SfX1rD2NS/wscpx6s3r7xH4TksBpl54jikWbbnbIm7HU4pezqXtysaqQ3uc3rPiDw3/AKJBa6/GVEiriSSPG3POcDriqVCf8rK9rFdS4ureHIbiC8h1uHzrckgCVMHPr+Vb+xn/ACspTXcqah4j0q41OJptWh2RofuyKM59etaqlNL4WKUot6sktfEPhmS6njOrwLsVSoDqTz65rKUJ9mZ80e5q2/iXQtIuXntPEMYkuMbhvj+UAHpxWEqc97Md49y1o/inS2tp76fxHC/71hgtGMj3rNwmuglJdzON/wCHbexuPsev5M+52JaI8nsPl6UuST6GnOu5n2Muk3mmKs2rRBpV5ZHTIroVJ2tYPap9S7q+twtpP2UajHtOEyGXOBWsISvsU5K25Um1bSUSMyahEGZ1DFnU0OMrbGbsa9xPoU5AXWY4RCQw5QEkc+lc8lJ9BqxauvFgvp7G2OuRKrOVwRHjAHUcVkouxLaRd1e50rUGgtLvWlzA28FNhJI6DpU67WLTOd1O6gm1CzjTU43RyVIYRjA9uBzVxp36Fc9updjEFreRahBfqZIgV2grg5HU1tyPsCl5lHU9RNzq0PnXaKqL/Cy9Ce9bqL5dhSd3qx9rdaY180TXsSqqbhkqTn8aykmjN6mpb31rp10NTttXh8zaFCZQ/pXPJN7lWVjQsNbm1DU7ud9ZgPlqG/gB+lJp7kXRXd9Ol1OXVF1ZPNYBNoCFeO9Sve3Rsmkc/aFJ9Su/MvoZFRhhsopP1ArWMOtg5+lzb06VtN86KC8SZZ238kcH0FXy2exSk31M+W6trjUIRc3MaGZ8NuI/QVo1ZGctWXUe2t7qPU4NUhQ2+QE+TnPtmsJ3YJI1LfW7rUtYkdtWt/3cQbooI9qiz3IutitN9jl1ObUxq0QkZQmwBWHHfP41Hxbo1TOesl866u/MvImCSY3AqCc88jNbRhbWwc/Q2LS7m0yxks47pJgpZwxIz83b8MVpGNmWm7XOdtJ0GnlprpS4BIBIA/ma3aMdDbNtaXVmsCahDGZUBLccZ64Oa5m+gkkaV34gvGtYbJNRt9qSKvzAc++c1ikxOyLWtxJf+TZ3eqQxtBJv3KASdpyBjPtU36Fpo5rVGkl1K0jS8hlRgR0C4x+NVGGpfPYu2iyafem8juo38xPLKccHOc/pW9uo1LoZkt3Jc6vcNNOsa7VUhcduc5z710W0REtXqXLEQSrO5uYlZHCgHng568j0rGTaIsa+nX13oUE1tBfwP5+5slR8uR0+9XO97jaLNjd3cuj+bc3lvtnVh8o4B/OpegJnO3ttJp+im2t9Rhn8pQfuY3Y7fepKKbNLkYsLiW3icXMcbLtcd+OuOtdKj0Dn6lrXtRu7oQAMkeZN2QM/1FbU+oS10K8e2S9giM6YfJJY9xz0zUsyaNO3W5sLxNVgu4NsalNpHXJBz972rmk7lJaGraapq2oapcym4tcIqscAg4OBj71R5kdTP+yTLqV1qSX9uDPhRHtJwV753e9TpLc1TOdsILy5+0iWWLh2UsBgHrzgk1vGI+bobUFzeabpLWTNHMYVb5umcknpntWkY62HzNq5h2xmFgpmlUsi4AxtH862kYWsjX+wS3NkkUE8IeZM85OM/wDAq53LohqJq3Ou6pa6OdPVrZjDtBLA/N+O6sV2G0W9ThvrrSGsbmW3jMwXDgHA79M/1qW7aMpHMa0t9aaZHEksE4iIBwGBb6fNQoq5fMJLp183kzJKiNCwbBGcqO3Wt+XoLmJvEWo3lzFAI0RMyA5xn+tbQHK7VmVissk0CtIG81sEk4x+tDMWjVFjfJdQ3ttJDttWJOcncORjrXPJ3Q1HqbE2r6tqep2cUUdsNwwOoI/DPNZ7i2ZU1exvL/ULS582CB7XJYHPzZGMDmpunoaIwNQTUJNYij/duGTIKFvlx681cYl81i5Yw32m6g94djxSJs29wfXNavuCk9huq3NxckvtCmPA25xnJ61r5kTJJNLvpPLW1aPdGVfJJPbNZSd1YzSNu91vVb24sreKCDG8r1IOcHn3rMZFq9jqF5eWk26CF7XcWBJGc8YH5VF09C0czeLqMmtCPahzGWDIzEADsaqEfMvmsaWmpe6Vc3DSKjpPt2gdQR1zW3mCb6Ix4Z7q4v7vcFiVn7Zz+dbvZGTWty/ZW1zPbF1C5ZiuGY9vpWUnYi1zbtr/AFXSdIfTHhgkkVG5LEccnFc3UpobJZ3F1o75tLeCW6QYfIH5muGOEw0JupGCUn1sb+1m1yuTsfFHxZ/ZQm8Qa7P4w07X5YL65ZBLtcuucBcLwCBXw2NyfGTqSlFxmm+ujR+u5LxvVwNCOG5fdS2PbPhV8JovhZo9va6a/wBpZpfPupJmy8jFecV9pleBlhaPJOWr/A+AzjOKuY4j21Venkj5Q/4KWbr/AOFehXRh2CDUwM/70T/4V9RSs6VReX6o+Vrt80NOv6H5G2HxClsvCTeFDaLLG+Qznrg9hXCsQ1T9nY+Qr5AqmYLH89muhgWWtWEOiajp09l5lzdOjxTZ5jC9V+hrmUkoOLWrPXrYOrLE0q0Z2jFNNd/P5FiHVtBbUrS5msGMEcOyWNSPmkwcMPxq1KF07GU8JilQnCNX3m7p9l2Ol8N+KPCelaBJaappf2q+W58xGZRjyiCCCeufwq41KahyuN3c8XMcszCvi1UoVuWHLZ+pc8e+IvAWsWUEfh3TTbXGIi7hQuCsYVh1PVhmtMROlJJQjZ/8A58jy/NsPVlLGVeaOtlv1uvwOHlTw+PD1nJC7/2n5zrOhHy+XgbSD+dc3ucia3Pp4PGfXJqSXs7Llfnrcr2EGj3Ed/8Aa5zC0cRa3GM733D5SfpmlFJ3uzbEVMTB0vZxum7S8lb/ADNG0vf7JvNMn8Oz7bq7ttkpIB2SvK6YGeh2hSD2zVXcbOD1aOWrSWIpVo4yN4xldeaUU/zudHrWm+N/DkF14g1OJBHqEP2GSQ7Xysu7HuGPlN83t71rFOMXKfXT+vuPEwWIyvGShhKEneD50tVtb8PeWhgT33iFYLO+ubRRG1kLGJzHgNE+4K3u3XDe1ZOT7dLHrU6GDcqlKE9efnavs1a68ltp5i6druo+HNZgnktUW506KW1MbgqTvDK2/BzuG4/lzTjUdOV2tVoFfA0cbhpRjNuM2pXWu1mreTt+JsX93r0eqr4p1vRRKkauJd6FY3MgKKzEdNpYY9wK01UvaTiedRo4V4f6hhcRZu1rO7Vndpetnf1Obg1O2ji0sz6ckiWDSmVuQLgO2QGOMDb0FZc0Vy+7t+J7NTDTlKty1WnO1l/Lbt6jdMv7LT7rS5b20837HciacHrNHlSEweOgOPrSptJx02f3jxNCrWp1o0525o2X912av+X3GpquraPqWoWd8dL+y20Mi+akQCeZACDjjA3kZyelVOSlJNx0/Q4cLhMRQo1KXtuaTTs3raX+W2h//9L8LLrxLqV5dzahLKFnmkaY7UAG9l2HHHHy1tKpNu54tLLaFOnGio+6klq+id/zKra9qZi8g3MhiCwrjoMW+fKH/AMnFDnK1r/0tjeOCoqXNyK/vf8Ak3xff1Nrw3c3Gp+IYGupWlMUbKpc5IA7fmTXsZU3LErm6Jk1aMKVFqCSu76HoesRAMq9a+vxT7HkFM24WFeK5aJdjUiG21Ir0Z6IgpWigyOa4wLEKZuuldUAL90RlFPSqMyC7wIQBQA2KIC2NAFOCHfMox3ojuE9jt5o/LsgoHau6OxwsxVgBhY9K559TambmhW4EEjnsprrofAFR6mRpsZFtfykdWNU9zO5X0GEkzSYxwawmxXO88F2+95V7HNe7g9MO2cVV3kcPrMH/FQsg5+avm6uszvokWs2+y4TA9K9CPwnW0SXaeTbIO5Fc63MzWtIw0FomM7nFdlM5Zlj4nRH7VYwjsi05iic1LC0dnEvrXItzplsMt4P4vamYmhpUP8Aol3L9aAKvha2aa6kK9ea7cJ8bM57Ghe2kwWVvUmsq3xmK0DRfMjic89K9Cl8JvE5+8mcu5b1ry5u8y29D0rwJbiXLkfnXq0YnBUfUtraiXxUx/ug13zWhzpnH+KZAmplR614lQ74Mpb1KDFctzoLvh+HzNdirpiBJriK2vjHY1qt0TL4bnSRQmbUAP7qf0rsqHnQ3Ofjh8sai59TXEdt9DY8M2Zl0zdjrXbTOOZU1zSpVt3PSuaY49zz2wsZBOxrge56cJaGraxtHdAGu6BDZ2OmzItpdOeuKtnA3qces6/ZSf8AaNYyNEwco233rCRupEabS5wK6o7A5F+0txIx4xTDmZTbS/O1BABnJoHzGlrekNEyAD0pvYSldmjo+lGK/tcj72K7sHucOMjeJ7R4+Ai8MwQHgcV7+IXuHz+HXvnnRjT/AIRmTj+GvHofBI9+prJI4/7Kg01OMda8KXxnqW90n2xro7LxivSj8J5sfiMizWOHUbML3IriTtI9DE/CjvL6RX1/B7LXoU3c8vqchqbhr859aqaujtolY7XnCiuRRsz0a3wI6COHCcjtW9jzd2ZekJjWBx0NbJdzCW4/xopGqps605r3RR+Ix2hm8lW5ry5ndErSS3HlbAx/OlHVkzOl0iO5GnyEu3Q969DocCfvl6ATfZpDvbp6mpsjuuc+JbhdOkBkYc+posgux1lNcm3LGV/zNQ4q2w9SP7ddAZE78f7Rrnsuxd2aOm6heGT/AF8n/fZ/xrojGPYxk33Ni/vr0RH/AEiTOP75rXlj2Mry7lfRr/UGt5P9Kl7/AMbf40ckewcz7ldbzURdH/Spv++2/wAaOSPYOZ9ySbU9SD5FzMOP+ejf40ckewcz7kdpqerCCdvtk3Gf+Wjf41zxhC+yN5Slbc3LXV9UTSAwvJgSef3jf412+zhbZfccTnLuVZ9d1RUyL6cfSVv8a5alOH8q+46qc5dyC31nVDNGw1CcEnn963+NKFOHZHRKUrbnTeJtc1qKxjMWo3CnjkSuP613KlD+VHlTnK+5Lqmu65/Y9i639xux97zWz/OsKlKn/KvuHGpPuzmbTXtYOpfvtTuc/wDXZ/8AGsVSp/yo6VOXdm5/wkOpx+Yw1O4UnjImf/Gq9jT/AJV9wc8+5nWHiDWpLmTZqt1/3/f/ABqfY0v5V9w/aT7mlFr2tQx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","boardlogotext":"data:image/png;base64,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S5JAWwWCOwAAgjcAgRGSO1sKgkAABZJDW0uCOwAFgkMAAJJHWwWSQ1uBDIJDAAWCRwAFkkxbUJJMWwWCTAAAkk9ec4JMAACCTwB4kkZbAJJMXniCRgAAgkwAeJJYWwCST1uDYOIAAACCWAAAgk8AAJJHWwCST1se4gAIHuIAEB7iABge4gAgHuIAKAqSTFsAkkNbBYJHAACCTwAP4gAwHuIAOB7iAEAAgkwAAIJDAACSR1sAkkBbgSCSQ1sAkjtbBYJHAACCQABLgkMAAII7AACSQF4AkkZegSqCRgAFgkAAQZJGXgCSQF6BG5JDQACSPEAFgkYAAIJAAFCCQwAAgjwABZJGWwCSQ1uBIJJCWwCSRVsFgkYAAIJDAEuCQgAAgkUAAJJDWwCSQFuBIJJGWwCSQ1sFgkMAAIJAAEaSQlsAkkVbBYJGAACCQwCDBoJCAACCRQAAkjxAAJI5QFWCPAAAgjkABZJAWwCSPVuBIJI/WwCSPFsFgkAAAII9AEuCPwAAgjwAAJI8WwCSOVuBIJI/WwCSPFsFgjwAAII5AEaCPwAAgjwAAJJAW4EWkjtbCoJAAAWSQ1tLgjsABYJDAACSR1sFkkNbgQyCQwAFgkcABZJMW1CSTFsFgkwAAJJPXnOCTAAAgk8AeJJMXgCSRlt4gkwAAIJGAHiSWFsAkk9bg1aSR1sK4gAgAIJYAACCTwAFkk9bGeIAJB7iACge4gAsHuIAMB7iADQFgkcAAJJMWwCSQ1sPgk8ACuIAOB7iADwZgkwAAIJDAACSQFsAkkdbBeIAQIEggkAAAIJHAACSQ1sFkl9bS4JDAACSUlsFgl8AAJJDW4EWkkBbBYJSAACST1sKgkMAQYJAAAWCTwAAkkxbAJI9W4ElgkwAAII9AACSUlsAkkNbS5JRWwWCUgAAgkMAAJJCW4EWkj9bBYJRAACSTlsKgkIAQYI/AAWCTgAAkjxbAJJLW4ElgjwAAIJLAACSUVsAkkJbS5JAWwCST1sFglEAAIJCAIFhgkAAD4JPAIVLkkBgAJJRYIJogkAAAIJRAACSP2AAkk9ggmiCPwAAgk8AAJI6YACSTGCEWII6AACCTAB4kkFgAJJSYIFwgkEAAIJSAACSQF8AklFfgXCCQAAAglEAAJI+XwCST1+CaII+AACCTwAAkkpfAJI5X4JogkoAAII5AACSO18AkkxfhFiCOwAAgkwAeJJCXgCSU16BcIJCAACCUwAAkkFeAJJSXoFwgkEAAIJSAACSQF4AklFegmiCQAAAglEAAJI+XgCST16CaII+AACCTwAAkjpeAJJMXoNggjoAAIJMAACST10Akj5dgXCCTwAAgj4AAJI6XQCSTF144gAAHuIAEB7iACAe4gAwHuIAQACCOgAAgkwAAJJKXQCSOV2HQIJKAACCOQCGSOIAIB7iKyUe4lYqHuIAMB7iKzUe4lY6HuIAQI1M4gAAHuIAEB7iACAe4gAwHuIAQB7/LwBNVHJrAAAG6QDDCAD/AwVPcmdhbgCzB0sAswoMALNbGADjAEAAk0Zbgl6DRgAKk0xbc4NMAAWTTFsFk09ec4NMAACDTwB4k0xeAJNGW3iDTAAAg0YAeJNYWwCTT1uDYINYAACDTwAAk09bAJNHW4Egk0NbAJNMWwWDTwAAg0cAS4NDAACDTAAAk0dbAJNAW4EgkztbAJNDWwWDRwAAg0AAS4M7AACDQwAAk0BeAJNGXnezZgAzg0YABYNAAEGTRl4Ak0BegRuTQ0AAkzxABYNGAACDQABQg0MAAIM8AAWTQ1sAk0ZbgSCTRVsAk0JbBYNDAACDRgBLg0UAAINCAACTQ1sAk0BbgSCTRlsAk0NbBYNDAACDQABGk0JbAJNFWwWDRgAAg0MAgwaDQgAAg0UAAJM8QACTOUBVgzwAAIM5AAWTQFsAkz1bgSCTP1sAkzxbBYNAAACDPQBLgz8AAIM8AACTPFsAkzlbgSCTP1sAkzxbBYM8AACDOQBGgz8AAIM8AACTQFuBFpM7WwqDQAAFk0NbS4M7AAWDQwAAk0dbBZNDW4EMg0MABYNHAAWTTFtQk0xbBYNMAACTT15zg0wAAINPAHiTTF4Ak0ZbeINMAACDRgB4k1hbAJNPW4NWk0dbCoNYAACDTwAFk09bgRaDRwAAk0xbAJNDWw+DTwBBg0wAAINDAACTQFsAk0dbgSWDQAAAg0cAAJNDW1CDQwAAk1JbBZNDW4EWk0BbBYNSAACTT1sKg0MAQYNAAAWDTwAAk0xbAJM9W4Elg0wAAIM9AACTUlsAk0NbS5NRWwWDUgAAg0MAAJNCW4EWkz9bBYNRAACTTlsKg0IAQYM/AAWDTgAAkzxbAJNLW4ElgzwAAINLAACTUVsAk0JbS5NAWwCTT1sFg1EAAINCAGmDQAAAk0A3D4NPAACTTzdzg0AAAJNHWwCTQ1sFg08AgSCDRwAAg0MAAJNDWwCTQFtLg0MAAINAAACTQFsFkztbgRaTN1sFg0AAAJM7WwqDOwBBgzcABYM7AACTN1sAkzRbgSWDNwAAgzQAAJM7WwCTN1tLk0BbBYM7AACDNwCBEZM7WwqDQAAFk0NbS4M7AAWDQwAAk0dbBZNDW4EMg0MABYNHAAWTTFtQk0xbBYNMAACTT15zg0wAAINPAHiTRlsAk0xeeINGAACDTAB4k1hbAJNPW4Ngg1gAAINPAACTR1sAk09bgSCTTFsAk0NbBYNHAACDTwBLg0wAAINDAACTR1sAk0BbgSCTQ1sAkztbBYNHAACDQABLg0MAAIM7AACTQF4Ak0ZegSqDRgAFg0AAQZNGXgCTQF6BG5NDQACTPEAFg0YAAINAAFCDQwAAgzwABZNGWwCTQ1uBIJNCWwCTRVsFg0YAAINDAEuDQgAAg0UAAJNDWwCTQFuBIJNGWwCTQ1sFg0MAAINAAEaTQlsAk0VbBYNGAACDQwCDBoNCAACDRQAAkzxAAJM5QFWDPAAAgzkABZNAWwCTPVuBIJM/WwCTPFsFg0AAAIM9AEuDPwAAgzwAAJM8WwCTOVuBIJM/WwCTPFsFgzwAAIM5AEaDPwAAgzwAAJNAW4EWkztbCoNAAAWTQ1tLgzsABYNDAACTR1sFk0NbgQyDQwAFg0cABZNMW1CTTFsFg0wAAJNPXnODTAAAg08AeJNMXgCTRlt4g0wAAINGAHiTWFsAk09bg1aTR1sKg1gAAINPAAWTT1uBFoNHAACTTFsAk0NbD4NPAEGDTAAAg0MAAJNAWwCTR1uBJYNAAACDRwAAk0NbBZNfW0uDQwAAk1JbBYNfAACTQ1uBFpNAWwWDUgAAk09bCoNDAEGDQAAFg08AAJNMWwCTPVuBJYNMAACDPQAAk1JbAJNDW0uTUVsFg1IAAINDAACTQluBFpM/WwWDUQAAk05bCoNCAEGDPwAFg04AAJM8WwCTS1uBJYM8AACDSwAAk1FbAJNCW0uTQFsAk09bBYNRAACDQgCBYYNAAA+DTwCFS5NAYACTUWCCaINAAACDUQAAkz9gAJNPYIJogz8AAINPAACTOmAAk0xghFiDOgAAg0wAeJNBYACTUmCBcINBAACDUgAAk0BfAJNRX4Fwg0AAAINRAACTPl8Ak09fgmiDPgAAg08AAJNKXwCTOV+CaINKAACDOQAAkztfAJNMX4RYgzsAAINMAHiTQl4Ak1NegXCDQgAAg1MAAJNBXgCTUl6BcINBAACDUgAAk0BeAJNRXoJog0AAAINRAACTPl4Ak09egmiDPgAAg08AAJM6XgCTTF6DYIM6AACDTAAAk09dAJM+XYFwg08AAIM+AACTOl0Ak0xdgXCDOgAAg0wAAJNKXQCTOV2HQINKAACDOQAA/y8ATVRyawAAAnIAxAYA/wMGSG9ybnMxALQHfwC0Cn8AtFswAOQcPwCULn+CaIQuAHiUL39zhC8AfZQuf3OELgB9lC9/gRuELwAAlDR/VYQ0AHiUN39zhDcAhTa0ZgCPH5Quf4E5hC4AN5Qvf3OELwB9lC5/c4QuAH2UL3+BFoQvAAWUNH9VhDQAeJQ3f3OENwCSZZQuf4JohC4AeJQvf3OELwB9lC5/c4QuAH2UL3+BG4QvAACUNH9VhDQAeJQ3f3OENwCUVZQuf4E5hC4AN5Qvf3OELwB9lC5/c4QuAH2UL3+BFoQvAAWUNH9VhDQAeJQ3f3OENwCUVZQ3fwCUNH94hDcAAIQ0AHiUNn8AlDJ/gRaUN38AlDR/BYQ2AACEMgBVhDcAAIQ0AIFwlDd/AJQ0f1qENwAAhDQAgg6UN38AlDR/WoQ3AACENACCDpQ3fwCUNH9ahDcAAIQ0AIMGlDd/AJQ0f3iENwAAhDQAeJQ2fwCUMn+BG4Q2AACEMgAAlDd/AJQ0f1qENwAAhDQAgWuUN38AlDR/gRGENwAAhDQAAJQ3f1qENwAKlDl/c5Q3fwCUNH8FhDkAc4Q3AACENACBa5Q3fwCUNH94hDcAAIQ0AIJtlDd/AJQ0f3iENwAAhDQAeJQyf4EWlDd/AJQ0fwWEMgBVhDcAAIQ0AIFwlDd/AJQ0f4ERhDcAAIQ0AIFXlDd/AJQ0f3iENwAAhDQAgWuUNH8KlDt/WoQ7ABSENACGV5Q2f2mENgAPlDt/aYQ7AH2UNn9phDYAD5Q7f2mEOwAPlD5/aYQ+AA+UO39phDsAD5Q+f2mEPgAPlEJ/aYRCAA+URX9phEUAaf8vAE1UcmsAAAHxAMUGAP8DBkhvcm5zMgC1ClwAtVsUAOUAQACVOn8AtQd/gmiFOgB4lTt/c4U7AH2VOn9zhToAfZU7f4EWhTsABZVAf1WFQAB4lUN/c4VDAIRctWYAj3SVOn+BOYU6ADyVO39zhTsAfZU6f3OFOgB9lTt/gRaFOwAFlUB/VYVAAHiVQ39zhUMAkmWVOn+CaIU6AHiVO39zhTsAfZU6f3OFOgB9lTt/gRaFOwAFlUB/VYVAAHiVQ39zhUMAlFCVOn+BOYU6ADyVO39zhTsAfZU6f3OFOgB9lTt/gRaFOwAFlUB/VYVAAHiVQ39zhUMAlFWVQH94hUAAeJU+f4EWlUB/BYU+AFWFQACBcJVAf1qFQACCDpVAf1qFQACCDpVAf1qFQACCFLUKCAO1WyhvlUB/eIVAAHiVPn+BG4U+AACVQH9ahUAAgWuVQH+BEYVAAACVQ39ahUMACpVFf3OVQH8FhUUAc4VAAIFrlUB/eIVAAIJtlUB/eIVAAHiVPn+BFpVAfwWFPgBVhUAAgXCVQH9ahUAAgg6VQH9ahUAAghOVR39ahUcAhmuVQn9phUIAD5VHf2mFRwB9lUJ/aYVCAA+VR39phUcAD5VKf2mFSgAPlUd/aYVHAA+VSn9phUoAD5VOf2mFTgAPlVF/aYVRAGn/LwBNVHJrAAACPADGCAD/AwdXaGlzdGxlALYHOgC2CgAAtlswAOZUPZJftmYApUHmAEAe5kk/HuYPPx7mUj4e5hI+HuZOPR7mBj0e5jo8HuZpOx7mEjse5jc6HuZVOR7mbDge5ns3HuYCNx7mADYe5nM0HuZaMx7mMzIe5n0wHrYHWgDmNS8etgdZAOZYLR62B1gA5mQrHrYHVwDmVCketgdWAOYiJx62B1QA5kokHrYHUwDmQiEetgdRAOZ/HR62B08A5nUZHrYHTADmEBUetgdKAOY2Dx62B0cA5kMIHrYHRADmAAAetgdBHrYHPR62Bzcetgc0gmi2B1qDW+YAQK0Fll9/gXC2B1oAhl8AAJZefx62B1oetgdaHrYHWR62B1ketgdZHrYHWR62B1getgdYAIZeAACWXX8etgdYHrYHWB62B1cetgdWHrYHVh62B1UetgdVHrYHVB62B1QetgdTHrYHUx62B1IAhl0AAJZbfx62B1EetgdQHrYHTx62B04etgdMHrYHSx62B0ketgdHHrYHRR62B0MetgdBHrYHPgCGWwAAllh/HrYHOx62Bzketgc1HrYHNIFStgdagg6GWAB4ll5/gXCGXgAAll1/gXCGXQAAllt/gmiGWwAAllZ/eLZbQAa2Cn+BaoZWAACWWH+EWIZYAHiWX3+BcIZfAACWXn+BcIZeAACWXX+CaIZdAACWW3+CaIZbAACWWH+DYIZYAACWW3+BcIZbAACWWH+BcIZYAACWVn+HQIZWAIdA/y8ATVRyawAABI4AxwAA/wMDS2l0ALcHYAC3Cn8At1skAOcAQIEql0JiQYdCAAWXRH+BcJc/fwCHRACBKpdCWwqHPwA3h0IABZdEf4Fwh0QAgSqXQltBh0IABZdEf4Fwlz9/AIdEAIEql0JbCoc/ADeHQgAFl0R/gXCHRAB3t2YAM5dCYkGHQgAFl0R/gXCXP38Ah0QAgSqXQlsKhz8AN4dCAAWXRH+BcIdEAIEql0JbQYdCAAWXRH+BcJc/fwCHRACBKpdCWwqHPwA3h0IABZdEf4Fwh0QAgSqXQmJBh0IABZdEf4Fwlz9/AIdEAIEql0JbCoc/ADeHQgAFl0R/gXCHRACBKpdCW0GHQgAFl0R/gXCXP38Ah0QAgSqXQlsKhz8AN4dCAAWXRH+BcIdEAIEql0JiQYdCAAWXRH+BcJc/fwCHRACBKpdCWwqHPwA3h0IABZdEf4Fwh0QAgSqXQltBh0IABZdEf4Fwlz9/AIdEAIEql0JbCoc/ADeHQgAFl0R/gXCHRACBKpdCYkGHQgAFl0R/gXCXP38Ah0QAgSqXQlsKhz8AN4dCAAWXRH+BcIdEAIEql0JbQYdCAAWXRH+BcJc/fwCHRACBKpdCWwqHPwA3h0IABZdEf4Fwh0QAgSqXQmJBh0IABZdEf4Fwlz9/AIdEAIEql0JbCoc/ADeHQgAFl0R/gXCHRACBKpdCW0GHQgAFl0R/gXCXP38Ah0QAgSqXQlsKhz8AN4dCAAWXRH+BcIdEAIEql0JiQYdCAAWXRH+BcJc/fwCHRACBKpdCWwqHPwA3h0IABZdEf4Fwh0QAgSqXQltBh0IABZdEf4Fwlz9/AIdEAIEql0JbCoc/ADeHQgAFl0R/gXCHRACBKpdCYkGHQgAFl0R/gXCXP38Ah0QAgSqXQlsKhz8AN4dCAAWXRH+BcIdEAIEql0JbQYdCAAWXRH+BcJc/fwCHRACBKpdCWwqHPwA3h0IABZdEf4Fwh0QAgSqXQmJBh0IABZdEf4Fwlz9/AIdEAIEql0JbCoc/ADeHQgAFl0R/gXCHRACBKpdCW0GHQgAFl0R/gXCXP38Ah0QAgSqXQlsKhz8AN4dCAAWXRH+BcIdEAIEql0JiQYdCAAWXRH+BcJc/fwCHRACBKpdCWwqHPwA3h0IABZdEf4Fwh0QAgSqXQltBh0IABZdEf4Fwlz9/AIdEAIEql0JbCoc/ADeHQgAFl0R/gXCHRACBKpdCYkGHQgAFl0R/gXCXP38Ah0QAgSqXQlsKhz8AN4dCAAWXRH+BcIdEAIEql0JbQYdCAAWXRH+BcJc/fwCHRACBKpdCWwqHPwA3h0IABZdEf4Fwh0QAgSqXQmJBh0IABZdEf4Fwlz9/AIdEAIEql0JbCoc/ADeHQgAFl0R/gXCHRACBKpdCW0GHQgAFl0R/gXCXP38Ah0QAgSqXQlsKhz8AN4dCAAWXRH+BcJdCXwCHRAB4h0IAeJdEXwCXP3+BNIc/ADyHRAB4lz9/gTSHPwCBNJdCf3iHQgB4l0JOeJc/YwCHQgB4lz9/PIc/AHiHPwA8lz9fgTSHPwCBNP8vAE1UcmsAAAOdAMgBAP8DBkJvbmdvcwC4B2QAuAoAALhbHADoVD2BcJg8f3iIPAAZmDx/eIg8AIFXmDR/eIg0ABSYNH94iDQAZJg8f3iIPAB4mDx/eIg8AHiYPH94iDwAAJg0f3iINAAZmDR/eIg0AIFXmDx/O7hmAD2IPAAZmDx/eIg8AIFXmDR/eIg0ABSYNH94iDQAZJg8f3iIPAB4mDx/eIg8AHiYPH94iDwAAJg0f3iINAAZmDR/eIg0AIFXmDx/eIg8ABmYPH94iDwAgVeYNH94iDQAFJg0f3iINABkmDx/eIg8AHiYPH94iDwAeJg8f3iIPAAAmDR/eIg0ABmYNH94iDQAgVeYPH94iDwAGZg8f3iIPACBV5g0f3iINAAUmDR/eIg0AGSYPH94iDwAeJg8f3iIPAB4mDx/eIg8AACYNH94iDQAGZg0f1+INACBcJg8f3iIPAAZmDx/eIg8AIFXmDR/eIg0ABSYNH94iDQAZJg8f3iIPAB4mDx/eIg8AHiYPH94iDwAAJg0f3iINAAZmDR/eIg0AIFXmDx/eIg8ABmYPH94iDwAgVeYNH94iDQAFJg0f3iINABkmDx/eIg8AHiYPH94iDwAeJg8f3iIPAAAmDR/eIg0ABmYNH94iDQAgVeYPH94iDwAGZg8f3iIPACBV5g0f3iINAAUmDR/eIg0AGSYPH94iDwAeJg8f3iIPAB4mDx/eIg8AACYNH94iDQAGZg0f3iINACBV5g8f3iIPAAZmDx/eIg8AIFXmDR/eIg0ABSYNH94iDQAZJg8f3iIPAB4mDx/eIg8AHiYPH94iDwAAJg0f3iINAAZmDR/X4g0AIFwmDx/eIg8ABmYPH94iDwAgVeYNH94iDQAFJg0f3iINABkmDx/eIg8AHiYPH94iDwAeJg8f3iIPAAAmDR/eIg0ABmYNH94iDQAgVeYPH94iDwAGZg8f3iIPACBV5g0f3iINAAUmDR/eIg0AGSYPH94iDwAeJg8f3iIPAB4mDx/eIg8AACYNH94iDQAGZg0f3iINACBV5g8f3iIPAAZmDx/eIg8AIFXmDR/eIg0ABSYNH94iDQAZJg8f3iIPAB4mDx/eIg8AHiYPH94iDwAAJg0f3iINAAZmDR/eIg0AIFXmDx/eIg8ABmYPH94iDwAgVeYNH94iDQAFJg0f3iINABkmDx/eIg8AHiYPH94iDwAeJg8f3iIPAAAmDR/eIg0ABmYNH9fiDQAX/8vAE1UcmsAAAH4AMoDAP8DBEtpY2sAugdeALoKIAC6WxgA6gBAAJo8f3iKPACCaJo8f3iKPACCaJo8f3iKPACCaJo8f3iKPACCaJo8f3e6ZgABijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaPH94ijwAgmiaNmSDVIo2AINU/y8A","soundbankIndex":42}],"boardevents":[{"id":"Model View Bowser (MP3) v1.1","activationType":-4,"executionType":1,"custom":true,"parameterValues":{"ModelSpace":106,"FaceForward":true,"FacingSpace":98}},{"id":"Load Board Model Per Frame (Static) (MP3) v2","activationType":-4,"executionType":1,"custom":true,"parameterValues":{"LoadPerFrame":false,"ModelID":57,"ModelSpace":107,"FaceScreen":false,"FaceForward":false,"FacingSpace":58}}]}