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; ON if Timer hasn't run out\nNOP\n\nBEQ T0 R0 exitloop\nNOP\n\nJ LOOP\nNOP\n\nCalculateHaul:\nJAL GetRandomByte\nNOP\n\nLUI T1 hi(p1_cpu_difficulty)\nADDIU T1 T1 lo(p1_cpu_difficulty) ; Load P1's Difficulty\nLI T0 0x38 ; This is the distance between each player's Difficulty\nMULT S4 T0 ;  Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current CPU's Difficulty\nLBU T0 0(T1) ; Load address value into A1\n\nBEQ T0 R0 Easy\nNOP\nLI T2 1\nBEQ T0 T2 Normal\nNOP\nLI T2 2\nBEQ T0 T2 Hard\nNOP\n; Else Super Hard\nLI T0 34\nLI T1 30\nJ AddCoins\nNOP\n\nEasy:\nLI T0 15\nLI T1 11\nJ AddCoins\nNOP\n\nNormal:\nLI T0 20\nLI T1 16\nJ AddCoins\nNOP\n\nHard:\nLI T0 28\nLI T1 24\n\nAddCoins:\nADDIU T0 T0 1 \nSUBU S1 T0 T1 ; S1 = Max Coins - Min Coins \nDIVU V0 S1 ; Divide the random number by the number of outcomes\nMFHI S1 ; HI contains the remainder, pull that into S1\nADDU S1 S1 T1\n\n\nexitloop:\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 16 ; Sleep for 16 frames\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3D ; Character image (Monty Mole)\nLUI A1 hi(MontyMoleCongrats_Message)\nADDIU A1 A1 lo(MontyMoleCongrats_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\n\nMOVE A0 S4 ; Assigns Current Player's Index to A0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1 ; Move amount of Coins to A1\n\nMOVE A0 S4 ; Assigns Current Player's Index to A0\nJAL ShowPlayerCoinChange ; Shows how the amount on-screen\nMOVE A1 S1 ; Move amount of Coins to A1\n\nLI A0 -1 ; Current Player\nLI A1 5 ; Jumping Joy Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't repeat animation\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT S4 T0 ;  Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get current Player's Star address\nLBU T0 0(T1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index\n\nJAL SleepProcess \nLI A0 30 ; Sleeps for 30 frames\n\nJ exit\nNOP\n\nno:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3D ; Character image (Monty Mole)\nLUI A1 hi(MontyMoleRejected_Message)\nADDIU A1 A1 lo(MontyMoleRejected_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\n\n\nNotEnoughCoins:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3D ; Character image (Monty Mole)\nLUI A1 hi(MontyNotEnoughCoins_Message)\nADDIU A1 A1 lo(MontyNotEnoughCoins_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n\n\nexit:\nLW RA 76(SP)\nLW S4 72(SP)\nLW S0 68(SP)\nLW S1 64(SP)\nLW S7 60(SP)\nLW S6 56(SP)\nJR RA\nADDIU SP SP 80\n\n\n\nDetectABInput:\nADDIU SP SP -20\nSW RA 16(SP)\n\nLUI T1 hi(p1_controller)\nADDIU T1 T1 lo(p1_controller) ; Load P1's Controller\nLI T0 0x38 ; This is the distance between each player's Controller\nMULT A0 T0 ;  Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Controller Addr\nLBU T0 0(T1) ; Load address value into A1\n\nLUI T1 hi(0x800C9520)\nADDIU T1 T1 lo(0x800C9520) ; Load P1's Button Press Address\nLI A2 0x2 ; This is the distance between each player's Button Address\nMULT A2 T0 ;  Multiply Controller value by 2\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Y Axis\nLBU T0 0(T1) ; Load address value into A1\n\nLI T1 0x80\nBEQ T0 T1 APress\nNOP\n\nNoPress:\nLI V0 0\nJ DetectABInputexit\nNOP\n\nAPress:\nLI V0 1\nJ DetectABInputexit\nNOP\n\nDetectABInputexit:\nLW RA 16(SP)\nJR RA\nADDIU SP SP 20\n\n.align 4\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nMontyNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"for a treasure hunt\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Sorry\"\n.byte 0x82 ; Comma (,)\n.ascii \" bud\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMontyMole_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Uh\"\n.byte 0x3D ; - (minus)\n.ascii \"oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" let me guess\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You want to go on a\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"treasure hunt\"\n.byte 0x82 ; Comma (,)\n.ascii \" right\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"You bet\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.byte 0x11 ; String #1 (Price)\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Nope\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nMontyMoleCongrats_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Wow\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s a great haul\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Good job\"\n.byte 0x82 ; Comma (,)\n.ascii \" buddy\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMontyMoleRejected_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" really\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I guess that\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s fine\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"See ya\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMashWarning_Message:\n.ascii \"When the screen is done fading out\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"press the \"\n.byte 0x21 ; (A) Button Icon\n.ascii \" button repeatedly\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause"},"Mushroom Noise noise":{"language":0,"code":"; NAME: Mushroom Noise noise\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -4\nSW RA 0(SP)\n\nJAL PlaySound\nADDIU A0 R0 0x11 ; Mushroom sound\n\nLW RA 0x000(SP)\nJR RA\nADDIU SP SP 4"},"Last 5 Turns Event":{"language":0,"code":"; NAME: Last 5 Turns Event\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\n;====================================================================\n; Made by Spongyoshi, feel free to use for your own boards\n; Put it as an \"After Turn\" event on your board\n; Activates on Last 5 Turns and offers something to last place\n; If picked \"Get Item\" you get a random item\n; If picked \"Get Coins\" you start an event related to currency\n; If picked \"Something Else...\" a new rule gets added\n; If multiple people are last, they all get an item\n; Thanks to Airsola, Rain & Justin from the MPL Discord!\n;====================================================================\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP) ;holds total turn number\nSW S2 68(SP) ;holds various values for testing\nSW S3 64(SP) ;holds various values & addresses\nSW S4 60(SP) ;holds various values & loops\nSW S5 56(SP) ;holds current player index address\nSW S6 52(SP) ;holds current turn number\nSW S0 48(SP) ;holds various values for testing\n\nLUI S5 hi(current_player_index)\nADDIU S5 S5 lo(current_player_index) ; Loading current player address\n\nLUI S6 hi(0x800CD05A)\nADDIU S6 S6 lo(0x800CD05A) ; Loading address of Total Turn Number\nLBU S1 0(S6)\nLBU S6 1(S6) ; And then the Current Turn number\n\nSUBU S3, S1, S6 ; put max turn - current turn in S3\nLI S2 5\nLI S1 0\nBEQ S3 S2 start ; If it's the last 5 turns, then start the event\nNOP\nSLTI S0 S3 5 ; If not, is it lower then?\nBNE S0 R0 startalt ;if so, do special test\nNOP\nJ exit ;if not, nothing happens\nNOP\n\n;==========special test==========\nstartalt:\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading ram address\nLBU S3 0(S3)\nLI S2 110\nBEQ S3 S2 P1GameBoost ; If value 110 then P1 has Game Star boost\nNOP\nLI S2 111\nBEQ S3 S2 P2GameBoost ; If value 111 then P2 has Game Star boost\nNOP\nLI S2 112\nBEQ S3 S2 P3GameBoost ; If value 112 then P3 has Game Star boostN\nNOP\nLI S2 113\nBEQ S3 S2 P4GameBoost ; If value 113 then P4 has Game Star boost\nNOP\nLI S2 120\nBEQ S3 S2 P1CoinBoost ; If value 120 then P1 has Coin Star boost\nNOP\nLI S2 121\nBEQ S3 S2 P2CoinBoost ; If value 121 then P2 has Coin Star boost\nNOP\nLI S2 122\nBEQ S3 S2 P3CoinBoost ; If value 122 then P3 has Coin Star boost\nNOP\nLI S2 123\nBEQ S3 S2 P4CoinBoost ; If value 123 then P4 has Coin Star boost\nNOP\nLI S2 130\nBEQ S3 S2 P1WarpBoost ; If value 130 then P1 has Warp Star boost\nNOP\nLI S2 131\nBEQ S3 S2 P2WarpBoost ; If value 131 then P2 has Warp Star boost\nNOP\nLI S2 132\nBEQ S3 S2 P3WarpBoost ; If value 132 then P3 has Warp Star boost\nNOP\nLI S2 133\nBEQ S3 S2 P4WarpBoost ; If value 133 then P4 has Warp Star boost\nNOP\nJ exit ;if not, nothing happens\nNOP\n\nP1GameBoost:\nLUI S2 hi(p1_minigame_star)\nADDIU S2 S2 lo(p1_minigame_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 5 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P1Boosted\nNOP\n\nP2GameBoost:\nLUI S2 hi(p2_minigame_star)\nADDIU S2 S2 lo(p2_minigame_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 5 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P2Boosted\nNOP\n\nP3GameBoost:\nLUI S2 hi(p3_minigame_star)\nADDIU S2 S2 lo(p3_minigame_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 5 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P3Boosted\nNOP\n\nP4GameBoost:\nLUI S2 hi(p4_minigame_star)\nADDIU S2 S2 lo(p4_minigame_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 5 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P4Boosted\nNOP\n\nP1CoinBoost:\nLUI S2 hi(p1_coin_star)\nADDIU S2 S2 lo(p1_coin_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 10 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P1Boosted\nNOP\n\nP2CoinBoost:\nLUI S2 hi(p2_coin_star)\nADDIU S2 S2 lo(p2_coin_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 10 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P2Boosted\nNOP\n\nP3CoinBoost:\nLUI S2 hi(p3_coin_star)\nADDIU S2 S2 lo(p3_coin_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 10 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P3Boosted\nNOP\n\nP4CoinBoost:\nLUI S2 hi(p4_coin_star)\nADDIU S2 S2 lo(p4_coin_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 10 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P4Boosted\nNOP\n\nP1WarpBoost:\nLUI S2 hi(p1_happening_space_count)\nADDIU S2 S2 lo(p1_happening_space_count) ; Loading bonus star in question\nLBU S3 0(S2)\nADDIU S3 S3 1 ;Boost the bonus star ammount\nSB S3 0(S2) ;Send it back as the new value\nJ P1Boosted\nNOP\n\nP2WarpBoost:\nLUI S2 hi(p2_happening_space_count)\nADDIU S2 S2 lo(p2_happening_space_count) ; Loading bonus star in question\nLBU S3 0(S2)\nADDIU S3 S3 1 ;Boost the bonus star ammount\nSB S3 0(S2) ;Send it back as the new value\nJ P2Boosted\nNOP\n\nP3WarpBoost:\nLUI S2 hi(p3_happening_space_count)\nADDIU S2 S2 lo(p3_happening_space_count) ; Loading bonus star in question\nLBU S3 0(S2)\nADDIU S3 S3 1 ;Boost the bonus star ammount\nSB S3 0(S2) ;Send it back as the new value\nJ P3Boosted\nNOP\n\nP4WarpBoost:\nLUI S2 hi(p4_happening_space_count)\nADDIU S2 S2 lo(p4_happening_space_count) ; Loading bonus star in question\nLBU S3 0(S2)\nADDIU S3 S3 1 ;Boost the bonus star ammount\nSB S3 0(S2) ;Send it back as the new value\nJ P4Boosted\nNOP\n\nP1Boosted:\nLI S2 0 ;Get Player 1\nSB S2 0(S5) ;Send it as the current player index\nJ BoostedWindow ;Launch the Window\nNOP\n\nP2Boosted:\nLI S2 1 ;Get Player 2\nSB S2 0(S5) ;Send it as the current player index\nJ BoostedWindow ;Launch the Window\nNOP\n\nP3Boosted:\nLI S2 2 ;Get Player 3\nSB S2 0(S5) ;Send it as the current player index\nJ BoostedWindow ;Launch the Window\nNOP\n\nP4Boosted:\nLI S2 3 ;Get Player 4\nSB S2 0(S5) ;Send it as the current player index\nJ BoostedWindow ;Launch the Window\nNOP\n\nBoostedWindow:\nLI A0 11 ; Generic Fade-out \nJAL InitFadeOut\nLI A1 5 ; Fade Out for 5 Frames\nJAL SleepProcess\nADDIU A0 R0 5 ;Sleep for 5 frames\nLI A0 11 ; Generic Fade-in \nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\nJAL SleepProcess\nADDIU A0 R0 5 ;Sleep for 5 frames\n\nJAL PlaySound\nLI A0 0x143 ;Shinning Star\nJAL SleepProcess\nADDIU A0 R0 60 ;Sleep for 60 frames for anticipation\n;Now start the window\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T0 0x64 ; 100 Units Y pos\nSW T0 28(SP)\nLUI A1 hi(Boost_Message)\nADDIU A1 A1 lo(Boost_Message)\nLI A0 -1 ; Character image (-1 for none)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 11 ; Generic Fade-out \nJAL InitFadeOut\nLI A1 5 ; Fade Out for 5 Frames\nJAL SleepProcess\nADDIU A0 R0 5 ;Sleep for 5 frames\nLI A0 11 ; Generic Fade-in \nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\nJAL SleepProcess\nADDIU A0 R0 5 ;Sleep for 5 frames\n\nJ exit\nNOP\n;==========special test end==========\n\n;==========find 4th place==========\nstart:\nLI S2 1 ;give the info that it's the last 5 turns\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading board ram address\nSB S2 0(S3)\n\nLI A0 11 ; Generic Fade-out \nJAL InitFadeOut\nLI A1 5 ; Fade Out for 5 Frames\n\nJAL SleepProcess\nADDIU A0 R0 10\n\nJAL PlayMusic\nLI A0 19 ;Play the last 5 turns music\n\nLI S2 3 ;Get 4th place\n\nJAL GetPlayerPlacement\nLI A0 0\nBEQ V0 S2 P1IsLast ; If P1's placement is 4th, they are last\nNOP\n\nJAL GetPlayerPlacement\nLI A0 1\nBEQ V0 S2 P2IsLast ; If P2's placement is 4th, they are last\nNOP\n\nJAL GetPlayerPlacement\nLI A0 2\nBEQ V0 S2 P3IsLast ; If P3's placement is 4th, they are last\nNOP\n\nJAL GetPlayerPlacement\nLI A0 3\nBEQ V0 S2 P4IsLast ; If P4's placement is 4th, they are last\nNOP\n;==========find 4th place end==========\n\n;==========find 3rd place==========\n;Else, search for third place\nLI S6 0 ;emptied S6\nLI S2 2 ;Get 3th place\n\nJAL GetPlayerPlacement\nLI A0 0\nBEQ V0 S2 P1IsThird ; If P1's placement is 3th, they are last\nNOP\nKeepSearch1:\nJAL GetPlayerPlacement\nLI A0 1\nBEQ V0 S2 P2IsThird ; If P2's placement is 3th, they are last\nNOP\nKeepSearch2:\nJAL GetPlayerPlacement\nLI A0 2\nBEQ V0 S2 P3IsThird ; If P3's placement is 3th, they are last\nNOP\nKeepSearch3:\nJAL GetPlayerPlacement\nLI A0 3\nBEQ V0 S2 P4IsThird ; If P4's placement is 3th, they are last\nNOP\n;==========find 3rd place end==========\n\n;==========find 2nd place==========\n;Else, search for second place\nLI S3 0 ;emptied S3\nLI S2 1 ;Get 2th place\n\nJAL GetPlayerPlacement\nLI A0 0\nBEQ V0 S2 P1IsSecond ; If P1's placement is 2th, they are last\nNOP\nKeepSearch4:\nJAL GetPlayerPlacement\nLI A0 1\nBEQ V0 S2 P2IsSecond ; If P2's placement is 2th, they are last\nNOP\nKeepSearch5:\nJAL GetPlayerPlacement\nLI A0 2\nBEQ V0 S2 P3IsSecond ; If P3's placement is 2th, they are last\nNOP\nKeepSearch6:\nJAL GetPlayerPlacement\nLI A0 3\nBEQ V0 S2 P4IsSecond ; If P4's placement is 2th, they are last\nNOP\n\nJ exitwindow ;if not, everyone is first, event is cancelled\nNOP\n;==========find 2nd place end==========\n\n;==========ALL the tests==========\nP1IsLast:\nLI S2 0 ;Get Player 1\nSB S2 0(S5) ;Send it as the current player index\nJ choicewindow ;Start the Last 5 Turns Event\nNOP\nP2IsLast:\nLI S2 1 ;Get Player 2\nSB S2 0(S5) ;Send it as the current player index\nJ choicewindow ;Start the Last 5 Turns Event\nNOP\nP3IsLast:\nLI S2 2 ;Get Player 3\nSB S2 0(S5) ;Send it as the current player index\nJ choicewindow ;Start the Last 5 Turns Event\nNOP\nP4IsLast:\nLI S2 3 ;Get Player 3\nSB S2 0(S5) ;Send it as the current player index\nJ choicewindow ;Start the Last 5 Turns Event\nNOP\n\nP1IsThird:\nLI S6 1 ;Get Player 1\nJ KeepSearch1 ;Find the second\nNOP\nP2IsThird:\nBEQ R0 S6 altKeepSearch2 ; Check if S6 is empty\nNOP\nLI S1 2 ;Else, get Player 2\nJ TwoPlayerGiveaway ;And start the giveaway\nNOP\nP3IsThird:\nBEQ R0 S6 altKeepSearch3 ; Check if S6 is empty\nNOP\nLI S1 3 ;Else, get Player 3\nJ TwoPlayerGiveaway ;And start the giveaway\nNOP\nP4IsThird:\nLI S1 4 ;Get Player 4\nJ TwoPlayerGiveaway ;And start the giveaway\nNOP\naltKeepSearch2:\nLI S6 2 ;Get Player 2\nJ KeepSearch2 ;Find the second\nNOP\naltKeepSearch3:\nLI S6 3 ;Get Player 3\nJ KeepSearch3 ;Find the second\nNOP\n\nP1IsSecond:\nLI S6 1 ;Get Player 1\nJ KeepSearch4 ;Find the second\nNOP\nP2IsSecond:\nLI S3 2 ;Get Player 2\nJ KeepSearch5 ;Find the second or third\nNOP\nP3IsSecond:\nBEQ R0 S6 alt1KeepSearch6 ; Check if S6 is empty\nNOP\nBEQ R0 S3 alt2KeepSearch6 ; Check if S3 is empty\nNOP\nLI S1 3 ;Else, get Player 3\nJ ThreePlayerGiveaway ;And start the giveaway\nNOP\nP4IsSecond:\nLI S1 4 ;Get Player 4\nJ ThreePlayerGiveaway ;And start the giveaway\nNOP\nalt1KeepSearch6:\nLI S6 3 ;Get Player 3\nJ KeepSearch6 ;Find the third\nNOP\nalt2KeepSearch6:\nLI S3 3 ;Get Player 3\nJ KeepSearch6 ;Find the third\nNOP\n;==========ALL the tests end==========\n\n;==========Last 5 Turns Prompt==========\nchoicewindow:\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nLI S3 6 ;preventive action for the loop\nLI S6 6 ;preventive action for the loop\n; Greetings window\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(promptMessage)\nADDIU A1 A1 lo(promptMessage)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0\n\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 0\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\n; Change the outcome based on the choice.\nLI A0 0\nBEQ S0 A0 SomeItem\nNOP\nLI A0 1\nBEQ S0 A0 SomeCoins\nNOP\nLI A0 2\nBEQ S0 A0 SomeRules\nNOP\n;==========Last 5 Turns Prompt END==========\n\n;==========Item Reward Selection==========\nSomeItem:\nJAL PlaySound\nLI A0 0x143 ;Shinning Star\nJAL SleepProcess\nADDIU A0 R0 60 ;Sleep for 60 frames for anticipation\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 BellorLampGet\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 GloveorChestGet\nNOP\n\nSLTI S0 V0 230 ; Is the number less than 230?\nBNE S0 R0 KeyorShroomGet\nNOP\n\nJ RareItemGet\nNOP\n;==========Item Reward Selection END==========\n\n;==========Coins Reward Selection==========\nSomeCoins:\nJAL PlaySound\nLI A0 0x143 ;Shinning Star\nJAL SleepProcess\nADDIU A0 R0 60 ;Sleep for 60 frames for anticipation\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 StarsorCoinsGet\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 CoinStealGet\nNOP\n\nSLTI S0 V0 230 ; Is the number less than 230?\nBNE S0 R0 BankMasterMightGet\nNOP\n\nJ BowserRevolutionGet\nNOP\n;==========Coins Reward Selection END==========\n\n;==========Rules Selection==========\nSomeRules:\nJAL PlaySound\nLI A0 0x143 ;Shinning Star\nJAL SleepProcess\nADDIU A0 R0 60 ;Sleep for 60 frames for anticipation\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 RedSpaceRulesGet\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 BankPriceRulesGet\nNOP\n\nSLTI S0 V0 230 ; Is the number less than 230?\nBNE S0 R0 BonusStarsSelect\nNOP\n\nJ HiddenBlockRulesGet\nNOP\n;==========Rules Selection END==========\n\n;==========Bonus Stars Selection==========\nBonusStarsSelect:\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 90 ; Is the number less than 90?\nBNE S0 R0 MinigameStarSelect\nNOP\n\nSLTI S0 V0 180 ; Is the number less than 180?\nBNE S0 R0 CoinStarSelect\nNOP\n\nLI S4 30 ; Give the Warp Star Value\nJ BonusStarsRulesGet\nNOP\n\nMinigameStarSelect:\nLI S4 10 ; Give the Minigame Star Value\nJ BonusStarsRulesGet\nNOP\n\nCoinStarSelect:\nLI S4 20 ; Give the Coin Star Value\nJ BonusStarsRulesGet\nNOP\n;==========Bonus Stars Selection END==========\n\n;==========Final Reward Selection==========\nBellorLampGet:\nLBU A0 0 (S5) ; Get current player index\nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nLI A1 40 ; A1 = The ammount of Coins to check for\nBNE V0 R0 MagicLampGiveaway\nNOP\nJ BooBellGiveaway\nNOP\nGloveorChestGet:\nLBU A0 0 (S5) ; Get current player index\nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nLI A1 20 ; A1 = The ammount of Coins to check for\nBNE V0 R0 DuellingGloveGiveaway\nNOP\nJ PlunderChestGiveaway\nNOP\nKeyorShroomGet:\nLBU A0 0 (S5) ; Get current player index\nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nLI A1 60 ; A1 = The ammount of Coins to check for\nBNE V0 R0 SkeletonKeyGiveaway\nNOP\nJ GoldenMushroomGiveaway\nNOP\nRareItemGet:\nJAL GetRandomByte ; Random Int at V0\nNOP\nSLTI S0 V0 100 ; Is the number less than 100?\nBNE S0 R0 LuckyCharmGiveaway\nNOP\nSLTI S0 V0 180 ; Is the number less than 180?\nBNE S0 R0 KoopaKardGiveaway\nNOP\nSLTI S0 V0 240 ; Is the number less than 240?\nBNE S0 R0 BarterBoxGiveaway\nNOP\nJ WackyWatchGiveaway\nNOP\nStarsorCoinsGet:\nLBU A0 0 (S5) ; Get current player index\nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nLI A1 30 ; A1 = The ammount of Coins to check for\nBNE V0 R0 CoinPrizeGet\nNOP\nJ StarPrizeGet\nNOP\nCoinStealGet:\nLI S4 40; The ammount of coins to test for\nJAL GetPlayerStruct\nLI A0 -1\nLHU V0 0xA(V0)\nADDU S4 V0 S4 ; Add V0 to the value\nLI S2 0; Emptying S2\n\nLUI T2 hi(p1_coins)\nADDIU T2 T2 lo(p1_coins) ; Loading P1 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\n\nLUI T2 hi(p2_coins)\nADDIU T2 T2 lo(p2_coins) ; Loading P2 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\n\nLUI T2 hi(p3_coins)\nADDIU T2 T2 lo(p3_coins) ; Loading P3 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\n\nLUI T2 hi(p4_coins)\nADDIU T2 T2 lo(p4_coins) ; Loading P4 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\n\nSLT S0 S4 S2 ; Are opponents coins higher than 40?\nNOP\nBNE S0 R0 CoinStealTenGet\nNOP\n;if not\nJ CoinStealFiveGet\nNOP\nBankMasterMightGet:\nLUI S2 hi(bank_coin_total)\nADDIU S2 S2 lo(bank_coin_total) ; Load Coins in Bank\nLHU S2 0(S2) ; Load address value\nSLTI S0 S2 5 ; Is the number less than 5?\nBNE S0 R0 RandomBank\nNOP\n;if not\nJ BankMasterGet\nNOP\nRandomBank:\nJAL GetRandomByte ; Random Int at V0\nNOP\nSLTI S0 V0 150 ; Is the number less than 150?\nBNE S0 R0 StarsorCoinsGet\nNOP\nJ BowserRevolutionGet\nNOP\n;==========Final Reward Selection END==========\n\n;==========Item Giveaway Prize==========\nMagicLampGiveaway: ;Giving away Magic Lamp\nADDIU S1 R0 0x0E ; Magic Lamp value\nLUI A1 hi(Magic_Lamp_Get)\nADDIU A1 A1 lo(Magic_Lamp_Get)\nJ GiveWindow\nNOP\n\nBooBellGiveaway: ;Giving away Boo Bell\nADDIU S1 R0 0x0B ; Boo Bell value\nLUI A1 hi(Boo_Bell_Get)\nADDIU A1 A1 lo(Boo_Bell_Get)\nJ GiveWindow\nNOP\n\nDuellingGloveGiveaway: ;Giving away Duel Glove\nADDIU S1 R0 0x08 ; Duel Glove value\nLUI A1 hi(Duel_Glove_Get)\nADDIU A1 A1 lo(Duel_Glove_Get)\nJ GiveWindow\nNOP\n\nPlunderChestGiveaway: ;Giving away Plunder Chest\nADDIU S1 R0 0x06 ; Plunder Chest value\nLUI A1 hi(Treasure_Chest_Get)\nADDIU A1 A1 lo(Treasure_Chest_Get)\nJ GiveWindow\nNOP\n\nSkeletonKeyGiveaway: ;Giving away Skeleton Key\nADDIU S1 R0 0x01 ; Skeleton Key value\nLUI A1 hi(Skeleton_Key_Get)\nADDIU A1 A1 lo(Skeleton_Key_Get)\nJ GiveWindow\nNOP\n\nGoldenMushroomGiveaway: ;Giving away Golden Mushroom\nADDIU S1 R0 0x0A ; Golden Mushroom value\nLUI A1 hi(Gold_Shroom_Get)\nADDIU A1 A1 lo(Gold_Shroom_Get)\nJ GiveWindow\nNOP\n\nLuckyCharmGiveaway: ;Giving away Lucky Charm\nADDIU S1 R0 0x11 ; Lucky Charm value\nLUI A1 hi(Rare_Item1_Get)\nADDIU A1 A1 lo(Rare_Item1_Get)\nJ GiveWindow\nNOP\n\nKoopaKardGiveaway: ;Giving away Koopa Card\nADDIU S1 R0 0x0F ; Koopa Card value\nLUI A1 hi(Rare_Item2_Get)\nADDIU A1 A1 lo(Rare_Item2_Get)\nJ GiveWindow\nNOP\n\nBarterBoxGiveaway: ;Giving away Barter Box\nADDIU S1 R0 0x10 ; Barter Box value\nLUI A1 hi(Rare_Item3_Get)\nADDIU A1 A1 lo(Rare_Item3_Get)\nJ GiveWindow\nNOP\n\nWackyWatchGiveaway: ;Giving away Wacky Watch\nADDIU S1 R0 0x11 ; Wacky Watch value\nLUI A1 hi(Rare_Item4_Get)\nADDIU A1 A1 lo(Rare_Item4_Get)\nJ GiveWindow\nNOP\n;==========Item Giveaway Prize END==========\n\n;==========Change Prize==========\nCoinPrizeGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Spare_Change1_Get)\nADDIU A1 A1 lo(Spare_Change1_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nCoinPrizeFailsafe:\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nADDIU A1 R0 20\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nADDIU A1 R0 20\n;Play the player's Happy Voice\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\nJAL PlaySound\nADDIU A0 T0 0x275 ; Add Mario's Happy Voice Index\nJAL GetHappyPlayer\nNOP\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\nJ exiteventwindow\nNOP\n\nStarPrizeGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Spare_Change1_Get)\nADDIU A1 A1 lo(Spare_Change1_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\n; Get Current Player Star Index\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\nMOVE S2 V0 ; Copy Current Player Index to S2\nLUI S3 hi(p1_stars)\nADDIU S3 S3 lo(p1_stars) ; Load Player 1's Star Address\nLI T0 0x38 ; This is the distance between each player's Star Address\nMULT S2 T0 ;  Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\nADDU S3 S3 T0 ; Add result to get current Player's Star Address\nLBU T1 0(S3) ; Load address value into T1\n;CHECK PLAYER'S STAR COUNT\nLI T2 99\nBEQ T2 T1 CoinPrizeFailsafe\nNOP\n;GIVE STAR\nLB T2 0(S3) ; Load Player's Star count into S2\nADDIU T2 T2 1 ; Add 1 to their Star count\nSB T2 0(S3) ; Insert new Star count into the address\n;SOUND STAR\nJAL PlayMusic\nLI A0 111 ; Star Get Jingle\n;DANCE STAR\nLI A0 -1 ; Current Player\nLI A1 6 ; Animation Index (Star Get Dance)\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't Loop Animation\n;Play the player's Star Voice\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\nJAL PlaySound\nADDIU A0 T0 0x263 ; Mario's Star Get Voice Index\nJAL SleepProcess \nLI A0 111 ; Number of frames the game waits for sound to finish\nJAL PlayMusic\nLI A0 19 ;Play the last 5 turns music\nJ exiteventwindow\nNOP\n\nCoinStealFiveGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Spare_Change2_Get)\nADDIU A1 A1 lo(Spare_Change2_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\n;Start the Coin Steal\nLI S4 0 ; Start coin total at 0\nLI S0 0x0 ; Begin with Player 1\nCoinStealStart:\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 CoinStealEnd\nNOP\nBEQ V0 S0 nextplayersteal ; If the current player is S0, skip them\nNOP\n;Check if they have enough coins\nMOVE A0 S0 ; A0 = The player's index \nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nLI A1 5 ; A1 = The ammount of Coins to check for\nBEQ V0 R0 CoinStealPartial ;if not, steal all\nNOP\nADDIU S4 S4 5 ; Else, just Add 5 to the coin total\nLI S1 5\n;Coin deletion\nCoinStealDelet:\nSUBU S1 R0 S1 ; Reverse the value\nMOVE A0 S0 ; A0 = S0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1\nMOVE A0 S0 ; A0 = S0\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S1\nnextplayersteal:\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nJ CoinStealStart\nNOP\n;Get all the player's coins\nCoinStealPartial:\nJAL GetPlayerStruct\nMOVE A0 S0 ; get the struct of the opponent being checked at V0\nLHU S1 0xA(V0) ; load into S1 the opponent's coins, using offset of their struct\nADDU S4 S4 S1 ; Add the value to S4\nJ CoinStealDelet\nNOP\n;End of the loop\nCoinStealEnd:\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nADDU A1 R0 S4\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nADDU A1 R0 S4\n;Play the player's Happy Voice\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\nJAL PlaySound\nADDIU A0 T0 0x275 ; Add Mario's Happy Voice Index\nJAL GetHappyPlayer\nNOP\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\nJ exiteventwindow\nNOP\n\nCoinStealTenGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Spare_Change2_Get)\nADDIU A1 A1 lo(Spare_Change2_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\n;Start the Coin Steal\nLI S4 0 ; Start coin total at 0\nLI S0 0x0 ; Begin with Player 1\nDoinStealStart:\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 DoinStealEnd\nNOP\nBEQ V0 S0 dextplayersteal ; If the current player is S0, skip them\nNOP\n;Check if they have enough coins\nMOVE A0 S0 ; A0 = The player's index \nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nLI A1 10 ; A1 = The ammount of Coins to check for\nBEQ V0 R0 DoinStealPartial ;if not, steal all\nNOP\nADDIU S4 S4 10 ; Else, just Add 5 to the coin total\nLI S1 10\n;Coin deletion\nDoinStealDelet:\nSUBU S1 R0 S1 ; Reverse the value\nMOVE A0 S0 ; A0 = S0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1\nMOVE A0 S0 ; A0 = S0\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S1\ndextplayersteal:\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nJ DoinStealStart\nNOP\n;Get all the player's coins\nDoinStealPartial:\nJAL GetPlayerStruct\nMOVE A0 S0 ; get the struct of the opponent being checked at V0\nLHU S1 0xA(V0) ; load into S1 the opponent's coins, using offset of their struct\nADDU S4 S4 S1 ; Add the value to S4\nJ DoinStealDelet\nNOP\n;End of the loop\nDoinStealEnd:\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nADDU A1 R0 S4\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nADDU A1 R0 S4\n;Play the player's Happy Voice\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\nJAL PlaySound\nADDIU A0 T0 0x275 ; Add Mario's Happy Voice Index\nJAL GetHappyPlayer\nNOP\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\nJ exiteventwindow\nNOP\n\nBankMasterGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Spare_Change3_Get)\nADDIU A1 A1 lo(Spare_Change3_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nLUI S2 hi(bank_coin_total)\nADDIU S2 S2 lo(bank_coin_total) ; Load Coins in Bank\nLHU S4 0(S2) ; Load address value into S4\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nMOVE A0 V0\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S4\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nMOVE A0 V0\nJAL ShowPlayerCoinChange\nMOVE A1 S4\n;Play the player's Happy Voice\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\nJAL PlaySound\nADDIU A0 T0 0x275 ; Add Mario's Happy Voice Index\nJAL GetHappyPlayer\nNOP\nLI S4 0; empty S4\nSH S4 0(S2); and make it the new bank coin total\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\nJ exiteventwindow\nNOP\n\nBowserRevolutionGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Spare_Change4_Get)\nADDIU A1 A1 lo(Spare_Change4_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nJAL PlaySound\nLI A0 0x29C ;Bowser's Laugh\nLI S2 0; Emptying S2\n;Get player 1's coins\nLUI T2 hi(p1_coins)\nADDIU T2 T2 lo(p1_coins) ; Loading P1 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\nSUBU S1 R0 T2\nLI A0 0; Adjust Player 1's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1\nLI A0 0; Adjust Player 1's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S1\n;Get player 2's coins\nLUI T2 hi(p2_coins)\nADDIU T2 T2 lo(p2_coins) ; Loading P2 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\nSUBU S1 R0 T2\nLI A0 1; Adjust Player 2's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1\nLI A0 1; Adjust Player 2's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S1\n;Get player 3's coins\nLUI T2 hi(p3_coins)\nADDIU T2 T2 lo(p3_coins) ; Loading P3 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\nSUBU S1 R0 T2\nLI A0 2; Adjust Player 3's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1\nLI A0 2; Adjust Player 3's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S1\n;Get player 4's coins\nLUI T2 hi(p4_coins)\nADDIU T2 T2 lo(p4_coins) ; Loading P4 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\nSUBU S1 R0 T2\nLI A0 3; Adjust Player 4's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1\nLI A0 3; Adjust Player 4's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S1\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\nLI A0 4\nDIVU S2 A0 ; Divide the number of Coins by the number of players\nMFLO S2 ; And send the result to S2\n;Give player 1's coins\nLI A0 0; Adjust Player 1's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S2\nLI A0 0; Adjust Player 1's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S2\n;Give player 2's coins\nLI A0 1; Adjust Player 2's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S2\nLI A0 1; Adjust Player 2's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S2\n;Give player 3's coins\nLI A0 2; Adjust Player 3's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S2\nLI A0 2; Adjust Player 3's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S2\n;Give player 4's coins\nLI A0 3; Adjust Player 4's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S2\nLI A0 3; Adjust Player 4's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S2\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\nJ exiteventwindow\nNOP\n;==========Change Prize END==========\n\n;==========Change Miracle==========\nRedSpaceRulesGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(New_Rules1_Get)\nADDIU A1 A1 lo(New_Rules1_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nLI S2 2\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading board ram address\nSB S2 0(S3)\nJ exiteventwindow\nNOP\nBankPriceRulesGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(New_Rules2_Get)\nADDIU A1 A1 lo(New_Rules2_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nLI S2 3\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading board ram address\nSB S2 0(S3)\nJ exiteventwindow\nNOP\nBonusStarsRulesGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(New_Rules3_Get)\nADDIU A1 A1 lo(New_Rules3_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nLI S2 100\nJAL GetCurrentPlayerIndex\nNOP\nADDU S2 S2 V0 ; Add Current Player Index to S2\nADDU S2 S2 S4 ; Add Bonus Star of Choice to S2\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading board ram address\nSB S2 0(S3)\nJ exiteventwindow\nNOP\nHiddenBlockRulesGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(New_Rules4_Get)\nADDIU A1 A1 lo(New_Rules4_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nLI S2 4\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading board ram address\nSB S2 0(S3)\nJ exiteventwindow\nNOP\n;==========Change Miracle END==========\n\n;==========2P Giveaway Window==========\nTwoPlayerGiveaway:\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T0 0x64 ; 100 Units Y pos\nSW T0 28(SP)\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(Item_Giveaway_Message)\nADDIU A1 A1 lo(Item_Giveaway_Message)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI S4 0 ;Initialize the value of the loop\nLI S3 6 ;preventive action for the loop\n;==========2P Giveaway Window END==========\n\n;==========2P Giveaway Character Select==========\n2PLoopBack:\nLI A0 11 ; Generic Fade-out \nJAL InitFadeOut\nLI A1 5 ; Fade Out for 5 Frames\n\nJAL SleepProcess\nADDIU A0 R0 7\n\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nADDIU S4, S4, 1 ;Add 1 to S4\nLI S0 1 ;See if it's the first loop\nBEQ S0, S4, 2PLoopingBack ;If so, branch out\nNOP\nLI S0 3 ;If not, See if it's the last loop\nBEQ S0, S4, exiteventwindow ;If so, end of giveaway\nNOP\nLI S0 1\nSUBU S0, S6, S0 ; Substract one to get the exact index\nSB S0 0(S5);if not, give first player to current player index\nJ Continue2PGive\nNOP\n\n2PLoopingBack:\nLI S0 1\nSUBU S0, S1, S0 ; Substract one to get the exact index\nSB S0 0(S5);if so, give second player to current player index\nJ Continue2PGive\nNOP\n;==========2P Giveaway Character Select END==========\n\n;==========2P Giveaway Selection==========\nContinue2PGive:\nLI S1 0 ;emptied S1\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 DuelGloveGiveaway2P\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 GoldenMushroomGiveaway2P\nNOP\n\nSLTI S0 V0 240 ; Is the number less than 240?\nBNE S0 R0 CellularShopperGiveaway2P\nNOP\n\nJ MagicLampGiveaway2P\nNOP\n;==========2P Giveaway Selection END==========\n\n;==========2P Giveaway Window Selection==========\nDuelGloveGiveaway2P: ;Giving away Duel Glove\nADDIU S1 R0 0x08 ; Dueling Glove value\nLUI A1 hi(Duel_Glove_Get)\nADDIU A1 A1 lo(Duel_Glove_Get)\nJ GiveWindow\nNOP\nGoldenMushroomGiveaway2P: ;Giving away Golden Mushroom\nADDIU S1 R0 0x0A ; Golden Mushroom value\nLUI A1 hi(Gold_Shroom_Get)\nADDIU A1 A1 lo(Gold_Shroom_Get)\nJ GiveWindow\nNOP\nCellularShopperGiveaway2P: ;Giving away Cellular Shopper\nADDIU S1 R0 0x04 ; Cellular Shopper value\nLUI A1 hi(Toad_Phone_Get)\nADDIU A1 A1 lo(Toad_Phone_Get)\nJ GiveWindow\nNOP\nMagicLampGiveaway2P: ;Giving away Magic Lamp\nADDIU S1 R0 0x0E ; Magic Lamp value\nLUI A1 hi(Magic_Lamp_Get)\nADDIU A1 A1 lo(Magic_Lamp_Get)\nJ GiveWindow\nNOP\n;==========2P Giveaway Window Selection END==========\n\n;==========3P Giveaway Window==========\nThreePlayerGiveaway:\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T0 0x64 ; 100 Units Y pos\nSW T0 28(SP)\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(Item_Giveaway_Message)\nADDIU A1 A1 lo(Item_Giveaway_Message)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI S4 0 ;Initialize the value of the loop\n;==========3P Giveaway Window END==========\n\n;==========3P Giveaway Character Select==========\n3PLoopBack:\nLI A0 11 ; Generic Fade-out \nJAL InitFadeOut\nLI A1 5 ; Fade Out for 5 Frames\n\nJAL SleepProcess\nADDIU A0 R0 7\n\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nADDIU S4, S4, 1 ;Add 1 to S4\nLI S0 1 ;See if it's the first loop\nBEQ S0, S4, 3PLoopingAgain ;If so, branch out\nNOP\nLI S0 2 ;If not, See if it's the second loop\nBEQ S0, S4, 3PLoopingBack ;If so, branch out\nNOP\nLI S0 4 ;If not, See if it's the last loop\nBEQ S0, S4, exiteventwindow ;If so, end of giveaway\nNOP\nLI S0 1\nSUBU S0, S6, S0 ; Substract one to get the exact index\nSB S0 0(S5);if not, give first player to current player index\nJ Continue3PGive\nNOP\n\n3PLoopingBack:\nLI S0 1\nSUBU S0, S3, S0 ; Substract one to get the exact index\nSB S0 0(S5);if so, give second player to current player index\nJ Continue3PGive\nNOP\n\n3PLoopingAgain:\nLI S0 1\nSUBU S0, S1, S0 ; Substract one to get the exact index\nSB S0 0(S5);if so, give third player to current player index\nJ Continue3PGive\nNOP\n;==========3P Giveaway Character Select END==========\n\n;==========3P Giveaway Selection==========\nContinue3PGive:\nLI S1 0 ;emptied S1\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 DuelGloveGiveaway3P\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 GoldenMushroomGiveaway3P\nNOP\n\nSLTI S0 V0 240 ; Is the number less than 240?\nBNE S0 R0 CellularShopperGiveaway3P\nNOP\n\nJ BooRepellantGiveaway3P\nNOP\n;==========3P Giveaway Selection END==========\n\n;==========3P Giveaway Window Selection==========\nDuelGloveGiveaway3P: ;Giving away Duel Glove\nADDIU S1 R0 0x08 ; Dueling Glove value\nLUI A1 hi(Duel_Glove_Get)\nADDIU A1 A1 lo(Duel_Glove_Get)\nJ GiveWindow\nNOP\nGoldenMushroomGiveaway3P: ;Giving away Golden Mushroom\nADDIU S1 R0 0x0A ; Golden Mushroom value\nLUI A1 hi(Gold_Shroom_Get)\nADDIU A1 A1 lo(Gold_Shroom_Get)\nJ GiveWindow\nNOP\nCellularShopperGiveaway3P: ;Giving away Cellular Shopper\nADDIU S1 R0 0x04 ; Cellular Shopper value\nLUI A1 hi(Toad_Phone_Get)\nADDIU A1 A1 lo(Toad_Phone_Get)\nJ GiveWindow\nNOP\nBooRepellantGiveaway3P: ;Giving away Boo Repellant\nADDIU S1 R0 0x0C ; Boo Repellant value\nLUI A1 hi(Boo_Repel_Get)\nADDIU A1 A1 lo(Boo_Repel_Get)\nJ GiveWindow\nNOP\n;==========3P Giveaway Window Selection END==========\n\n; BEGIN DETERMINE PLAYER CODE\ndetermineplayer:\nJAL GetCurrentPlayerIndex\nNOP\n\nADDU S0 R0 R0\n\nLUI S2 hi(p1_item1)\nADDIU S2 S2 lo(p1_item1)\n\nBEQ S0 V0 determineslot\nNOP\nADDIU S0 S0 1\n\nLUI S2 hi(p2_item1)\nADDIU S2 S2 lo(p2_item1)\n\nBEQ S0 V0 determineslot\nNOP\nADDIU S0 S0 1\n\nLUI S2 hi(p3_item1)\nADDIU S2 S2 lo(p3_item1)\n\nBEQ S0 V0 determineslot\nNOP\nADDIU S0 S0 1\n\nLUI S2 hi(p4_item1)\nADDIU S2 S2 lo(p4_item1)\n; END DETERMINE PLAYER CODE\n\n; BEGIN ANALYZE INVENTORY CODE\ndetermineslot:\nADDIU S0 R0 0xFF\nLBU V0 0(S2)\nBEQ S0 V0 giveitem ; First slot is empty (0xFF)\nNOP\nADDIU S2 S2 1\nLBU V0 0(S2)\nBEQ S0 V0 giveitem ; Second slot is empty\nNOP\nADDIU S2 S2 1\nLBU V0 0(S2)\nBEQ S0 V0 giveitem ; Third slot is empty\nNOP\n; END ANALYZE INVENTORY CODE\n\n; BEGIN SHOW \"CANNOT GIVE ITEM\" MESSAGE CODE\npromptdisplay:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLUI A1 hi(DeleteItem)\nADDIU A1 A1 lo(DeleteItem)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 0\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the player's destination based on the choice.\nLI A0 0\nBEQ S0 A0 DelItem1\nNOP\nLI A0 1\nBEQ S0 A0 DelItem2\nNOP\nLI A0 2\nBEQ S0 A0 DelItem3\nNOP\nLI A0 3\nBEQ S0 A0 finish_giveaway\nNOP\n; END SHOW \"CANNOT GIVE ITEM\" MESSAGE CODE\n\n;HAPPY CODE\nHappyCode:\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\nJAL PlaySound\nADDIU A0 T0 0x275 ; Add Mario's Happy Voice Index\nJAL GetHappyPlayer\nNOP\nJ Sound\nNOP\n;HAPPY CODE\n\n;DelItems & giveitem\nDelItem1:\nLI S0 0x2\nSUBU S2 S2 S0\nSB S1 0(S2)\nJ HappyCode\nNOP\n\nDelItem2:\nLI S0 0x1\nSUBU S2 S2 S0\nSB S1 0(S2)\nJ HappyCode\nNOP\n\nDelItem3:\nSB S1 0(S2)\nJ HappyCode\nNOP\n\ngiveitem:\nSB S1 0(S2)\nJ HappyCode\nNOP\n\nSound:\nADDIU A0 R0 0x10C ; turn start sound\nJAL PlaySound\nNOP\n\nADDIU A0 R0 15\nJAL SleepProcess ; Sleeps for 15 frames\nNOP\n;DelItems & giveitem END\n\n;==========End of Giveaway Window==========\nfinish_giveaway:\nSLTI S0 S3 5 ; Is S3 less than 5?\nBNE S0 R0 3PLoopBack ;if so, go back to 3P Giveaway loop\nNOP\n\nSLTI S0 S6 5 ; Else, Is S6 less than 5?\nBNE S0 R0 2PLoopBack ;if so, go back to 2P Giveaway loop\nNOP\n;else, end the event\n;==========End of Giveaway Window end==========\n\n;==========End of Event Window==========\nexiteventwindow:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T0 0x64 ; 100 Units Y pos\nSW T0 28(SP)\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(EndingEvent_Message)\nADDIU A1 A1 lo(EndingEvent_Message)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 11 ; Generic Fade-out \nJAL InitFadeOut\nLI A1 5 ; Fade Out for 5 Frames\nJAL SleepProcess\nADDIU A0 R0 10 ;Sleep for 8 frames\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nJ exit\nNOP\n;==========End of Event Window end==========\n\n;==========Giveaway Window==========\nGiveWindow:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ determineplayer\nNOP\n;==========Giveaway Window END==========\n\n;==========No Event Window==========\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nexitwindow:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T0 0x64 ; 100 Units Y pos\nSW T0 28(SP)\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(NoEvent_Message)\nADDIU A1 A1 lo(NoEvent_Message)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;==========No Event Window end==========\n\nexit:\nLI S2 3\nSB S2 0 (S5) ;giving back player 4 to current player index\n;and end\nLW RA 76(SP)\nLW S1 72(SP)\nLW S2 68(SP)\nLW S3 64(SP)\nLW S4 60(SP)\nLW S5 56(SP)\nLW S6 52(SP)\nLW S0 48(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\npromptMessage:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"The game is reaching the last five turns\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n.ascii \"And it looks like \"\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" is lagging behind\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n.ascii \"Time to turn the tides\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x07 ; Yellow Font\n.ascii \" Pick a prize\"\n.byte 0x08 ; White Font\n.byte 0xC2,0xC2 ; Exclamation Marks (!!)\n.byte 0x0A ; Newline\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Get Item\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"Get Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"Something Else\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nDeleteItem:\n.byte 0x0B ; Start the message\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" You can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t carry any more Items\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.ascii \"Choose one you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re willing to throw away\"\n.byte 0x85 ; .\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Item 1\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"Item 2\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"Item 3\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"New item\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nItem_Giveaway_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"The game is reaching the last five turns\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"And a few of you are lagging behind\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"In this case\"\n.byte 0x82 ; Comma (,)\n.ascii \" those in need get \"\n.byte 0x07 ; Yellow Font\n.ascii \"an item\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nEndingEvent_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"This should help you make a comeback\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Good luck everyone\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" And don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t forget\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x05 ; Green Font\n.ascii \"Anything goes on the Last Five Turns\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0x08 ; White Font\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoEvent_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"The game is reaching the last five turns\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"And\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.ascii \" everyone is tied\"\n.byte 0xC3, 0xC2 ; Question & Exclamation Marks (?!)\n.ascii \" That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s unusual\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s keep going\"\n.byte 0x82 ; Comma (,)\n.ascii \" shall we\"\n.byte 0xC3 ; Question Mark (?)\n.ascii \" Good luck\"\n.byte 0x82 ; Comma (,)\n.ascii \" everyone\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDuel_Glove_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Dueling Glove\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGold_Shroom_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Golden Mushroom\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nToad_Phone_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Cellular Shopper\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMagic_Lamp_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Magic Lamp\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nBoo_Bell_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Boo Bell\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nBoo_Repel_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Boo Repellant\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nTreasure_Chest_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Plunder Chest\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nSkeleton_Key_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Skeleton Key\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nRare_Item1_Get:\n.byte 0x0B ; Start the message\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Lucky Charm\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nRare_Item2_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Koopa Kard\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nRare_Item3_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Barter Box\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nRare_Item4_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Wacky Watch\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nSpare_Change1_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" you got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"gift\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nSpare_Change2_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" seems like your opponents\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"got you a nice little \"\n.byte 0x07 ; Yellow Font\n.ascii \"gift\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nSpare_Change3_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" I think you won big\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x05 ; Green Font\n.ascii \"Koopa\"\n.byte 0x08 ; White Font\n.ascii \" is here with a big \"\n.byte 0x07 ; Yellow Font\n.ascii \"prize\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nSpare_Change4_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" Beware\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x03 ; Red Font\n.ascii \"Bowser\"\n.byte 0x08 ; White Font\n.ascii \" is here\"\n.byte 0x82 ; Comma (,)\n.ascii \" ready to start a \"\n.byte 0x04 ; Purple Font\n.ascii \"Revolution\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNew_Rules1_Get:\n.byte 0x05 ; Green Font\n.ascii \"The Miracle Happened\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x08 ; White Font\n.ascii \"Every\"\n.byte 0x03 ; Red Font\n.ascii \" red spaces \"\n.byte 0x08 ; White Font\n.ascii \"can now start one of those events\"\n.byte 0x7B ; : (Colon)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x06 ; Blue font\n.ascii \"Battle\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.byte 0x03 ; Red Font\n.ascii \" Bowser\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.byte 0x05 ; Green Font\n.ascii \" Chance Time\"\n.byte 0x08 ; White Font\n.ascii \" or\"\n.byte 0x07 ; Yellow Font\n.ascii \" Game Guy\"\n.byte 0x08 ; White Font\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Watch your steps and good luck\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNew_Rules2_Get:\n.byte 0x05 ; Green Font\n.ascii \"The Miracle Happened\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x08 ; White Font\n.ascii \"The\"\n.byte 0x05 ; Green Font\n.ascii \" Bank \"\n.byte 0x08 ; White Font\n.ascii \"has an added fee per visit\"\n.byte 0x7B ; : (Colon)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"First place pays an extra of \"\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 9\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Second place pays an extra of \"\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 6\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Third Place pays an extra of \"\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 3\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Look for your wallet and good luck\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNew_Rules3_Get:\n.byte 0x05 ; Green Font\n.ascii \"The Miracle Happened\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" gets a boost for a random\"\n.byte 0x07 ; Yellow Font\n.ascii \" Bonus Star\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"For the\"\n.byte 0x05 ; Green Font\n.ascii \" Warp Star\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \"it is raised by 1 per turn\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"For the\"\n.byte 0x06 ; Blue font\n.ascii \" MiniGame Star\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \"it is raised by 5 per turn\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"For the\"\n.byte 0x07 ; Yellow Font\n.ascii \" Coin Star\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \"it is raised by 10 per turn\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Secure your Stars and good luck\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNew_Rules4_Get:\n.byte 0x05 ; Green Font\n.ascii \"The Miracle Happened\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x08 ; White Font\n.ascii \"A random\"\n.byte 0x07 ; Yellow Font\n.ascii \" Hidden Block \"\n.byte 0x08 ; White Font\n.ascii \"will be triggered\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Everytime\"\n.byte 0x06 ; Blue font\n.ascii \" last place \"\n.byte 0x08 ; White Font\n.ascii \"lands on a\"\n.byte 0x06 ; Blue font\n.ascii \" Blue Space\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Now\"\n.byte 0x82 ; Comma (,)\n.ascii \" go BlockBusting and good luck\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nBoost_Message:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.byte 0x5C ; Apostrophe (')\n.ascii \"s \"\n.byte 0x07 ; Yellow Font\n.ascii \"Bonus Star\"\n.byte 0x08 ; White Font\n.ascii \" got \"\n.byte 0x06 ; Blue font\n.ascii \"Boosted\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGetCurrentPlayerCharacterString:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct ; get player struct at V0\nLI A0, -1\nLBU T2 0x3(V0) ; load character value into T2 from offset of player struct\nLI T0 0x1c00 ; add the needed value\nADDU V0 T2 T0 ; send it to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetCurrentPlayerCoinCount:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct\nLI A0, -1\nLHU V0, 0x0006 (v0) ;load current player coin count to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetHappyPlayer:\nADDIU SP SP -40\nSW RA 36(SP)\nLI A0 -1 ; Load Current Player Index\nLI A1 05 ; Set player's happy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop the animation\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40"},"Koopa Model":{"language":0,"code":"; NAME: Koopa Model\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|ModelSpace\n; PARAM: +Number|ModelPointer\n\n; This code loads a static 3D model onto a blank space on the board.\n; The model will stand on the ground and face south.\n; CAUTION: Do not place the model on a space that players can\n; walk on, this will cause problems.\n; NOTE: It is recommended to use this event \"Before player's turn\".\n\nADDIU SP SP -16\nSW RA 12(SP)\nSW S0 8(SP)\nSW S1 4(SP)\nSW S2 0(SP)\n\n; S0 = ModelSpace, the space the model will be standing on\n; S1 = Model Data from Pointer, the actual model data\n; S2 = Model Null Pointer, tells whether the model is already\n; loaded onto the board or not\n\n;===CHECK MODEL NULL POINTER===\nLUI S2 hi(Model_obj)\nADDIU S2 S2 lo(Model_obj) ; Load Model_obj, the null pointer\nLW V0 0(S2) ; Load value of the null pointer into V0\nBNEZ V0 exit ; If V0 is not equal to 0, the model is already loaded,\n; exit and do not load the model again.\nNOP\n\n;===GET MODEL DATA FROM POINTER===\nLI A0 ModelPointer ; Model pointer value from 0-78, see list below\nJAL 0x800D90C8 ; Gives Model Data at V0\nLI A1 0\n\nMOVE S1 V0 ; Load Model Data into S1\nSW V0 0(S2) ; Store Model Data into Model_obj\n\n;===GET MODEL SPACE DATA===\nLI A0 ModelSpace\nJAL GetSpaceData ; Get space data for the space the model stands on\nNOP\nMOVE S0 V0\n\n;===PUT MODEL ON SPACE===\nMOVE A1 S0\nADDIU A1 A1 8\nMOVE A0 S1\nADDIU A0 A0 12\nJAL 0x80089A20 ; Loads model onto ModelSpace\nNOP\n\nexit:\nLW S0 8(SP)\nLW S1 4(SP)\nLW S2 0(SP)\nLW RA 12(SP)\nJR RA\nADDIU SP SP 16\n\n.align 4\nModel_obj:\n.fill 4\n\n; Indexes for ModelPointer\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"},"Visit Koopa (MP3)":{"language":0,"code":"; NAME: Visit Koopa (MP3)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|KoopaSpace\n\n; This code is designed to mimic the \"Visit Koopa\" event from MP1.\n; Koopa gives 10 coins upon passing/landing, or 20 coins during the\n; Last 5 Turns. Use in conjunction with the \"Model View Koopa\" event\n; to actively load the Koopa model on the board!\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\nSW S3 28(SP)\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 Koopa===\nLI A0 -1 ; Load Current Player Index\nLI A1 10 ; Frames it takes to turn\nJAL 0x800ED20C ; RotatePlayerModel function\nLI A2 KoopaSpace ; Space Index to face towards, i.e. the space Koopa is on\n\n;===Store Current Player Index in S0===\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S0 V0\n\n;===Check Turn Number===\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns)\nLB T0 0(T0) ; Load total turns into T0\n\nLUI T1 hi(current_turn)\nADDIU T1 T1 lo(current_turn)\nLB T1 0(T1) ; Load current turn into T1\n\nSUBU T2 T0 T1 ; Subtract current turn from total turns\nSLTI T3 T2 5 ; If result is less than 5, T3=1 (Last 5 Turns)\nNOP\nBNEZ T3 LastTurns ; If T3=1, go to LastTurns\nNOP\n\n;===Give 10 Coins Message===\nJAL PlaySound\nLI A0 0x259 ; Koopa sound effect\n; Visit the following link to get SFX Indexes:\n; https://pastebin.com/H1jxNFqr\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x2 ; Character image (-1 for none, 0x2 for Koopa)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This loads \"Message\" into the textbox\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n;===Give 10 Coins===\nMOVE A0 S0\nJAL AdjustPlayerCoinsGradual ; Give 10 coins to current player\nLI A1 10\n\nMOVE A0 S0\nJAL ShowPlayerCoinChange ; Show \"+10\" next to player HUD\nLI A1 10\n\nJAL PlayAnimation ; Play happy voice and animation\nNOP\n\nJAL SleepProcess ; Wait 40 frames for animation\nLI A0 40\n\nJ exit ; Finish the event\nNOP\n\nLastTurns:\nJAL PlaySound\nLI A0 0x259 ; Koopa sound effect\n; Visit the following link to get SFX Indexes:\n; https://pastebin.com/H1jxNFqr\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x2 ; Character image (-1 for none, 0x2 for Koopa)\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(LastMessage)\nADDIU A1 A1 lo(LastMessage) ; This loads \"LastMessage\" into the textbox\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n;===Give 20 Coins===\nMOVE A0 S0\nJAL AdjustPlayerCoinsGradual ; Give 20 coins to current player\nLI A1 20\n\nMOVE A0 S0\nJAL ShowPlayerCoinChange ; Show \"+20\" next to player HUD\nLI A1 20\n\nJAL PlayAnimation ; Play happy voice and animation\nNOP\n\nJAL SleepProcess ; Wait 40 frames for animation\nLI A0 40\n\nexit:\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW S3 28(SP)\nLW RA 44(SP)\nJR RA\nADDIU SP SP 48\n\n;===Mini Function to Play Happy Voice and Animation===\nPlayAnimation:\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE A0 V0\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 Character value into T0\n\nADDIU V0 T0 0x2BE ; 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\nJAL PlaySound\nMOVE A0 V0\n; Visit the following link to get SFX Indexes:\n; https://pastebin.com/H1jxNFqr\n\nLI A0 -1 ; Load Current Player Index\nLI A1 5 ; Animation Index (Joy)\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 16\nMessage:\n.byte 0x1A,0x1A,0x1A,0x1A\n.ascii \"Nice work\"\n.byte 0xC2\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A\n.ascii \"Take this\"\n.byte 0x06\n.ascii \" 10 Coin\"\n.byte 0x08\n.ascii \" Bonus\"\n.byte 0xC2\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A\n.ascii \"Use it wisely\"\n.byte 0x85\n.byte 0xFF,0\n\n.align 16\nLastMessage:\n.byte 0x1A,0x1A,0x1A,0x1A\n.ascii \"Nice work\"\n.byte 0xC2\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A\n.ascii \"Take this\"\n.byte 0x06\n.ascii \" 20 Coin\"\n.byte 0x08\n.ascii \" Bonus\"\n.byte 0xC2\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A\n.ascii \"Just a little bit longer\"\n.byte 0x85,0x85,0x85\n.byte 0xFF,0\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 Koopa (MP3)":{"language":0,"code":"; NAME: Model View Koopa (MP3)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|ModelSpace\n\n; This code loads the Koopa model onto a blank space on the board.\n; Koopa will face forward. CAUTION: Do not place Koopa on a space\n; that players can walk on, this will cause problems.\n\nADDIU SP SP -16\nSW RA 12(SP)\nSW S0 8(SP)\nSW S1 4(SP)\nSW S2 0(SP)\n\n; S0 = ModelSpace, the space Koopa will be standing on\n; S1 = Model Data from Pointer, the actual Koopa model data\n; S2 = Koopa Model Null Pointer, tells whether Koopa model is already\n; loaded onto the board or not\n\n;===Check Koopa Model Null Pointer===\nLUI S2 hi(koopa_obj)\nADDIU S2 S2 lo(koopa_obj) ; Load koopa_obj, the null pointer\nLW V0 0(S2) ; Load value of the null pointer into V0\nBNEZ V0 exit ; If V0 is not equal to 0, Koopa model is already loaded,\n; exit and do not load another Koopa model.\nNOP\n\n;===GET MODEL DATA FROM POINTER===\nLI A0 53 ; Model pointer value from 0-78\nJAL 0x800D90C8 ; Gives Koopa Model Data at V0\nLI A1 0\n\nMOVE S1 V0 ; Load Koopa Model Data into S1\nSW V0 0(S2) ; Store Koopa Model Data into koopa_obj\n\n; ==GET MODEL SPACE DATA==\nLI A0 ModelSpace\nJAL GetSpaceData ; Get space data for the space Koopa will stand on\nNOP\nMOVE S0 V0\n\n; ==PUT MODEL ON SPACE==\nMOVE A1 S0\nADDIU A1 A1 8\nMOVE A0 S1\nADDIU A0 A0 12\nJAL 0x80089A20 ; Loads Koopa onto ModelSpace\nNOP\n\nexit:\nLW S0 8(SP)\nLW S1 4(SP)\nLW S2 0(SP)\nLW RA 12(SP)\nJR RA\nADDIU SP SP 16\n\n.align 4\nkoopa_obj:\n.fill 4\n\n; Indexes for model pointer 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"},"Blue Space Ruleset":{"language":0,"code":"; NAME: Blue Space Ruleset\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP) ;holds addresses\nSW S2 68(SP) ;holds test values\nSW S0 64(SP) ;holds test values\nSW S3 60(SP) ;holds addresses values\n\n;====================================================================\n; Made by Spongyoshi, feel free to use for your own boards!!\n; Part of the last five turns custom event, put it on every blue space\n; Last place will get a random hidden block upon landing\n; Thanks to Airsola and the Mario Party Legacy Discord as always!!\n;===================================================================\n;TESTING 1 BEGIN;\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading ram address\nLBU S3 0(S3)\nLI S2 4\nBEQ S3 S2 TestAgain ; If rule 2 is active then second test\nNOP\nJ exit ;else, exit\nNOP\n;TESTING 1 END;\n;TESTING 2 BEGIN;\nTestAgain:\nJAL GetCurrentPlayerIndex\nNOP\nJAL GetPlayerPlacement\nMOVE A0 V0\nMOVE S3 V0\nLI S2 3\nBEQ S3 S2 START ; If player is last then begin\nNOP\nJ exit ;else, exit\nNOP\n;TESTING 2 END;\n;RANDOM BEGIN;\nSTART:\nJAL GetRandomByte ; Random Int at V0\nNOP\nSLTI S0 V0 100 ; Is the number less than 100?\nBNE S0 R0 GetItemBlock\nNOP\nSLTI S0 V0 200 ; Is the number less than 200?\nBNE S0 R0 GetCoinBlock\nNOP\nJ GetStarBlock\nNOP\n;RANDOM END;\n;SPACE BLOCK GET BEGIN;\nGetItemBlock:\nLUI S3 hi(0x800CC4E5)\nADDIU S3 S3 lo(0x800CC4E5) ; Loading item block address\nJAL GetCurrentSpaceIndex\nNOP\nSB V0 0(S3) ; Send CurrentSpaceIndex as new value\nJ exit\nNOP\nGetCoinBlock:\nLUI S3 hi(0x800CE1C5)\nADDIU S3 S3 lo(0x800CE1C5) ; Loading coin block address\nJAL GetCurrentSpaceIndex\nNOP\nSB V0 0(S3) ; Send CurrentSpaceIndex as new value\nJ exit\nNOP\nGetStarBlock:\nLUI S3 hi(0x800D124F)\nADDIU S3 S3 lo(0x800D124F) ; Loading star block address\nJAL GetCurrentSpaceIndex\nNOP\nSB V0 0(S3) ; Send CurrentSpaceIndex as new value\nJ exit\nNOP\n;SPACE BLOCK END;\nexit:\nLW RA 76(SP)\nLW S1 72(SP)\nLW S2 68(SP)\nLW S0 64(SP)\nLW S3 60(SP)\nJR RA\nADDIU SP SP 80"},"Red Space Ruleset":{"language":0,"code":"; NAME: Red Space Ruleset\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP) ;holds addresses\nSW S2 68(SP) ;holds test values\nSW S0 64(SP) ;holds test values\nSW S3 60(SP) ;holds addresses values\n\n;====================================================================\n; Made by Spongyoshi, feel free to use for your own boards!!\n; Part of the last five turns custom event, put it on every red space\n; Will trigger either battle, bowser, game guy, chance time or red\n; Thanks to Rain and the Mario Party Legacy Discord as always!!\n;===================================================================\n;TESTING BEGIN;\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading ram address\nLBU S3 0(S3)\nLI S2 2\nBEQ S3 S2 Start ; If rule 2 is active then begin\nNOP\nJ exit ;else, exit\nNOP\n;TESTING END;\n;SOUNDEFFECT BEGIN;\nStart:\nJAL PlaySound\nLI A0 0x143 ;Shinning Star\nJAL SleepProcess\nADDIU A0 R0 60 ;Sleep for 60 frames for anticipation\n;SOUNDEFFECT END;\n;RANDOM BEGIN;\nJAL GetRandomByte ; Random Int at V0\nNOP\nSLTI S0 V0 64 ; Is the number less than 64?\nBNE S0 R0 DetermineIfBowser\nNOP\nSLTI S0 V0 128 ; Is the number less than 128?\nBNE S0 R0 DetermineIfBattle\nNOP\nSLTI S0 V0 192 ; Is the number less than 192?\nBNE S0 R0 DetermineIfGameGuy\nNOP\nJ DetermineIfChanceTime\nNOP\n;RANDOM END;\n;CONDITION BEGIN;\nDetermineIfBowser:\nJAL GetRandomByte ; Random Int at V0\nNOP\nSLTI S0 V0 200 ; Is the number less than 200?\nBNE S0 R0 BowserTransformation\nNOP\nJ RedSpaceTransformation\nNOP\nDetermineIfBattle:\nJAL GetRandomByte ; Random Int at V0\nNOP\nSLTI S0 V0 200 ; Is the number less than 200?\nBNE S0 R0 BattleTransformation\nNOP\nJ RedSpaceTransformation\nNOP\nDetermineIfGameGuy:\nJAL GetRandomByte ; Random Int at V0\nNOP\nSLTI S0 V0 200 ; Is the number less than 200?\nBNE S0 R0 GameGuyTransformation\nNOP\nJ RedSpaceTransformation\nNOP\nDetermineIfChanceTime:\nJAL GetRandomByte ; Random Int at V0\nNOP\nSLTI S0 V0 200 ; Is the number less than 200?\nBNE S0 R0 ChanceTimeTransformation\nNOP\nJ RedSpaceTransformation\nNOP\n;CONDITION END;\n;SPACE CHANGE BEGIN;\nBowserTransformation:\nJAL GetCurrentSpaceIndex\nNOP\nMOVE A0 V0 \nJAL SetSpaceType \nLI A1 0x0C\nJ exit\nNOP\nBattleTransformation:\nJAL GetCurrentSpaceIndex\nNOP\nMOVE A0 V0 \nJAL SetSpaceType \nLI A1 0x09\nJ exit\nNOP\nGameGuyTransformation:\nJAL GetCurrentSpaceIndex\nNOP\nMOVE A0 V0 \nJAL SetSpaceType \nLI A1 0x0F\nJ exit\nNOP\nChanceTimeTransformation:\nJAL GetCurrentSpaceIndex\nNOP\nMOVE A0 V0 \nJAL SetSpaceType \nLI A1 0x05\nJ exit\nNOP\nRedSpaceTransformation:\nJAL GetCurrentSpaceIndex\nNOP\nMOVE A0 V0 \nJAL SetSpaceType \nLI A1 0x02\n;SPACE CHANGE END;\nexit:\nLW RA 76(SP)\nLW S1 72(SP)\nLW S2 68(SP)\nLW S0 64(SP)\nLW S3 60(SP)\nJR RA\nADDIU SP SP 80"},"Koopa Bank Ruleset":{"language":0,"code":"; NAME: Koopa Bank Ruleset\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP) ;holds the fee\nSW S2 68(SP) ;holds test values\nSW S3 64(SP) ;holds the addresses values\nSW S4 60(SP) ;holds current player index\n\n;====================================================================\n; Made by Spongyoshi, feel free to use for your own boards!!\n; Part of the last five turns custom event, put it on every bank space\n; Adds an additional fee on every bank pass and gives it to bank total\n; Thanks to MarioComix and the Mario Party Legacy Discord as always!!\n;===================================================================\n;TESTING BEGIN;\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0 ; Player index into S4\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading ram address\nLBU S3 0(S3)\nLI S2 3\nBEQ S3 S2 Start ; If rule 3 is active then begin\nNOP\nJ exit ;else, exit\nNOP\n;TESTING END;\n;CHECK IF PLAYER HAS COINS BEGIN;\nStart:\nMOVE A0 S4 ; A0 = The player's index \nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nLI A1 1 ; A1 = The ammount of Coins to check for\nBEQ V0 R0 exit ;if not, skip the window\nNOP\n;CHECK IF PLAYER HAS COINS END;\n;GET RANK BEGIN;\nJAL GetCurrentPlayerIndex\nNOP\nMOVE A0 V0\nJAL GetPlayerPlacement\nNOP\nMOVE S3 V0\nLI S2 0\nBEQ S3 S2 FirstPayement ; If rank is first, then 1st Place Payout\nNOP\nLI S2 1\nBEQ S3 S2 SecondPayement ; If rank is second, then 2nd Place Payout\nNOP\nLI S2 2\nBEQ S3 S2 ThirdPayement ; If rank is third, then 3rd Place Payout\nNOP\nJ exit ;else, exit\nNOP\n;GET RANK END;\n;GET PRICE BEGIN;\nFullPayement:\nJAL GetPlayerStruct\nMOVE A0 S4 ; get the struct of the opponent being checked at V0\nLHU S1 0xA(V0) ; load into S1 the opponent's coins, using offset of their struct\nJ WindowDisplayFinal\nNOP\nFirstPayement:\nLI S1 9 ; Fee for first place\nJ WindowDisplay\nNOP\nSecondPayement:\nLI S1 6 ; Fee for second place\nJ WindowDisplay\nNOP\nThirdPayement:\nLI S1 3 ; Fee for third place\n;GET PRICE END;\nWindowDisplay:\nJAL PlaySound ; Play Koopa Sound\nLI A0 0x25A\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;CHECKING IF ENOUGH COINS BEGIN;\nMOVE A0 S4 ; A0 = The player's index \nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nMOVE A1 S1 ; A1 = The ammount of Coins to check for\nBEQ V0 R0 FullPayement ;if not, get all the coins\nNOP\n;CHECKING IF ENOUGH COINS END;\n;CONVERT TO STRING BEGIN;\nWindowDisplayFinal:\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 S1 ; Converts the payout number of coins to a string\n;CONVERT TO STRING END;\n;WINDOW DISPLAY BEGIN;\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x2 ; Character image (Bank Koopa)\nLUI A1 hi(KoopaMessage)\nADDIU A1 A1 lo(KoopaMessage)\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString)\nJAL ShowMessage\nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;WINDOW DISPLAY END;\n;GIVE TO BANK BEGIN;\nLUI S3 hi(bank_coin_total)\nADDIU S3 S3 lo(bank_coin_total) ; Loading ram address\nLHU S2 0(S3) ; Load address value\nADDU S2 S2 S1 ; add the new fee\nSH S2 0(S3); and make it the new bank coin total\n;GIVE TO BANK END;\n;PAYOUT BEGIN;\nSUBU S1 R0 S1\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual ; Give the player the coins\nMOVE A1 S1\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange ; Display the coin change\nMOVE A1 S1 \nJAL SleepProcess ; Sleep for 30 frames\nADDIU A0 R0 30\n;PAYOUT END;\nexit:\nLW RA 76(SP)\nLW S1 72(SP)\nLW S2 68(SP)\nLW S3 64(SP)\nLW S4 60(SP)\nJR RA\nADDIU SP SP 80\n\n;===Prep for Displaying Coin String===\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\nCoinString:\n.fill 8\n\n.align 16\nKoopaMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Following our newly added policies\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n.ascii \"an added fee of \"\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" \"\n.byte 0x11 ; Price\n.ascii \" is now\"\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n.ascii \"required to access your account\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n.ascii \"Thank you for your understanding\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause"},"Chance Time EX":{"language":0,"code":"; NAME: Chance Time EX\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|SpaceToFace\n\nADDIU SP SP -104\nSW RA 100(SP)\nSW S0 68(SP)\nSW S1 72(SP)\nSW S2 76(SP)\nSW S3 80(SP)\nSW S4 84(SP) ; Model Pointer\nSW S5 88(SP) ; Giver Index\nSW S6 92(SP) ; Receiver Index\nSW S7 96(SP) ; Event Index\n\n\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLI A0 -1 ; Current Player's Index\nLI A1 8 ; Frames it takes to turn\nLI A2 SpaceToFace\nJAL 0x800ED20C ; RotatePlayerModel\nNOP\n\nJAL SleepProcess\nLI A0 8\n\nLI A0 5\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nJAL PlayMusic\nLI A0 66 ; Chance Time Music Index\n\nJAL SleepProcess\nLI A0 15\n\nJAL PlaySound\nLI A0 0x248 ; Crowd Cheering\n\nJAL SleepProcess\nLI A0 45\n\n; S0 = ModelSpaceData\n; S1 = ModelDataFromPointer\n\n; ==GET MODEL SPACE DATA==\nLI A0 SpaceToFace\nJAL GetSpaceData\nNOP\nMOVE S0 V0\n\n; ==GET MODEL DATA FROM POINTER==\nLI A0 27 ; Toad Model\nJAL 0x800D90C8\nLI A1 0\n\nMOVE S4 V0 ; Copy to S4\n\n; ==PUT MODEL ON SPACE==\nMOVE A1 S0\nADDIU A1 A1 8\nMOVE A0 V0\nADDIU A0 A0 12 \nJAL 0x80089A20 ; SetModelOnBoard\nNOP\n\nLI A0 5\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\n\nLI S5 15 ; Giver Index\nLI S6 15 ; Receiver Index\nLI S7 15 ; Chance Time Event\n\nJAL PlaySound\nLI A0 0x298 ; Toad: Yooo!\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Greeting_Message)\nADDIU A1 A1 lo(Greeting_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\nPROMPT:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Introduction_Prompt)\nADDIU A1 A1 lo(Introduction_Prompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL AIChoice ; AI's Choice at V0\nNOP\n\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\nLI A0 0\nBEQ S0 A0 giver\nNOP\nLI A0 1\nBEQ S0 A0 receiver\nNOP\nLI A0 2\nBEQ S0 A0 event\nNOP\nLI A0 3\nBEQ S0 A0 determinegiver\nNOP\n\nJAL ViewBoardMap\nNOP\nJ PROMPT\nNOP\n\n\ngiver:\nJAL GetPlayerCharacterString ; V0 for P1's Character String\nNOP\n\nSW V1 16(SP) ; A4\nSW T2 20(SP) ; A5\nSW T0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Giver_Prompt)\nADDIU A1 A1 lo(Giver_Prompt)\nMOVE A2 V0\nJAL ShowMessage\nLI A3 0\n\nJAL AIChoice ; AI's Choice at V0\nNOP\n\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\nMOVE S5 V0 ; S5 now has the giver index\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\nLI A0 4\nBEQ S5 A0 PROMPT\nNOP\n\nJ determinereceiver\nNOP\n\n\n\nreceiver:\nJAL GetPlayerCharacterString ; V0 for P1's Character String\nNOP\n\nSW V1 16(SP) ; A4\nSW T2 20(SP) ; A5\nSW T0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Receiver_Prompt)\nADDIU A1 A1 lo(Receiver_Prompt)\nMOVE A2 V0\nJAL ShowMessage\nLI A3 0\n\nJAL AIChoice ; AI's Choice at V0\nNOP\n\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\nMOVE S6 V0 ; S0 now has the receiver index\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\nLI A0 4\nBEQ S6 A0 PROMPT\nNOP\n\nJ determinegiver\nNOP\n\n\nevent:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 3 ; Character image (Toad)\nLUI A1 hi(Event_Prompt)\nADDIU A1 A1 lo(Event_Prompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL AIChoiceEvent ; AI's Choice at V0\nNOP\n\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\nMOVE S7 V0 ; S0 now has the receiver index\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\nLI A0 9\nBEQ S7 A0 PROMPT\nNOP\n\n\ndeterminegiver:\nBEQ S7 R0 determineparticipant_1\nNOP\nLI T0 3\nBEQ S7 T0 determineparticipant_1\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineGiver_Message)\nADDIU A1 A1 lo(DetermineGiver_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n       \nJ giverloop\nNOP\n\ndetermineparticipant_1:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineParticipant1_Message)\nADDIU A1 A1 lo(DetermineParticipant1_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\n\ngiverloop:\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nLI T0 4\nDIVU V0 T0\nMFHI S5\n\nBEQ S5 S6 giverloop\nNOP\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S5\nJAL GetSelectedPlayerCharacterString\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(AnnounceGiver_Message)\nADDIU A1 A1 lo(AnnounceGiver_Message)\nMOVE A2 V0 ; Copy Selected Character's Name to A2\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\n\ndeterminereceiver:\nLI T0 15\nBNE S6 T0 determineevent\nNOP\nBEQ S7 R0 determineparticipant_2\nNOP\nLI T0 3\nBEQ S7 T0 determineparticipant_2\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineReceiver_Message)\nADDIU A1 A1 lo(DetermineReceiver_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\nJ receiverloop\nNOP\n\ndetermineparticipant_2:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineParticipant2_Message)\nADDIU A1 A1 lo(DetermineParticipant2_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\n\nreceiverloop:\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nLI T0 4\nDIVU V0 T0\nMFHI S6\n\nBEQ S6 S5 receiverloop\nNOP\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S6\nJAL GetSelectedPlayerCharacterString\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(AnnounceReceiver_Message)\nADDIU A1 A1 lo(AnnounceReceiver_Message)\nMOVE A2 V0 ; Copy Selected Character's Name to A2\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\n\n\ndetermineevent:\nLI T0 0 ; Swap Stars Index\nBEQ S7 T0 SwapStars_2\nNOP\nLI S3 2 \nLI T0 1 ; 2 Stars Index\nBEQ S7 T0 LoseStars\nNOP\nLI S3 1\nLI T0 2 ; 1 Star Index\nBEQ S7 T0 LoseStars\nNOP\nLI T0 3 ; Swap Coins Index\nBEQ S7 T0 SwapCoins_2\nNOP\nLI S3 40\nLI T0 4 ; 40 Coin Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 30\nLI T0 5 ; 30 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 20\nLI T0 6 ; 20 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 10\nLI T0 7 ; 10 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 1\nLI T0 8 ; 1 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineEvent_Message)\nADDIU A1 A1 lo(DetermineEvent_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nSLTI T0 V0 19\nNOP\nBNE T0 R0 SwapStars\nNOP\nSLTI T0 V0 38\nNOP\nBNE T0 R0 TwoStars\nNOP\nSLTI T0 V0 78\nNOP\nBNE T0 R0 OneStar\nNOP\nSLTI T0 V0 97\nNOP\nBNE T0 R0 SwapCoins\nNOP\nSLTI T0 V0 116\nNOP\nBNE T0 R0 FortyCoins\nNOP\nSLTI T0 V0 136\nNOP\nBNE T0 R0 ThirtyCoins\nNOP\nSLTI T0 V0 176\nNOP\nBNE T0 R0 TwentyCoins\nNOP\nSLTI T0 V0 216\nNOP\nBNE T0 R0 TenCoins\nNOP\nJ OneCoin\nNOP\n\nSwapStars:\nLUI S0 hi(AnnounceSwapStars_Message)\nADDIU S0 S0 lo(AnnounceSwapStars_Message)\nLI S7 0 ; Swap Stars Index\nJ FinishMessage\nNOP\n\nTwoStars:\nLUI S0 hi(AnnounceTwoStars_Message)\nADDIU S0 S0 lo(AnnounceTwoStars_Message)\nLI S7 1 ; 2 Stars Index\nJ FinishMessage\nNOP\n\nOneStar:\nLUI S0 hi(AnnounceOneStar_Message)\nADDIU S0 S0 lo(AnnounceOneStar_Message)\nLI S7 2 ; 1 Star Index\nJ FinishMessage\nNOP\n\nSwapCoins:\nLUI S0 hi(AnnounceSwapCoins_Message)\nADDIU S0 S0 lo(AnnounceSwapCoins_Message)\nLI S7 3 ; Coin Swap Index\nJ FinishMessage\nNOP\n\nFortyCoins:\nLUI S0 hi(AnnounceFortyCoins_Message)\nADDIU S0 S0 lo(AnnounceFortyCoins_Message)\nLI S7 4 ; 40 Coins Index\nJ FinishMessage\nNOP\n\nThirtyCoins:\nLUI S0 hi(AnnounceThirtyCoins_Message)\nADDIU S0 S0 lo(AnnounceThirtyCoins_Message)\nLI S7 5 ; 30 Coins Index\nJ FinishMessage\nNOP\n\nTwentyCoins:\nLUI S0 hi(AnnounceTwentyCoins_Message)\nADDIU S0 S0 lo(AnnounceTwentyCoins_Message)\nLI S7 6 ; 20 Coins Index\nJ FinishMessage\nNOP\n\nTenCoins:\nLUI S0 hi(AnnounceTenCoins_Message)\nADDIU S0 S0 lo(AnnounceTenCoins_Message)\nLI S7 7 ; 10 Coins Index\nJ FinishMessage\nNOP\n\nOneCoin:\nLUI S0 hi(AnnounceOneCoin_Message)\nADDIU S0 S0 lo(AnnounceOneCoin_Message)\nLI S7 8 ; 1 Coin Index\n\nFinishMessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nMOVE A1 S0\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\nJ determineevent\nNOP\n\n\n\nSwapStars_2:\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S0 T0 T2 ; Add results to get current Player's Stars address\nLBU S2 0(S0) ; Load the value address value of T0 into S2\n\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S6 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S1 T0 T2 ; Add results to get current Player's Stars address\nLBU S3 0(S1) ; Load the value address value of T0 into S2\n\nSB S2 0(S1)\nSB S3 0(S0)\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index?\n\nJAL SleepProcess\nLI A0 30\n\nJ goodbye\nNOP\n\nLoseStars:\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S0 T0 T2 ; Add results to get current Player's Stars address\nLBU S2 0(S0) ; Load the value address value of T0 into S2\n\nBEQ S2 R0 NoStars\nNOP\n\nSLT T0 S2 S3\nNOP\nBNE T0 R0 MissingStars\nNOP\n\ntakingthestars:\nSUBU T0 S2 S3\nSB T0 0(S0)\n\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S6 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S0 T0 T2 ; Add results to get current Player's Stars address\nLBU S2 0(S0) ; Load the value address value of T0 into S2\n\nADDU T0 S2 S3\nSB T0 0(S0)\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index?\n\nJAL SleepProcess\nLI A0 30\n\nJ goodbye\nNOP\n\nMissingStars:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(MissingStars_Message)\nADDIU A1 A1 lo(MissingStars_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\nMOVE S3 S2\nJ takingthestars\nNOP\n\n\nNoStars:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(NoStars_Message)\nADDIU A1 A1 lo(NoStars_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n       \nJ goodbye\nNOP\n\nSwapCoins_2:\nLUI T0 hi(p1_coins)\nADDIU T0 T0 lo(p1_coins) ; Load Player 1's Coins address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Coins address\nLHU S3 0(T0) ; Load the value address value of T0 into S3\n\nMOVE A0 S5 \nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S3\n\nLUI T0 hi(p1_coins)\nADDIU T0 T0 lo(p1_coins) ; Load Player 1's Coins address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S6 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Coins address\nLHU S2 0(T0) ; Load the value address value of T0 into S2\n\nMOVE A0 S6 \nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S2\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S5 \nJAL AdjustPlayerCoinsGradual\nMOVE A1 S2\n\nMOVE A0 S6\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3\n\nJAL SleepProcess\nLI A0 30\nJ goodbye\nNOP\n\n\nLoseCoins:\nMOVE A0 S5\nJAL PlayerHasCoins\nLI A1 1\n\nBEQ V0 R0 NoCoins\nNOP\n\nMOVE A0 S5\nJAL PlayerHasCoins\nMOVE A1 S3\n\nBEQ V0 R0 MissingCoins\nNOP\n\ntakingthecoins:\nMOVE A0 S5 ; Take Coins from the Giver\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S3\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S6 ; Give Coins to the Receiver\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3\n\nJAL SleepProcess\nLI A0 30\nJ goodbye\nNOP\n\n\nMissingCoins:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(MissingCoins_Message)\nADDIU A1 A1 lo(MissingCoins_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\nLUI T0 hi(p1_coins)\nADDIU T0 T0 lo(p1_coins) ; Load Player 1's Coins address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Character address\nLHU S3 0(T0) ; Load the value address value of S0 into S2\n\nJ takingthecoins\nNOP\n\n\nNoCoins:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(NoCoins_Message)\nADDIU A1 A1 lo(NoCoins_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\ngoodbye:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Goodbye_Message)\nADDIU A1 A1 lo(Goodbye_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\nLI A0 5\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 17\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJAL 0x800D9B54 ; Removes Toad from the board\nMOVE A0 S4 ; Toad Model Pointer\n\nLI A0 5\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\n\n\nexit:\nLW RA 100(SP)\nLW S0 68(SP)\nLW S1 72(SP)\nLW S2 76(SP)\nLW S3 80(SP)\nLW S4 84(SP)\nLW S5 88(SP)\nLW S6 92(SP)\nLW S7 96(SP)\nJR RA\nADDIU SP SP 104\n\nAIChoice:\nADDIU SP SP -64\nSW RA 60(SP)\n\nLI V0 0\n\nLW RA 60(SP)\nJR RA\nADDIU SP SP 64\n\n.align 4\nAIChoiceEvent:\nADDIU SP SP -56\nSW RA 52(SP)\n\nLI V0 0\n\nLW RA 52(SP)\nJR RA\nADDIU SP SP 56\n\n.align 4\nGetPlayerCharacterString:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLBU T0 0(T1)\nADDIU V0 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 2's Character Address\nLBU T0 0(T1)\nADDIU V1 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 3's Character Address\nLBU T0 0(T1)\nADDIU T2 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 4's Character Address\nLBU T0 0(T1)\nADDIU T0 T0 0x1C00 ; MARIO String\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 4\nGetSelectedPlayerCharacterString:\n; A0 = Current Player's Index\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T0 hi(p1_char)\nADDIU T0 T0 lo(p1_char) ; Load Player 1's Character address\nLI T2 0x38 ; Distance between each player's addresses\nMULT A0 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Character address\nLBU T2 0(T0) ; Load the value address value of S0 into S2\n\nLI V0 0x1C00 ; Load value of MARIO string to T0\nADDU V0 T2 V0 ; Add T2 to the string value to obtain the character\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n\n\n.align 16\nGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to\"\n.byte 0x05 ; Green Font\n.ascii \" Chance Time EX\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"The exciting\"\n.ascii \"event everyone loves\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.byte 0x85,0x85,0x85 ; Period (.)\n.ascii \"Until they\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re on the giving end\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You may choose the\"\n.byte 0x03 ; Red Font\n.ascii \"giver\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" the\"\n.byte 0x0A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.byte 0x06 ; Blue font\n.ascii \"  receiver\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" or the\"\n.byte 0x05 ; Green Font\n.ascii \"event\"\n.byte 0x08 ; White Font\n.ascii \" that will happen\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"The rest is up to lady luck\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Padding Picture\n.byte 0x0C ; Start option\n.ascii \"Select Giver\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Select Receiver\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Select Event\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"All Random\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nGiver_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Who will be our unlucky donor\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.byte 0x11 ; String #1\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x14 ; String #4\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x15 ; String #5\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Go back\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nReceiver_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Who will be our lucky recipient\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.byte 0x11 ; String #1\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x14 ; String #4\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x15 ; String #5\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Go back\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nEvent_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"What will be today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s exciting\"\n.ascii \"event\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.ascii \"Swap Stars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"2 Stars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"1 Star\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Swap Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"40 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"30 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"20 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"10 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"1 Coin\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Go Back\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nDetermineGiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"First\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"give out today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s amazing prize\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineParticipant1_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"First\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"be today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s first participant\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceGiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x11 ; String #1\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineReceiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Now\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"receive today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s amazing prize\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceReceiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x11 ; String #1\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineParticipant2_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Lastly\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"be today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s second participant\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineEvent_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Finally\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine what\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"will today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s\"\n.ascii \"event be\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceSwapStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Wow\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"It looks like you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re swapping stars\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceTwoStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"2 STARS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceOneStar_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"1 STAR\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceSwapCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh wow\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"It looks like you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re swapping coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceFortyCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"40 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceThirtyCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"30 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceTwentyCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"20 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceTenCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"10 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceOneCoin_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"1 WHOLE COIN\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have any coins\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Oh well\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMissingCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"At least it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s something\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGoodbye_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s all for today\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Thank you for stopping by\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Until next time\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have any stars\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Oh well\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMissingStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough stars\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"At least it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s something\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause"},"Give Coins B4 Game Guy":{"language":0,"code":"; NAME: Give Coins B4 Game Guy\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|coins\n\n; This is a variation on \"Adjust Player Coins\" that also\n; demonstrates how to inject values into messages.\nADDIU SP SP -32\nSW RA 28(SP)\n\n; Get character used by current player.\n; We're going to put their name in the message.\nJAL GetCurrentPlayerIndex\nNOP\nSLL V1 V0 3\nSUBU V1 V1 V0\nSLL V0 V1 3\nLUI A2 hi(p1_char)\nADDU A2 A2 V0\nLBU A2 lo(p1_char)(A2)\n\n; We're also going to put the coin count in the string.\n; We need to convert it to a string.\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nADDIU A2 R0 coins\n\n; Show a message\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message)\nADDIU A1 A1 lo(message)\nMOVE A2 V0\nLUI A3 hi(coin_string_loc)\nADDIU A3 A3 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nNOP\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nADDIU A1 R0 coins\n\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nADDIU A1 R0 coins\n\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nmessage:\n.ascii \"Take this before you play\"\n.byte 0xC2 ; !\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nGetCurrentPlayerCharacterString:\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nLUI T0 hi(p1_char)\nADDIU T0 T0 lo(p1_char) ; Load Player 1's Character address\nLI T2 0x38 ; Distance between each player's addresses\nMULT V0 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Character address\nLBU T2 0(T0) ; Load the value address value of S0 into S2\n\nLI V0 0x1C00 ; Load value of MARIO string to T0\nADDU V0 T2 V0 ; Add T2 to the string value to obtain the character\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 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KACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP//T/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP//U/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP//V/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP//W/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP//X/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP//Q/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP//R/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP//S/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP9Mz/AIIvfsMf8ETf+Ckf/BIb4cfDzR/2avg94o+JmifD7T/hx+1F401TwX4O0v8Aa48CfHuSRtd8T+LbT4wafa3fxI0bw/4i8UxXnir4NX1p4muPDN78M203wBq2kLbaN41+H2lgH8Wf/BYb/gj58c/+CSnx3i8H+Lpbnx/8BPiFc6pffAj452mntaad4u0mxkSS68L+KbWIy2/h34k+Gre4tRr+iCd7TULaa317QZrjTbqSGwAPx/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKP6/rb8/uAcdvG0sfXKhcH2wzZ478fjyab5dOVt97xUbPytKV/wAPnqxK/VL5O/8AX4/motpDCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+gn/ggF/wAEV9Z/4Ku/H3V/EfxYsfGnhr9iz4L+Yfi3468N3Vv4e1Hxr45u9ONz4T+DfgbxBqOmatBJrdy9xY+J/iFc6bpd7N4W8AxR2t3qXhXxF4++H+p3QB9Of8HRf/BOb/gnh/wTu+K37Kfhf9ibRLj4Y+NPiH4D+IWrfGH4Kx/Ejxb8R9P0Xw9oOt+HLX4Z/EuVviP4o8XePPDep+PL3UfiB4baKTXrvwr4gtfhzFcaNo/h7WNH8S6h4wAP5WqACgAoAKACgAoAKACgAoAKACgAoAKACgAoA//T/wA/+gAoAKACgAoAKACgAoAKACgD+x7/AIJf/wDBq1o/7fX7GPwt/ax8ZftaX3wnb4rv4nutA8I6N8JYvHSwaN4b8Uav4Qa8vtXm+JXhAxXd1q2gaqfsKaW6w2y20v2qXzsIAfaf/EEJpf8AaPnj/gpTdDS/M3fYP+GQkN35Wf8AV/2h/wANPKm7bx5n2DrzsGRuANzVv+DI7wXcWjR6L/wUP1vTL0sCt1ffsv2+qQKuDkG1j/aD01mJOCD9oGORjkGgChoP/BkZ4dtlnTxH/wAFE9Q1Yll+zz6Z+y4mj7V/i823m/aF1QMc8DbcAcZPXbQBT1b/AIMg9KuLt5NG/wCClV3pdmfuW17+yCmrTL/vXaftQaWr/hap6c4zQB9+/wDBMj/g2n+P3/BLb9pnQP2hfgl/wVDh1rSriKHw78W/hNrH7HtzZeEfjB8O5ruK41HwtrUtv+1Xdvo+sWjp/afg3xja2d5f+E/EMUF41hrWhXGveGdfAP6KP2z/ANjL4A/t9fs8+Of2Zv2kvCCeKvh542tN8F5ZtbWfizwL4qtIbhPD3xD+Huu3NlqA8OeOfC09zLcaPqZs72xuYJ77QfEWl674V1nXtA1QA/xvv+Ci37Ffin/gnb+2p8e/2NvGHjDRfiDqvwX8SaNaWXjfQbK70qy8VeE/Gfg7w58R/AeuXOi3r3E3h/XNQ8D+MPDtx4n8OR6jrll4d8SNq2h6d4l8T6fp9t4h1QA+KaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD6b/Zg/Yx/ap/bS+IWnfCz9ln4E/EP42eNtRa3Z9P8ABuivNpmiWVzfWumLrnjDxTfvYeFPA3heG/vrO1vvFnjPW9B8M6bLdW41DVrbzULAW/rQ/r4/ZS/4Mq/jt418CWuv/teftNeCPgV4w1S00++t/A3wz8OXnxr1HQBdWcc91o/i3VZNd+HPhmHXdOuneyux4R1zxnoLvAZtP1++glR1B6eb/D/hz6rP/Bj58M+3/BQfxR+P7NNof/e9/wCfwoE/LT11E/4gfPhn/wBJB/E//iNNp/8AP7oDXr+Vv6/ruH/ED58NP+khHif/AMRptP8A5/n+P65UArN/wY/+APNKr/wUA14wYGJW/Z0hEpPfMA+N7IoBzgi4Yn0GaP6/r+vzB36aeuv9f12Me6/4MhvDyXEq2X7ds1xahsQT3XwRns7iRdo+aW0i+Jt/HC27cNiXk4KgNvBYqoONvtJv00/r+vMrj/gyH0nv+3SMf9kYuv8A54g/maP6/r+v0G+X7PMvJ2f/AAdv60FH/BkPpHf9ukfh8F7r+vxF/wA/lQS79PxF/wCIIfR/+j6iD/2Ra5P/AL0cfy/Efwtcv2r28rfPt+f3CV7+9a3le/46Cr/wZC6Ln5v27Gx7fBO4/wDnkj+f581T9n05/m4/0y/d/vf+Skn/ABBDaB/0fZL/AOGTn/8AnmUvd/vf+SifL0v87foL/wAQQ3h//o+2b3/4sjOf/emjP5/lQ+X+987foIP+IIXw/wD9H3Tf+GPn/wDnoVKv128lYAH/AAZC+Hv+j8Lj/wAMfN/880fz/OqfL05r+dv0K93+9+H6Dv8AiCF8Od/28Lgf90NmP/vUV/n+Wfmz97+7/wCTEi/8QQnhv/o/G5/8MXL/AF+Kf+fyo97+7+P6gL/xBB+Gv+j87sew+BTkf+rUB/X8qtcttb38rW/zRXu/3vw/r7hw/wCDITwv3/bzvPw+BEh/96v/AJ/Cp17q3oSOH/BkJ4V/6Pzvvw+BDf1+K9V7umj89fy/4P6AO/4gg/Cff9vTUP8Aww7H/wB6yv8An0x8x7uu/wCH4r/L/MBD/wAGQXhPt+3vqA9v+FCf4/Fs/wCfTpVLk6qfycRrl7P5P/McP+DILwj3/b31L/wwf/43h/L8s1Lt0v8AN3/y/L7hO/TbzVxf+IILwh/0fxqQH/ZAc/8AvYV/l+WfmnXo191/6/rsAv8AxBA+Dv8Ao/nVMe3wAH/z4Cf1H9afrv8A1/XkUuX7Sk/Rpf8AB19fvuO/4ggfBf8A0fzquf8As39T/wC9i/z+FBL/ALui89f6/ruKP+DIHwVjn9vrVifb9n1QB/5mQ5/MfrQB3fhf/gyI/Z9tbqGTxp+3P8Udesgf39r4X+DXh3wndOM9Ib/VviH40hiIHG59Nlyfm2qDto/r+vxA+j9O/wCDK/8A4JhRQIurfHj9uC9uQo8ybTviD8D9LgdsclLa5/Z91iSNSeitdSEDgsetAHD6R/wZP/sGQ6bqMWvftSftUalrEtrs0m+0gfC7RNNsr3eCbjUdKvPBfiC61S18vK/Y7bWdIm34f7dt+RgD4P8A2qf+DJbx1pfhuTWf2MP2wPC/jPxNDdw58A/tC+ENT+H9lPpUdjdS3s9j8R/As3xAW51ya/itLbTNGv8A4e6JpMkV3LLqHiqxFn/pYHy/r73+CXzP44P2uv2Gv2tf2DviVN8I/wBrf4GeM/gr44WztdSsbbX00zVfDviLS7u3guI9W8GeOvCuo6/4E8c6TC9x/Z9/qng7xLrlhpmt22o+H9SubXXdK1LTrQD+v6/r80fKFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB9TfsSfsmfET9ur9q/4F/sl/Ctobfxl8bPHFp4Zi1e6ijuLLwr4csrO98Q+OvHOoWb3lg9/pngLwLo3iTxpqem2l1HqOpWGg3NjpazajcWsEoB/swfstfsc/DP8AYb/ZO8Jfsp/sm2um+BtE+HfgvUtI8H+JvG2jP42uNW8f6hZ3E118UPippmgar8PJ/Het+IPFU3/CTeMtP0XXPAkGqJJN4f8ADF34L0aHR7fRQD+S744f8GdfxY/aT+Lfj747fHP/AIK6658Svi18UPEV54p8ceNfEX7GcMmo6zq93sjUR29r+1Xa6dpOkaZZQ2mj+HvDui2en+H/AAzoGn6b4e8O6Zpeh6Zp+nWoBxei/wDBkP4YtZS2v/8ABR/V9Yh2ECHT/wBk+20RvM28P50v7SOsfIG5MflEkceZzlQBuuf8GRHhu6aE+H/+Cj2p6MiriYaj+yfFrhlbJO6MxftJaN5QxhdpEvI3AnJVQDTsv+DJDwLFZJFff8FDNevL8Kwku4P2YrexgZiPlZbJv2gb1lCnGUN224fxDALAHP2f/BkLpcWoLNff8FJrq90zzMvYQfsjLYXXlddq6g37TV8m/gLuNhjDFgo2hWAPz8/4Kzf8Gucv/BOn9jLx1+194C/aiT4yaX8LNX8Kx+P/AArrvw2Pw+u7bw14x8VaR4G0rWdAvofHHjSPWNQg8V+I/Dtre6LPbaUqabf3upRanK2l/ZLsA/kQoAKACgAoAKACgAoAKACgAoA//9T/AD/6ACgAoAKACgAoAKACgAoAKAP9hL/g3VdH/wCCNH7E6qwJj8NfFFJAP4XPx2+KMgU+5SRG+jD3oA/F3R/+Ct3/AAUBuv8Ag41sP2Err4+Bv2T7r4sf8Iy/wnT4WfBeNP7Gl8Fvqkdivjk/Dv8A4WYFTUylwtwfGf24hfJe4eImJgD+hv8A4LIftD/Fv9lH/gmn+1N+0D8CPFreBfi18OfDXgu98F+LF0Dwx4oOjX+tfFPwL4Yu5/7B8ZaN4g8M6iJtK1vULRo9V0e9iiW4NzDGt1DbyRAH59f8G1H7eX7V/wDwUA/ZH+KHxP8A2uPisfi1448O/FOLw3o+t/8ACD/DfwJ9j0Z9Atb42f8AZnwz8H+DNHuM3Ujy/aLrT57v5tgnEYVKAPx5/wCDkr/gs7/wUe/YO/bp0T4L/sj/ALRknwk+HT/B7wf4g1Pw+PhJ8CvHH2rxJq0+rS3upprHxI+GXjLXoRNaCxg+zQanBZxtbl4bWN3kklAJf+CL3xu/4OV/+CpOveE/i745/ba1z4HfsL2/iK/tvFHxrn/Zo/Y1h8X/ABNt/Ct/HZeI/B/wC0LV/wBny7Otatdamlz4VufilrOlXnw08FavYeJzJ/wnfi/wTqXww1QA/pz/AOCpv/BWb9mP/glB8CL34k/GbWovF/xW17Try3+CP7POg6zZWfxG+MfiiNGigwfst8vgz4eaVdbbjx78UdV0ifRPC+nK1no2meLPHeqeD/h/4pAP8hn9r/8Aas+Ln7cH7Svxd/as+OuoaZqHxQ+MviZPEHiEaFp50rQNIs9O0rTvDfhbwr4d0+Se8urbw74N8I6JoPhLw+upahqusNo+iWMmtaxrGrPe6pdgHzbQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB+mH/BJf/gmx8Qv+Cqn7Y/g/9l3wPrUXhDRv7I1Dx/8AFj4hXFq2oQfDv4T+Gr7SrLxN4oTTI2SXVtVmvtb0Twx4W0kSWtrqfi/xH4fsdW1TQtFn1LX9LAd+n9f18/PvH/Rp/bf/AG9f+Cfn/Bsb+xv8M/2d/wBn74T6N4r+LniOzguvhd+z3o/iGw0bxl462+Vo3ir9ov8AaJ8fR6Rqeq22l3B0V9Kg8R3mialrfjzxNpun/D3wBpGleCvCfifWvheFwg5u17Lq/wDLz/rsfwRftc/8HEH/AAVq/a+8cJ4s1z9q7xx8CNAsXnOgfC79lnWfEXwN+H2hR3UOlLdRP/wj2vXHjnxmz3ekxajZ3XxN8beOdQ0S7vNSi8PXelaffS2NJ9V18t0dPJCK2Tf96zv96su2i87dD5EX/gq1/wAFNi2D/wAFBf2zRz/0cn8Xv/mr9PoPYZxSt5y/E5ai10dvKKsl5f1+qJZP+Cq//BTcMCf+ChH7ZzcDr+0p8XjkKAAMnxYTgDAA28AYwQAaaVurfr/X9fNkJW6t+v8AX9fNgf8Agqx/wU1mxt/4KC/tmKfb9pP4vKDz/wBjbk/jj8OBQlbq36g58nS/r5X9fJ7ffqpPb/gqt/wU3jAH/Dwb9s1l9D+0p8Xjz7f8VcMd+5zntzVezcteZpeT7frr+HoZxl7V6XjZ7LS+3ayX3v03E/4er/8ABTVRk/8ABQT9sw5OP+Tkvi7/APNZ7div45O5uHKt79Nd/Xft0t89bHbQglrJKXlKz39b/wDpPZaWTEP/AAVZ/wCCmo/5yB/tmj6/tJfF0fX/AJm8+3/1sg0uRy7rz2/r8fxvF14xcdIqP+FJPT0Ue+uj2Xdh/wAPWP8AgpswwP8AgoJ+2YOeo/aS+LvA/wDCsU549W+vQtE4OCvzN/P+u5xzXKr3l9727v8Ar8hf+Hqv/BTVQT/w8G/bNPT/AJuS+Lv/AM1x/mPfOaVOpyO8lzf4veX4qX/A873jEKiu95Wt5r7rP813V9AP/BVv/gpoVx/w8D/bLz6j9pL4ufz/AOEsB/E/r0rrlXpuP8KC7NQitH9zb9V92p0+1io35I/cu3or+jfze4n/AA9V/wCCmu3P/Dwb9s3pnP8Aw0n8Xvy/5G/9dvtt71h7ZX+GFrb8q37a/wBfgYuur25el9v+H+/5NaXlH/w9X/4Kbf8ASQb9s3/xJT4vf/NXT9pGSaUVfyil/l+f3WKjJSdle/m7/wDtsfz+7cP+Hq//AAU2/wCkg37Zv/iSnxe/+av/AD+NTCSlJK3n93lyr83263N/ZONm2mu1v6/X8bxeP+Crf/BThSGX/goN+2arDOGX9pT4vKw4xkH/AIS7j8Nv8xXVKkknt8o9/wDt9/l9xMpxaaUV6qKX5K/3cv42Hn/grB/wU+/6SGftp/8AiTPxg/8AmsP8/wA642vORyOT7v7/APhvy+4P+HsH/BT7/pIb+2n/AOJM/GD/AOaunGOq1k9VuNSaa1dr9Xf8Nfy+8cf+CsP/AAU+6f8ADwv9tL6/8NL/ABgz/wCpefp09+a6/ZxtfTa/w+X+Jfl951qcbKPIr6K/LH87f136jf8Ah7B/wU+/6SG/tp/+JM/GD/5q65JSSk42d7230/8ASX+f3D9i2uZS03tbt8/1XyD/AIewf8FPv+khv7af/iTPxg/+aur9rFfZTt/dTvpfrb8vusc7kotpp3Xn/wDaP8/uHn/gq7/wU+Az/wAPDf20/wDxJj4w/wDzX5/PPsD0qPbRv8C+7/L/AC087kKqm2rPTz/zjb/0m/TuO/4ex/8ABTzbt/4eFftpZ9f+Gl/i+T7c/wDCXKfr6+2Mt0qvTUf4cWu/JH00XvNavvr5r4d/aR5b8kfuXy6N+Vrr8WL/AMPXv+CnpH/KQz9tMZ/6uX+MGRn/ALm+uWpV5m+VKPpovkuX9Y27HNKp727V/u+5bfl16sjP/BWL/gp8vH/Dwr9tI84/5OW+MBPHf/kb+M/X881CTevM/vf46pfg/loawi5rd+t/y9fT7tBw/wCCsX/BT0jn/goV+2n74/aX+MH6/wDFX8cf54rRJ26vvv8A0tDtoxio2cYy85JX+V4y/P5LQX/h6/8A8FPSAw/4KF/tpY64/wCGmPjBnj/ub/8APFXyOS3svLf/ANK8uqj6mdeF2uVKK7RSXl/dXm9Put7yD/gq9/wU+cZ/4eGftpgj0/aX+MA9P+pwOf0/DGG0p0tHdp27q/43/Ty13OKU/Z2TvLr5/e27ffLt7pYt/wDgrb/wVJsC/wBm/wCCiv7bVuZdoYwftPfGSEvjO3cY/GAJ2knG7IG44GDUzSXk/L+v1+80jLm6P+tukX+D87fayfEv/BUj/gpX430iXQfGn7fv7Yni3Qpp7W7l0XxP+0b8WNe0mW5spo7qyuJNN1XxTdWclxaXMcdxaytC0lvOiSxMjqhrLfutenl92n9a7jav1a9Dzab9vP8AbWm1i41+X9q/9oSbX7uRpbzXJPiz42fWLqRo1heSfUzrJvppGhVYmeSdnMaqm4IBQlZWu/n09Fr+f3l0opPXX10+W76L7tHfRy/Vf/gnX/wcqf8ABSz9gfWNN0TWvijq37WnwMW6tRq3wb/aP8R694xvdP02IaJZSQ/DX4sX9xqXxC+HVxZ6Hov9leHdGGoeJfhfokmo3+rT/DLVtUn+0K/X+v687beV5dDhTne2j/LsmtV26t+a+E/vF+B37UP/AATE/wCDoX9iv4p/BDxP4T1+z1TQbPQ7j4g/C/xSulaR8bf2fPHOq2F9F4S+Lnwh8aW0Gr6XeDTdVg1qy8PeMtOt7jTdesINS8IfFPwKvhjxXrPgfXAwnBxeu3RrZ/lb0/NWZ/mF/wDBRX9hX4rf8E4v2ufit+yh8XLa5l1bwFqoufCni1rAWGk/Er4daw0tz4I+I/h1YrzUrU6T4q0dY7iayg1O/uPDeuQ6z4Q1yW28S+Hdb0+0CPU+IaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPob9k79qD4sfsXftHfCD9qX4HapaaV8UPgv4wtPFvhs6nHfzaHrEIgutL8Q+EvE9rpWo6Pqd94Q8b+GNR1nwd4w07TtX0m+1HwxrurWNpqen3Fwl5AAf7BP8AwSq/4KhfAr/gq1+zDpHx4+Ezf8Ip430WS28M/HP4K6nqUGoeKvg38RPszSy6Vc3SwWq+IvBviGKKXWvh148tdPtLDxZoJeG/0/w9400Pxn4L8KAH8nP/AAXH/bG/4OG/+CSXxptdT8O/tweJ/iT+xn8VdUlt/gf8a9U/Zo/Y3vNU0nW1s5tQvvg58X5tG/Zw0vStE+J+kWlpf6noN/BpeleHfin4Qs7nxR4Oit9V8PfEnwZ8PQD7f/4Ndv8Agrd+3P8A8FFvH37UvgD9sb4w6d8Y0+G/g/wV4v8ACWpH4afDL4favoT6xrV3o1xZK3ws8HeB9J1HTr5YJp3XVtM1DUILm1ja3v7e2d7eUA9A/wCDnn/gpV+2z/wT6H7M0n7IPxuuPg+3jxfE7eLfJ8BfC7xsusHT9T0e3s96fEjwR4wS0EMNzOmLAWgfful3sqFQD+jD9hn4k+NPjH+xh+yj8WfiPqra78QPiT+zx8HvHHjXXWsNL0o634p8T+AtC1jXdZ/svRLHTNG04arqV3c362Ok6dYabarcCCxs7a2SKFQD+en9gn/gst+1/wDtIf8ABcv9qX9gHx2/wrn/AGdfhd4x/aL0HwOuieCLnTPGkGl/CrxXrGl+Fbi98Tf8JBcJqF3c6dY241eSXTPIu5GkktoLIshQA+6v+DloQH/giN+3L9oLBP7F+CBUqCT54/aZ+C5twcZ+Vp/LVyeAhJ45NAH+QnQAUAFABQAUAFABQAUAFABQB//V/wA/+gAoAKACgAoAKACgAoAKACgD/YL/AODdBdv/AARr/YwP9/QPie35fG74lJ+P3P6djQB/K7olk0//AAeBxWsMQk8j476nOE8zygsen/DW+u3fcFkz5MVs0vl4/e7PK3pv3qAf1X/8HEMscf8AwRw/bTR2CtceGfhnFECcF5B8b/hnOVHqRFBK+OOFJ7EMAflh/wAGcH/JhPxr/wCy32//AKitlQB/Pf8A8HgMbp/wU80hnVlWX4FfD2SMkYDoE1KIsvqvmRumf7yMOxoA91/YB/4OqPCn7C//AAS28GfsmaJ+yfc6/wDtOfBLQfE/g34R+Ira/wBA0f8AZ68S2/iDxD4j8TaV8RPibpuiy6H46s/EGial4kE/jLwb4dtL+5+LupaXqniG5+LHw/1fxtcyeGwD+Tr9oX9or43ftXfF/wAafHr9on4leJfix8W/iBqkuq+J/GPii6ilurh3ZvsumaVp9nDZ6N4a8M6NblNN8NeEfDWm6P4W8LaNb2eh+HNH0vSLK0soADxagAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/wBJ3/g1K/Z98A/sKf8ABMz9rv8A4KU/FzUL5YPiLZ+IvG/iObT7W11n/hGv2ff2U/BfifxTeXOh2UOmwax/wketa7rvxGm17TIdXvLDWLTwz4DWC2stRs7wygfj/Wx/A5+3L+2R8XP2/f2qfjF+1j8bdQW48a/FnxRPqkGjWrJ/YvgfwjYxx6V4H+HfhtI7a0H/AAj/AIF8KWek+GtOu7iD+1tZXT5Ne8RXWqeJNV1fVb0WvzO3SnD0Xpd9/m9bfJdD+jz9mT/g2r+HH7a3/BIfwj+27+yp+0Zq3xU/asvdK8Z6z4q+DWnf2HceCrPV/DN7e203wdtrOOwt/F+g/FfSrCC01mRdfu5rDxYNX0m10LTbHRdU0XxZqr2eq26HNKerts+t+/b3X+f3H8lHiLw5r/hPXdS8N+KtF1bw34i0S8m07WND13T7vSdX0q/t32TWeo6dfxQXdncRtlZIbiCKRD99RnFOe3NFfL9dLp/h9/uhBKUrTdr7Sey9Xsr92rddNDK3HGDz/nse+fXPTpmsk232tpb1+7qtrP1CpDkaW99U73TX4f1prZMRDs6dvw7/APAsfr+GasxlHm/HdX/VefR/gXIba5u0aaKCaSOIFneON2RQuOWYKQvOepA+nG7opQ5luopXd/Lzettur7LUdKna+qt6X7/3o/l6t2LSaVqc6q8Wm3zxsAySR2lwyOOoZWEbBgfVTjHTplZryjSS6p2/D5tNPyf/AG6tJGkq6pPX0+/bt+f3XfLvaD4A8deLtVtNA8KeCfFnifXLzd9k0bw74d1jWtWu/LUtIbbTtNs7u8uAiZd/KgO1cseBmrwdOvjq0cPhMPWxWImqjhQw9KdatONKEqtWUaVNTnJU6UJ1ajSajThKcrRjLl58Vm2XYKhPF5jjcJl+Do61sVjcRSwuHpX0Tq169SFKmm3bWaXm7M99039g/wDbe1i3ju9J/Y4/ap1GzmAMV3Y/s+/Fu5tJAQCClzD4SaBgVIIIkwVIPIIZefEVsNQn7LFVqNCotXTr1YUpq91dwm4y3TV2l1XQ+dq+IvhxTbjV464KUouzhU4nyNyTXRxljXJP5fdcuXf7AH7dVlBNc3n7GX7VVvbW8Uk9xPL8APiusMEESGSWaaQ+FdkcUcal3d9qqgLMQFLLzvG5ZG7eMwUbLmbeKoJJLd/xGrLdvmduqVm44PxN8MIJzlx7wPTjFOUpT4lyOnGKiruTlLGRSSV222kvkzxrUPgV8adI1C50rV/hB8TtI1OzfyrzTtV8CeKdMvbSXar+Vc217pUE0Em1lby5Y0faynABFfZZdwPxfnGCw+Z5TwjxLmuXYuDqYXMMuyLNcdgsVTUpQdTD4vDYSrQrQU4Sg5UqkoqUZRveMke1huKuEcdhqWNwXEXDuNwmIi5UMVg81y7FYetFScHKlWoV6lOpFSTi3GTSlFq7aZAvwV+LTsUHwx8dZABLN4V1lYznnAlazEZI6sokYr/Ftwa714beIOy4C4x0tp/qxnf/AMw3/q1uhr/rJw0v+ZzlHayxmGb002VS9n0drPdXSL8nwF+McKhm+Gni0qQD+60e4nOCcAFYVkZTk4KkFhzkcHbH/EOuP/8Aog+M7368KZ6vzy9fn8loTHivhluyzrLU721xFOH3OTinfdWbvuuhm/8ACm/iwZBF/wAKx8e7yQM/8Ijrvl5zgZl+wiJRnqWcrjk8EVX/ABDjxB3/ANQuM1bW/wDqtni/90Vf0v8AcdC4i4fkr/23lDXnmODT+6VVP8Pmj6B0z/gnf+3XrWlWet6P+yJ+0Jqmk6jbx3dhqGnfCvxdeW15ayjdFcW0lvpb+dDIp3RyxqyOp3LkFWr4nE16ODr1sLjKsMJisPUlSr4bEuNCvQqwdp061GrKNSnUi9JQnGMovRr+Xw6niP4eYepOjV454Po1acnCpSnxHk9OcJLeM4PFKUZJ7qSTT3StYoS/8E/P27YpHif9iv8AauZo2KsYf2ePi1PGSO6TQeE5IZB/tRyOp7HpWH17L3/zGYT/AMKaK9Ptt/h06WRL8SPDeS1494Ja314pyJ6+aeOVn3uvWxH/AMO//wBuz/oyn9rX8P2cvjEf1Hg5v8+v8K+vZev+YzCf+FNKX/t0bf1t9qP+Ii+Gn/RecD/+JVkP/wA3Cf8ADAH7dn/RlP7W3/iOHxk/+Yyq/tLA/wDQbhv/AAfT/wDllh/8RH8Nv+i+4I/8SrIv/m4X/h3/APt2f9GUftbf+I4/GMfz8HL/AJ9MjdH13Lb3+t4W/f6xTv8Am/z+4r/iJXhxa3+v/BNv+yryNf8Au9r/AF3Af8E//wBuw8f8MUfta/8AiOXxi4/PweP6/Wl9dy3/AKCsJ/4UU/8Ag/122J/4iP4a/wDRe8DvzfFOQt/e8dc858T/ALMn7RPgnUpNG8Z/Av4teEdZhjSSXRvFHgDxRoOrRRyDKO+l6tplrfIrgfIzW4Dc4AwRX1uU8H8UZ7hY4/IuF+IM4wU3KEcZlWS5lmGFlKNuaMcRhMNWpNrS6U9PPXl9fB8VcJY2ksRgOJOHcXRldKvg84yyvSdt0qlHEzg7dUpaeW0uUPwf+K+f+SYfED8PBniIj8xpuD9f8a9T/iG/iD/0QXGX/iLZ5/8AMJ1/6wZD/wBDvKP/AA5YL/5ePPwb+LIIU/DHx8c4xjwjrzD2yRY7RjPduO/rR/xDnxB/6ILjN/8Adq550/7kRf6w5D/0O8p0/wCpjg//AJer/L5X3MrxD8N/iB4RsrXU/FPgXxd4c0y9ufsdlqeueG9X0rTry8EbzG1tL69tIbS5ufKjkl8iGaSXy0d9u1WavAzPIs5yWap5zk2aZRUk+WMM0y3F5fNytzWUcXRpNu2tkr210SLwed5JmFephcBm+V43E0qfta2GwmPwuIr0qSlGHtalGlVnUhT5pRhzyioXlFXfMnLlvsF4tt9s+x3QtN5T7V9nm+zeZwSnn7fK3AEfLuyMg8ZxXlKUE+VSjd68t1f7v8l99z0FWoe09iqtL2qXN7JVIe0S78ifNbzsl975q2MDA4/I4/Eg/wAvywKpK2hcoqW/4f8ADq/427bDPuA9x19Mfq2f89OtHNyq/wDXl2/rvsclXDKXvKW3S1vlfXv5bbu9iNvmIPTBHv0z/ud/Y/jXPKrFtb+v/As/zW/WxMaTSfW/S/8Aw3/t1/K1pKZNwwPocd+/p7+vbGO9Z3cdLfjp8vcf9atu5tGlzPdr8/1Tv/2787WOl8DeCPGPxK8ZeGPh78O/C2v+OPHnjjXtK8K+D/B/hXSr3XfEvijxLrt7Dp2j6DoOi6bBcX+qarqd9cQ2llZWdvNcXNxMkUUbOQq7QV1zSVl+f5flr5fZidoNxi79G+z7Le/m7+rdve/pa/b2/wCDaX4lf8E7f+CaHh/9tn45ftD+CIvjd/bXg7TvH/7OENjZW1j4an8byX/2Xwr4L+I6eJL2L4n/ABA8M28Fte+LtF0XwzZaJHYWHjbWPDniTXtA8HQax4mUnfZaLZadd30X5/jYqj8X3/1/S+4/HP8A4Jn/ALdnxI/4Jwftp/BL9qr4fav4gttO8HeKtL074s+E9BvktI/ij8ENa1TT4/ih8MtWtroXGk6hB4i8PW8lxoMmsWV9b+G/G+meFPHGnW8HiHwrot/aL+v6/r9DeaUouOl7XV+j6PrbXstu9j+1L/g9A/Y/8I/EH4H/ALKn/BQnwbdeH213wdqt18AfFer2DNe3Xj/4d+PdL1j4pfCq5tNWjvn0x9E8C6roPxKutOSytJJtVb4qT3bXrW2n28dNK/5nFfbz/r9P+CrWl/nYUgCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD7w/4Jy/8FCvjv8A8Ez/ANp7wV+0n8DtVuZm0q5h0v4kfDi51a707wn8YPhzdXETeIPAHi6OCK7gNvfQp9r0HWZtO1C58JeJrbSfFOm2s19pUUMoB+5n/Bdv/g4c+C//AAVn/Y6/Z+/Z2+GH7PPxP+Ffi7w58XPDXx4+Ler+PfEfhPUvDnhzxT4a+G3j/wACx+APhzc+Hzdan8Q9Av7j4n6xqD+P/Eml/CrUbSDwtpsA+H10/ii7bwsAfaf/AAZN2ccfxr/bkv2dWmu/hZ8LbWOMp88Uen+LdclldZN3zLO2pRK6BF2G3jbe+/bEAe4/8Hon+r/Y3/65+M//AE9aBQB/Xb/wTdZD/wAE8v2FCgIUfse/s2A5GDuX4O+DhIcccFwxHqCCc5JoA/h//wCCJurNqf8AwcwftW6yELHVte/aovSrEhgNU8T6nI7E4JJjW4LkH7xXBIzlQD+nn/g5h/5Qh/tx/wDYL+BH/rUHwToA/wAhmgAoAKACgAoAKACgAoAKACgD/9b/AD/6ACgAoAKACgAoAKACgAoAKAP9hH/g3VZT/wAEaP2KAM5Xw18UVbjHzf8AC9vii3Hr8rLyO/HagD+Yv4ZaJJr3/B5DfWUbGP7L8S/ivrTuOgj8Ofs+eMtedCSGAEq6b5GSOTKFUq7IygH9IX/BybNNH/wSQ/aGjjkdI7i/8CRTqrELLGvimxnWOQDhkE0MUoU5G+JG6qCoB+b3/BnGG/4YY+MRydo+MkwIzwWPhvQtpI6EgBgDjjccYyaAPwL/AODw+8W5/wCCmnhCFeun/s8+ALN/dn1LxLfjH/AL5BzQB/JrQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/qM/sCWtu3/AAaSfF2JxG0eofsM/t7x3ah8Ei40741WLqxBykpgVDHjB5iYA7gWP6/rf8vvGnZprdNNH+XcRmpclF9b76O3/tr/ADX43O2UVJNPZ29U9ddv8/NK/vfrF/wSM/4K5/tB/wDBJX9oS0+Jfw2urzxl8HPF1zYab8efgHqGrTWnhX4neGYX2LfWRaO6t/DfxG8ORSzXfgvxta2cl3p07T6RqsWreFNY17QdU1TU12l08/8A0n8/S2qlxyjytp6+f9bH9r//AAUe/wCCVf7Hn/BxF+yz4T/4KR/8E3/E+iaB+0RceHdWeezWy0fw0nxd1LTU87Wfg/8AGzSp7iKDwV8bvCeqGWDQfFV9qUWj6q18tp4h1u/8D+JPC/xG8LTeUW7d9V3t8nZ26/enZDi4v3Z3t9mS1cfl9qN+l1b7Nry5v80y60+XTru7srofvLS5ubVzEd0bTW0rwymOQ8NGJFyDgbgeAuTtmTTk+XTbm7+SWrV9+9utvdQOM+ZQdvd362T2tqrt9L201aWiPrb9lj9hH9pn9sXxDbaL8Evhvq2tae0oW+8X6jG2k+D9JgWSSOe5vteukFp5cLQzREQtMz3Ua2Kf6dPb28vNicXh8HDmrTUb/DFayk12Vm29u3e+h8Xxp4hcKcA4NYriDMIUak0/q+DpL2uMxMrJ8tOlFyabum7/AAxfPrCM5R/qb/ZA/wCDcn4GeBbW1179rLXr74y+IUMNwfCPhzUdW8IeBrd5LQrd6feXGmXcPiXXraG4k861v7XVPDEzzQhZbOW1Zkl+fxPEM3C2FjGnKV/fnD2k4LmsmlK1JTaV3GVKrHkknzqd4Q/kTjD6VXEOMVbC8G5bg8lpTcoxzPHUo5jmMIqonTqUKNW2X0ZyguWrDE4XMIcs24ShNKUP3K+Gf7Gf7J3wcttGg+Gn7Onwc8KXHh2zFho2t2XgDw3ceJ7W3UgESeLNR0698UXzyRgpLPfaxLcyjb5spwyt4lbHYzEc3tsTWqJ/Y53Gmv8ADST9nFb2UYxS6JaqP89534icecRyrPOOLs/xdLFVPa4nBVMyxVPAPSVo0stwtehluHUZtNRo4b2UUpKEFzKcfpKGCC3jWKCKOGJF2pHGipGq/wB1UXCqvOdoAGSevJbk/M+Qbcm5SblJu7bbbb7tvVsl/l/KgRXurS2vrea1vIIbm2uIngngniSaGaGVSskUscgZJI3UlXR1ZSDyOhpOMZJqSTTTTTV00+jvo076pkzhCpFxnCM4yTi4zipRlGWkotSummt01Z9bnyd8Yv2LPgj8Y7GeLWvDlrp+oyQ+TDqtnapLcWnzbt9rIXjv7RwTlY7O/t7M8ie1nVnVvruDuPOM/D/GU8ZwfxHmWTKNVVa2Xwrzr5NjHa0ljcpqzlg8QpR93mlCFSFlOlOE0pR6cnx+b8OV44jhzNsZlMlP2lTC0qkq2W4l7SWJy+rJ4epePupxUZx3hKMkmfil+0Z/wTV+I3wskm1fwHI/i7w6zytHC8kf2tECeYkUNz5UEc8+B5aW1zDa3dxLuWzjvI4nuK/t/wANfpkZTj50cq8T8BS4exk3TpUeIMsjWr5JiakpcreKoSc8RljfMpNylWw0YwqTlWhFRjL9v4a8b6ClDB8a4SnllSThClnOAjVq5XWk3Ff7RTblXwM25Jvnc6No1JKo4x9381tV0jVNCv7jS9Z0+70zUbVzHcWd7A9vcQupIIeOQA9QRkZBxwa/tTKs2yzO8DQzLJ8fhcywGJgqlDF4OtCvQqwkrpxnBtbW0dmuq1P3jBY7B5jhqWMwGJo4vC1oqVKvh6katOcXqmpR0272fktjOr0DqP3a/wCCUX7Tdzefb/2efF+pGYwQT6x8P5rqVi6xw/PqehRszMPLVCby1j+UKVkiQFnBX/P76XXhZSw0sP4j5NhlCNapTwXEVOlC0XOXu4XMJJfab/c1pW1ThKTjyvm/AfF3hWMPZ8SYKly80lRzGMIq15aUq7t1v7km73unoleP7jV/CB+ChQAUAFAHwx+3D+1zpX7NHgGS20ia3vPiV4ot7i18L6ZvR2scpsl1q9jzuS1tNwKbh++m2Rqeor968CPB3F+KPEKqYuFShwxlVSnVzXFcrUcR7144GjPZ1a1ve5X7sLt2sffcB8HVuKMxUq0ZQyzCyU8VVtZT6xoQf88+tr2jr1Tj/LF4l8S674w13VPE3iXU7vWNc1m8mvtS1G9laa4ubmd97szMSQoztjQbUjRQiKFUCv8AWbKsqy/JMvwmVZXhaOCwGBowoYbDUIKFOnTgkkklu3a8pO7lJtttu5/WWFwuHwWHo4XC0oUKFCCp06VNJRjGPZK2+7b1b11u2ei/C74F/ET4tXgi8L6NL/ZySIl1rd6DbaXbK3UmdxiZwoJEUIZ2xgbjgV+Z+JfjZwD4V4R1OI83pSzCcJSwuTYJrE5liZJaL2FPndKDlZOpVUYK920kfG8X+InDHBdFyzbHQeKlFujl+Haq4urK2iVOKbhFuyc58sVe+tmz9aPgX/wTm8PQPZajrdldeMtShKvNc6kDY+G4JCoP7u1x5l35TZaNndfMHDQtyq/53+IP0uvEvjd4rLuE6NPg/JKzdOFah7+bTpczTc8dL3aLq02lOFCEnHVwrXSkfzDxD4z8ccVutheH8PHIMsm3FV464uUP72JmuWDnF2lGlGTX2ZapH6keCv2b/CXhq0gguYbby4QCunaTaxadpsbZ+YCOFEMisAM8RtnqxyTX814jDYzM8TLG55mWNzbGVLOpXxmJrYirJpWSlVrVKlSSS2vNW2Vkz88jkDxNV4rOMdiszxUrc869arUva+jnUlKpNbWu4WtZX3PcdL8MaBoqoumaTZWhQFUkjgQzAHgjz2zKc9fmY888dF6aWGoUElSpQhZWTUVez89/L8LLeXtUMHhcKkqGHpUrKycYrms9/eactf8AEvTofNXxv/YQ/Y4/aOt9aT4z/s3fCXxnqXiBYl1Txa3hOw0D4hy+TLHMjW3xL8LpovxA01y8SLK+m+JbR54d9vO0lvI8bejRx2Mw1vYYirBR2hzuVPXvTlzU303g9vI++4e8RuOuFZ4d5DxXneApYVt0cEsdVxOWLmTi+fKcZ9YyysrNtKthKijK048slFn4L/tWf8G0nw58Qfb/ABF+yD8VdT8AajNdXFyvw5+K9xceJ/BqQzSQ+Rp2h+LrG0/4S3RraxjN0wm8QxeN727At4ZbuJvNu29WhxHi4cscTRhiYRSjKdNqjX92LTm4O9CtUqSs2k8JCKu1f3Yn9A8KfSy4jwPsMLxlkWEz7CwpUaU80yeUcrzhulRaqYnEYOo55TmGJxVZRc6eFfD+Fw96jpQklCifzMftQfsO/tIfsZeKI/D/AO0P8MNe8L6fe3f2LRfGGmtFq/gnxDL5CXh/4R/xTaxzaTqFwtqZJG0uW5stSjaCdLiC3NtcBPosLjMLjo82Hqe8knOlJctWF9PepuSaV7x5oucJW92TVmf1vwV4j8J+IODlieGc0pV8RRpqpi8rxKWHzTAqUpQi8Vg3OVSFKVSMoQxNJ18NUa/d1Z6c3zn4Q8HXPjPxn4d8H6O01xN4n1/T9B06SKF2llu9TuYrS2jjixuad5Zo1SHBd3ZQudwLdLeqTVuVdev4bO3nbZtH3FKq25QnFwla7t5rdPVaa7c3bmTTP9MH/gnt/wAE0P2K/wDg2s/Za8b/APBQL9vbxx4e8VftH3VhFocHiW00q11e78Bv4ltJbbS/gZ+z5o8032jxF8TPHBjvE8ZeMYrixtYtEi1S0bUPDvww8N+NvGPiLZydve2XRbfLTV+dnbzsZyaW17d3u+2nby+bb0Uf4k/+Cvn/AAV9/aF/4Kl/tC+IvGnjHxJc6H8DtEkn0j4KfBLSp93hH4b+FJGtmuAkj2tpceIfGXiOa0ttQ8ceONSt4dS8R6hb2dlZ2ug+D9A8IeEPDMPrJ3t0tpppv139dtU9jWi/etbX+vy+d7+Scfx4/wA/56/y/Ompxflbu/8A7WP9dvtdOt79LP1v96XT/No/1I/+Cxnhjwt4t/4NTvDfiLVtLsNYvvA/7Kn/AAT48Z+CNSmXzZND1/UdY+AfgebW9LkBUR3V14O8beKdDaUhg2na7fRgZlDraf4p/j9/9aaXbOC1rJ7rT57f1/wT/LUpAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAf3Jf8GUf/JZ/2z/+yX+Cf/UsWgD27/g9E/1f7G//AFz8Z/8Ap60CgD+tP/gmFqUWsf8ABOP9h25hcOkX7KvwQ0tmU5xLovw80LRp0yM4aOaxkRh1DKRwQRQB/EL/AMELjj/g5E/aU4B/f/tMjnnrrN8CfqAcj0PPagD+o3/g5h/5Qh/tx/8AYL+BH/rUHwToA/yGaACgAoAKACgAoAKACgAoAKAP/9f/AD/6ACgAoAKACgAoAKACgAoAKAP9hT/g3XXb/wAEaP2JfU+GPikT/wCH4+KY9+wHf8+KAP5wP2eig/4PKvGwdlDHVf2ghEGKgs//AAzX41JVM8lhGJGIXLbFYn5QxUA/oG/4OUTj/gkh+0CfTVPAntwfEltnsf5flmgD86f+DOGPP7B3xolz9z41pHj18zwvprZz7eVjpzntigD+e/8A4O/iG/4Ke6YQc/8AFjvh6OOeViv1I78ggg+hGOMYoA/lKoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/05/8Agm9YnU/+DUT9pW2QZMf7K/7bF4QSOBpfw/8AFmpORnAyFtSwHc8c5BoGldpd3/Xb8H819n/MjXG1sj05/P8AqetJq+nT+vy9V8949spW/q3praXXy++/usUZJA9fr0A9x/P88U1ol3Vv66/n95yVWua/r+r3t5dvl0Pvn9jf/gpL+27+wZo/xO8Pfsr/ALQvjL4L+Hvi3oNzonjiy0CLStQh1BJoHtYtU0WHWrHUY/DnjOygmni0Dxz4e/snxj4Y+03kvh/XdIa8vppXKSbSXxdbO+ne3LFad3e3ZppSmE4t8vLzu97fy+bae3fWV9kruLl+in/BIr/gjrr37Zuoaf8AtE/tGW2r+Hf2ZdP1GeXQdGSSbTfEPxx1WwvJY7qy0m6Ux3Oj/Dyw1CKa28Q+Jrby73WLqK68O+GJobxdV17w94eaZrHBp0KDU8S0rt+9GimtJTWnNUas4wvZK0p3jyQn/O3jX47YbgP2vDnDf1fHcXVYRlialRKtg8gpVYRnCpiYJxWIzKrSlGeFwTtClCVPF4y9J0MNi/7g/Anw+8D/AAv8LaT4J+HfhPQfBnhLQrK10/SdA8OaZa6XplnaWVrDZW0cdvaxRqzJa20EJmlMk0ixJ5srkbm+Oq1atebqVqkqk5PWUnfzslooxu3aEVyx2jZH+fud57nHEeY181zzMcVmeYYmc5VMTiqjqSSnUnV9nShpTw9CE6k/ZYahClh6MXyUaUIJROwrM8kUAkgAEknAA6knsP8APHU0Cbt96SSTbbbskkrtyk2lGKV23ZXbAgAkA5x3HQ+uM4OM9CQCRgkKTiga1Sdmm0m1Llum1qnyuUXZ6Xi2na63QlABQAUAQXFrb3cMtvdQxXEE8bRTQTxpNDNG4KtHLE/yOjBiCrAgjI4yQylGM4uMkpRkmpRaTTT3TT0a+79JTOEakZQnGM4TTjKMknGUXo009GmrppqSs9tT84P2r/2G/CHxT0W91LRdPWz1OGKSW01C1jV9T0yRdzIAxAk1DTx917adnkjQ5jckk1+h+GHi3xh4PZvSxuRYmrmPDtSpfNOGcVWnLCVqUmvaTwqlzfVsQlrCrTs+aMfac0UlLp4c4kz/AIAx0cbkdSpi8olNyx+R1qs5UZQfxSw3M37OolrGUVdOK5udXP5zvil8LfFHwk8U3XhjxPamOWMmSyvY1b7JqNrnC3Fs7AZGflkjOHjf5WHALf61eGXiZw34p8N4fiLh3Ec0Xalj8BUcVi8txaXv4fE01KTi+sJfDOOsW7Nn9j8H8YZTxplFLNcqqaaU8VhZte3wldL3qNaOrT6xle0lqr3Rn/DTx3rHwy8eeFPHmg3EttqfhjWrHVYJIiAzLbTq00PPylZod8ZDZX5skHGK+k4q4ewXFXD2b8P5hTjVwuaYHEYScZptJ1acownpqnTnyzTjrdabnt5pl9HNMvxeX4iKnSxVCpRkpK69+LUXumrStLR3066n9mPw38caT8S/AXhLx7ocsc2meK9DsNYtzE4kSNrmEfabbeMhmtLpZ7WQ/wB+FunSv8SuJcixnDGf5vw/j4Shispx+IwVVTjyykqU2qdXl+yq1JwqxXSM1c/iXM8BWyvMMZl9dONXCYipRkmrNqL9yVunPBxmvKXkdtXiHAFAHnXxY+Jnhv4QeAPEnxB8V3aWmkeHtOnvJNx/eXM6Ifs9pAnWSe5m2xRxr8xZuOjV9JwjwvmfGXEOWcOZRRlWxuZYmnQjb4aUG/3lao7NRhShecpPRJddVL08oyvE5zmOFy7CQc62JqxprtGLfvTl2jCN5N6beil/IR8dPjJ4r+PvxN174geJZ5prnVrx4tJ04EtFpekpIy6fplrECyr5cRXzSgzLOzvzlQv+ynAPBWT+HXCuA4fy6FOlSwdBVMdipWUsVinBPE4qrNpaSkny3+CnGKsrM/snIclwfDmVUMBh1CEKFPmr1XZe1q2vVqzk+7vvtFJdD69/Zj/Ye1vxzd6X4i+IGnXiWF15VxpXhWFWW91BX2tDPqjYzaWZUhzEwV5FIBKg7l/j3x6+lvSyqpi+DvC6pTx+cKdTC4/iGKVXCYKSbhVpYC1o18RGV4uvzOlSabXM/dPwLxI8bnh61bh3gi2LzHnnQxWaxXtKGGkvdnDDfZq1Yu6dRv2dNq6c3fl/fX4Yfs/eGfBWm2EV3p1ips4o0tdJs4Ui0yxRFAVPKjCrPIMAs753kZYtk1/n5Wp43NsbXzbP8bic0zPFVJVq+IxlaeIqSqTfM3KVRybaeiirQivdilFRUfwHD5PUr4ieY51iKmZZjWk6lWdebqrmk7+85N87TemqitlGysfQ0UUUEaxQxpFGgCpHGioiqOgVVAAA9APzrsSS0SSXZK1vLpt6fdc95JRSjFKKWiSSSS7JLRDmLD7oyfc4/r/MfnztZSt1v8v6f5ffYVSSAWG09xkHH4jj3/8A1GgHa+juv69Py+4WgQHofX6Z/QEE/QEZ9R1pPy/r087f5Pca/r+tPv6b62scD8Sfhf8ADn4xeDtW8AfFTwR4X+IXgrXofI1bwz4u0Wy1zR7teqSmzv4Z44Lu2lC3FleQiK8sruOK5tJobqOOdLp1J0qkatKUoVKbfLOOkovZ2faS91qzUotp3V+b0cpzfNMgzHC5vk2PxOW5lgpqrhsZhKrpVqTatKN07TpVYN069Gop0a9KcqValOlOcJfxOf8ABW7/AIJBax+xbqP/AA0h+zSurax+z9capbTa94faWfUNe+D+s+Z5ltNLM++41TwVdzqfsuqSmS70G5Y2epE2b294v2WVZosavYV7LExXNGaso1oreSW0akVZyirqS9+CUeeFL/QPwQ8cIceqPDnEvsMLxbhaM54fE04Klhs8oUl+8q0qafLh8wpRtLFYWHLSrRjLE4WMYKrhsP8Alt+07/wUF/bI/bJ0rw1on7S/7QPxI+NWleC7GKw8Mr4/8S6x4hfSovs2mQXE0A1S/uVj1HUl0fTX1zVFzqGv3ljFqGs3eoXwa5f2V8Wqb3s272Wn+Xrrqf0XKVmlKPL6WadnutE3uuzXXmukfFRGDj0/z7/z/Oqlqrd/0a9Pz18jWj8V/l83/W/+Y98YXAx1/p9f5/nUT6dtbf1/wfLSx1/1/X/Dfef6h3/BUXxVFqP/AAaIeCNV1q9todW8a/sLf8E0ZLaNisJ1HWr3W/2X/El7bWkX8Uq2Nhqt+YVyUtrKduFjY1a2XojhlpKS7Sf5/P8AP7z/AC5aZIUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/cj/wAGUgz8Z/2zj6fDDwUR/wCFWBx6cE+vp3JUA9u/4PRT+7/Y2HrH40/9POgf57fphgD+rb/gk7p0ul/8E0/2JLaYgvN+zn8ONSGO0WsaFBq0A+ogvYweF5HSgD+Kf/ghUMf8HI/7SoP/AD0/af8A01PUiD39OOffJx8wB/Tl/wAHOd1c2/8AwRP/AGw4oJIkivn+B1reLJHvea2T9oL4XXqx27b18qYXdnazNIQ+YIpotg8zegB/kYUAFABQAUAFABQAUAFABQAUAf/Q/wA/+gAoAKACgAoAKACgAoAKACgD/YS/4N1oyn/BGn9igk58zw18UZPp/wAX1+KCYH1KE9F65xzQB/Nh8FE8j/g831dXKjPij4/NkHgm4/ZN+JLxj2Y+YqEc/PwCeDQB/Rp/wceaZHf/APBH/wDaquWB36NB8OtShx2kl+JPhbSG3fMvBi1WUcbvmKnbxlQD80v+DOAH/hgn41HBx/wvCAA44JHhWyyAfUAgkZ7jpmgD+d//AIO8HWT/AIKb6cy9P+FM+DkP+9Fd6zE3/jyHPTn160Afyq0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAf6k/7AFjbeFv+DSz4iavp9jLfXXiv9iP9uq91iB7sxoJ76b42+B5byFvJl8uLT9C0qzvmtQoF1NazIZ7f7V50QNbryt/V/X7vkf5b5DHG04/z/ut/n1/hDqnuvQRMqdvO7JOenQc9c/qeOnOc07O1+n9f11+X2ueWsrf1pr5/1o7WaP0p/wCCWn7FNx+3b+1f4K+F+uLfJ8KfCUT+Pvi/e2rzxyJ4H0W5tzLoFtcwXNtPZX3jTVJNP8Kw39rMl1pkGo3OsQLNJpiQy8GYYpYLCVayt7R2hSTWkqs9vJ8sVKo07KSg1dXufmfi3x7R8OeDMwzii6X9sYtf2fkVCdv3mZV4tU8RKEoTVSnl9LnxtanL3a0aHsHKm60XH/SD0DQND8KaFovhfwxo2l+HfDXhvSdO0Hw94f0OwtdK0XQtD0izh0/SdH0fS7GK3stN0vTLC3t7LT7CzggtbO0git7eKOKJEX8+lKUpOUm5Sk3KUpNuUpN3bbd223dtt3b1dz/K/E4nE43E4jGYyvWxWLxdericVisRUnWxGJxNepKrXr161RyqVa1arKVSrUqSlOc5OUm5Ns1qRgFACDn5unXHsD+A6jr7cYGaA8/610/J2f3PcWgAoAKACgAoAQgHggEHqCM5BHTv1+nTjmj+v6/ry6h/X9dz85/21/2UNC+LHhPUNRtLKKDULdZLuxvYI1WfSdSKnbMhGN9hdtiO+gZgoz5w2EZX7nwt8Tc88HeLcPxDlc51ckxlSnQ4kydtvD4vBuaU6ygtI4igm50asVzxkrO8XOMqyDiLMuAM9hn2WOVTLK84U87y679lXoOVpVowXw1YJ80JxjzQkraxcnL+ZfxP4Z1rwdr2p+G/EFlNp+raVcyWt1bzIUIZDhZIyQBJDMuJIZVysiMGB5r/AGa4Z4kyfi7I8u4iyHGUsdleaYeGIw1elNSVpJc1KolrTrUZXp1acrShOLT3vL+5MozbAZ7luEzXLMRDE4LG0Y1qNWnJSVpLWErfDUg7xnB2cZJp7Xl/SD/wSj+JsnjP9nq98HXlw9xffDXxFJpib2X9zpGsxyX+mW8ajDBI5Ib45Ycs5AJxX+av0uOFY5H4kUs5o0o0sPxPl0MW+VP95jMFKOHxVWT2blGeHVlso6pXTl/N3i7lawXEkMbCPLDM8Mqrt9qtRfs6snotWnBbvbofp+Tggdz06duvp0/znpX8rH5V/X9b/wBdtxaAP52P+Cp/7Sb+OPHVp8DPC180nh7wVPHc+J/szkx6j4lkUGCxfYxEqabE6yFGRh9okjZCWRtv+kf0TPDGGQ5BX8QM3oxhmGdU5Usq9qknhcqg37TEJu/I8TJON001TjJPmumf0l4TcMrAYCpxBi4KOIxsXHC8+9LDK/PUV1p7Vq1017qad7lf9h79ii98T3um+PfG2mB7hvKvdD0i+izaaZbcNFrGqRPkSTvw1jZt7SyA5C1+T/SY+kfjM4xeO8NfDrGulgaXPhuJeIcLU96vK/JVy3AVofBTi7xxNeLvN3o05K0px/OPFXxQxec4rEcHcIYhwwsG6WdZxRl8WvLUwmHqR5nGC1VapG0pfBTuuaUf3+8H+CNF8G2CWunQK9yyj7VfyIPtE7Y5G7ny4h/DGpwP4snBb+KMJgqOEhaC5qj+Oq17831d7uy8l3d77y/JMvy3DZdS5KMbzf8AEqy1qTfW73Svryq67t2udjXYegFABQAUAFABQAUAcZ8Q/AXhb4o+CvE/w98a6Raa54W8W6PeaNrOmXsYlgntbuNkDBfvRzwSFbm1uYik1tdQxXEEiTRRul06lSjOFWlJwqU5KUJL7LW2mzjZtSjJOMo3jK6k+b0MqzXMcjzLBZvlOKqYLMsuxFPFYPFUn71KrTenNF+7VpVI3pV6FRTo4ihOpQrU6lGpOEv8z79u79nS7/ZI/ai+MHwQNvcR6Po2ttc+F5LtGhe48N38/wBq0q9toXluLlLIhbq20xr2V7m60sW95LJIbhJn/RcLXji8NRxEUkqsOZxT51CafLUp8zjG/s6sZU3Lljdx5kv5f9YeA+LcHx5wlk/EmF5YyxVCKxdCFSVZYTH04xjjMFKq6eHVaWHrP2c6kaMYznBuMIr3Y/GQO5to689//rf1Ofx+XdrTTfv/AMMfZ0rKXkunfz1vqn5X10uSIrSPHEoy7usaAnGXchQOeBk+p/LFQ4ydr67+Xbyj+X3X97pU15r8e/8Adj/Xb7X+mv8A8FktCg8L/wDBqZ+z94atJZrm10H9nT/gnzo0E8wQSywab4O+HVrFLIBwrOsKnamdpO3JUMa0ON6uT8239/y/L7rn+Y7QIKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/uT/AODKP/ksv7Z/v8MPBH/qV/5/yaAPa/8Ag9F5X9jUekXjQ/nrWgj+Y/zmgD+tf/gmHNbT/wDBOT9ht7XzPLT9lP4GQP5i7W+02vw60C2vQB/zzF5FOIm/ii2MfvUAfxEf8EKuP+Dkj9pUHqZP2n/bn+09SPTnt9PX1FAH9M//AAc929xN/wAEVf2tJIFLR2l78Eri7IIAS3Px0+HdsrHPJH2q5tkwuTlx/CGKgH+R1QAUAFABQAUAFABQAUAFABQB/9H/AD/6ACgAoAKACgAoAKACgAoAKAP9gf8A4NzL6G7/AOCN37G0EVzbTyabonxPsrmKCZZJbOZ/jT8RdRS2vUVmMFy9tf294kT7WNndWkwXZMhYA/ms+GviHRNG/wCDy2+1LU75LGxm8cfFrQUuLhGw+sa7+zB418MaRZKI1lJbUPEGoWenWz/Iu+6ikleFd7IAf0w/8HEibv8Agjj+2g2QPK8OfDSTnqc/Gz4bR4HIycSZxzwCcDk0AfmN/wAGcy2Y/wCCePxcdLtHv3/aCvluLARuJLezi8FeGDZ3hlP7uRLyea+hWNPniaxZpPlmioA/nB/4O4pVl/4KYWTKpUL8JvD0WDg8w614ihdv+BshYex55BoA/lhoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/wBTL9geY3X/AAaUeOoyc/ZP2Fv28IgOm1VvPj1eEZx288t068HGTtdtUu/6/d+f3DWjT7P+u/5fef5abHA/+vj/AB/RW/DOaFFvZbeZ0VJW5b63S8v/AG2Xf/h7+7Io+UN3IP5nA/L6gZ6YHLVUtIxX3/5de/dd7GKV7tLyS83p1b79n/27c/uh/wCDcf8AZusPhz+x9rf7QOo6fB/wlX7QHjLWF0nUfMtLqSL4e/D/AFC68K2NvC32KO+0ye98YWXi2TVLT7dNa31vp3h+7+zwzQlm+N4ixDniYYVO0cPBSktf4tZKXdppUvZ8vVOVRXaaP89PpQ8VVM245o8OUqkvqfDOBoQq0rTgnmWY0oYutJ/vHTrRp4SeDjSqezjOEqmIhzSi/d/odr54/mcKACgAoAKACgAoAKACgAoAgubeK7hktriJJredHjnjkXcrowwVI6c55yPy4pSjGScZJSi0001dNP8A4BMoxnGUJxUoyTjKL2aejTT3TVz8Pf8AgoZ+yPNqvmeOPCdmRq+mWk09pFGuV1vTIy0txpJYJvbU7TJfTjl/Mylm0a/ahdQf0h9GPxqfhhxEuDeIar/1M4lxlP2GLnOTWRZjVtTjifekqawUpOMcdBKMoUZfW41G8N9Xr/W+FvG8uBM7/sDM5P8A1ZzvEKWHxEnLlyzFztFTbk+VUOayxMbRcacliFJulKFXgP8AgjZ4pW0+I/xj8FuoP9u+C9C8SwSMT+7fwxrcmmzQxgkLuuk8VRyyAAuyWKtwsRr+hfpr5T7bhvgnPIv/AHDOswyucUl78c1wMMVCcn8VqTyiUYt+6niGt5n6/wCNeEc8tyXHJ6UMbXw0krarFUPaxk+tovCNLZXqd2lL+gjHfvX+dZ/Op4P+0t8YbD4F/Bnxr8Q7tl+06Zpc0OjwM6o13rV4pt9OtoywILvcOpAOAdpBPIr7/wAMODMRx9xtkfDdBP2eLxcJ4yok2qOBoNVMTUlazSjST1urX6n0HC+S1M/zvA5bTT5atWMq8rN8lCD5qsna1kor8b62aP5+v2P/ANnTXvj98QLn4peOLa51G3vdeuNTtILlHWLXdauLlrq5vJmlBzpljI+5grbWIjgDKgJX+xfpNeNdPgPJsJ4TcAVaNLOMRl9LB4/FYepGUsjyqNJUY0o8l1DG4mmnrJXhByqe9NqJ+meLnH8sjw1DgThacI5nicPGhi8RTmnLLMDyclk435MRVgn70rOEOaTTk4qX9J3grwfp3gvRbfS7GNPNEaG7uFRUM8wUA4A+7En3Yk5CqOMZIr/PLC4aOGp8vM51Jtzq1ZXc6lSTvKUpO8ndt769dLtH4Ll+ApZfh1Rh70371Wq9ZVaj3lJ7vXa7+5tnX10ncFABQAUAFABQAUAFACHPGMdeSfTuB05Jx7d+cYoA/jb/AODmj9ne50f4mfBL9p/SrRF0rxl4dl+Evi64Elunl+JvDsupeIfCcgiLLd3L6noVxr1vNMkTw2cXh+zjmlje8to2+j4bxUY1cVgHfmmvr1JtykpRSp4bERineNONJrDTsrc8685JNqbP7R+iRxXRX+tXA1ec1iHKlxdlqk61RVKDWDyXOIRfLKjh6eEqwyOpGkpQlXqZliasIS9nWnH+WZkIXcByfbGfxzzxx9f7uMV9hyP1/D/26X9d73j/AGipWd7fjb9Jfl99/dmsWH26yBHP2u36Ef8APZP97/0IH26VLi10/X8S/aLs7+un/ps/1Ev+Czdha3v/AAateDrq4eNZdK/Zm/YA1CxVyN0l1Nc/BTSnSLPJkFjqd5IQoz5aSHhQxVGb3fr/AF/X+R/lu0CCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP7j/8AgymdE+M/7ZSs6q0nw08EpGrMAZHHieSQogJBdhHHJIVXJCRu2AqsaAPcf+D0VlEf7GYC4cJ42LP/AHgdZ8O7Bjn7pVj2zu74oA/q/wD+CVF5b33/AATZ/Yimttxjj/Zq+Flm24AH7Rp/hexsbvABYbRdW8wU5yyhWYIxKKAfxNf8ELJI4/8Ag5F/aTeZ1jBm/abQNI4VTJLq2oRRpubb88kjpHGvV3YIoLsFYA/pR/4OjPFulaD/AMEaP2lfD95c7NS8caz8HtF0e1STElxJpXxg8DeKb2V4h8zWttZ6GyyyEeXHc3FkrMJJYlYA/wAlSgAoAKACgAoAKACgAoAKACgD/9L/AD/6ACgAoAKACgAoAKACgAoAKAP1S/ZV/wCC0v8AwUc/Yt+F0/wa/Z3/AGiNd8EfDmd9SkTw3Lo/hvxHa6dJq6Wy38+hSeJ9I1ifw5dTNapMt5oEmm3cFw9zcwTRXF1cTTgHx037WXx9f9oL/hqM/EXXv+F4f8JB/wAJN/wnQuT/AGn/AGp937uBbiw+z/8AEv8A7I8g6T/ZP/Ep+w/2Zm0oA+2f2pf+C33/AAUr/bL+CsP7Pn7Qf7ROpeMfhRFd6dez+HLTwr4I8Ly6vNpMciaePE2teE/Deia74thtXcXcVv4o1LV4F1GC11PyzqFrb3KAHhn7KP8AwUv/AGzf2J/D2v8AhT9nD4y678PvD/ia8hv9X0q1isb+xmvIIpIPtMNrqdpewWk88EggvJrRIJL6GC0ivGnSytEiAPC/2kf2n/jd+1r8Rrv4rfHvxxqfj3xveWtvYvq2o+VGIbO0TbBaWVnbRQWVhbKzSTtBZwQRSXc91eyrJd3dxNKAeAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAf6jH7BHivQNH/AODSj4k3N3Jcypa/sYftu+FL5IbWR2g17xbefGHSdDiAbYJbYy+J9CnurmJnS3hluC26S2eNaSd438n02/4Zev3oD/LtZd2PQde/X8R6ev54FVT6/L9Tas0uT/D+Vv8AP+rE8ecYxkEYHfuCCvvwQT6HGDwVJvV99F8vi07a9r/ilGYdd/0/4f8Arof6cf8AwTi+FcHwX/Yb/Zo+H9tJFLHZ/DTTvEZeAYjMvj+8vvH84C7UCMk/ieRJEUFVkVlV5FAkf89zer7XM8ZK1uWr7Lp/y4jGg3ppZundbadFqj/KjxmzKObeKXHGKjCUFSz3E5a1K13LJYUsnnPRy92pPAOpHW/LJXUW3GP2x/OvNPzIKACgAoAKACgAoAKACgAoAP8AP+ev+fTrR/X9b/123D+v62/rvscZ498IW3jbw3f6LMI1nljMllPIDthukVvL3MvzrFJkxSlQxEbuVUsAG5sXQ+sUnGLUasGqlGb15KsNYP0b0e+jejtY4MxwSx2FnRuo1E1UoTf2K0NYN6P3W/dlo/dbdm0kfkf+y5+z94r+Dn7dOtalZaUmmeCvEXgrxdcXNs5Mb2GorNpn9o2EEfmyb4V1h7TUrRoytidN1m2h08TpYXD2/wDV2e+LmD8Qfo5YHIM9rYmpxtwjxBlOXYiVWnf61gYwxayvHTqqnCnKdTLY1sBVkp18RVxWVV8XipwWYYd4j9RhxmuJPDKjlWbOv/rFw/mOEwOI9or+3w0VUWCxUqipQpzc8LGeGnOEp1KlbBVcRVko4qk5/tHX8tH56fmV+3XoGo/G7xv8If2fNLa4/s+5vrjx34ya2JdG0nTHSysdOuIlYbZby+uEe2eXagMZb+HdX714W8VQ8LuEuMfESNGnXzrEwo8J8KUKlozlmmPjKtiMXTm1rSwmGpzeIUeZ8sl3aPtMizt8IZHm/EVKnGtmmK9nkuSUXZSljMUnOpXi2leFCknKdm300sfbXwl+E+g/C/w9Yabp9nbQ3VvZQ2n7iNUhsreNFVbO0VflVFxmWUZeaQszMd2W/AZSxeNxmMzbNMTVx2bZlXqYrHYzETdSrVrVpc03zScna7skrJRSikoxSj+d4TB1IVa+OxtWeLzPGzlWxmKqyc5zqVHzSSbbtFPRW6JJJRVo+t1oegFABQAUAFABQAUAFABQA1gSU68MScdxscc+2SDxjnH0Y/r+v6X5qR/X9f0vzUvwm/4OHfhtp3jD/gnzrXjG9kiS7+E/xD8C+J9IV/MDSXmv+IbHwHIkIR1TzF0zxTfs3mLIvlCUgK4R19TI506ebUZSfvVsNisLTXecnRxb9bU8HO111b0P3z6M2ZUsu8XcspVHL2meZBxDkVBJ2TqezwfEMnLo0qPDlVpaPms09HGX8EN0x2xsMY8tAR6MpZM9OSQoPvnnbgFv0OPwp+q+5/8ADevyP9JpKzfm/wCu/f8A4bYdpqYvrIv0N3bc/wDbZPZvz9u2SKGrp/1/X9diL6267+nrrp6avXVLU/1CP+C0Ojrqn/Bq/wCA70HP/CO/s3/sBawCCMZmHwe8PHPPOP7cI4yd3YYJXF6Nrs/67/n94z/LmpAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfVX7J37an7SP7EXjm++JH7NHxI1T4aeMdR0e70G71nSo7Sa4l0u+e2kurYLeW9xFH5j2luTLGizBVaNZFillVwDp/2uf8AgoL+1n+3Pq3hzW/2nvi74h+J+oeE7JrDQZNXkijh0+CS4a5lMNpaR29oLmaTy1nvPIN3PDa2VvNO0FjaxxAH098FP+C5X/BTf9nv4Q2PwL+FP7THibw38NNM0saLp2htpvh/VZtP01ZPMjtdP1bV9Iv9YsI4kCWaCy1C3xpcMGj7jpcMNlEAfD3wm/ax+PPwS+Otv+0l8OvH+r6L8ZrfV7/Xl8bSSJqWqy6vqiXUeo391JqaXq3l1eLe3TTT3QmlaWZrgOLgJKgB9B/tX/8ABVT9uX9trwbp/gH9pP43678SPC+maumu2mnapaaXEU1OKznsI7hrmysbe6lEdrc3ESwyTNABLuMbOiOgB+d1ABQAUAFABQAUAFABQAUAFAH/0/8AP/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/0t/2O3W1/4NFfjLLOwRJvgd8fUjJ7tceNbqzhXvzJcMIx65HTOat6Sjfol/W/+V7bPQD/ADUNxHy9m/p/n1/OnB25n6fqaYhXULbqP579Ulp5PysdH4R0t9c8T+HtFTAOp61pdjubcyot1ewQu7gc7I0ZnfaclFbGCTVtJuFtG5a7vtZ76pLtb5XvJU2+V30sv601+a6+Wx/q0/DbQNP8KfDvwF4X0mMxaX4b8F+FtB02Ikkx2Gj6HY6fZoWbLMVt7eNSWO4kZOSa/La85VK9apLWVSrUnJ95Sm5P8Wf458QY6vmefZ3mWKlzYnMM3zLHYiW3NXxeMrV60rdL1Kkn8ztKyPICgDP1LVtN0e2e71O9t7K3QFmluJFjUAdSNxGcDnAyeOlZ1KtOjFyqzjCK6ydv8/6003Mq1ejh4OpWqQpQWrlOSitPXf0X6HkGsfHrwbpzvHZ/bdVZHKF7WArA+P4o55dsbg9irN+OM15NXPcHBtQ56tnb3FZN+UmrP5Lzto0fPYjivK6LapuriGm1+7j7rflOXLF/J7a6bS54ftH6EckeH9VwPWayBP8AugzcnvjB9OSRXOuIaWt8PVSS7xv92nn1+441xnhHf/ZMQrd6lFX9O/8AXc9C8KfFrwj4rMcEN5/Z+oOF/wBBv8QyFzn5InJEcxAAJKMR82Otd+FzbCYq0VPkqP7E9Gt9F0lba8WvldHsYDP8uzC0IVfZVn/y5re5K/aL5uWdl1Uvk7Pl9Or0z2goAKACgAoAKAD/AD+dABQBxcHgDwzB401Dx/8AYRN4l1DT7HTHvZyJfs9pYecYY7QMuYNxnZpQrFXdY3Kh0V67sRmOLxOAy/K6tS+By2ti8ThaCuoLEYz2aq15xvyzqqNNQpza5oQlOKfvNGlarKvSwtGprTwcq1ShC75Y1K/Kp1HHZ1OWKjGdrxi5JOXM+XtK4TMKACgAoAKACgAoAKACgAoAKAPx4/4LvLbz/wDBNb432c5YM974AvItsUkuX034heF7lcrEruo83yQZCvlRKzSzPFEjuvVlkorOcoi3Zyr4tq/93K8f+LbVtN+x+seAtWEPGrw6jJpOeP4iUb2td8EcTwS16uVSMVpq3ZWbR/nkzEA7SQy5PI3YOP4hlQcHHGQh6ZAwFr9PhdU91q3b02026+Wm+lz/AFKq36b28u/n/XYkspCb2yXt9rt+/wD02j/2R2+np2+ZGaXVtN6dP6666KOur7H+pl/wVntPI/4NOtRSU+Yy/sjfsC3cbHkp9s+K/wCzTOgHpshujEP9ng1g9W7eb77a+X9d7WKP8r6kAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB//9T/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/qk/4NxP8AgiX+zN/wVisP2j/EX7SPjT4o+H9J+Dw8BWGgaR8LdU8O6Hqeo3/jKbxY099qOqeJfC/i60Fnp0HhdYks7fTIp7iXUPMN0iW+xwD92rr/AINvP+Ddqwurmxvv28/HNpeWk0ltdWtz+1R+zZDcW1xCxSWGaJ/hajxzRuCjxuisrAggEGgCr/xDjf8ABuh/0f340/8AErv2af8A51h/n+dACj/g3H/4Nz+37ffjI/X9q79mn/51rfr9Of4QAP8Awbkf8G54/wCb+/GX/iVv7NH9fheP5flxQAD/AINyP+Dc/wD6P78ZH/u639mj+nwuP8vyyaAGn/g3I/4Nzu/7fvjIdv8Ak679mkf+8voAX/iHH/4Nz8f8n+eM8ev/AA1b+zT/AD/4Vf8A56UAH/EOR/wbnLyf2/PGZA5OP2rv2aSfoP8Ai1rH8lP4YzQAf8Q5f/BuST/yfz45+n/DV37Nn/zqD/8AX9utACH/AINy/wDg3K4/4z58cA+/7Vv7Nf8AL/hVH+fwoGt1pfyY8f8ABuZ/wblf9H7eNz7/APDVn7N3/wA6gj9PzqrPbk8r6/f2NZcyWtBRXflmrffOX6fLRRG/4Nzf+DcnP/J+/jcew/au/ZsP/vKB/n1xmot/el+H+Vv/ACV+ivc5LxUv40m7/C+Wz8vh/KV/usH/ABDmf8G5P/R+/jgf93W/s2f1+Ey/z/Ljcrf3pb/j+H5fdY6k3ZfuoPTdt3frYQf8G5n/AAbk/wDR/Hjf8P2rf2bf/nTn+X5c07bav8NfX3b/AIr83Id/+fcP689P0+Qo/wCDcz/g3KPT9vfxwf8Au639mvH/AKqj+v51qm7fBB/j+V/67XsYOLb+KS9HG3/pD/P7z0z4Zf8ABrH/AMEJvjTqWoaN8Iv2qvjr8TtW0ywfUtR03wF+0L8BfFF9p2niaC1+33dro3wavZYLRbq6tYTPMkcZlnii3B5VDS2r/DH5Xt/6Uvy9b6F2aV2nbu1v91l5/mnsf5+n7eX7P/h79lb9sf8AaT/Z08J61f8AiLwz8GPjP8RvhxoOu6rFDDqmraR4P8Xax4f07UNSit0jt47+7s9Ohnu0t0WBbiSQRKsYVVm9/vBprf1PkigR/dP/AMEVP+Ddb/gnl+1z/wAE3vCf7b37YvxJ+L1hqHjXW/HEk0fhPxl4X8A+CfA3hfwj4oufB1supT6t4R8UX+p6rfalpl5qN1qz6jp2nx2mpafpcOjJPp9xqmqVJWsvL+u/bv8AeB9Qn/gin/wasSfc/wCCg8MefT9sz4Gj/wBG+AT+oH15qQIz/wAERv8Ag1ff7v8AwUVEeemP2z/2fR+Xm/DpunHr74oAjb/gh1/wazOPl/4KQvHn0/bT/ZsGP+/vw0b9Rx75FAEJ/wCCGP8Awa1yH5f+CmE8fsP21/2Wx/6M+FjHj0Jx9MHaAA/4IS/8Gujfd/4Kbzj3f9tn9lAfz+Fqj9T69DQAn/DiD/g16Y/L/wAFPcc9H/bb/ZMH8/hmnp3P0/u0AL/w4Z/4Ngj93/gqDbgHpv8A23P2SP6/D1f5H36YYAUf8EFP+DYlvu/8FRNP/wCBftvfsij/AN0VcdOhx6Dpmj+v62/P7g/r+rp/l9w7/hwd/wAGx7fd/wCCo+jj/e/bg/ZCyPrnwcn8quLV/gT8tf8A5KVvu9U7i5Xe95fhZ/h+Sj9/vCH/AIIEf8Gy7fd/4Kl+H16/e/bg/Y/H8/Cy9Mf7P45BVyknp7OMfvu/x/y9X9mlq9Fd9lr/AJfn9w7/AIcBf8GzxGV/4KneFx7v+3D+x4Pw58Pr+hP6is21bXTz2/W34fPWxqrrejf1T+74Ve/y+d7Dl/4N+P8Ag2qkA8r/AIKmeF3z0K/tt/sfvn6Y0Mj/AD0GQazSt/y8b9eX+u3f8nFSmnF/uox80pK3z53/AF32lKv/AAb1f8G3j/6v/gqJ4dfPp+2f+yM/X/d0Yfh1/wDZatb7tvt5edrfhy/rLms7/wAR+lor8Nfy+8nH/Bu7/wAG5j48v/gp3obZ6Y/bE/ZNfPsNulDP5/ln5deZbezS+/8AW/pt95ovv8u5IP8Ag3P/AODd1x+7/wCCmukMfUftcfspv/6DpnP5Y9uMVD9Lfl5/j5+Wmpbd18FvNX379Pzt5M7eX/g0/wD+CS/xT+DfxQ8Z/s2/tffEP4i6l4a8NeIxo/i/wp8S/g98U/BGgeLdO0SbVbCDxVB4F8PeZdwIFgmvdIt9c0bU5LKYSwXCFoy8NPX3vlb/AIGvys/N6mTT1tL5Wvb7l/k/Nn+cp4l0tNE8Q63o8bmRNM1S9sUkIwXW2uJIg2O2Qmf/ANVUikerfsx/AbxR+1L+0b8B/wBmvwVeWemeK/j38X/h18INB1jU7bUbvSNB1D4h+LNK8LReItch0i1vdS/sDw6NUbW9emsrS4nttHsL65WJvKO0A9o/4KMfsReM/wDgnP8Atl/G39jvx14t0Lx9rHwk1nRV0/xx4ctLrTNO8W+E/GPhbQ/HfgnXpdFvZbq58PaxqHhHxNos3iHw2dQ1mDw/r51PR7HxB4jsLK213UAD4loA/wBRP9j+1tH/AODQvxCJ7SGZJf2M/wBru5Ksu3fd2/xP+Mps7tyvLzWlxbWssLNnm1hQ/IoC3JPma9PyX9f8MNOzT7fL/P8AL77n+XkfvL+P8qz6v0X6m1ban6P9D0H4VymH4j+CGHVvFGiRd+k1/BA3TnkS+uOu4MudvRB+9TleyUknr/w3b8et7mcdpen9fmf6uemWjWGmaZZO4ke10zToJGUEAyR2UCygZ5KiQMqt8u9QGKqSUX8qm05NrZu+vS+ttL7N2/HS9j/F6pW+s1sTXUORVcXipRi5cz5FiKkISbsrOcIxm468jlyc0uXmleqSTlPGHi3T/B2iXGr37BigKWtsrASXVwc+XFGOScn7zfwrknGMVy4zFQwlGVWfTSK6yk9kl3b/AK0OHMcwo5bhp4ms72VoQ61J9Irfd79lrpa5+PH7R/7ZuheDr+6TV7xvEPil8SWfhfT5leDS43J8o3LM/kWgCg72kVp5V3FEJZQ3614PfR1438ZKsc4xF8g4UjW5ZZtjKc08RGLTqU8sw7V8RNK0XVa9knK0p6WN+CvDPinxKr/2liZPK8iVW31yvCdpxXxU8DRelWfL7rqyi4JvWaumflh4u/a7+NXia/NxY+I28LWSSSNbadokUSxoj/dWeW5Sdrl0AwJNsWR1Bxmv9DOE/on+DfDODjQxXD3+smKcYe2xud16tSUqsfiqUaOHnRhQjN6um51UuknY/qDI/A/w/wAmoRp1sqeb1rRc6+ZVZz99LWdOnSlCNNS3cfeS6XOetv2jP2g712Wz+IHiW6eJJJnW3trGVkTbh5HWPT3woUclgQvUHOa+uxXgV4J06Shi+BOG6NKq40o+0Vajzyv7sIz+sRbk29EtXs0ro+ireG/h6oclbhnJ4wm1H3qbp3d7pKftIu7bezTfbU9w+GX7cvjbw/LaWXj6xi8T6WhgiOq2YFlrlsqOWe5OP9Hvp2zzk2u1Vyg3D5vw/wAR/oV8CcQUsTjuCK9bhTOHz1aOFlOeJyipU5bU6Xs5Xr4anzJNzg6sm9+VH5rxb9HnhjNadXEcOVKuRZhrKnTU3VwMpLaPI/3tFX+1GU2t7aqMf28/Zt/aq8PePdFsJF1gavolzILaK/lbbqOkXOdps9VhZvMQA4KvLtbb825gSV/zy4t4S4r8MOIKvC/GWBnha8HzYbF6zw2MoN+5iMLXUXCtSlonaXNCWkuVpqP844zD57wTmz4e4qw86Uk19Wxj96jVpPSFSnWvy1KUtFzJylB3UlofeiOsiq6MGR1DoynIZWGVYHuCCCD6fWuJNNJrVPVPuvx/P7z3U00mndPVNbNd1vv6/eOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD8k/+C28Cy/8E8/jg8sYkhj0SEupYgF11LTp4/kyMkNblhJw0ZUbWUvmrwb5c6ySWtvrlaL1358FiY2tpe6ur302drs/QPB9yj4xeGc4u3/GQYum2m9quQ5tFq2iaceZN9E7a3sf51c/b/PrX6ndezSvqlK/zf8Aw3p82f6xz+L0X/B/Xz/G0X6f/wAf9l/1923/AKOSsbP+tf6/rsKDSevb1/rb+rH+pn/wVeGpj/g021Yau1q91/wyT+waYjZrIsQ0w/GH9ms6IriQsxuk0Y2CXzA+W96tw8QWJkVaSvK3Wz/J37fn9wpbv1Z/lg1Ij9cP+CGf7G3wV/b9/wCCmPwI/ZS/aEtfE938Kvid4c+Of9ur4P19vDPiG11Dwt8BviT4v8Napp2rra3ohuNG8S6HpOrwQT2tzp97cWMNnq9nqOkTX2m3oB8A/tO/BW4/Zr/aU/aF/Z0uvEVr4wuvgF8cviz8FbnxbY2MumWXii4+Fnj3X/As3iKz02ee6n0611uTQm1O3sZrm4ltIbpLeSeZ42kYA2P2RPgbF+01+1J+z1+zvPrw8LRfHD4yfDn4UyeJTYHVB4fXx74s0rwwdZOmLd2DaiNM/tP7abEX1kbsQeQLu23+cgB/oi/En/g1y/4IPfAj+xdH+NX7Rvx0+Husahp0FxaP42+Pnwj8MXWsx5nt31C2tb/4QxxeVNcWd2FECvGjQSxBnMTtQB5Qf+DeD/g24l+5+3L8QYs/3f2p/gAMf9/vg8+Pxz9TkbQCMf8ABul/wbhPnZ+3p8QV/wB/9qv9m8f+hfB1CP1/DAoAD/wblf8ABuYfu/t9eNV/66ftW/s1D8efhSv81/8AiQBR/wAG4P8AwbrSH93/AMFAfFQ/3/2sP2ZP6/DaP8f1B60AOP8Awbcf8G8L/c/4KC68n+/+1l+zB+u7wFH+WaAAf8G1/wDwb2Pjy/8AgoXqeT0DftZ/stZP4f8ACHKf0/E80APH/BtF/wAG/wBJxF/wUH1Rvp+1T+zBJ/6D4VX/AD6YwwBMP+DZP/ggjJ/qf2/tYYY7ftNfs0yfj8nhtOvHt9eNrXpf7/8ANfkxNN7O3la/+T/H0ta5Kv8AwbC/8EJJf9T+3trrk9Nv7Rv7OMn/AKBoAzn8PxyBVqSSX7tPzfN/n09fn1BJq92366W/P036dbki/wDBrr/wQ5kx5X7d/iFzz934/fs9SZ/750UdPx+vIqZSi9oqOulnt5eZpFP+Ry87f8CS6dvv+y//AIhZ/wDgibIR5X7dPiQ9eB8cPgFJn6FdLQ8fTn26VnLXaXL6fLTVv1+fzlopqO+HTfnf9Yx/rtpzSf8AEKv/AMEYJT+5/bi8U89l+MXwKl/HI05T1/yOlJJ/8/L/AHX/AK+773eWNV8z91Kl3sr6ffG3ff7vtTL/AMGpP/BHOX/U/tteLn/3fir8EpP/AEGzH+fTgLrBpXvHn7X/AOG/z9VoZxTW8+b5W/V/n91x4/4NOf8AgkRIf3P7afjI+gHxG+DUmf8AvmEE4/D8elU5Rf8Ay7S17/8A7P8AXRbS1TS+zf1f9ev4Eyf8GlH/AASeuGVLb9svxxI7MFVE8b/COZnZjhVVUQEkngKuSSfXis2r7O34/wBdPu8xTs/hXI/W/wCi/L77n43f8F7/APg3f/Z3/wCCY/7IPgb9qn4BfGjxt41tdV+Lvh74Xa54a8Y6dolxFeweLvDPi3xHpPiPRNf0Oe3hiTTz4OubG706fTrxdSTWLa8t9Rsf7MkttSSTW7v8rW/r/gkpSW7v8rW/z/rsfx40xn6Rf8Elv2LvCv8AwUC/b0+A/wCyv438T6n4P8JfEnxDdQ+I9c0S1gutZg0XRNI1DxBqltpKXR+yQ6nqFjpVxp9he3cd1a2F3dRX1xY6hFbPZXAB/ch49/4NV/8AgiH8Mdc/4Rz4i/tjfEv4c6+beG9Xw949+P8A+z74X1z7HOoMNz/Zuu+BdLvWtp+WhnFsI3XG1n+9QBxX/EMt/wAEC3+7/wAFAtY/D9p/9mc49vl8M88e4Pr0+YAcP+DZD/ggmThf2/8AWifT/hpr9mpv0HhkE5+q/jQA8/8ABsV/wQcb7n7fet/+JJfs2t/Lw8P8+vWgBR/wbCf8EJW+7+3zrp+n7Rn7ODfy8Pnr9B+NADv+IX3/AIIXN939vXX89f8Ak4b9nVuPw0AZ/P3wP4QBy/8ABrt/wQ3bO39vHxC/0+P/AOzw2P8AvnRF/X9M/Mf1/W/9drXFyyvo21fa34bPy6/cPH/Brh/wRAP3f27fETf915/Z9J+vGjc/98gdeRxWbi7t+0a120+7ddv7vklZqXSpJRt9Xvp8Vpff0/rvqx3/ABC0/wDBElvuft1eJfX/AJLl8AG/lpI/n+XJqknp73btZ/n+d33drHJKM221Pl8uRO34x/Xz2vJ3/ELF/wAEUm+5+3N4mz7fGz4CNz+Gl/0P89u0ZKy/dqXnd3f4Nfh91jRNJaq7+7+vw877jl/4NW/+CLZ6ftx+KGz0x8ZvgQf5abzx6Bf1FO//AE7/AD08/hf4vr12NFJf8+r/ADf+Ul+H368rj/waq/8ABGRhhf24PFYPr/wuD4Ft/wC45f59+3G7GSd9Lx8v+H1f3+ljmmm5XVTkXa1//bo+X/A+05f+DU7/AII2t939t3xa30+LXwOb+VgP5fieKf8AX9f1+RcdtXzeen6X/P79R3/EKR/wR1Y4T9trxcf+6p/BNj+lmp/z1Ga0jJJa0+Z9He1//JX/AO3edtC00l8Kd+vp9/4W/UX/AIhP/wDgj85Gz9tfxj9B8Tfguc/lbHOfp+J53TLXVR5V9+/3dnbT5uwm09lYt2f/AAaWf8ElNSuoLHTf2yvHl9e3Uiw2tnZ+P/g9eXVxK/CRQW8Fq0s0jn7qRoznoAeKkR/NB/wcQ/8ABGn4Q/8ABJD4g/ACz+C3xI8VeOPCHxt8L+KL99O8aWenx+INA1jwbfaZZ6g73+lJb2F9pmrR61Zy2CLZW91ZzWl9FcNcI1vMwB/N5QAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH/9X/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/0Mv8AgyKbHgb9uNf72pfBhv8Av3J8TR/7U9fzoA/hi/aR8R+KrT9oX422aeJfEEa2fxU8d2yous6kqosHiTUYwqqLlQAu3AGABjigDxZ/GPisYA8T+IfTP9t6kPx/4+P1G79c0ANbxd4rQbh4p8Qknr/xO9S9f+vk9uenPU46UAIfGHitwP8AiqPEWPbWtSJ/H/SV57frx/EAKni3xVu58U+Ivx1rUv8A5K/w9u4YAc/ivxSMkeKvEJ/7jWpfy+1DH4k+/SgD6j8Cfss/tkfErQYPEngfwd8RfEGi3G3yL+z1W+aF9y7xjdfA8qd38sdFAOx/4YV/b4PJ+GfxRB9Bqd7j/wBLqAFH7C37fKn/AJJl8UCPU6ne5/P7d60AfO3xR8DfHb4Nasmi/EtPGfhTVHYhbTUdY1BJGKjcRhbthwMHk9PX+Fp2afZ/13/L7yo7rp/X4X2+Z51H4t8UuhJ8U+IQQAR/xO9S5/8AJjnr0O3r+NaprRN7ee/5u+vW2/lY6HKMoNN2077236b67WdtHqQjxh4q+YHxR4ix0B/trUj6j/n5P+fXGW6Fyv8Alv6L8tX+P3nnNLmenV206f1/WpC/izxZn5fFHiI/9xrUx/7dN/L88fLnyPV2/K/4f8G/zbjcZW0b6fd5df0a2s9xYfFfipyQ3inxED/2GtS7D/r66/l046ENzzhJXai9b2/4Z9v63NYvVPzX3f8ADEv/AAlvizJH/CUeIsD/AKjWpfy+1f1/PNY8lS7dpa+dv6t8vJK9jvjKlyK9n021W/VLulqvv6H9pf8AwZXa3rWpftjftRRanq+p6jGn7N16Y476/u7uNH/4WX8MPnRZ5pVV9oYZADYJHc0RTUne+3+XX+vwMK0ouKSf2tPRJo/m6/4LLLs/4Kmft5r6ftT/ABw/9WV4m9l/l+WDuqF7O/8ANL8+v9P5WsZVGnJW/lX5f1+fU/MyqMz/AEjf2Gr2/tv+DQ/xPPpt7d2F3a6V46RbmxuZrS5SF/2n9Ma7iE8LJIsdzZzz29xGG2TW00sMgaOV0apO7uv6/F/pba2iEtPvf4u/n/XbY/zml8XeLA+f+Eo8Q44x/wATvUvb/p54+uW+nNSMkm8Y+Ki4A8UeISDx/wAhvUv/AJJPU4x6c9erADP+Eu8VD/maPEOD/wBRrUx/O69vb+jACDxb4q6/8JT4iPp/xOtT/pd4/wA/WgBP+Ex8Vnr4o8RDB4/4nepc4/7eh/Mn8hQBNbeKPGN9cwWdv4k8SSXFzNFb28a63qRaSaaRY4ox/pA+Z3dVHPfvxQB9f6D+xr+3L4o0my1vQ/h58S9R0rUIhPZXkWq3vlTwkkB1JvM4JBxnof73IUA2h+wn+3sBx8M/ihuPb+0738f+X7/DPXjG2pntpf5fr5G1GUIv32kvNfre/wAtPJu/utb9hb9vlevwz+KB/wC4ne9v+37+o/HqsJcru9Px/r7/AL7MqrWpTjywae239fd8z5X8Z2nxZ+HWuz+GfGd/4s0LW7XPn2F5rOpLPFhmQggXeOHG3q3T8aTt0k9ejvp5db9uve61ZnRajUTk7Lu/L5X29fRNvm5VvFvi3GD4n8RgHv8A23qR/wDbpefw/LPzStX87f1f/hvwOytVg4NRkr26P/h7dNG/vIW8W+KsceKfEJ9v7a1H+Qu/X/HtWsYptWd320/T/g/m4+YozTTkpW83/wAN/XfYgXxb4tyM+J/EX/g81P8A+SB/P8629nP+Vm0p07Ozjf0+8nHi/wAWAjPijxCf+43qX/yXj+X1GQalUqrd3GS8un9IxTvK6b8lt/wNN09N/K0lm8XeLTtx4n8RHGM/8TvUueOn/H16jvjOevUs+WS6ee50SaaaWrsnpr1/D7/usf6H/wDwaC6rqWq/sF/t8PqWoXuoTR6ho6pLe3c93Iit4S+Knyo08jsq5XO1SozyPWqna6/H/g/1+Zkf54fxB/5Hnxd/2MWr/wDpbNWYH3P/AMEgjj/gqx/wTdwcZ/bj/ZcX+Ho3xn8HKR8xUcgkcHdz8gZ8KwB98/8AB0qSf+C3P7Wec4Hh/wDZzC5zgD/hmv4Tn5cxoMZJPDSjdu/eA5iiAP576AP9Tn9hzS4tX/4NGvENpNI0SRfsHft0aoGQKSZdE8WftC6zBGQ2Rtmm09IXP3lR2ZcMAa2m17ZNbXh0/uxvoB/lmH7y/j/Ksbbvtb+vM2rfY/wncfDU4+IfgU8/8jh4aHHHXWrIf159Rx3oadnunZ26f1/Xczj9r/Cz/WTvTm9vP+vu5/8ARz/0/wAO1fmM/jqf9fKn/pcj/FDLLf2dgLf9AWF/9MQv877/AIlapO0/Hv8A4KJfH3xB4V1C28F+DZDN4t1a/wD+Ed8P2MJM91bxmJWvtYitwf3reZLDYwOQTFM43KUr9v8Ao++GOS+IHE+ecR8aSjS4G4Cw8MVmDrTVLC4zGzj7Slha9Vu0aapQnWqRVnOFNwTfMuX1fDzhTLuMM8zDNuI5RhwzwrhqVfEwnJU8PicZVh7dxqyVrQ5earNJ80uVx0cvd+dvhz/wS98U/EP4fax4z8f+KtQ0/wAb6vY3etacCn2sz332d5rexu1mKyytdT4jnnGEhG1Id2Cq/uNb6XywPFuX5Xwhw1gMP4cZZyZYvaf7NiMTRjVVL65gqdOPs6GGowvUpQmnKum5Tkm1OX6Zh/GWo85wuHyTKMNhuD8IvqlN1E6NfEwU+RYjDU4e7Rw8FeUOdc1VXk+W5+PmraXfaHqup6LqcDW2paRqF5pl/bP9+C9sLiS1uoW/2o54nQ/TjrX+g+CxdDMMHhcfhaiq4bG4ahi8PUjtUoYinGrSmvKVOafzP6To1qeIo0q9KXNSrU4VacltKFSKnCXTeLT269D7B/YVsoNQ+MktpeIkunz+HdSgvoZEWSOWCdBEUcNnAbcQCOQTxjGa/kP6aea4vKPDjI8VgcVWweKhxVgKlGtQqypTU6EXWWsXFyjeK5ot8r2dr+9+H+P+OrYDg/BVsPiKmGrRzvAyp1ac3CSdOftLOzjeL5fei9Gt7bS9D1b4N+Bvg/8AtBXfwy+J+lRTfCr4nXLN4U8TTN9i/wCEamvbhktZo7sGQoNKlnGn3YYvttpYZzC8uSvn5X4hcX+LnhFgeNeAM8nlPiDwNpnuSQgsXhs8+rUU50MXQajJ0swpweKoSgoS9vCpTU1BWObCcS57x5wVhs+4XzOWW8T8PT/4UcvjGNehmDpQ1pV6TSl7LEwXtabgotVIyjzKK976H8H/ALGPxv8AgT8ZNLv/AAJcvq/w212+xqsInEvm6LI6vblFGINQnjSVTaXtsQ5C5fIby2/CfEjx44K8WfDHMch484YxmW+I2V4b/hBxWFwk6uGqZxBcs5U8VTi54PC1ZR5cRhcTyq8mk24c5+bcZ8e5Nxrwhi8q4nyHFYXizB07ZTiMNh51qFXHpcsp0q8Lyo0JtWq0qzhHVpfC5H7v+DLXU7HwroVnrHGpW+nwxXSkglGTIjjJUAbo4fLRuOGUg5Oa/lHBxqwwtCNb+JGmlL16LpqlZPT1sfAZbCvSwGFp4n+NCjCNS+6a2Tt1UbJ+nkdNXSdoUAFABQBHK4jRpGZUVBud2IVUQcszE5AAHJ9uuOtNJtpRTcm7RSV229Eklq230X6jSu0rN3ey3+W+vy+8ytH8Q6Fr63L6HrOmawtnKILttNvbe8FtMc4in+zyy+VIdrYR9pwp64JrrxeXY/L3TWPwWKwbrR56KxWHq4d1YK1501VS546r3otr3l5M2rYavh+T29CrR51zQVWEoc0e8eZK61WqS72V0jSuLq2tVR7m4ht1d1iRppEjDyOcKilyoLMeAo5Pt0bmhSqVW1TpzqOMXKShGUmorVyfKnZLq3ZeeplGE5tqEXJpXaSvZLdvR6L0+6xNkYz1GM8Hr9Dz17cfnUCSbduv9en5/cLQIKACgAoAw/EfiTQvCOi3/iHxJqlno+jaXbyXV9qF/MkFtbwxruZ5JHZVAAB75J4AJIruy3LcfnGNw+XZZha2Nx2KqRpYfDYem6lWrOTslGEdXq9dvPa0t8Nhq+Mr08PhqU61arJQhTpxcpSk9kkk2/w733Pyo+In/BRvxX458RS/D/8AZG+F2t/FDXpbhtPh8RLpl9dad9pkykM1jZ20W+5TeNyNcyW8EqciQZr+veEvovYLL8HRzrxX4lwvDmF5FiJZRSr0Y410o+9OFerUmlRly6SVOM6kHq0tVH9jyTwqjCnTxXE+PhgISSmsHCUfbuK1anKUrU3be0ZOL3jpeXzf4r/bq/bu+Afiqzsf2gfhsmhWskSStpeoeDrrw/NcrMrNC0GovdXFuxARmMQJYgc7c1+l1Po1+DXGeT1n4fcRYinj1L93jXmcMypw5HaUZ4VUaU7SbUee9k5K1/s/S4rws4VzLCThkWOq0MVdclepXWKguX4k6PLTlZ3S5tr7XvaP6nfsy/tU+FP2hPDUOrabIILsOlre2zoYpbPUDH5j2s8bZ255+zyDck6qSmCCtfw54hcAcReGXEk+HeJKUFOpGdfLsbRlzYfH4RTcY1actLSty+0pv3qcpJSTukfgGfZNmfC+ayynOKcYVJp1MJiYO9HF0b2U4fyy25oNtxbs7XvL61r4w88KAPyX/wCC2rkf8E8PjmmG2No0Bdhj5cX9mnQjOdsjNwwACnIYlSrw3/I3yX/sPk/uwmI/4J+g+D//ACeDwzWy/wBYsS79LrIc4svV9NdfOx/nW3cTQlA+MvDFKuDn5ZRvXPA52kZHOD34r9PSbb9F/wAH03Xb8nL/AFhm7y9NP6/p/pE0z/kIWX/X1b/+jo/8/wD6q1guV6rqut7/ANf1sSf6n/8AwVzJb/g0/vz6fsdf8E9gcei/En9mBR/IfjQv4svWf5Mb3fqz/KyrIR/Qx/wau/8AKcn9j7nrov7SWOnP/GL3xjOB86ZOATwspwM7AAZEAPzJ/wCCnIkH/BSf/goSJRiUftxftYiQcHEn/C+vH28ZFpYA/NnpY2Q9LS2/1KAG5/wSnk8n/gpf+wTL/wA8v2u/2e5Of9n4p+Fz7+n/AOrrQB/V/wD8HrGqaxpXxs/ZTfTNV1LTluPhXEjrY311ZrI8Xi34nHLC3ljDMBIoyQSAB1AxQB/DfD4w8VqrZ8UeIc4/6Depdc/9fPJx9PTnqoBEPF/ityc+KPEPB6/21qZ+nS5HfPc4/HNAAfF3is8f8JT4hH01vUs/T/j6z39/1woAHxf4rQZHijxESeP+Q1qY/ndH9B19OKAE/wCEx8VjkeKPERJxx/bepcY/7eT+oGevqKAPRPht4Y+Nfxc11fDvw6fxj4n1x/K22Gn6zqLTEzMRHw10o+dlIHzc46DJFAH0yP2Ff2+W5b4Y/FBR6/2pef8AyaPwx+Z6UAPP7Cn7fHG34afFDAA/5id7+P8Ay/f45698LnJNvS/6fI64VqEIrnkk9rPTva/p6drWuct4v/ZJ/bV8BaJdeJPFfgf4k6Notj/x9ahc6pfCGH5Xb5iL0kfKjH7rdD6ZoukuVtp33X9J+XXvtZnPVnGpK8XdO23Tf/g2+/ofKn/CW+L8sreJvEQZGKsP7b1IYK/KQf8ASTyCCO3/AALOah6db206/l8+j87Ruubpw04RhaUkrPZ6X/Ly6eWn2WN4t8Vk/N4o8RDHrrWpfnzd/iP/ANVOKTvd2+79f6/AxxTc5JU25W10dl+b69n91yCTxb4s7eKPER/7jepdPwum79se/PO3aEG78qv5/wDDb/hv85Yw92/tP/Jte3/B/piJ4t8W4P8AxVHiIc99c1L+t0v6D64/icqdXaMX69vv7/1sE5x+y0vRfp6fd03ZPH4w8Wc/8VP4i6H/AJjepdx/19ev+V6s1TmkuZPXux0mlu91176aX/4f9I9F4H8XeLB428I7vE3iEq3ifw+Du1rUuQdVtBjBuG6/8Cz0OOjVFWvdaPq/y+f49SpO9mtrfjrp01+Xnpc/0Mv+DieSSf8A4Nvf2LppneWWT4k/suvJJI7O7s3wV+LeWd2yzsSeSxyScnODUyabf9dttu3/AA+5B/m+VIH74/8ABsv/AMplv2SD6a34w/X4f+Kl/wDZvb+jAH3Z/wAHgut67pn/AAVL0q307WtW0+3m+A3w+m8my1K8tIS/lTxl/KgmjQsShy2Mn9aAP5Tz4v8AFaLj/hKPEOffWtS4/wDJlj6Y9T6/wgDB4u8VMu8+KfEQI6D+29S/pc9iPbHXHZgBF8Y+LDx/wlHiLP8A2G9S/T/SR+X45PSgBB4s8V5H/FU+Iuv/AEGtS/8Ako5x9OfbmgCY+LPFBx/xVXiHP/Yb1L/5JP4849Af4gcd1f8Ar+v+D0PYvhT8LP2i/jdPcW3wusfG/i6a18zz49N1fUHaPylLuG3XaAYTnqeOgFR7Go3om73s32XV6y9N15aHcqlJR1au16L5Ky9dG/ke4n9hb9vlj/yTP4obfUane8/X/Tun49PWtVRnZLkbsv6e36P5nM6kbvW+vfZf+TaL5fLRReP2F/2+O3wz+KHtjU7/AP8AkuocJRb3+d+VeSs+nor9lZoPrGHSs5xv+Xnq3f8ATbW15eb/ABM/Z1/a0+D+iHxD8R/DPxB8L6MFkZr3UNVv0hAjG6Q/LfH7qkZwOnTONzLmV7df68vne/y6nNKfNK8dV5Xs/Po/w37WPnGLxZ4qZgreKfEIHb/idal+n+lHH+enWu2nJKNr7P8ATf1/LbojSMtLO611W79PR9Gmvnq4j+LvFaSEDxR4iKj/AKjepf8AyUf5flUSlHmevnr/AErenz10ZnKDbvFX6af1r9y+e0Y38W+KjyPFPiLJJPGs6l+v+lL7df06tzyl73ld+n3+aX+e6KiuVWe/UiXxb4s3AN4o8RD/ALjepn9ftS/y/L+Iv1X4P8tvz+4f9f1v+X3k7eLPFSkAeKfEJHc/21qX15/0r9MH8cUXb3/O4f1/Xc+z/wDgnT4r8T/8N0fssrN4j16WL/hcfhNpI5dX1GSN0W6ZyrI9yVZSVAKsCPXJ+WgD+t7/AIPgo8eL/wBgWX+/4Y+Nsf8A361fwG3/ALW9fyoA/gmoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD//1v8AP/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/Qn/wCDI2Qjwp+23F2af4RyfUpdeP1/TzP1oA/hp/a3txaftT/tH22Nv2f43fFC32/9cvGWsR4A7Y24/WgD5vPU/WgD0XwD8I/iT8U7mWz+Hfg7WvF11ASJoNHgSd4yqCQhg8kfRG3Hpxz3+UA9s0r9iL9qW5v7OG6+B/juC3muraKeZtPiCxQyTIssjFbliBHGxdiBkBeAc/KAf1Efs2f8G+v7G3xF+EnhfxX8VP2i/CfgbxrqUBk1fw3q/iLxJaX9hJ5cTCOaC2t3hQ7ndfkY/dx2oA92P/Bt9/wTzzj/AIa68AkD/qbPFZz/AOSh/PHfvg0AdHY/t4fFT/gnBGP2dPgJ+zba/HTwF4fx9h8c6b4H8I+JLW9+z/6LHt1LxBCt/J5kaLIPMGTnJwTQBZk/4L3fthseP2BZvw+E/wANf/jY/wAnvyaAHr/wXu/bBZCrfsDTD/ulHw2B/SMdPqevTrQBh3n7JHwe/wCCxU4+Mn7VGseGv2YPFtkfNh8K6zF/wh88zTfuXUWnhS3e0OxDvww+XqN1JtJXeyKjGU2oxTlJ7Jdfy/rvexFJ/wAG2n/BPpQSv7WngM5HbxX4qPUcf8uq/wAuc/w4+aFXpKS/eLfzXr0f5/fdOfSsvzD/AKBazT12Xy+0rP1vfV2VrH4of8FOf+CP/h/9mrWNFs/2V9Xk+Odlemz+3XPhG71HWEtfOtvMm8xtT8gjy5RsbaPvdAMGuqnWhJ+7NNJ62f8AwI/lr3W0pngsXSV6lCcVbqrLb8F9/ez2PyRn/Y4/ajsLWa8ufgj44htbaF5riaTT4RHFFGpZ5HP2liAqgk46D1429arUdE5xvovP/wBI/X59Tz5Si5NXSeitq/xUX/WnvWZ856jpt7pF9dabqVrLZahZymG6tZl2zQSjlo5AM4YZGR79ulXz0u8fuN1F2Vr/AHf8P+f32KCMQx69eATgEfkfw4/LNZtRbbSWt3t0/wCGIndbX8/66Wt+Pmf2tf8ABlK//GZv7Tw7P+zhfDr6fEX4Zt7f3T/PHdeKaak9Lf1/wP16ihzX1va3W/6/1+B/Ov8A8FnP+UqP7e4Ixt/aq+Oa+n3fiZ4oGcZPp689eM1mla/rf7+39eha63/mf5/hbbrffTY/MemM/wBIz9gOP7Z/waNfECH73k6J8TmwOcfZ/j1pd7+hG7v/AEUA/wA39UATk4PHX/LY/Mdcc4oArso3AZzk/wCe/PtyPqfvUAex+Af2ffjF8UrKW/8Ah78PPEfi20hBMlxpFqk8aYfy+WaaIDDkL93qcZPWgD3b4Z/sG/tGeI/H/hTQfFnwh8aaD4b1TWLe01jWLyyWG20+yk3+ZczyxXDypGm0ZZEzzjvQB/VR4F/4N0f2Ctb8G+GtY8RftT+CNI1vUdIs7vVdNufFPiiKexvZog09tNGlmyJJE+VZV+UHoTmgDrl/4N3/ANgDwgw8VaX+1X4C1LU/DRHiDT9OTxR4mme/vdGP9o2lkkUlp5UjXVxbRwCOU7JC4R9qljQB1lp/wWC/aR/ZsjX4JeAf2Mx478H/AA/X+xND8W23w18BalBrVpH+8F1He6hELy4BaQrvuMOSo+YYFAAv/Be39sNpC3/DA0+M/wDRKPht/wDG89vwpO6Wiv8A1/W1/wBY8+JpupCydnfvb/h/w8mtpSSf8F7f2wQMn9geb8fhR8Nj7f8APM/+y8dN3O3Kd2tVZa9/xu3+S8rmGGw1RVLq8np1b+era08399rHPS/8Eqf2Wf8AgobOf2jfjj8V/CHwV8feJh/xMPAuo3+peHrmw8z/AEpg2naFaNYR7ZJ3jzEeCuBkYC8spqKd3p66fja39b7ndWoYmUeWlSnKX8sbXf3qO/8AV9EQt/wbff8ABP122n9rHwHg85/4SrxV7/8ATp35Gf0OQVzhiIXV5L79Pl59icLgsydZKWEr221W2v8AibbXe9vJ2XN/O3/wUF/4Je+IvgF8apvBf7OGkar8YfBK/wBpeX4l8MNc6nYv9nmhjtSJ9RME2Jkd2TKHIUk4I+b0sNOLlzaNdJfNejd0uq8tLs9XE4TEUoPnozha17xSt87r7tfS7PgLXf2SP2kfDOl3GseIPg74z0rTbRd9zeXenxJbwr6uwuGwMAngH0453exCdJyXvRXor38vu9PJrc8O75lG2j6/1623089D5wlieGSSGRSskTtG6HqjoxVlYc4ZWBBGeo78V1zlS5Gly7aK39fjb9JbqFmmr26+T7Xu7/cu5Iq4B5/P+nJ/n+VeZJx1tbW/n+O/39vI3XLbV3b+dvw37b9lezZ/omf8GeakfsHft+L/ANRHQiP+BeFfiyOn4f3vY4xmvPbvz/P8tfxJck7a3S3tp69F+Xrc/wA9P4g/8jz4u/7GLVv/AEtmqkSfoR/wRasYNQ/4K2f8E44LmQRRx/tjfAa+VigkzPpnxA0XUrWPa2QDNdWsMQfrGX8xcMimgD6y/wCDnO4ubj/guH+28bmTzBFcfs9RWo2BBDZf8MqfA2W1hChnGY4pRvfd+9lMkuF37FAPwVoA/wBTr9hvUF0v/g0b8SXEkbSCT9gz9uzTgq9Q2r+KP2h9KSQ+0Ul6sjdPlQ46gsDjuvX1/wA/67Wuf5ZZ+8v4/wAq1ppu9vL9f6/4Y2rbU35flb/Pt956/wDs/W1vefHf4K2l2Fa1uviz8OLa5V92xrefxjo0UwfakjbTGzBtscjY6Ixwre5w5Gj/AKy8ORxMaUsO88ypV41+T2MqLx+HVVVvauNJ0nDmVT2kow5G+dqLbPB4hnUpcPZ/UouUa1PJM1nSlD441IYGvKDhZp8ykk42a1tqtz/VsvsC+vsD/l9u8+5M8hz+uO/TPGSK/EJ/xKn/AF8n/wClv1/rtsf4z5Zf+z8Fd3/2TCW8l9Wpaffd/PyRWqTvPkfV/wBlvw74n+O4+LviK3gvvsNs40lJZfOFs9w8Mk8cNq6MIZ2ki+a7yT5LFEJcBl78NxDxJhchzThDDY9YThjOMyo5tmeGw8fZ4jMK9ClKlSw2KrRkpTwkOb2nsGuSUtHzR5oy8yhHN6OHxuSQxapcPY7FUMfisPS92tjKtCl7OGHxFRO88PF+/KFoxk9LyjeMfrWOOOGNIokWOKNVSONAFREUYVVUYAAAAAA49sivPSUUoxVklZJbJLoekkopRikkkkklZJLRJJWSSWiSX3WP5Df239D0/wAOftXfG3StLtUsrCPxcbmCCP7itf6Zp99cuPea8uLiVuvzOenSv9lfAbH4jMvCLgXFYurKviHk/sp1Jayaw+KxNCknt8FGnSgtNoq9rH9l8B4ipiuEcjrVZOdR4NQlJ9qdSpCC+UIxivJHpv8AwTzs47j4u+IJ5U3/AGXw1ZmL2kuNesYJOOMhoWdTz37cV/NX08sTOHBfBGGi7RxHFNSVRW+KNPLq7jrfpKztZ/j7v439JarKPDnDVJN8tbiFKotLSjDCVZJP/t6z/wCHZ+t/7an7Ndn8TvBt9pVvCI9bs45Nc8G6isSGWHUo03y6W0vyMLe8wYXQZC7o3UFlyn8k+B3ijivCHjvDY2rOU+Gs6dPBZ7hW5ey+rVJ2WKjCzj7bCSl7SMuVN0+aHws/I+B+KKvAHFFKvNyeS5ny0MfS1cY05S/ipXcefDyfMtFeF4q6Ob/4JyftVX/i/SZ/2evincyWnxJ8Axy2OiHUI/IudW0TTj5LWErNkS6jpIQx8bWltFRlDCItX7X9JLwpwmU4mh4k8Hwp4jhLiX2eKxUsLP2tHC43Fr2scRC3wYbG8/Ndu0K0mn8SUf1HxI4UoYadPibJVGrlOZ8tao6MueFOrWXOqsV0pVlJNaytPS65lGP6u1/JZ+SBQAUAFABQB8M/8FCPjfP8Ff2ePENxpF21n4o8ZOPCfh6aJ/Lnglv0YX15A2D+8s7Hzph0OBxyc1+8/Rz4Dp8deJGW0sZRVbKskX9sZlCceanUhh5L2FGp/drV+Wn6tdz73w5yGOe8SYaFaHPhMEvreJi9YyjTa9nCWqdp1LK9/LXQ+Qv+CNxu5PBvxrnlaR4ZfE/hpnkkYu0l02nakzOzN8zOQWLsSxJOWOTX7J9NZUo59wPTgoxlDKczjGMUlGFJYnCqMVFWUUmvdVrJbWPs/GvkWNyOKSUlhcTZLS0FUpJJLaye2mnSxS/4K8/EbxR4bX4PeHNA1nU9FjmvNW8RyzaXfXVhLLc2CxWtuJZLWWIyJEbgyJG4ZVkUSAbhXR9DbhnKc0nxpmWY4HC46UKGEy2EMXQo14wpYhyq1HCNWFTllJQ5XKPL7rcXe6cr8G8swmKec4nE0KVflp0sMlVpwqRjGq3KdlKMldqNm97aa3tH9EP2Pfibd/Fj9nP4Z+LNU1BdS1yTRv7L166UEF9U0qVrVxJl2JmNsLWSZ2LGSRmc4LGv5s8ZeFqPCXiTxVk+Ew8sLgKeOeKy+k9bYXFwVaPLblSpqq6sIJLSMUtLWl+dcY5VTyjibNcJSg6VCNb2uHhvalVXMknpZKXMklHSOmnxR+oK/LT5EKACgAoA+Sf2rP2d/E/7SWkeFfBdv40Twp4Fttch1LxtZwLcHUfENjB/q9NgaKMxIgciXMzbS6gMCuQ3694SeJGWeGOOzbPJ5FLN8+q4CeFyOvOVJYbLa9T4sTUU3zylb3P3a5kndO9kfYcI8SYXhitjMdLBPF4+WHlSwM5cvs8NUlvUd7ttrTRaJ3V9j7m/Za0T4Hfs0+B4PBvg/wAD2fh0wyE3WsWNjFcapqoaONPNv9QIa7mkJj3ujOsO528uNBXi5z4hZzxXjquZ8UZhiswxtSpOUJTblQoQk21Sw1Hm5KMIJ8i5YqTjZSnO14+xheNliZTr5zOtWxcqk5e1s5xjCW1OlBaU4x1Vlq1vKWxP+1Q3wu/aF+G+pfD3xB4as9e02/huJG1DWNPiNzpEoiYRz6ZLIontrgEgmWGSPKrtb5WKVGT8d5rw5muBzPh3GYrB4uhiaM5TpVJUlWhCpGToVYL3atOpbllGaktdEmlKKxfGjo1MNPJ6lanXp16c5VrOk5RhNP2TT+KM9pJ6dtz+bf8A4JvaJquh/F74y+GdOu7q48OeH9bbSrUMB5U97pniSbT7e7cqGH2l9PhlJAONrPgNgFf6e+mRXweacMeF2cVMPRhnuOhSxVScdakMJi8tp4qtQinZuksVOGrXxRV7XaPe8bZ0sXlvCOM9lBZjXcKvMneSoVsNGpUpq9nye1cXrq3FaO9j+hGv4gPxoKAPzb/4K5aBFr//AAT4/aWWWEzrpfw18VasEwDiWz0DU2tZCfvAQXxtLgbc5eJQQASylJS/tDKJxdnDNMIm9/drOVCS8uZVbXV7b9Lx+v8ADidWj4m+GtelNwlT45yCnKStrSxuIeXVoPbSpTxcqemvvdbtH+bbqMgkaBh0FtbR9c8xR+WfTuh47ds8Gv1SnFt3tuv1/D1P9c5aSf8AW+vn/XbYgsP+P6y/6+7b/wBHJVVE0lfuEfiVz/Ul/wCCxutWdh/wafwQiVjLrX7K/wDwTo0WyNsrTK15H8Sv2Zr++imki3LCsdlpOprM0pCrNH9mfErqq4ie79Wf5Z9Aj+hj/g1dz/w/J/Y+64/sX9pLON+Mf8Mv/GLrt4xnH+swmcY+fYGAPzH/AOCm7iT/AIKS/wDBQeRV2LJ+3B+1g4TYY9ob48+PmC+WYoSm0HGwwxFehiTGxQC//wAEu5PK/wCCjn7DMvTy/wBq34DSZ9NnxM8NN/Sqjv8Af+QH9aH/AAe0wf8AF1/2QJ8f6z4fajFn/rj4j8avjsOPPz179s1IH8JkiqRjd2HTr9O2f1z6jqoAWNlcahdQWVpE891czJBbwRjLzSyHaiIMrlnY4UZ59V/iAPo6x/Y4/ac1axtdS0v4K+N76xvIhNbXUGnxNFNE3CuhN0CQcHnAz74G4A/UL/gmn/wSXj/aM8e6noX7VD3fwN8O20jLaav4vnvdItZ1+yLKGSXTPtEjAzEx8j7wxwAaAP3V/wCIb3/gnlnH/DXHgHP/AGNvir+tn/U/y2gF6w/YM+AP/BJqYftF/sy+M/C37SHjy1w0fgfSHuPFlzIdJzc2wGn+JrVLAm4kuJI1yRu2ENgBaAOlf/gvn+2E0W3/AIYFmBz2+E/w2/8AjQ/qDz93pQAkf/Bez9sLbg/sDTj/ALpR8Nh1/wCADPvk/lmpblfRf18n+fL+p51ehKdRtSdn05n92jVvT3vlqipef8FNfjj+3Ajfs5fGH9lKH4SeA/Gny6t44v8A4f8AgrQ7bSgg+zKZNS0eFr+HdHdzSZiDcRZBJArnqd27Pt/l6f8AD7HZhaFSNPSLktNV/wAFSenpbzd0o4i/8G5P/BP68Q3Z/av8BJJdf6RIn/CVeKcpJN+9dMC0AG1mK4xgYwMACuadZRavLX7tNduvz+RNXC4+UnKlh60494pWXyvBu9+2h5R8bP8Ag3j/AGKfB/wu8X+KPA37SfhDxP4r0jTHudH0LT/EniW4vNRug6qsMEU1ssUjMCflcqPl71pTrwlZcyvsvXz/AKX42l6WAwGPlCTqYWqrK/vRv/wPuX3tn8retfsR/tN2mv65Y6V8FvG99p1jrGqWljeQ2ETx3NlbXssFrcxs1wrNHNAiyoTyVYEgE17GFlCMfeaWjeq82721to118tbGONpVKUrTg4bWTVtk/N/133l418RPgr8UvhWYR8QvA+u+ETcbPK/tm2SAyb87Au2STO7t06c46V6dGVKzd4u3S23mvw69empx005Xvol2V/LXVfp/29ueWKMnrjHPv+HI/r9KjEypu1uXb0/4D06ar7rR2hHlbT0166dN+tvS/wB51vgtc+MvB4Byf+Ep8Pn3/wCQtZ+vf8/1yvm4h+57tu2n9K3dfrexreCa1St+P4b3St8Pl2P9En/g4gH/ABzcfsXZ7fEb9l3/ANUx8WR/n/61c0b2j/Wmv5aENpttbP8Aq/z/AOH3P83+qEfvX/wbPOU/4LJ/sjEfxeIfFCH6P4H8TL7dzj+eelAH3N/weMJt/wCCpvh1jxv/AGe/h+w49JtRU/X7np+K/wAQB/JlKcsf8c9/8Mf5FAGroOgaz4n1K30bQNPuNU1S7bbbWFooeeduOEUkDqQPr6dVAPoeD9i39qmdY5I/gb47eORVkR106Hayuu5GH+lHIIIORng5460Aft5/wTQ/4Iu/DX9o7wxrOpftW+Nbb4E6vZrcmx0/xjqOraPNctHfCGIRppi3KN5lvmUZPKjPbFAH6qt/wbff8E8xjH7XXgHt/wAzb4r7/wDbp2/X8BVQtzRvtcDU0/4Y+C/+CLB/t/8AZH0/QP2rL3xJ/wAhGy0PTbTxm9j/AGh/oVwXj8XW8aR+TD+9Plk7R8ygsTXr05U1BX5V8v6/r5HNNVJPRSt2Tt/X9dzcb/gvZ+2EVAH7A03HTHwn+G317px379/4s1ftKKTfPC9npbW/l529dfk4woyd03a/m9fy9O/rexPH/wAF6P2wBy37A0wx6/Cj4bdv+2Z9eDzjHfAryqkm5S5Vp83v5WX4/NI86pgpubkpStv8TsvlqvN6/eY2pftE+KP+CuAb9n39p/4Laf8As0+Bpv3L+NdY8J+HfCVuq6p+5uH/ALQ8LxPfD7OkSuThiobK5ORXBJTjNySevfp277emnnex6VGLhGMd2u/f5v8A+R/JmeP+DbT/AIJ9sgdP2tPATA8jHivxX+Q/0Q/z57AZqPrMIv3ppPXR9tulrb7X+b3PVp5fj6seenhas49JJKz/AOH8npveV1GPx9+2p/wQR/Zg+DPwY1jxh8Dvjd4f+Jvji0M32Lwx4f13X9Q1C42QPJH5cF7FDC26QKvL9WwcD7qWIjOVlJfJ+fr/AMHZtaWPQhluMhC9TDVElvzR7fnZa9L7O97n81C/sX/tUnBX4G+O27jGnwn/ANuvb0P44FbqMpR0Tet77+Xr36elzyMUnTqcsly9Gnp5dnvv5dmeMeOvhx47+G2qHR/HvhfVPC2qgsv2HVYVhnyh+cbFZ8FSRu59PSuilFxWv9fn/wAHfTYiKutNbL1/y9NvPSxwROHz9Py/X3/+tyaJ7/1taP8Awf6QH2b/AME95jF+2z+zPP8A88fir4ekyP8Apm8r56e2eh/GoA/sU/4PhUx4h/4J+SY4bQ/j0mf+ueo/DQ4/8ien1xxQB/A3QAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH/1/8AP/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/Qg/wCDJCQf8I9+2nH3YfC9/rsv/GY/Tzff9cKAfxG/tqabdS/tpftT6VZwyTXK/tGfGKygt4VLSSyR/EDX41jRBjJ+XAAz79hQB+mn/BL7/gkNa/tnT6sfjH4jHwgsbaO6l0+88VX7+HoL6OGHzIngkk2iRZG+Vem4/lQB+43hb9mz4df8EQZ5PiD8OLHw9+1HdeJszT6PpEFv49ex+1L/AGSytbSI4i8tI/tOAPlDb+9AHosP/BenxFq7DSF/YJNs2pEacLgfCKyQwG9/0cTB/Iynl+bv3ggjbnBNAHq2k/8ABCP4sftv20f7RVn8XfGXwwtvHn+lx+D7TxRqWgwaUBiXy00yCRYrYH7QF2qF+4BzjCgGo3/BrV8YR/zc747/APDhax+n+kHI/L8OAwB+/H7J/wCzr+y3+yV8J9L+Evxc8W/DLxP4t0vyvtWp+MLyw1LWJPKhED+bc3ySztl03NluWJJJzigD6dGvfsFx/KZ/gS3v5Oin/wBkX/PZf4gBp1n9guTn7V8CQOuPK0Qf+0m6fp6nOaAPxg/bz/4I5aD+3f8AEC2+JPwC+Mtv4L8PWTySS2Hw+8Ty6NprrKnlKGg0wpEQGG4ZUc+nV8cR/CkejlUlDHUJSXMlK7TV189V17XtvY/l/wD+CiH/AATn+Lf7EXiLT9HuPj744vLadokluD4w1a6EYktfNXpKzks+2NVRSxZgOcjd4OVZVnHEWd4Lh/IsNPMM1zGrUp4TC06lGlKo6VGriKrdWvVpUKdOjQo1a1WpUnCEKdOUpNJcx/T/AAfkH+s86GFwWDp1cVVXLSpJQhzckHKcnKclBKNOMpScnBJRbbVuYpfsQf8ABQrUP2KdK1S18S+EJPj02oLcuk3iXTo/E09p50/ngRrrAEwaIfu0EauSPuAgAV+lVPB/xUyudWlX4RzCuqcZSdTB1sDj6c4X0dOWDxNb2jas1SivbpO0qUZJn0PFHgrxVUoVlhMhlXlGm+X6tXwM+Zr+RLEqUm+keRSe1o3Z95Tf8HAfhjx/FJ8Pr39kXRtEtPGP/FMTazP8L7Szg05NYP2D7U941oqwCIzbxLv4OCNvG753HcJ8V5Vhq2YZtw3xNluCw65sRjcwyHN8HgqCclDmq4rEYSlh6cXJqKlOrGMnJJOV0z+YcZ4QeJtDEV6tTgjiWnh6VWUpVpZXiFRUIt6uo4qHIr6SUpJrVNnGeIv+De34D/HXQ9a/aAHx38G6JqHjnStS8ZxeF08Vx2ktpdCzlaLTUsFwIXaS1VVhUclwONwry6eLoOMXHEQknZpqV07/AD1+9fIyfDmb0IOnWyvFwqU4tVIzoyUotK75k27Nev3XP5Kf2nf2afGP7PvxI8V+GLzQtX/4RnRtRe103xFNbyHTtRhXAE1vdsAsyFsruBIJ44r26U4yhFqSatve39f13Pma1J06koT9yUXZxe69fO2n/Dn9WX/BlO2P2zv2lh/e/Z21Af8Al/8Aw7b/ANlorSj7OytfnXm7WfX19PycsXblsrXT37rv1/rtsfzw/wDBaAY/4Kq/t9rjG39q347DH0+J3in6devT8s1hUabVv5If+kr0/rvuJ/ovyR+YlZiP9Jf/AIJur9p/4NLvixHjd5Hhv41SY/69/iXpt779MZ/wxmm9/kvyX9f8MN7/ACX5H+cFpOjav4j1GHS9E0671LULjiGzs4mluJOQMJGoJblgOB1btxSEf0l/8E5v+CGXhD9q/wCGMvjH4x/EjTvhFraxW8kejeK9cOgXcnmtghbeXBJUc4wvUZ6igD9VPDfiLwx/wRIjPww+HPwv0j9qGx179zNrukaDbeO4rQSH+0tzXckUhjw8fkZ4wTtyMgUAd1b/APBaXxL8drmD4RwfsQyeFpPHzL4cTxDD8LLTT5dIa7GftiXscKvbNH5ZxIrfLu4IzigD1y3/AODbT4u/FuCL4kQ/tC+ONAj8aoviJNFj8catZx6Yuo/vxZpapKqwLCG2CJRhemBigDZ0P/g2C+K2ia1pGtX37S/jaay0fVNP1S9huPH+rNBLaafdxXdxHMrTbWhkhhdZFbIZCQcg5oA/o9+FXgv9jD4P/Dnwr8O/F2s/BzVPEfhfTk07Vb/WG0q61K5uFdnMl3POrSvJhwNzktgD1oA9LTWP2CwoIuvgTk8f6nRCf1iH4/14raja7v8Ajs/LXtr2/SRZPf8Az/r+uxWm1z9g1/3YufgUO+fJ0Tnr6Qj/AOt3x96jEpOn7tr67W/S33X+7U7sA4wqqUkrJrR/lb59fLzP5/P2ov8Aggtq37S/xV1f4wfCv486p4e8J6tu+x6X4U8Y3en6RFumlnHk2tnKLdfklUfKgwqgYHy14tei5w5XeN76/nr0/wCB5H2WT1sPHGxnKFOa091pNWb9PLqlbZWsfy9ftpfsgfFb9lL4n3/ga9+O/jWS3tHnjFwfFmrXJeRJvKVIwkjyuxAZ8Ro2EV3IVFLouH+Fs+4szdZHw3gaua5i6FbEuhTq0aMaWGw/L7WviMRiatDC4ajGU6dJVK9enGpXq0MNTcq9ajTn/QXC3CE+J5qOW5fDEVuR1ZQiqMIxpx+Kc6lSVOlCCcoxXPOPvyjCPNOUYy+uv2Rv+Cr8n7Inw0j8E698H7H413lstoT4i1zQdP8AEWpyfZI5I2xJqbi/Yzb97BYizFQDjFfpEvB7xUyyi3ieEcbOnFJuWDxuV5jU0/lo5fj8VXk9fhjTbey5XrK+LfBTjGWGr1MDw9UxErO0MPicurTktbpUaeLdRu9mkrvor6n0PqX/AAWc8Iftpsn7OWt/szaH8NrL4iv/AGYfFV78PbXw/HYMPlLLqLWsflNtkLfI+cJnkDK/K5pk+c8PRo18+yrOclpYir7GjVzbK8wy2lWrcrqOjSqYzDUoVKrpwlPkhLm5IuXK0mz+dsV4X+IOAg6+N4M4gwtCMmnVr5bXp01a/wBucVFuyezbaXlc8b+N3/BuD8FvDXwv8XfFDw78evC2ta6NMfxHY+HrDxcLi8uLjUWW7+xwWin5njNwU8sAbdmO3zc31qk46YiMm1paW9lrbXXfd/8AgMnrHwK2SZpRpzlUwGKjy35nKlJKNtHe9ra36dLaXsfyM/E/4U+M/hX4l1fRfFPhzV9Ejs9Y1CxsZdStZLcXlvbXc0VvNCzj94k8EayxuMb0bcAcnaOTadpX+ej6+e629em54Er+9Hqm15qzs0/P5K/ntH/QI/4M9X3/ALCv7fa4wReeHO3Xd4Y+Lwz156e3PGT/AA5wT9699fL1+b/ruZU4OKqXvq7q9+3n5+va70Z/no/EH/kefF3/AGMWrf8ApbNVrZeiNlsvRH6If8EUbg2v/BXD/gnLIFLlv2vvgjb4Ec0mBd+NdMtGbbCyOAgnLmRiYYgvm3CvAkiMxn1X/wAHO2D/AMFx/wBt8gYBf9m44+v7IvwD/wAevfr3oA/BSgD/AFEP2Tr9dN/4NBdZuGkaMSfsb/tZWAZVLktqvxh+M2lpGQAcLK94InboiOXJAUlUv1f5jW69T/L26kH2P64+n8vyzXXhUm537J6m1XWNN91+kfT8vuO/+FdzLZfEv4eXkDFZrTx14RuYWHVZYNfsJY2HuHUGu/L8xnlGc5Vm1GEKtXK8xwWY0qc3+7qVMFiqWJpwna9oTlSUZWXwt7nHisNDG4PGYOo2qeLw1fDVGt1CvSqUpNbaqM3bX7j/AFirwk3l7k5/0u5/9HOfwyTn/wDWa/GJazm+9Sp/6W/T8vuP8VssVsuwG13gsI3bq/q9JXei7fclttGvUncIOg+goAWgD+SX9v6WOX9r341GMhgniKzjYg5G9dD0vcMj6j6dK/2F+jtCUPBrgfmVubLq8l0914/FW++zfXy3tH+w/DtNcG5Hfrh5tdNPb1f66fO6Z69/wTgsPO8eeKLvbkfZ9Ess/wDXTVYJsdMc+Vnr26d6/mX6elVPKPD3DX1lnWNrcumvLhZQvunvKz0sr63vY/GPpKzTy7hKhvzZ1UqW72w8o91/N5fPY/pd8TeE28U6LdRLBITagSRXaxs0drNg7PMZQQquAVIJXgk84r+DMVhPrVCUeV+5qpKLfK7aX1Vk/O6+5I/Gsbl0swwtSKhJqn7yqJXVOVtLvon1u7PysfiX+1t+zv4l8Ma6vx6+ET3vhz4oeC7mPUdVtNMRkOs21qwZr+BI/wDWXMca4uIWR4762yrDeArf1f8ARz8ZMHUoVPBvxLVHHcMZvCphMqxWOkmsFVq3UcHOpUVo0KknfDVLp0alveSP0bwr45hT5uAuLVGrluKUqOBq4jVUJy0jQc5P+HN60Jp3hLS7uj7S/Yq/bb0T9pHR38M+KVtPDvxU0OFE1HRzL5cetRQoscup6akuxyTIpa5tcM8DtgblAavnfHHwNx/hjjo5nlbrZlwjmE5SwmPUeZ4KU5XhhcVKN4/C0qVW9qiV9HdG/HPAtfhissVhXPE5RiJN0q6TbouWqpVWrpNL4Zc1pJX0d0foDX89H52FABQAUAfkt/wVs8F+K/GXww+F0HhXw/quvzWPjy6lu4dKs5r2WCK40O7toZJY4UcqjTOse9tqgtgkZBr+v/ofZ7k+R8V8V1M3zHCZdDEcPUoUKmLrwoRqTp4+jVnGMptJyVNOVld26bH7B4PY7B4LNs1li8RRw6nl8VCVacYJuNenKSTk1rypuy3t03j9Ff8ABP34Haj8Dv2etD03xDYfYPFviu7uPFGv28kJivLX7WEj07T7zPLPaWqGRf7guip5Br80+kPx5h+PfEfMMXl2IeIyfKqNLKsunGanQq+xvLE4mjvaNarLllrq6Sdkmj5vxFz6nn3EeIqYep7TB4OEcJh5J3hPk1q1Ib2U5WT1+xfU86/4KW/s7a98bfhBp2ueDNN/tLxZ8PtRl1eKygjD32paPNbvDqFlbnO92iUi7jt0DNNLEoAzw30v0YPEnL+A+NMTgs7xP1XJuI8NDBVK9STVDC4yFSM8NXqLZKTXsZVHbkhJttK7PR8L+JcPkOc1KGOqulg8xpKjKcn+7pVlJSpTktUk3eDk0rKW+rOg/wCCafhLxL4R/Ze0TTPFWj6hoWoTeKvEuowWWpwSW1z9guWsFgn8mUB0SR4Ztm5VztJwQQa4fpO5vlWdeKeZYvKMdh8fh6eU5ZhqlfC1IVaXt6SrurT9pHmjKUFUhzNPqtdVy5eJ2NwuO4qrVcFWpV6aweGpynTlzQ9pBT5o8y0bXNG+3ZXvzH6CV/Oh+bhQAUAFABQAE45PAHJJ7UAfnB+3L+2T4X+FPgzXfhv4G1mLV/i94ltm0TT9N0phdzaGdQUwve3vkufJlSNz5EO9ZmkZAAD97+lfAfwWzTi3O8BxPn+DngeC8pqrH4vF4xewp45YZ88aFB1E1OMpR9+dpQUVJtpJo/SuA+C8Tm+NoZnj6Lo5LhJfWK1at+7hWVL3vZwcl712vednFK973M7/AIJ2/s8at8K/h43iDxQ0zeIPFt5H4i1WO4DNLFcSQuLS3keUeY88cVxJNduXcNLKoO51Yr899IrxGwniNx7GGUKH+r/CtCplGW1KaiqWJnGpH6xWpqD5XRjKnGnQ0jaMZWvFqMvI8Q+I6XFHEalg1H+zMmpywWElFWhXqXXtakUrrkg4qMNttNHc/TCvws+MCgD4R/4KcQyXH/BP79rQxIHaP4I+NrjB6iNNInMrqeSpSEuxx95AyHCsTV0f97y9v7OZ5a3pe3+20F523+S7as+u8PuX/iIXh+5aJcd8H293m96XEWXQjbVWbckubWyex/mZ3CjMRx8pQken+slHcknB49fr1b9Yw9ttPz7+nX+na5/rpP4n/XT+v6aHWQ/06zwP+Xq36D/pvH/9f/Iq8Slyad9bf5f1+CEt16o/1Df+CsmkW9h/wafW0J0+z0wx/s1/sRavDbWu0xy3GsfE34IX0uoAqEAvNXXVLjVr7hmF1eXQYswZ64FsvT+u39d9wlrJ+v5aeX9d9z/LipiP6Gf+DVzH/D8n9j7O3I0X9pLGQSc/8MvfGP7pBAVsZ5ORt3LgFgaAPys/4KJ3cV//AMFAv26b6HIhvf2xv2m7uEEBSIrj41+N5o8qLLTQDtccDTrADoLK1x5CAG3/AMEz5PK/4KFfsVS9PL/af+CMmfTZ8RfDzf0oA/rx/wCD29TH49/Yzm2k+b4Q8TRZA6eTrWtP/wC1/Xv25oA/ir+AfwF8afG/xz4a8P6PoGsXmiarq8Njqer2ltK9np1uxdZZ7i4XiKONwFZiRtPGRmgD+tv4ef8ABux8BfCvhPwx8Ybj9oLwdca7oOl2XjCXwtL4vSS7nvrOMXh0t7Fj80ryJ5RgbqePlxhgD6E07/gs/qnwDgj+EGn/ALEsfi2w+H6f8I7aeI4vhbZajFq8Vt863sd6bcm4VzLjzec7O3KqAdv4W8WeOv8AgttdP8J9H+E2r/syS6IfKbX9I0A+ApbnA+37jd2KwvJw/lElug2kHHygHoB/4Nb/AIwkbv8Ahpzx3/4cHWP6zf0H4UAfZ/7EH/BDy3/Yg+LEPxY+OPxwk8YeEoTYs+meO/Flxq+kMLGWWafdbai8kGJEmUSZUZCgHGKAP3HGr/sGLKV+0/AnH/XHROeen+rPPvjvxnBoAnbWv2DEH/Hz8CTjpiHRP/jX+HPfu3ZDl5Ve2ve3669usvULdba+h4B+0Z8I/wBkj9pP4W6/8Kvhx4j+FGgeLPEKqun6l4Zm03T9WgKwzxH7Pc2qpMnz3CHCkfMqkjNediotzulprt/l/V/uPfwU6UaTjLlT039Led9+/rezZ/Mb8fP+Den4u/Bf4c+KfHkf7Rnji6XSY3u0hHjvVZAVdpHUKplx0HAywxwB1rxcZQ3qOfK1unp8vy/I/SuFZYWqo4edClNzaSbgm1r3a0/Htroz+ezwrP8AET4KfFDStd1n4p+KfEi+GNXnmm8PXuvahqFtqMdvJLAIrqCR3tirkb1W4ZA2NwBA319Rwp4acd8YYSea8NZDiMwy+lWlQ+tzxeXYChVqw0nGhPM8Zg1ifZtctWWH5405+5UamuSX7zlvhbmmcZe8Tl2UxrUKitCo6mEw0ZtXTVP6zWouai1aUoKUIzjZyvfl/cix/wCDgfTvAeg6Xpkv7IPhzWzaafZaab2z8CeH9aubiS0tooHupk083dyrTtGZGkmjTczkkg52/V4/wr8S8rpU6mP4RzW03yRWVxw+eTvGyvUpZHiMxq01ZaVKkIRfRvU/JOOfBLxDws6dbB8J4/G0pVLf8J08JmNRafbo4HEYirCN/tzhCOnW3u89J4Z+FH/BeueVfFWmeF/2brjwfgm2vbO38CTXP9nLmPdCkcLt56sGXcP3itkYz8vx+Kw+KyfFSwGa0MZlWOjCNSWCzLC4jA4uNOp8FR4bF0qFZQnZ8s+RRkl7rdrn5RjuBOL8mkoZtw3m+Wykk4rGYKtQlJO9mlUSbu09bLbd2aPyO/4Kff8ABF3Tv2NPD2k6x8G/Fkfxfkuo7aW+i8K6k/iE2aSXXlTvMsZPlrDCDK+T8q8nGBWft4Ta5KqlvtLtv0Xr169rnz+PwGLwSTxGGq0E7WdWDitdPO9/6tblPwe8I2N7pHxC8L2Go2k1pe23ivQI7i1uEKSwv/atmSkiHBVsEHBH5VE3J23a+/8Ar5/I8irGU4q19Unp3/ry18t4/wCiB/wcQc/8G3P7GJxj/i4/7Lp+n/Fm/iwPb19Py4qoqyX9b/f/AF22LgmoQTve1ndeT33tr5/ef5vtM0P3o/4No3Cf8Fj/ANkbPfxL4hUfVvBviJfQ9c46j8aAPvH/AIPI1K/8FRvCGP8Alp+zl4CfP01LXU/9p4zkemO7AH4DfsX/ALHPir9pz4s+GvCepaZqmi+CdY/4/PF88UtrpFpumtkjMt/92PfHLI4yfmWNiMYoA/qn0r/ghZ8Cf2M7i0/aI0D4zeDfiTrHgdFvoPBlr4kj1u41R3VZTCumNkTkNCFKkHBbHy5IoA9fh/4Ly6/oKpoqfsFC6j0pRpiXI+EdjILhLAfZVnD+R84lWISBju3bs7hwWAPQPDX7OXxF/wCC5UbeOtG0bxD+y/H4Zyz6Xo8M/gBL77C39lfNb2PlLN5pcXByPmI8zqDQB2R/4NavjDgH/hp3x3yP+ihawP8A2v14/un6nigcd1f0P00/4J8/8Eq/AP8AwTx1TV9U/aH+LGj+OrTV/tX2OL4jeIf7cii+12/2eHyV1TzQm2T5k2j5W+ppcz960ns9umm9/N67+lrHUowUel7Pb9drdF2fnufrB/bX7BkRz9p+BTD3i0Q/+0vz6/hjDeTKdb2jXNO3Mlv/AF/XqefNXm7Nb26PsvL9PK1mOOu/sHSgD7R8Clxx/qdF7+p8odcepr6Ci17ON2r9b23+d2vvv2vc6VTTi21q+u/p5ff6HxF+3J+xr+z7+3V8LpPhZ8CvHXgTwb4qkjvI11LwFqVro+rBr1EjgIudOWOYFGQlME7SeM5Jolyt9LenX+vTy7y4ZuUJ6J76f5bO33a9bXP5kv2yf+CHXxh/ZQ+E9146X9oXxzqRtPtf7s+ONVuM/ZoEkxtaUgk7uvHpg8ivjc1pSpTnUjOSv0V7L0Wvfb3raW2P6U8P5YXMcLh8HUw9K91ecoK7vyp66N7dunQ/H79nb4veM/2aPita+O/EXizX/iZHpDRi48Ka5fXes2UzRuk5Vra/P2KUsvyFVcnkpgchfvOHfCfxJzvKMJxDlXDdfG5VjaLxGFxEcxyenUr0Y1KtNyhhK+Y08Y250p8sHR5pxSnBOE4c37LjvCPPMwwSr5flEatKtD2lNqvgqUpQezVOtXpVNd1darVJpxP2Fu/+DjnwxoSlrn9jvQ0gRthuJvhZYpAGJ2gec1q0Z3Hhdpw3UEitcTkuf5FgZ43iDh/PclwlKpGlUxma5LmWAwkajfLCP1rE4WlQblJWp8spc+nI5XSP5m4r8IvEOlmEpUODs/qUIuS9tSy+vOi7PT97FOm79OVtPo7NOOY/7EPwT/4LeH/hpTW/E/g74EXLfv8A/hF5Ly28JEHVP3jL9ggEa5i8oDHOzdgdSF8mnj8BXjzUsVQqR7wnF+fnv69ep8hU4P4lyx+xzDJMxwlX+Svh5wlpvpKz023S19JS/AP/AIKcf8Et739jHxzBonwxvbn4neGg8n2zxD4fnfW9PtY1gMoea7TcqLuBQE98jk4FEp05605Rku61+V/L5frLxMZg8RhKnLiKFSjJ9KkXF/c7/n9+jPif9gzfZftmfs9rKrJJbfEvS/MQja0ckKXW9WHOGUpgjIxj8Kk4z+y//g+ITGo/8E85Mff0/wDaITP/AFzuvhGcf+Rf85oA/gPoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD//0P8AP/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/QV/wCDJLjTP2zORhrT4dfL3+TVPEvOPbf+tAH8dH7WXiGw+H//AAUt/aa8QanZx39h4Y/a++Nl1d2UqNJHcQWXxR8To8LxLhnDYwQCv44xQB/UZ8DNd8O/8FhPAfhH4dfAPxLo37NGt/D/AEaz0vVNR0nVbPwbca3c6SnnzO0muSqtzJcqfLzEPnPyqAT8wB+8/wDwTG/4Iy+MP2YfE2s+Jv2jPH5+O3h7UzcT6fB4p1nTfENjBA+nrArwmz2KI450eYNv2hssWUUAfr9rfwl/YZ8Nwahc3Xhb4JWt7pdtcXbWs1/pENzHJawtMFML6gkoc+WAAQCTwM4+cA/mi/aF/wCDpL4R/ss/FfxL8FfDvw902fSvCMwt7abSNJ1K6sWXfLHmGa1kMDDEI/1bN25OBtAPF/8AiMU+H/U/Donnp/YGs59f7/68fQ/wgH8nf7e//BUn4z/tQfHvXPih4E+IXi3whoWpef5Oj6fczWVvD5ly8q7YJ0LrhWC9fY5IoA+Jz+15+00evxr8d/8Ag1x/7T/r+WaAF/4a9/aa/wCi1+O//Br/APa6AP6Qv+CVf/BxbqP7FvwmvPh98UU1b4gardxwxpqWrWl/qUqGObzCRNbbUGRwcj2GOrYYm7ozt26f0/y++56OVQVTHUYNqKlKzb0S8/wOQ/b9/wCCuvhv/goX440S10rQk0drqRHUmzu7TmwsJbkLm5c8v9m2DuzOFUEkbvpvAijKHjHwhiasvZ041M+hzTajFzrcNZ1RpRvK3vVKlSMKcb3nOUYq8nGJ/afgpUoYPirJsJ7ajKVenjlH95Byussxc7Kzd27WtZa7XufAv+f8/wCT/ML/AKY/1/X9fmj+zP6/r+vyYUAeg6R8WPifob6NHpnxE8Z2GnaPe2M66bBrlzJYy2dpNE76aba7aeKKzlijaLyoPIVAxIJXclfgPiZ4A8HcZYTF5jlVKhwlxJCMsTTzTL6ccPluKqwlUr1FnOW0+TC1YV5TqSxGYYeOHzGNR069aviqVB4Kv8vnHCOR5tHFVK2Bw0MXiKVSMsUqcYuU5QlFVKyS5ajTd5TdqjS1k7cp6P8At4ft8+A/2xPg/wCBv2fvh/8AB6M+OvDgs9G1zxdofhzVJtR1CefURI93d3saywyFYpeZNqoEXJIxX8LZXUqTwVCcnK7hez3X39tv+GP8m+OKEcJxXnGHpNezp4lxjyWcbW6NO2i62662dub+qP8A4Ng/+CYr/sja/wCKv2ibrxpp2q6h8U/hTeeGbjwvHrOmXWqaSH1/wrq3n3elW8pvrRQ2miPzLiMJucLwzLu76dWVSo4u9lFvVPura7d+36y+Xhfrf8+277/10R/DT/wWkbP/AAVa/wCCgHGNv7WXx5Tpj7nxQ8VDpz6f14zito31v/NK3pf+v6uavp6fr/Xbt0Tl+YVUI/0ov+CXKfaf+DUH43xfe8jwf+0NIR1x9n12yvueOwGf4sdfarnv8iY9f8T/AK/r/M/gA/ZF+Nfhn4C/HXwl8TPFnh+18SaHoUjtdaTd2813Bchp7aQB4YsSNxCy/KejY4zUFH9lPgz4C6l/wWctLL4vfs6fFiy/Zx0m0t7cf8IZoXiTSvCTXTTRrAFXTNYma7kZWXfhVbBbJHINAH9EX/BNz/glNZ/sp/D7WNN/aa1PTPjNqFxbM1vr3jS/sdYNor3iTrMLuDyIUXyR5YZuNjYzzigD7K+JGhfsOfCXwT4q+IVj4b+Cg1LwXplxrEENtqGkvefabR1Xy44Y9RMplUsw2BS2eMDBKgH8yvjP/g7h+Gnw38XeIvBFn8PIZLPwtqt5ots1toeryQNFZSGJPJaNmjaMhflZXZSORjIoA898Tf8AB4J4F1vw54g0i1+Hr29xqui6rp1vOuhayrQzXthPaxSq5yoaOSUOCTwRk5ANAH8dnx+/4KAftBfFb4ueNvHeg/Ffxro+k+I9We/stOt9QkghtIWRFEUcUkW9ACp+Vj78Y+YA8aH7Xf7TQbP/AAuvx3j/ALCvQ/8Afofz/PGaTbSbW/8AXr/Xbc1pJN6/j2/NefyJm/a5/aZ2Z/4XX46z3P8AauD9f9V+PQenGaKLcp2d2rrR7a30Stp8r9NF9rWo0opxaTT+b0+//L5M/rH/AGFv+DoHTv2efgR4e+FHjfQr3xVrul7PtGsahpuqXc8+22hhO6eHEbZaNm4xyc8ZpZnBxw0nGLTu3or/AOVvle3zuevw7B4jHxpyqcifLrJpLfq30+T87WSl+cX7WH7eum/t5fFrXvHekaeulWtjKlxJafZ5rZmfUpLswvsuGaQiJYJlbAwplUNnKbf3j6KGU0HnXGuc1+f6/hctyjLcJzTcUsHmWKxuKx9qT+NuvlOXe/8A8u7cvu+1tL/QDwAjhuTP4qdOeIwlHLKcXGpGUlSxM8bKropS0c8LQ120VrczR8x1/bR/R4+KWSGSOaGR4pYnSWKWJ2jkikjYMkkbqQyOjAMjqQysAQQQDWVehQxVCthsVRpYnDYilUo18PXpwrUK9GrFwqUq1KopU6tKpCUoVKc4yhOMnGSabQmk000mmmmnqmno009Gmm0099j2fwJ+0L8QvAXi/wAOeLta8f8Ai7U/Dnhq5+16poOpazdahpmp2UUchMF1HePNcPglFjSOdF2qIwjEoF/kfx18FOFsv4czLjnheEeHMwyiWExGNyzDSp0cjzLC1cTRwdWnRwc506WV42Cr0quEWX8uGxMqE8E8uni8fDG0Pyzjzgjh2tw9nWMpYDB4PEQwlWs5QjGjRk42btBWp05ytaPs4wVSpK0oynNTjmft3/tM+D/+Cn/xX+E/hn4PfCH/AIQy0tLrQfDuu61oPhzU7O0afTNG/su+v768mWS3T7RdwNPLM7JGZJM5GcL/ADJh23TpN680It3vu4J+uttdYvu9D/KvGR5MwxsIr3Y4zExVtrKtNRaaaT8te26Z/dN/wQi/4J6Wv7A37E37Q2nxeMrHxdefFzQLXxJeLp+s6Xq8OkDS/CXjJ4bSZdO3vZ3jSeIboTw3UpYpDCEijZJXfsas4eb10t26dPQVSKXs7Lfpt/L+d+3m73R/lFfEH/kefF3/AGMWrf8ApbNUy0k/6318/wCu2xi936s/Q3/girj/AIe3f8E5N23H/DYPwM+8yIM/8J1pO3Be2ugW3Y2KIld3wkdzZOy3kEiPrL/g56iaD/guT+3BEw2sjfs2ZHTBP7InwCPt6+n0xkUAfghQB/p5fsyXaR/8GfOrmSESCP8AZV/aOtNrSOoLXfx8+JqxzZjKNmF7tZBGSySNFskDRO6VUfiWn6/5etum2u4H+YpuAU+44z+Bx/F6e/rnjDb0H8dtny/d73r37/fY3qfBTXkvwS/z7/ed98K7ee/+I/w+s7WJpbibxn4YVEXALEa1YscsdoCqoZmdmCooLk4DbebFS5VWm27KEpX3tZSfTVvyXoc061OhQxFetLkpUKU6tWdnLlp04SnOXLHmk7RTfLFcztZRbaR/rE3EqTTzSoMCSaaQ8k5MkruDz0wjKpAwMqfUlvzGTUpOS6uT9byb9OttL97u7Z/irgKNWhhaNGrLmlTpUaaS2j7KhSpSivJ1ITlq5fFvoYOseIdD8PQxz65qthpcUziOA3tzHC077kRhDGx8ybyzKjTGNXEMbebLsiV3XCrXo0EpVqsKak7R55JNu6Wi3drrmstE7txSfNpiMXhcHGM8ViKVCMnaPtZxhzO6TUU2nK3MnKyfKvelZXOa8JfErwX4+GtyeB/Euj+Krfw14gvPCmvXWiXsOoQaZ4i02GG4v9LuJYXMZmtYrm3MrRu8WZ0SOWWRXSL3s54dz3h2eAp57lWNyieZ5bh84y+nj6MsPUxWWYqdWnh8XSpz5ZKlVlQq8jkuZqF3GKacvUxmXY7L/q6x2ExGD+tYWljMPHEU5UpVcNWco06sYztNRk4SspKMlbVL7Wt4v8WaR4I8J694y124S00fw7pF5rN/NIwRUt7SBp2UsxADOVEa5P3mGc1jkuU4zPs2y7JsBTlVxmZ4uhg8PTim5OpXmoLRavlu5PyXkTgcJWx+Lw2Dw8XOtia1OjTilduU5WWmm17/AOex/GJ8VPG1x8SPiR438d3TTM/irxLq2sR/aDmeO0ubqQ2EMp5G+3sRbwNjjMfGAAK/264QyGnwxwvkHD9JQjHKcrweDn7NWpyrU6MfrE4LR8tSu6tRXV/e1sf27lGAjlmV4DL4qKWEwtGi+VWi5xgvaSS3SlUcpa6667n6Nf8ABNO2X7T4wvnQhY9f8NQ+bgkDctxJs6gE/LuwfrkYr+APp5V4vM/DjCuotKWaV3TVrq1bDU1J7tfFbZ38tHH+Y/pJVU8XwdQ5v+X2JquK30nThf8AFrqu+6cf65PgRplprHh3xlpt9EsttdzWcMquu4bXtrkZHQ5BwQQeCM8cV/KuSU41cPjKc0nGbhFpq+8Zea/P7zj4Pw9PE4HNKFWKlCpUpRkn2dOZ8vfGz4LXVncz28kPzxl/7O1IxHyLy3fcRbTtjaXK8Mpzg5KlskN81nGU1KNVSi5QqU5c1CvC6cuX3o+8ndSjpbVNPVWuz4Tifhmth6ztzQlCXNhcUk48y3UXNO6kmvKzs1beX4S/tD/sieJfDPitvi/8CJ7jwh8RfD9xJq9zoti7WqanLCTLJLpezbGJp8N5lo4+z3SMU4JCt/WPgx9IzB1svj4Y+MNGOa5Bjoxy/C5vi1Go8NTn+7pwxzleTpwdvZYmD9pTeraSuffcBeKcFSjwhx3TWJwVZLDUcfXSl7OMvdhHEt/ZX2Ky1W7cbNn2v+xj+2to/wAdNNj8B+PQvhj4w6BCLXVdKvwLNdda3JikvNNilKN52V/0i05kjfJXKYevlvGvwRxfAWJ/1g4el/a/BGZz9tgcdhn7f6jGpacKOJnDmi4NP91WvyyWjs0y+NuCKuRVP7Ry1rF5Jipc9CvSftFQU/ejCpKKatZ+7PRNaPV3P0Ir+eD86CgAoAhLZbIHCnj3/wA9+OOnzYrVQXs5TlZdEn1/Ltvr2srtlRvzLTTV3+XT71r/AMAerhsg8EH+vHYfy/OueEk1a+q/4b/gdb/K0XONn5PX5vpf/hv1k8kDrVkpN6LcaU+VmHfnofr9Oce2OBzwK0aah87/APA/W3f0N4Rat5dem97X1/rtexXhkbDA8gHjPHH/AHy3H+ec/LyRqe8o9G9731623/Ht03FOCdmtHbXS+v8A4Gv66KyLCtuHv9c/0X+X5Y+bplHldvJPtv8Af6b/AH3ZjZ9mvVf16+Q6pEFAHN+LPF/hrwPol74i8V6zYaHo9hC89ze6hcR28SJGpYgF2Xc5AO1VDMT0Br0spyfM89x1DLcowWIx+NxE406WHw1OVScpSdldR2V95PRfI6cJg8Tjq8MPhKNSvWqSUYU6cXKTb06J6ebVlfpc/Ff9pD/gpT4s8XWPijw5+zb4f1BNF0fTrm41/wCIt5bNtt7CEmO5n0uLGyNCpAjuJ23BmBSNjhV/tjw1+jXw/kmOybF+KWcYOOZ5jiqVPK+FaVeMatfETSdKniW5KU2neUqdNNNRalyLU/a+G/DfLsBXwNbirG0I4rF1YQwmVRrRUqlWVnGFS/vSfeMItb3bTML/AIJ1fs1aJ8UraX46eOprrxF4kute1ErPrO67EMlpJAW1AGbebi8nkmKxvIGSEJ8oAVdvlfSp8Ts7yrNo+E/DXs8j4fwuVYKtjp5e/Y1a9HEKqo4GHsuVUaKjT/ecslOfNq9Xy+b4s8TZhRx0eDsrccuyujg6FTFTw75KlWFXmisNDk5eSCUff9677xvaX7uW9lDY2SWdlGIYoY9kSgeg6tz8zMeWbIyeeMiv4phGMFGKXuxtp1a69tX/AFe1z8cpwhTUYRSUYq1v8+76/wDDltN2xN33tq7v97HP61Ttd22vp6FPd+rHUhHxt/wUQgWf9g79sOI4G39m34wzKCC3/Hr4G1m4X0wd0SgMfunDc7cVdFXxOD8sfgH/AOA42hLy7frrax9ZwCubxA4A1/5r3gqXf4eJ8ql5b2t+OtrH+YfcyDyoUxyE6+/nSn8+e+PXnAWv1Ghf2knf5f8Abq2/rT7z/XWfxdf6XXff+rbklgQ17Y8dbu356nmZP9337dv4f4uqesXf/h/6u/6sCV/Xz6+W6/PTzP8ATl/4LYNqFt/wa1fB6G2uZYobj4H/ALCSanGkjqt1pzaD4DvILaYBsSRR38Wm3KxPuRJbWFgA8UZXie79X/X6dfluD3fqf5g9IR/Q3/watbv+H4/7IWCABoX7SO7IySv/AAzF8YBhfQ7ipzz8oI7gqAfkn+3kMftyftmj5cD9q/8AaJHyLOqcfF7xh9xbom5Vf7q3BM4HExMgY0AdJ/wTik8r9vf9jqX/AJ5ftI/ByT/vjx7oTf0px3+T29AP7Ev+D3NRF4m/YknK583QvHkWeRnyL8vjI9PtHTtu560gPwX/AOCRn7e/wi/Z+0PXPgh4z+H2ia54k+KTX3h7RfFOo6dcTTaFdare/aoL2K+V1gtmgSMoskw2oDg543AH9GHwn/4ITftE/F3xV4b+L/hr9rHU9R8J67qtl4uk8J6X4+8O3lra6VczLdNpMtlAZZ4okizE0EhDqPlbH8QB/VR4N/ZQ/ZZ+F3w78IaB8SvBnwy/tzS9It7LUtb8RyWFtPqd4sjg3MtxcXUCSSSFlXcgwSMdi1AH58f8FEP+CgP7Kn/BLPwPpvxE+HfhH4c319qsYlkTwkYdTuVJuWs/nj0y8nkBCL3Ucc4xywB+LP8AxGL/AA9VQv8Awrkk/wDYA1rqfy/Qc+38IB+c3/BS3/g5ef8AbE+BNx8M/hvp+p+BNcmXUguraZYanp1wDeW8McR8+5DIPLaJiBjjPU5woB/MM37Xv7TL8/8AC6/HYz/1Ff8A7V/TnrxztAFj/a7/AGmvun41+Oz1J/4muc/+Qh7dh+PG6JykrJNpb6d/0t5P7tDqp8nLfT8O3Xu/187H09+yF/wUh+OfwA+PPhL4neLfiZ4x8S6FoTObvSLu8lure53XFrKN0ESK74WBh8p6PyRkV14ePNDmau31er1Wt+t/n33uZzk4yfLLRvZW02/r+kf1FfHD/g6c8DfGr4Q+IPAUPgb7Ncavp0Np9obRtWjIZYjGzF5DtGT82Tke3OF+Yz2lVlUcKakr6+6nbzX2l+Hda7x/VOB6UVGniqleMVC0nGVRR7+afSz8tbO1z+eyXxqnxFlk8bRiIReIpJdQjSFw6Ro8joIzgnZImwrNExLwzCSKTa6Otf6HeAeWrK/CbhLD+3o4idWlmeNq1aFRVYc+OzrMcX7Gck5KNfCQqwweJp6OlicPVpzSnGSj/pRwHOnU4P4fqUqtKtCpgI1FOhKM4XqVKlScHKN17SlOUqVVXvCrCcHyuLjGOv2H+v62/P7j641dH13W/Dt4NQ8P6zquh34jeH7bo+oXemXfkyf6yL7TZSwzeXJgB492xwBuBx8vl5tkuUZ9hXgc7yrL83wTkprD5jhKGMpRq2lFVYU8RTnGnVhGT5K1Nxqxu+WUGk5c2LwWDx9F4fHYXD4yhKSk6OKoU69Lmj8M+WopR54u7jKycXqnf4ftj9nX/gpHof7KWmeM3+OOi3Hxjs/GOma5o2g2PiqG88QtYXWq6Q2nW/2RYXW43Wt5cJNE0pfaShMjsHr+BPFzwxw/hzxXhK2T14/6ucS08ZXyvLZVsTXxeU18up4OOPw1WpiPaSr4OdTGUquAxEsROvyzrYbEU08LSxOL/ir6T3CeW5JleW4/LqNDD08XWdNUYfxITo1aTqWTu3Tca8OVqTd+dTtywc/mb9iL/gn/AHv/AAUo/aq8XeL5D/wqLwzdeMrTXdIOuNF4U017e2jsr5I7OXXBBHIrSQmNQjuS5Kjkha/PqWrs1t3Xlpbt+P4pR/jGgrvVbdGtNt16dPuR/Wp/wdC/D9PhX/wQQ/Z5+G6XsWpJ4F+Ov7PXhldQgniuYbwaR8Lfi5ZC5iuIT5MySiPcske5GByvGDVNWbX3f8Hfp/S1Qp6TkvPT+tOmnX9T/MvqSD94f+Daof8AG439kQ5xjxXrJ+ufCuurj8c4oA/QL/g8pTy/+CoHgRz/AMtf2afAr/lr3iiPjr/c9OOvPSgDzX/gmF+238JPF/wQs/2IYvCOgeG/iV4t/sz7D8UJrWSwv9N+wW89hNt1m4lWyh82XU4ZW8wcmANwFoA/e39lv/ggb+0HoXxV8K/EbxD+09qnxL8DafOLvUtCHjbQNc0q9hmeKVIporHeXUICqgODjI5x8wB/T1cfs7/saeFLPT7HxV4H+EWk39vZWkE39sTadYTzzw26JLIVuruNmaRlaRiASd2cf3QD8XP+CjP/AAWW/Zu/4JS+JdH8JfDnwR4L1C2102yTN4Rt31SEC7sjqDeY+l3E6gbxg7iMOMHmgD8y1/4PFfh+/wDzToj/ALgOtfzLn16D9MA0Wvot3/Xl+f3Afin/AMFbv+C/nib9u/RPD+m/Ci91z4czaT9h+0TaRDfaU0/2W8+0SbmuRIDvX5fl6jjk4C5xpzu+ZS67rv2evTqu3RtolSd3d26W8umvXbz+X2vwX/4a7/aZP/Na/Hf/AINv/tQ/z6ZIV8kE9Urru9fx/UrkvZ2fdaP+nt/VyZP2vf2mAB/xevx0D/2Fvw5HlenuPx61nd93957FOMPZq6V7dd727ev+R+lP/BML/gsH8Uv2L/jlD8S/iZ4x8UePdESXTnbSdUkudRgItJZHkHkWyK53h8H5lzjAzk7d4qVk7P7u34nj10ueVrWTdrWu+1utvn95+0X7a3/Byh4K/au+Et34EsfBi6fNdm8Ik/srUoMC5hji+9MzKvK55De4H8Xy+YqdWUoRhP5Rb/H8rLTvKy5f3vgd08DQo4p1qaej5faQvpZ/D7vV/wA3S2idpfh5Dr0HieNPENuUMOsD+0FEbblQ3BLvH1OGictG6HlHUoQCpC/6V+DVWNXwr4FlTr0MS6fDuCoSnQnCUI1cNF4erh6kqfMo18LVpSw2Kg0508TSqwqLnjJH+lGVVaFfLMsrUXF0amX4CUXTalH/AHWlz8rTs2pc2l9HpfS5Kf8AP+f/ANfsT1r9MV2ldWfVXur+T0uuzsnbdRd0dzsm7O66O1nbzWtn3V2r7OSszqdG8deOfDdpLZeGfGfifw7BKpHl6Nq93aRRsST5iWwka08wMxbLwOCSdykE7vzPi/wf8PuNIYqeaZBhsJmWK9tUnnmSxhlWc/WatONL63XxWFhGnmVelGEfYxzejmOHg460GnJHkZpkeVZ0oLM8FRxUqa5aVSpH97TVuW0ZqzcUrWhLmp3t7ulz6+8Nf8FMPCXwi/Z38Y/A74qeBz8WPHnjvSns9A8R63pl5rmtW5Fy7JcW8tkuI3ZYmiO+MfMrKFZSrt/DvGPh7i/DPiWrw5XzWGc4avl+HzbLsaqMsPXlgsTiMVhY0sbQvOlSxdHEYLEwl7CtWo1qKoYlOjOtUweF/gL6S/DWE4dz7LY4SNKFLHUPrVONNNTjTcq1HlqJ2SkqlCdnG8ZQ5H7kuaBQ/wCCNH/BJjVP2rvivp3x+17xJB8Nv+ER8a6h4rsNC8R6jY+G7i9hk1W6ht7e0sdZ+z3VxmG7EkaQhmaNN4+UV88fzEfr3/wfFD5v+CdL4/1kX7Soz1H7uT4KHGeP+e3pz7YoA/gEoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/0f8AP/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/QN/wCDJUkW/wC2IP4X0vwKf+BJrGs49+jH/wCtj5gD+M3/AIKRWht/+Ch37dVt0+y/te/tGQYPGPJ+Lvi2MDHfG3GAF6dR/CAeX/s+ftI/E79n7xt4d17wL4y1fw1ZWWu6df6rDpsiIt3aw3MT3MUoaJ2KyxKVbYQSD8uc4oA/uW+G/wDwdifBzwr8A/D/AMP9a8Lx3/inT/BN7od1q8sGutcTalPDexxXTMkghLo08ZDKqrlR8p5FAH8iv7S//BTb9pf4r/GLx34x8I/GHxdovhjxDqMk2n6VbTxLb29rIm1okWe2aUKQSMM+ee3O0A/O3xH4h17xbq1z4g8S6ncavq96266vrplaeZskhn2qoPLHB4+8TjjCgHOMTk8nGSPT/wDXQAmeMYGfXv8A5/P+RUAcpAHI/l/X+mP6sANJGc449KAHKxDgr8pz24/w/n+WauCTlZq669Ov9f0yoTlCSlBuMls1o1+D/L7rm9p+tX+mzwXlpd3FtdWsqTW9zBIY5oJo2DRyxSqu5JEYKyOpDKygqwIDV6MIQw0qeJwzqYbFYarSxGGxOGq1KGIw+IoVI1qFehXpSjVo1qNWEKlKrTlGpCaU4STjFx9vL+I86y3GYbG4LMcRhsVhakauHxFKfJVo1IawnTktYzg0nGS1T1XQ9J0v44/FCwuU8jxbfTJI0YkTUIrTUkZVOSoGoW1yYt+SJJITFIw6yZwa9rKfEzxA4enia2B4tzuu6z5p0s4xlTPqLtN1LU6WdPMI4Z1HJ+0nhVRqVE9aicUfruT+O/inQxWHiuLMRWpznThUhjcHluMUoR6OWJwdacOb4ZSpzhUev7xNJn1h4N/aA0u+s0TxikOnXpK4u9NimeykQ7vmltnlnuYGUBAfKe7ErMzCOBUCP+4cG/SewGI/2LjrK6uW4n28IU83yPD1cRlrpN1HOeNwNWtWx2F9ko0ouWDeZPESq1JRoYRUoc/9e8LeNmAxWFox4no08HiZ8j+uZbF1MI4vm5pVsLOvUxVBwSgr0JYx1XOTVKhGCjLQ8QePrnx5NY+EPhuNUvp9a1Ow0q51XTtOu5GjjvbqG3kVA1szQQhJczzSpExQMCFi3+b8n4xeO9LiTC4jhPgqpXjkmMpexzjOp0cRhcRmlCsv3uXYKhWhRxOGy+dN+yx1XE06WIxylVwio0sFGc8w+d8RvF2njcLiMp4VxXJhKlGccZmsoulVxMZwd8PhaVaKq0aFny1qtWlGtXlzUYQpUYueK/dv9nT9mr4ef8En/AGn/tVftIWnh74qaX8SdGuNR03QNWu7S8udLnlgl02EtZ6LNDqEMkdyqzBZxnIycqNq/guFhGFCmoxtaO1tvS9+n9K1j/P/ADurOvmmLq1Jc9SdRtzbTb829vyS873P0s/4NjP2u/En7TP/AAUa/ahmstavo/hevwV1HUfC3hBiw0zR5l8X+EUElrHMvnqwgnaL53Y7Sen8XU4xSTUbS0vv+ei+XTVa6s4JW9mrKzur+fX07dtvO0v5Dv8AgtQoX/gq9/wUEAGMfta/Hz/1aPir/P8A+qk0la3ZN+r/AK/qzMnv8l+R+X9IR/pWf8Elozc/8Gqf7Q0J5MXgL9qSUDr8sGnwXefzjY8eme1XU3Xay/r8f6uB/msqmPmPOPw/9mbr/nP8MAfoF+wv+3H8Tv2UPi14L8S6d411qx8C6JfJPqnh22k/0K7gVlZY5ESMzlRtOApzz353AH9hnxn/AODr74Q+O/gR4i+H/hzw0ul+KNS8JWej2mrQQ66txDqEMNpHLcI0rtFvLQuSSGX5uAMigD+ML4hft7/tUeL9a8WmT41eMJNC8Q6vq84057i3+z/YL6+muIbcqbbeUWN1XBKnC4z/ABUAfHN9fXeo3lxqGoTvdXl5M09xcSEb5ZpDl5HwDlmJyefpjBoAqyDhQON2Pf19/X3/AB70ASDbGoY85HTp+eCT6Z9ODluRQARn5t3UHoOw7/0Pfj8MMpbPfytf9DOo5Je67f59PS//AA5IWx16fXHp7N6n/wCvnK64NfvlzJ289Px9bb/PcmMpLRu777669O2uuvpcSKUxPvX5fp/L8fr+B6V68qdKatLla83/AMN/Xe/vdFKvUoy56TnCS+1HTbstfufT+ayUtjT9f1nSr2LUNK1G6sbuLPlz20jRTR5GDsdQGGQSDgrlSR0JFcs6ccLKnicJUq4TFUJOdDFYSvVw2JoTcXDmo4jDypVaUnGUo80JJuMmuZJtH0mQ8W8R5JmEMwyrNcXgcXTVoYijOMakU97OzWqdno7ptPlu+b1Lw58bviZYX8ZPim7vYmeNpbfVI4NQglSNs+WTco80CuCVka0nt5WU8SKQrp7mVeKXiDw1OWJwXFWcY9SlRdbDZ9jcTn+HqwpT5vZKOb1cbUwsKivCrPAVcHXlB2VeLUZw/b+GvHLxLhmlGOI4lniqEpRdShjcHl9ejVjCSfs5OWHjWpxmm4yeHrUajT0mmoSPrfw18ePDl5ZwDxKy6Vf4VZ5bWOa4sC23JlVB513CpbgRKt2RkEyckr++cH/SgyLHU8PheNMqxWSY6UuSrmWWUamPyZxVNzliKmH9pUzbBqU17KGGoUM3leUaksTGLmqX9ZZH4z5LXpUqfEFN5fidFUxWEi8TgLKHM6sqSlLGUU5rkjSpxxrV4ydRxc3HQ0q08R/tIePfC3wu+H51W20jxBqv2G41u3sZkgnJSQJNPcz23k29qCP3UcrIdzeZPmQRxwfkPjD4wVfEDGRyDJlUw/COBxntIyaqU6+f4mhOSo4/FU5Ro1KGBpr95gcvqxhPnaxmOjPErDYfLfyXxV8Ua/EOHxeW5HiHhckoKalOPu181lGVo16qladHDJWeGwvKql37fEtVfZ4fD/vXo2gfBj/gij8Hte8F/G3QfDPxP+IHxU8LRXvhTxDLdJqd/wCH9R8TJb+I7WWJvD91HDDNa28j25W6RtnKSDf978zpJJQS2UY2+S00d/z+8/h6vrXrSesnVqSbe7bm23fzev4H7of8Gvvxx8afHj9i79u/xR4t8RX+vWkHxB1SPwzFfOHXSNFuvCHiuWLT7YCONlgQRxgBwzfJyf729RW5NVrvtpr6Wf8A5N+SMaqtyXd9H+D+fy1fXbRR/wAzb4hHPjrxefXxHq5/8nZqye79X/XX8/vMnu/U+9P+COOoxaX/AMFYf+CbtzNI0SS/ts/s16cGQZJl1f4s+FtJgjP7+3+Wae9jic+Y2EdiYLrBtp0I+s/+DmH+0P8Ah+F+3h/aQcXH/CTfBvyxIct/Z/8Awzd8G/7JI6/IdK+xmMdoyoGMAUAfhPQB/plfBC/l0n/gznv7q3VXkuP2fvivYSBtvyxav+1V4r0a4J+7hktbp3QHLbgp54LVHWS/rbXz9fXtsNK7S7/15fn9x/mcPwFHoP8AD6/z/Oqptxk7Pp2v1/r+ka1fhpf4f0ieg/CnxBp3hX4jeBfEurMyaVoXirQ9U1N0iknZNPstSt5711hiYTSstskjCKFllkPyxlXKVhiYSnTrQTfNOnOMb2XvSg0tbLrprdaa7tnnZjRqYnLMyw1H+NiMBi6NHWMf3tTD1IU/elGUY+/KOsoyit3FpNS/07/i7+0LoPw90/V47O7sUn0a1lm1rX9RlRNE0ARc3CyHcv22/t1BR4FdYILp4oZGubmK405fyvCU80zvN8Fw1w1l2IzjPsyxEMFgsHhIe1qVMTN/w4x92LdOEZVK9SpKGHwtOM62Iqxp0ayj/iXXzPF4rMaOQcP4Opmmd4qssNRpUY+0jGvKTcoJXSnOlCMpV5SlToYWKlUr1eWjWhD8pbHxT8dv26/HGo+FPgtqes+EPhrZXsSePPjtrkFzDf8A2JH8ySx8M2SXFvdWguJfPk0XQ9NutL1XUbeG1TVL3wbpEusWVf1/lHhN4ffR/wAsocZeM8sFx74hYzDVpZD4dUZUMVkmFr1UuSrmMsRh6tLGTwkfcr43FYaWU4B4iqsvyzOMdQy3HR/Ycq8POHvD+lDiPxCq0eKuKsRSm8Dw3+7r5Xh6lSzjKtGrSnDESw/vQdapSWAw3tZrC4HFV6eErx/Yj4N/BH4f/AHwFpXwz+Gmlvp+i2Ja6vbu8eO51jxBrVzFBFqPiXxHqMdvbrqOtailtAs7pbwWdra29lpWlWWnaLp1jp9p/OvHXHXEfiJxFi+JuJsX9azDFWo0aNJSpYDK8BTnOWGyzLMNKpW+rYDCurUdOm51a1atUr4zG18Xj8VisTV+Vz3Pcy4jzCtmeZ1faYir7kIwTjQwuHi5OnhsNTcpOnQpOcnCLlOc5yqVa06tarVrS/KD/gqf+1StraR/s5+CNSDS3McN38Q7y0nVxHaj5rTw87qzHfcECe+RjkRKsbgeaK/sD6JXhI6td+JWe4Z+yoOdDhujXg1zVl7tbMkpLVU0/Z0JX1m3JfD737B4S8IuU/8AWTH0vdp3hlsJx+KdrTxGtn7vwwet3dq9rx/CWv8AQI/oA/Wb/gmqznSvHqMfkHjPwgyZ6Amyv9/6heeOw5/h/wAvPp2f8lxwPrp/Y2L9F/tuH27ef/AP5A+kkl/rBwj54bFX8v8AaaC9Pyf3Jy/q6+C3jXw94Vs9fh1u8+yPdzWk1uCjN5qwxTI6jaDhssMZwOetfzfk+Mw+FhXVafK5yg46XukpJ99bv/O1kzLhXNsFl1HGQxdT2bqVKU4aP3lGMk9vN+d+z3jT+Knxn0rXdKuNLtLWKDT8rJLqOo+WsiqhLHyA2DGcrxJkZUkYUCpzPN6VejKlGKVO6cqlTdKN/h0Vujv06t7Sz4g4ow+Mw9TDUqcY0W05V61k1ZvWF1eOtustHvbWX5r/ABd+K3gvyJFt/s8sliS02tzTpbWdsicvumcqJExywyAPvDpXxMo1s8xlHLsmwGIzLH1ZqFOGEpTq1W3KySUFzNX+7pfSR+O5jjoZtiKeAynB1syxzkoweHhKck2/hTinzJv0S3ufgl+0t4z8P+Nvjv4KvvgVqQtfHDTmwu9a8PMbNG1l7pY7PZcQ7fOuYyJTLMhdHjYFixNf6ZeBGR8XcA+FnFWK8ZYKfCGHwaxuDyXMV9bxOGwMKfNiHNTd40pRaUKErOM9mrNH9WeGmAz7hng3OK3H7ismp0o4nD4LFXq1sNhI071VO7k4wd48sL3UtuWx+kHwP/bv8ZfC++0f4V/tbaDfaLqBjtrXSfiIkXm6ffQGUWsMuqvGDGG2qGkuUJJyDJGrNub8f4o8FuF/EDAYzjTwQzfDZpg+apVx3DMpqGMwdT2ftqlPCwm+dpNuMKbjZWaUpW935zH8I5NxPhq2d8B46jjKCcpV8s5rV6M+T2ko04y963RJ6LVXVkpfrXomu6P4k0211jQdTstW0y9iWa1vrC4jubeaNxkMksTMp+nX68bf5Tx2AxmW4mrg8fha+ExVCThVoYinKlUhJbqUZKL/AA+77X5dXoVsNVnRxFKdGrTbjOnUi4Si1vdNJ/102jqN02jqent7/ln0z+GG5Uruyv8AIiEbyT6J6/1+PX8bxgH7vK8nPXvn+XT2HHU4rWqpcjj26W6f8P1W2+1zsm6ag+Vxb8tHb7tXp266RdlyuVcHeQeg49+35evP+6cmuGnCSmrpu3ydt7/a69Gv/Are7zwlFySe0t/u7WV9u8fO1/ebId+Cv4kH29iR9OB75r0FTttF6eT/AOB+VvQ7Eqe9kn6P87K776W1srjoX2LtJ5PX8c84BPtjn8uaU4ycXo07dv8Aht99/JWJk4q7W2lt/wCt+/fZ6OLSNnIGcjP0GD2xxj/gXr2xXnqnNTvZ6PTrfst1b8fNbnJzRUlHdXd+l/w69uZervaKqSWBXPvnoR+nv0+nPBrvceaKvfTy77reP5/df3uiXs5w3V9deqa00W35/pGlrGuaR4e0+51XXNQtNJ060jaa5vL64jt7eKNBlmaSRlUYAJ+9k/3R0bXCYDG4/E08JgcNXxeJrSUKVHD0p1Kk5SdklGHM9XprdelzClhq+IqRpUKc61SbtGFOLlJt7Lljzv5/f3Pzq+Ln/BSP4a6FIfDPwX0+++Lfji5ea1trXRreZtMtLmObyM3dyFO9d58xPL+WSNThhnNf0Zwr9G3iKvRec8fY3C8EcO4eMK9fEZjWpxxVai6ftX7GlKUeV8vuS5neMmtHb3v0TLPDfHum8dxDiKOR5bTSnOpiakY1JR5eb3Itq2lk7u6b6ac/zLF8H/jt+1Dq9n4k/aP8R3lhoLTLcaX8L/DkskNqiSqMR34jyGIwAfM3uUc9CBXbm/jb4f8AhXh6+QeC2S08zziUXh8VxhmVNVajmnZzwilG71baceWHNHXT4eHMvEnh/haE8s4CwCx2Pd6VTOsTDmfMnbmoRd2730duRON3dNc3T/tMeEvCHwj/AGdfiT4X0TQdO8Oxf8I7HpUcVtBGk0t1qHlpBHPMAJJpZCiM4dmy+GwOtfnfgtnvFfHfj7wdmWf5jjc1x2HzeGYYmVarOdOjh8PGpUqezpfw6MIRlKyitE7anxvAmYZ5xD4nZFWzTFYjF4qjjqeLr+0nJwpUoRnOUYwu4wUIdI7KSTvbmPtD9gnwj/wif7NPw9ilto7a8vtKW8u1RcF5J5ZZ1lY4UlpYZYSSRn5V6Y+bz/GvN/7c8VuNsfGrKtRjm0sHhnJ35KODp06Lppa2jGqqtlf77s9njLFrH8WZ/ilUdSH114ek3ranh4Rp8qfZVOfb9D7Nr8vPmwoAKAPjr/goY6R/sI/tiM5AH/DNPxnjBIz80vgHXI0GDkZaRkAPVTyMEZrXD2+tYK/XHYFbX1eLopdutuum+h9b4f2/4iBwBf8A6Lvgzz1fEuV2/G3pv0P8we44WPI6pxjPP7x+T+RHGB075DfptO6k2m13+7pp6dfLT7X+us/ifl/l/X9Ik0z/AI/rP/r7tv8A0ctbtt7/AJW/r+u4R+Jf10P9Rf8A4LL6aL//AINWfCV0Y950X9mL9gDUgxJUwmW8+COjGQDHzEjVjDg4GJS+SVUNzveXq/z/AK7fkpJ7v1Z/ls0hH7+/8Gubsn/BdX9hvaxUOf2lkfDYDKf2QPj8drdiNyqwBz8wUjkZUA/Lr9v+OSH9vD9tiGYu0sX7XH7SEcrSp5chkT4x+M1cyRgAI5YEugA2tkYGMUAXv+Cesvk/ty/slTf88v2hPhPJ/wB8eNtGbtn09Pzpx3+/t287r+um4H9l3/B73B/pv7Cs/wDz0tfilFn/AK4y6O+Oq9PP9e/QdWQH8EWk6le6Jf2upadcSWmoWcyz2l1EQJIJl+7IhOQCBnrkfXNAH9RP/BHH/gvXqf7DVtrNj8dtZ1P4gWNxBeW+lW2rfbJ47KKVAtukX9nLCQseAF3ZPY7hjaAdt/wV9/4OEb/9s3wr4f0r9n3V9T+HF9p32E3dxo326B5fs+pfapdx1JZlO6H92cBeOBggtQB/NB8SP2lPjr8YLGPSviT8SvEPi2wgGIrbVZoZI0G/zBjy4oiPmJbr1PagDxFcFtp7dcn1HHYY6e/0XigBiruk+mP5fUYxz+Pp1UAkdlA2Dr6/575zxz6ZOcKASIflx79f1/r/AIk8Bc53e1/PR/8ADMwk582krJbr+u/4W16DWYYxjnJ79MHHoOfx/A9W9XBJey10fnpf813X+W5cZPs36a9PRdrvf9SxDdyRJsRiufQ+nQ/dP4/ruwK3nQoT1lGLfd26/wDgW3ovzUeylj8XQi4Ua1SnF/ZVrO3e/wCFtt7tu0eu0T4heN/Dlv8AZNF8S6rp9oJTMLa2uXS381tuXaDPlM7BFVyVbeqhWBVQGdHO89yP9zkmf59k2HeI+tSwuVZ1meAwlTENQi61XCYTGUcPWnOFKnCo6tKXtIU4wqKcIpR/SOGPFHj3h7BrBZRxLj8HhYydRYWLpVKEZyceaap1aU6alLlXM1C8lpLmSSj9C+Af2iPF4ZIvE/8AZ+uWgeQy3DW8Wm6iqldsaRy2Ecdl5cb7XbzNNlmkXKmYblZf0nKPpJcbZHVp0s7weX8UYTmm6jnTjlWZtSptUoUsZgaP1KEKdRRnP22U4itVXNB1oOUJw/pPw88euLa9FriR4DO6cZ1HKrOjRyzHNWcYQhVwVKng1CEkpPny6pVmrxdVNqcfoa2+NvgGeJ2bULqG4VN0dkbG4muLqTaSILX7Mk8TSMwEa+dJApLBmdUD7P3DLPpJeG+OwWLxOKqZ1lOIwtLnhl+NyyVbEY+oqfM6OAq5dWx2EcnUtRhLMMTl0XKcak/ZUVVnD96o+MXBVShWq4jF4vBVKNNzjhq+GdSriZKN/Z4aWFlXo8zl+7i8TUw6u+aXLTUpx+of2L/2A/iH/wAFBPG+r+LbrWJPB3hn4fTv4ii07V3stHs7nRvCsP8Abktssusx273kl5HbzCaSI7pZ5pFgEaLFBF/I3FvGuP8AEHirF8R4+jHDR9lHA5Zgoe9HAZXh51p4fC+10lXqupXrYjE4iS/fYmvWdKFDDqjh6X8T+NfGGP4wxzxuJnGnhV7OlgsDTcZU8JhadSbp05TUVKtWlKUqterO3NWnP2UadBUqMPrr9tv/AIKLfDHwnovwz/Zr/Zx0Gx+GnxJ+GWt+H/DHizxh4XF2l1rt0niGGeeea4uJLmyl8yzuFgLW6BNq4GGya8ukrvfd2/rrf5r57x/BIR1009F/Xn3/AFj+9/8AwcaavqOv/wDBuX+yPrWr3Ut/qmqfE/8AZlvdQvZyDNc3dx8Jfis888hAALyOWZiB1bvU1Pjl6/12/rvaxhU+OXqf5tFQQfu7/wAG2AP/AA+J/ZDYHG3xjqOfcN4c1lcfr6fiv8QB+hv/AAeYxH/h578Ne3mfsv8Agh/wHivxlHx+Keh+hoA/lA8L+LvEfgXWLfXvCurXWi61af8AHtqFmyieHlWO0sGXlkQ9P4cgHJ2gH9if/BKP/g5J0j9kb4Gt4E+ObXfj/wASCGxjXVNXTUp5wbdWD4bT2ii+YYzxxj3woB8A/wDBWn/guP8AED9sP4n6Z4p+AfjLXfh3olrLunsNGaeCGRfshh5GoxzSYMh3dR/wHPygH4M/Er40fFX4yXUN78TPG2seL7q2KmCbVZYneMohiUqY4U5EZ29DxxxwaAPKXO3AHHXp+H1/nz71dP44+oEo6j0zX0ap0fZP3Y35H18mYL4l6+hMAo7A/wCevv8Ap+hDfK1V+8kl/N6/I+hpwpqCdk1yvW/3t/0vwtKq74OBx09+3pj/ANmaqpwva6vd63W39fL8Ly82tNqo1F6eWw5TlRxz6/p7fX9OetezRhT9mm0lfXV/1/XocU0+a+r+V/l0/rvuWoruaLAEjbfTP+T/AD/UheedCg5u9OL8/n6rXrr6dU4+nRzLG0YKEMRUhHT3U122/q99nb4juNK+J/jfQoVg0bxJqVhEjrIIYZR5BZQADJC6GKUYABWRGVgAGDAFaWV5vm/DWInU4eznN8lVWvDE16OWZljcJhcTXppKFTF4KjXjhMY1FKNsTSqxlBcj5otxj+lZP4v+IuTYWlhMt4px+Gw1B3pUOXD1aMdI7U61GrFpqMU1JWdtbWSl9G+AP2h/Em2KLxcLDVrYK2+9jt0sNR3tgoWNoqWDRoAw2JpySNxumGDv/Wsl+krxllFWNDPsty/ibCxjVvWS/sbM5VJNeybxOEo1sv8AZUknemspVWpzJuvBpuX9K8CePnEs8DTfEkMvztKMuavGNPKsdKcvgcp4WH1L2cEn7kMujOV7uqrXl7ovxq8G3VnO2mzXt7qoRhaaPHYXUlzdTEAIFeGOWFYQ7DzXaVZVQMY4ZHCI/wCuVPpL8Cvh/G5jQoZtHPKNKUMJw7isFONXF4twgqclmOHeIy+ll8a0/wB9XrYmnjVQpValLAVa3scPV/Z/+IzcJTyuvjKc8THMKcGqOV1qfLUr1nFcrWKpOthYYZTl+8qTqQrqnGc4YapNwpy+/wD9hX/gnZ4r+LulT/tm/EjXIovC3w1l/wCEh1bwp4im0/TDqNo03kLax2F4LbUGijj2rFFalSkShV+VRX8cVc4zLiHMsxz3OcRUxeaZpXeIxeIqN3lJqMadKnHalh8PSjTw+Gw9NRpYbD0qVClGNOnBH8B+LGeZhn+dSx2Y4t4uvUqyk5Nx5YrltGFOMfdhSpxShThFKMYRjFWSSPX/AItf8FOvDXxZ/bL/AGcvBv7LNoPhF4c0HxnpXhnxVpfhhbyCz1ttG0O90u9e4Go/aC4udRtftbGFlUucrhAFaz8nP1W/4Pgxv0j/AIJr3B5My/tOjd67YfgE/Xj/AJ656flQB/ADQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH/0v8AP/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/QL/wCDJZv3H7YS/wDUM8Dn/wAq+se3+fXtQB/HR/wVHga1/wCCmP8AwUItR8ot/wBtb9qC3I/65fGrxrHt7Y+7+nOeBQB8KyJjafp+P/j3GfxxjvnCgDS28Bf7uB39fw9Pf19qAFJDDav3h1I//WDz/vcdAB0oAiG8nbnp/X06df8AgP4dGAH+SQNx5Hp9PX1/P65oAiI+bA/z+v8AUfhQAowuQRk+vH9S3+fXICgCEZyw6Z6f5J9fT8sYoAegGM98/wCfpRdq7W4ns/T+u35/cTKVAORz/P8Ap+Y/PJqfa1G0m3vtd/lqlb/h7XuY3lo7vT59Lf1/wQRtpz36gjHH+fartF3Uk2n/AF/W9vneOka1SElKMmnF3Xl+X5/cdr4I0LXvGfifQvDOlx3Us+uarZ6VC8EEswje8mSFGYqGVQrPkljjjknqsvCYff2ab3/r3dPvf6x9iOeZpGCisVNe7bfb8v8Agedkz+sj9mL9mr4bf8EnPhvD8cP2vNF03xtpfxQ8L32qeD4L6SGF9NvNVsbrRtKkVbdnkD2+qxJOBIM5AzgECsfq1FP4Fvtv+On3389LkSzvMp3i8TNqWjuujXbmXftppa5/Pj+2V+2X8QP2ifHPibTYPE93cfCxL9z4X8PMxa10+xJ8wQw5IJXzNzcjrxkEmu2MYpJJWW68v0/q5wyk6jc5u8297+mr07u3Xzta8f6Tv+DLQsv7bX7QS9j8BdVX/wAurwafX1X/AGsfiDV1I2p+ba/rrb9fLYzu9r6dv62/X5H8/n/Ba4bf+Csf/BQgen7XHx+/L/hafisj9CP8msZ/Z/wR/IS8+7/r9fn5H5dVAz/S9/4I7xi4/wCDWj9pKHr5fwo/a9uCOv8AqPCWoXGcfSD26ZHqx+n9f8Eqas9Nrf1+h/mjfMOScjv/AJKn+f4H+IJJlBYZU4X06/yI6dPTtxglQCN2wRtGM/j/AI9frx75zQAAH+I5P8v0H9frzQAio0mTnp7f5/z17UAKI2bIz0/p/Xj/AGv97+8ARsW+6TnH+fb/AD64zQBND8py3Q/p+vcf7v6E1tRSctVt/X9bX+VpZ1U2tPv/AK/r7yeRQo3HlevTGcep69COg4/uHIrepGMFzRtf8duu3y008jKnL3uXqt7u/X0er1W/pbXlgVlY4HqP1PYYXp0689eK5JVaiWj/ABfX8vl+iNprS/b+vn/XkS/cOe34dff5Rnv3PqTUKrOXut3X9fp9/wB4qcmpLV+Wun9f8OAlcP5qEjHT2z0/L6e3FHsoT92SVrff+d/W23c7aeLr0pKdObjNbSW//tv9dtz3T4A/CPxf+0B8T/DXw28PC7jvPEdx9ngu1t5HhjO5BkyMoiA+fqx9+OlTLCYfldoL8v8A2z9VfyO/+3s12+tTttbt59P62vsf1N6dpXwV/wCCQHwQ8RfDL4/6DpniH40eLdAt5fBfiR50S70y/vBBq0U0a2u9Sy2m+P5mUjuATXMsPTi+aMFpe22mvf8A4Ot76WRH9sZhUThLEScZbrX7l/wT+Xf9oT9pD4pftB+KNQ1Lx94ru/ENjb6tevoMd0SRZ6ak80WmwR5JysFiYoVOPur0PRtlJrrdLTy9drv7l8jCSTu+u99td/1+fyP77P8Agzzz/wAO8v23VJzjxmP18EeL/wDD17ds1vdvfX1/r/hzhu3fXbTv6+XXs9tb7R/zr/iDz458XEdD4i1bH/gbN9P5flRLd+rBbK+/U+3P+CTFlIf+Cq//AATatLj/AEOa3/b6/ZGeZLkGB45bD9oDwDO9tIkm1knd7c24iYB/OYR43nFID7w/4OiwB/wXW/bmA/vfs0H8W/Y+/Z+J9O5//X1oA/D/AOInws+J3wg1638K/Fn4c+PPhf4ou9C0PxRaeG/iJ4Q8QeCdeuvDPifT4dX8NeIrfR/Eun6ZqE2heIdJuLfU9D1eK3bT9W0+eG90+4uLaVJGAP8ARo+ENuZ/+DOPX0hGX/4VN4ynfnHFv+1rPNIeSoJWCHcBnnGBknDBUd10/r5+XS3dPXm/zX2B+Ud+n+ev8+Pemm1t/n/W39WNaq9yn5K34fjsdz8NtG0zxD8QfAnh7WknfR9c8Y+GNH1ZbWTybl9M1PW7Gyv0tpfm8qdraeYRSY+STa3zY+V1ud0nyO03GXK3spcvutq1rX1e9uyv73mZnVr0MrzOvhZQhiqOX4yrhp1FzQhXp4erOjKcbPmgqkYuSs7pNWd7H9wmn+Ete/bk+PGr/BXwxr8Om/AP4T3v2/4k+OPD0k2ow+Mby2vZbOwtNG1BIxp9xBq19aXkXhFZTFYT6fp2u+NXm1t7LQ9Etf3rgfh3LfoteGtDxB4iwFPMfF3jyhLCcOZRi6aox4ay6dKFerGtTrcuMhUoUKuGxPEM40oYhYzE5Xw7Glg6ax2ZYr/Lrg7hvC+DvC64jzWhSxnG/EUHRy/DTjywyrBuMajpfvY066lGMqVfNJKnCbr1cJlihShTrYyr+6Hw9+HXg74WeEtI8D+BNEs/D/hrRLaO2s7C0jC+YyRiOS7vpjmW+v7oKr3d7cs1xcSKGkbARF/k7iPiPOuLM4xmfZ/j62Y5njqsqtfEVpXteTlGlRgrQoYenzNUqFKMadOOijq2fn2Y5jjc2xlbH5hiJ4nFV5uU6k3tdtqEI3ahTje0IRtGK0S1Z8ofts/teaD+zL4FlttOmttR+J/ii0mh8L6IZFMlpG6+U+uX0aktHY2hOULbfOmCRruYgV+ueBfg3mHinxBGpiIVsNwtldanUzfH8jUarT544DDzdoyr1krStzckLykmlY+u4E4OxHFGYRnUjKnleFnGWLrWdpvdYem3o5ztrr7sdXb3T+V7xDr+r+Ktc1XxJr99NqWs63fXGo6lfXDF5bm7uZDJLIxOTjJ2ovRECouFUCv9a8sy3BZPl+DyvLqEMLgcDQp4bC0KatCnSpR5YxW13ZXb6ybbvds/rXDYajg8PRwuHpxpUKFONKlTirKMIKyXnotX13Mau43P1l/4JyPDF4a8eTMdoi8X+GGnY8KqizvWU7s9AqsW9MfxZwv+YH08qEqfGHAWIk1yVslzJR6NexxuFUr7b8ytrp5Xufx79JZOGecJ1ZP928Hi7Pa3LiaHNd7W66+mx+2PjT9oPw34ftJv7Kkhu2giYy308q2+n24VeXeaQqDt5bAPbjdn5v46pY2vjsRTwOT4PEZnjarjClRw1KdWcpvRJRhFt3bton3vFH5HU4gVerHB5Rhq2ZYypaEIUKc5++9rJRk3r6/4tLn5MfHX/goZpcF1fabot5ceLtQjLIFsZTBoEDkN8vnK3+keU2N20HcCRziv6c8Ofoh+IfG0qGY8ZVnwpk82p/Vq0b5jVp3vaOH5n7PmjopVHdNaxdmz9H4a8EuMeKnTxnE+JlkeXyal9U3xc4O2ipaKnzRbV5bbO+qPy4+Jfx7+I/xSnkXXtbnt9KLExaLpzvbafGvYSIjBpyASu6UuCvBU9a/0N8N/BPgDwwwlOnw/k9CePUUq2b4yEK+PrS6yVSStSu7O1NK3Sx/T/CXh7wxwZh40spy+m8Ra1THV4qpiqj0u3UlflTavaKVu5b/ZtiM/xu+GyDAMPieyu93f9yHyo+ua8n6R8vZ+CviJPX3+G8ZSt5z5bPpZrpq79jh8WZcvh3xa++TYmHzdrdrO+2vXZ2P6SvGHwE0L4pfDrS49e0K28R6bqulIbq3kjQ31rMHYCWyuMCWJgURlMbEhlBI4Ir/H/g7ifirgjG4HiHhXM8TgcZTSqThSnL2Na14unXoX9nWpyh7slKLbT0aumfxRw9i89yGOX51kWLrUsR7ONSpThJ8s7XTjUp6xqxklZxav2auz4YtPAH7Rf7JWsS6z8BNav/G/gguTqnwy8SSySvbq1xvkXThIxKCNFCoYdp2pgq24iv6sy3xc8MPGXDRyjxby3D8J8TRvHCcW5ZTVKhVapckFjdE1KU+ZtVOaLlJNNctz9ny/xA4X4ygsv43wlPJc0TtSzjDxcKcnblXt1ypxbd7t6NtfCke/+BP+Covwtu7qPQfi74Y8SfC7xIlxLb3seo2kk+nW6xJF+9adQrjzJS+YwHEYC5J/hM2+i3xM6DzXgfOcp4yyepThVw1bA4iCxFXncvcVNScfdik1KThzO9krWl6WN8L8xqYb63w9jsFneDlFTpzw9WPPPmbskrtOyW73tpdK8vuj4ffHf4P/ABQtPt/gn4g+GdbjCRPNDDqltFdQeexEST200iSpJIwwEKsx99wavxLiHgLi/hat7DPuHszwLvPlnPCVpUp+z+NwqQjKMoxvq9t3rZqP51mPD+fZXU9lj8uxmHd3aUqM3CVtW4yjdWiut99r2lzevTOrL8hBB2kFSMY7EYGOeCPT/azlfkIKmpbK+t+/3vV/L1PKhz8ycrr/AD79fT4uml9xkfyg7sk57cf+z/Tv+WK61KGiulp63flfm22+zf8A9J7FJ6Wa2s1fl1fXReWyt66XlHIMsHJ2qvJJOAAMnJO79SfqW/hJcjTVtdOm/pZ6eiWrfXcmbdpL7T28/wCnfd6+Wh5x4s+Nnwj8BBE8Y/ETwjoDShxGmo61Zxu5T7wVFldg69NpKnPGOd1e7lHA/FfEDlLJuGs2zFRteWGwVaSjzbNy5LNP/t6/dfa6MJkWeZg28DluNxKW7p0Kj5dN7uMb6a9vSy5vgb4t/wDBSvwZYyXfhn4A+HNU+LPjBw0Nrc6fZ3DaDBPh1y8qxs0+xlLbF2+YpBXAIr934Z+jfmFOhDOfErOcDwVkNNe1rxxuIpU8dKkkpNRjOfuXTtzPmcZKzWjZ+gZX4bYqlBY/inMMPkOXQ9+p9YrQjXcFZ7S0jpo7t2e90rHwDpM37QX7a3j/AMSaX8VPH0/hfw14YubQa94L0i7NsbaK5iFxDBBYRuPOKCQRTTzudkjeW6lsov6pxZxf4ZfR64XyDMeCeGY8R5jxHhsTUyniLFU/aUansJSpSrVMTOLS5pRcqdOlyuUIc8bJpn1Wf8S8LeGuTZbi8jyxZric1p1ZYHMakb06ns24OpKtL4byXNGMNZRjfZI/VH4D/sjeDfANlax+FfDVvpiSJGJNZuYVuta1EssRLRylWkAkkTzFWPARnYA44r+IONfErxA8UMW8TxNnOJqYOU5So5dRlKjgaUG58sYYeEkpuMJ8jlNSckk7Jpn8/wCbZ7xXxvXVbOMfW+qyk5UsLTvCiotyajChBpN8suXmne61aVrn6K6L8Drrw54avfEv9mRadb2UKTeZf8X90jKG3xKwJVSBlcnknjHJrwaOSSw2GnifZKCgk71NJyXeKd9+mu/V3972MLwpUweArY72EKEaUVO9XStUi0neN7uzXprpZ3ufhb/wUb1YXOjWPhN9yv45+J+j6akin/Vw2DwTkk46HawHB54Oa/oL6JGAl/r/AMW8UrlceF+Fs2xbjL3uZ16P1aFrpWcXrp66NpR9nwZw0pcY8Q5zZOOU5Xjq1nZuXtKSoxt6Nt7366H60/BzQ/8AhG/hv4T0QDC6bpFlZIem5bO1htA/HdzAWPqWz3r8Cx+YTzbMczzWd+bM8yx2Pad9PreJq1uXXX3VO2tnpZ3tc+XeIeLqYjGS+LF4nEYp9P41ac7at7J23+49NrlGFABQB8Zf8FFRu/YN/bBHb/hnL4vE/wDAPBGsuPTuoP8Aj0rShb63gE9nmWXf+puHf6eXfpaX1fAX/Jf+H/8A2X3BP/rU5T/X/DH+YncgN5Kjr5IPryXkJ4z9frzyM4X9QWkE1vr+N15+X/A3P9d5fE9f6XyXp12+Y3T1P2+zHpd2/bP/AC2T/aH8zx9M1Epu2r/T/Pp5ffYIpPfX52+fX0820tNz/U//AOCuyl/+DUK8LqA0f7Hn/BPcjB3cD4h/sxxKwOOC6Nkj+HcU3NgmpWqT7r+u35fcJqza8z/L2+EXwr8cfHX4sfDD4I/DHSI/EHxK+MfxD8FfCv4e6DLqWmaNFrfjj4heJNM8JeE9Il1jW7vT9G0mPUtf1fT7J9S1e/stMsVnN1f3dtaRSzIxH77/APBAn4NfFL9lj/g4q/ZZ+BHx38Jap8N/ix8KfiT+0P8AD3x34T1Z7V7nSvEMf7NHxt0jyra/sbi60nW9G1gXdre+H/EOh32o+H/FOg6lp2veHdT1TRdU0++ugD82/wDgpX4N8R+Mf+Ctf7f3w98BeGda8WeLvFX/AAUW/aq8G+C/B3hXSL3W/EXiXxHrn7S/jzRPDnhnw3oOlW9zqOr61rOp3Vnpej6RptrcXuoX1xbWVnbyzyxxsAe/a5+xF4z/AOCbv/BYv4QfsgfEfx54K+Ivj/4TfF39mW/8Ya/8PYvEieFoNa+IPhv4cfE+TRdOm8UaNoWpX8WjW3jC1s4tUGnwR6nbR299La6Vfz3uh6XUd1/X+dr97ab6gf05/wDB8BEfsf7A0448y5+M8WeefJi8Gvjj0+0evftzUgf5/oJBwxznp7f+Oj/PrzQBMVYDLc56e2eh69gOw59utAEGWJIB7+mMfof5flk0AOY4GR6+n+fSgA8tgN2ev+eevXOeh98dVAAoyjfnr/n37c/4dKAIuWPuf89OP5+/GaAL0e1ht7/T8+4zxj06dezdtGEZRs1q/nfT8Pvj67HNUupX1td6bddH/V/R7EUhVDg8n16dOMDAI7ei4/2sGsqknB8sdEn/AFZ7rXt/ma03deX49dXpH+u28hAGyfYY79fqP/Zff5cfNzyrVFL4vNav8e/zJkrS9df6+fp+F5P37QVPXp/UY4Hbt+eOAq5nUV5atP8ArT0f9WRvSqSjHRvs79fL+rfmpSQXNzD8kJYs5wqoCWYnkABdxJx/jz91T6vSmk5xTfTrt8nrdf8AD2tLvw+aY7CpqjXlBPe356f5L5fa/X//AIJq/wDBOb4j/tc3t58SrOeSx8M/Da4n8Q67a3sUcCXem6Kwmuot13sJWSMYygJOeMcVjVwtBWtFL+nqtI6/pvfY3ee5pLfFTfm7/f8AL0t6n3L/AMFEv+Cifwy8DeBdB+C/7JcEHw48d+DNPt/C3j3UtHmkeTVbqK4ddUMwyFHn2U3lNhmG3jiojTjS+BWv8v8Ageaa9epE8dicWrYirKol37p+XrY/nY0fXtY8UfE/w/4g1y8e91XU/F+gXN9dvnfPMdVswXbrzhQM5/M8tvCbb+Xz/JW+999LHHX9xJq6Xk/68vXfof6G/wDwcMYP/Btp+xwev/Fwv2X8fX/hUnxTH6ZPH+FWc97699T/ADeqAP3Y/wCDbV9n/BYf9kLnG7xpdr+LaHqqj09f/wBfSgD9G/8Ag85Up/wU4+FBHBk/ZV8FMPf/AIrfx8n80xQB/ItszGSTk/T8z972J7duvVQBgbauzPJ/Dr+J69Ov5ZoAVdqrtONx/D9Mn9CP+BfdoAY25TjPU/lnnHf19/oOlADhCzck+59//rD8PoOBQnbUBcY49OKqNeq7x5mktOnn5P8ANERWr0s0+7/p332Xne6UU3MvU8dOD/McdsngfTHArTlUrNrV6vXv935/dcv2s9VFu66P9H3+f3k4CsM46/568d/b8q3UI20/r5aevT5HM5O7b1Tt3vf7v62926cq3SQr2z6e3445Hc/nmueU5J2Tdl0/r+vuR104pxTd/wCl3v8Ao/x92RCBgsO36/r/AC49+awnUnffpv1/4PzMZtp6dvX8P6/AjdiG46en4+2ccd8fnTWqXNrfXU1hOSS/r5rR79rrfqXrSa9ciK1WaQn7scSPI5A64VOepxwv/sorppYWhUjecbvTfT/Pou/3nfRzTHYePJRrShBdFt5d+19bX6p7n9BH/BNr/gnD4o1zwjp/7afjspcfCjwSLS+17QdRWG3+0wXo85FKy7JxtS2lHyqfvHAGCaJYLC3/AIcX+P8Aw3zf3G/9u5orL61PT8fx/wDkf1Mb/gpv/wAFLvDfj3xFH4O/ZFuD8PPh55X9k+INC0mZ5La9+yW32aUSbin3rqNpOnXpWUqcKXuwjyry227f5W+fxHDicXXxcuevUc5d3/X9d5bn5afsUST3X7X/AMDrq4cyXF38QYLiaQ9Xmntr6WRzyeWdmJ6f73Oag5j+0r/g96G7wd/wTEn/AOep/ajGfXbp37OD/T/lr2/woA/z/qACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/9P/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/0Cf8AgyXwIv2wPVtM8D/kNW1r655B9PxxQB/IF/wVut2s/wDgqh/wUigwVEf7df7WAT3jPxz8ctGccdYyh/HIz1oA/PcmQgdQPqP8SR+n060AKGUdsfl/QHP5j9TQA5fkJY9Dz6evfLZ6+g9OP4QBigu52/4/plR+f054NADyXXhuQOvOD7ccjrjpu/DrQA0qT8w6euDx+v8AQY9+KAIznPPWgBVUnp/+v+X/ANb3yBQBIP3fXrnPIx/Vsfn+ePlqCvJX27bX/r8N+4P+rf8ABt/XfYGfcwC8fT/66j35/DB611OnBJuy+7/h93/S0ZEY2vdv8r/c5fd89dFHr/AfhDU/HvjDw74L0ncdU8S6nb6XZAKWJuLgnZhBtL/dPA2/jjFcbfKn5fn81pfTp6rRI3UY2vrtfbt/29+nopX93+sb9mT9lz4Pf8ErvhleePv26PC8epah498L3OsfDe6uWj0T7Lf6tZsNCnQ3cN4bgxXQRxsaPf8AwlDk1i6kptuLuk+29t/l5aLproyFq7d3/Xb8/uP5+/2y/wBtb4n/ALSHivXtB1HxTJqfww0vVDH4K0ndI6WGkQulxbQrKZ3jcJcGV8pEg+bGB1pqbul8v6939dd7x+10qnHlvbWzf52/r5HwfuZSeeDxxjj+Xv6/UdK7I6pfL+uv9dtjmejdujZ/Z7/wZb5X9tr49E/8tPgXqw/LxJ4Tb15+7/8AW4zV1f4f/gIj8B/+C267P+Cs/wDwUHHr+1l8dW/77+JXiZ//AGb8/wAK55O7Xkor8EB+WdSB/pn/APBFuIXH/Br5+05EOdnwL/bWuD35t/hv4quCcH08jPA9+cCi1vzG23v/AJf1v/Vz/M4MbOu8HC+nX8+np7fhkUCETdsOOn+cZ79c9O3XtQAI67Tu69j/APWx/nuVzhgBgfrnpzjn/wCwP9PpQA1Swztz74/yP/r+/IoAVWfPB5/L/D8vx55FADo2UEluc/h/n8x7EYoAeFLMSOnYZ4H6/wDxWfUY+ZOTjqt38v68tu67S2pQU20/+G/r8Labjy5xg9B2ye3twB09Rj1PO6XVqT0v+nr+H/A3NZ4eENUlfvv8/h31/vfh70QAzuHQjoOP6+3oOf8Ax6oO7tLf+rbJdfN/K5zVUuXTfv6a2d7fLt57E7MpX1OevT9M/wBPx5IraSSjt1/r8tvn0ZyxUnLpb+tXp+uvbdntn7O3wJ8WftIfFPQfhL4KVn1/xAWFmqQNcElJreHiJWVj81wg4PHcHIrI15vet0276/d8vLdvSx/Uvpnhj9nz/gk18APEXws/aG8OQw/tSy2FufCOuzXEOlz2t3DG0k7rYz201w+d8XCXK7ce3zPmbVv6/rTv99zRK7t/X4/lpfa6vc/l+/aN/ac+K/7SXiufXPiZ4kk8QtZ391/ZLuJB5NkryQ2iAyTz7gtpsTIwOM/7NQkmn1Tf4/crfj+FzVpJX7LT5eWv5+Wp88Uci7fiZc701/A/0dv+DO/5v+Ce/wC28p/6HGH9fBfjQe/p/hjkVrL3XHy/z+f628xen9f1/W5/ni+Jda1bw18U9X8RaBqFzpOuaB42n1rRdUspDDeaZq2lax9u07ULSUZMVzZ3lvDcQSAZSWJWGcCpe79QP7XPG/wTh/4KSftA/wDBIj/g4V/Z10/T9dvtV/az/YS+G3/BU74aeCbXW73U/gz+0N8F/ix8H/CWrfFiy8Ltr/jO/wBJ+G2r+FtO8J2K6DFcWmo+HPAb/CXx/qVrrdz8QPHGt6AgPSv2uP2C/hr8cP8Ag4h/4KUft6/to2tl4b/4Jyf8E8NP/Zk+MXx81zxNpOm6p4a+MHjvQv2QP2fdX+G37O+m6Z4jEuk+N9R8Z6uNHn8X+B7TTNcbxDoVxoXwxu7LT9d+MPgvUboA/jy/4KK/t1/Fn/go/wDte/F39rH4u3d7DqPj7XZbfwR4Lm1U6rpXwq+FujyzWvw/+F/h2VLPS7L+zfCmhmKPUNQstH0g+KvFN34i8catZHxH4o1u6ugD+9L4RRxt/wAGb+pCzne3n/4Uz46kvXVNxaSP9r3VXaHD5XZcactvbyOv3FlZl2yKQuySVVLpZeW8fnpf7/K9hxdmn/X6/wBdtz/NYrGek2ls5S/4H9afhaW1R3pwfdv+un5fceifCKeK3+KXw7uJThIPG/heZzlchY9asnIUMVHmHH7sH7z7QME4b2+GquXUeI+H6uc0JYrJ6Wd5VUzTDRoyxMsRl0MfQljqEcNC8q7rYZVKaoxXNVcuRX5kebmNGpicrzLD0uVVa+AxlGk5SUIqpVw9SEOab0jFSabk9IrVn+mp+xp8AbL9nT4C+EfBb2Mlp4s1a2t/F/xFea5juppPHOt6fYHVrMTW11c2JtdAhtrPw3YnTnSzubTR4tQZJb2+vbu68zxr8Q6/iX4g5znqrxrZRhKtTJuGowpSowjw/gMTiPqVbkqUqWIVXMZ1a+aYhYqLrUq2Nnhk4UKFCjS/yW414iqcS8Q43He0U8HRnLB5YoxcIrL6FSp7GdpJVOfEOc8VU9queM67p6QhCEPaPip8SvDHwd+Hfi74m+Mrl7bw54N0efVr8QmD7XeSKyW+n6Rpy3U9tby6trepz2ej6Rbz3NvFc6nfWkDzxLKXX4jhPhjNeNOJMn4WySkquZ51jaeDw/OqnsaMWpVMRjMS6VOrUhg8DhadbG42rClUlSwuHrVVTnyqMvEynK8XnWZYPK8FDnxONrxo0783JBO8qlao4xlJUaFKM61aUYycKVOclF2tL+PX42fGHxb8ePiV4m+JvjO436p4gvXe1sIpJHsNB0iJ3Gl6BpayfNHp+l2zLBESPMuZfOvbkyXd1cSv/tBwLwVk3h/wxlnC2R0uXCZfRSq4iUYrEZhjZqP1rMMU46SxGKqpzkvhpQ9nQpctGlCEf7N4eyPCcOZRgsowd5U8LRhGpXlFRq4qvyr22KrcuntK805tL3YK1OCjCMYnlNfXntBQB7d8J/2h/HPwRsdbsvCsmjCx165s7rUY9YtvPj86ySSOJ4nEsLRv5crxn5sEPnBIG38V8XPAvg7xieT1OJqmPw9fJVXhha+Arxo1HRxDhKtRqc0Zp05ShGeivzRW6uj4Djfw3yDj9YFZy8XCeAdT2FTB1FTqONW3PTneE1KEpRi7e7ZrdXalx/xP/ak8S+NZZIvGXxBtrSxlYldItr5LLT0UtuVDDDIPNCn7hmZ2AGOetd3Afg94aeGtGEOHslwNLFxiufMsVGGJx9VpWc3XqK8eb7SpqMX5WPR4W8OOHOFaSjkmS041Ukp4qdP2uKm0rOTqzTkubdxgox9DwtviR4EUjPinRyWJxtvEPQZOThgPxHsM5+X9S+u4T/oIp/f/AMN+X3H2/wBTxX/QPV/8Fy/+WEtv8QPBl2SLfxHpchBxgXUY6/XP8/zxTWLw0tq9N/8Ab39eopYXEx+KjUXrB/5v/gdb2vL6Y/Za1nTL346fDtLS9trlpNai2rDNG7FcHLALISQO/wAvTnIxX4l9JKpCfgj4g8k4yf8AYWJejWyte299128tmz8z8Xac14ccWc0JR/4Sq71i12e+i19PuP7K/wBlHSNP8X6V4Y0nWBI9oLLVIyFfYxa2EkkWDx0Z+h6475Ar/IHhajTxdHDUqt+TkqLTR3jquvdv87atH8l+HeFo5nQwOHxSbpqjXWjs/c5nHW76/gtle56j8U/2bI4LS71WFItQsLdXle5iUW+o2kPzENIMETKi7RxvJ+Y7Rya9PM+HUozq2VWCV3JXjUgu735rbfZ766s+g4g4GUKdXER5a9GmnJzXu14RWt3a3MknbS97XaSVz85fiv8Asj+A/Htu8niXw5ofiGGErIJ7uJbHUEVH37BfQ+XKIlAy4MyhsEEHO6u3hXjrj7w/quvwlxLjsvp2k54b2rqYV8yablh6vPQclG6U+VNdHG65vlcrzDijhacq/D+c18PTtJyoTn+6ae/NTm5U20tOf3Wui3cfyB/aX/Zp+D3we0a/8U+FPH2s+DNZt9Q82z0i1vTfxX06ndHY6WscsEqeUwDC4aSURBSSRgbv7B8GfpF+KXiNn1DhfHcH5TxXhXCnRx2ZKg8NSwVByjGvi8ZiHCrRm5QbiqMYw552SWqZ+w+H/irxfxXm8clr5Hgs5oxjGlisZCHsqWEp3UatevWtUp1Ha6VJazlKy5XZy83/AGbfGP7SHxc1LXPD/hX49+JtH1fSLWLULW31vVbu7hvLJpRbTeWZZZpBLArLIYkRlWNWfKha/YfHKv4YeFuAyXOM68NcuzTA5rjXgK08tw1GhUwtVU3XU5KMaceWSjKMZSd5TsvI/QfEHF8KcGYTBY/MOGKOMoYvEfVpSwlKEJUZ8rqc0toqL5Wld72te7R9ZR/CD9voWkdrF8fke3TdsYXepO7BnZjmY2hZuWOPnbA+XkAbfwb/AIjp9GqdSVaXhdmvPOzdsNhHDSKXuxVdxStFfDo3fTWTl+bLxO8MZy9p/qfjry1dqNDlva2i55JbdL/fdnK6h+zT+2/q9w01/wDHzUf3q+XKsGv+IoIzGeGAhhiSPJBPYZ9RjFexh/pIfR5wVJU8P4WYp8rvF1Mqy2clJap885ylvZ9fLoztp+LfhzQilT4PxWmqvg8NJ3W2snffzXyudd4H/wCCckd3qkeo+OtR8W/EK9kkguZIbxptM0trnhruO6uZnmnuYZXY7HDQyFeTnJC/E8U/TH4txuGqZbwDwpgeF6LjUo0sZKnCriIUXpRnSXLTo0asIpOzVSPRJW975zN/HHiTG054PhXh+GVU3zwhiqkU5xprSEo+5GFOolrr7SL2srLl948b6V4B/ZX8BeI9ZtdH0HR4dC0toUs9KghWe71SZGSw09r6UedeXnmOAd0rEZ4bBVK/Cslh4h+N3H+T8PZvn+YZxjMzxkJ4n2tapPB4DDXU8VX9jD91RhTpJufJHlT6SunH8zwNDizj7irA5RmWaYjH18TXTxEXOc8PhaT1rzcU1CmoQV5csbX1SSbZ+H3wt+OPif4Z/FJviLp1zOBqesXV54g04TO8GpWGoXj3N3ZzByd6oJT5BbLRlE2lcV/q14geDnD/ABv4c0eBq9GlCWVZbQw+SY72UY1MFjMJhlSpYiHLZx9pKP76MXaSnJPmu+b+0uJeBss4h4Whw7WpwX1PCU6WXYjlSlh69CjGnTqxtZx5nFe0SdpKTvza839S/wCzJ8e9I1/T/CviTSNQiu9Lvha32kyO6t9mujtM2m3QJkCOG3Q7W+6/IyrAr/j5m+S51wDxNjeGeIMPLC4/LMVKmudNU6sYy/d1qLatOjXhacJJ2XNZ+8ny/wAZ4b+0eEM9nk2bU/ZYnBYi1Fz+ColL3XTctJUqsbuErafC7NH6nfE3xXYeI/hK+s2EiRLdXFjHcwCRTJA6SgTQOBg4XtkcoQf9338yxUMTlbrU3y80oNq6unF7PRab9Nu5+r59mNHG8OPFUZKPtJ0VUhzK8WpLng0m7W9dtXax/LZ+1DMPG37V3wD8BXBF9pZ8S3eu6laR/OYmGoiO3uJQM7Y/sysdzBsYz2Nfu/gPF5D4LeN/GlG9DMZYNZVg8RLSNSjOnVqVKcb2vL2ns9FfW3ax5nhtGWX8EeImfRThiJxlgqFd7TpuNSUox0u2pKN2rdrP7P7naTEsGl6fEihVSythtXoCYULY+rEn8a/l2mrU4LtCP5I+FpK1Omu0Ir/yVGhVlhQAUAfFX/BR3A/YM/a5J4UfAL4llj6D/hGL/J7/AMvzyKX/AC+wXf8AtPKv/VlhfT8/uPo+C7/688AWV3/xEHgOy7v/AFvyayP8xu6O3ysDH7lP1Zzk8H39O3NfqF9/LRfdf9f6uz/X+fxP5fkS6aR9usmIGftVsfx85Mc4/p+HQVrTScrP+vv0+XXoJOzXa/8AX+fyP9Tz/grwwH/BqHfA/wAf7HX/AATzUfUfEX9l9v5Kf85o5U6jj0vP7lf07d/uB6tvu/67fl9x/ld6fqF/pN/Y6rpV9eaZqmmXltqGm6lp9zNZX+n39lMlzZ31jeWzx3FpeWlxFHPbXMEkc0E0aSxOrorLmI/vn/Ztay/b/wD2hP8Agj5/wXw+FqWF58afCPx5+DH7Cf8AwVY8M6dZafaX9l8Z9csNP/Z8+Gf7R0mj2Xh3RLOTTvijpPxE8FaNrcujXN7pfhPSPE3wj8MaFYu/gf4j6ppQB4J8O/2c/B/7Fn7a3/BYr/gvh+1j4a03VvhZ+zJ+3Z+2x4V/YJ+G3irT4raw/aY/bO8RfH/4peGfDWo6NF4gS3vtU8K/BjxFLf2994h8M6Fqk2jeMdF8WfEHwlrg1H9nrX7O7AP5ef2YPid46+Nv/BR34RfGT4peIZ/FvxK+LH7VXh/4kfEHxTdWun2Fx4i8a+N/iTD4l8T63NYaRaafpNg+qa3qV7emx0qwsdMs/O+zWFna2cUMCOO6/rTr+H/AA/sk/wCD31M+Fv8Agnlcf899W+PMYPr5WnfDKT/245579s0gP8+942Rl3HkkdvXp/nH5YNACuzDaT0/p+vp1xn60ADuuBtyD9c+/p+mef9nAWgCNmyAMc9+c/wDsq/z/ACx8wAFnwM5x2/z2+uOc55wKAAs+0Z6dvx/l+XPvkUASBlKADhvr/n+TevHO4AcoZQG/U+//AH1j68Z7YzlZdWcXaLtb+tvy37rdqPXChCcdfX/h3Z/c192oOd33up4HOfyzt5/X/aGRulznL3t/y8+9vW336kOnGDslb9fW3pte3qEeF4Ppj8z9Tj65/LNbwSkr/r/w3n0+446qfM7WXRfL/O/bTpcc5BbIHH58/wCfr7E4zSna+it/Xbp/T6oVO6i2/wDh/wAF6bfefr1/wTb/AOCa/wATv2q2Pxw0uxe++Gvwwu5td8aRCxeaN9I027awuVa5BMcP7+VPmdGA6EdaSbW39fL+vwLjK/y/r+tfu0PvH/gon/wUJ+D/AMLPC+ifC39hqWPwFrWlaVZ+F/iQlrfRXxv7+3h+za4HitEsGiM0qtuV/MK9Du6MpSvq+unl6dNPVeehrBX+/wCa09V300fnbQ/mm13XtT8Ua1qev6zcG61TVbp7y9uDkGWeTG9zlmPO0dWPrxkik4p7r9P6/ruVJ8trdfL+u/6dDU8DceNfB+P+hp8P/wDp2tPp/n16VVOKvt59/wCt/P8AWOfNzaN3Sfpr/X/A6n+ip/wcLDP/AAbZfsdH+78Qv2YPzHwn+KS+3qf/AK+M03a7t/X522f/AANUI/zeqkD91P8Ag274/wCCwn7IR9PG9x09f7F1PB6j09/0xQB+lH/B6ChX/gpj8HG/v/sm+DHz9PiH8SU/9koA/kHDORx0/D+vXtzj8qAAHb94En1z26f7X6D88/KAOA3EOM4H4+o6/L/6D+XVgBHbcQB1yOfp+H45z+HGaAHkSpjng+vH48E/z+gP8QONrq/f+u/9dtxQCx/mev8AUfz9+cVO7uns2mt/8rfL8dzp9nHlvZXt6f59O/4XuBHHI4P+f8+vWulbL0RwP49H139d/wCvkAJHT/P+f0rndSfM0vzt+lv/AEnyav7vbGjCUYtq+hGVwdx6Zz0x07Zz1B4+636mhS5rvr1vv/X/AA3Qzk+VtL+vNb/p87IlG0r7+x6/zH8v1xWsYprXv/Wmlvx763SjyyvzO/8AX9fn6CBf4iOP8/Q/r+WKhqza8/6/rX1e5fM7Ky9dV6abPf8Au+V1vH+hL/gm/wD8E0fESeHNH/bc+LWjtqv7PPhw2h1+3ktGghcXyf2hDnUJfNgj/wBG0+7GTC+d2QTgBodWSuovTb+vy+V7u9o9lKCcbvvt0fzv26Wf/wAjjf8ABTH/AIKUeGNe8U6h8P8A9ijVl8IfAvUftUN/4dtrxdQilii+S0HnWos4cIrSgZtznccAYIqoznZXf4f8F7pLovndinTjfTT01/8Abo2/XfT7X4CzTzXM8t1M2+WaWSaVumXkYu57jkse2frTcm93/X9dTGUUrWf6frL8/k73j9V/sOEt+1t8BmycDx3Zn8rO9HJ7fk305pEn9q//AAe3R+b8Lv8Agl5ef3br9pqPP/X1oH7OMv6/Z/0oA/z9aACgAoAKACgAoAKACgAoAKACgAoAKACgAoA//9T/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/q4/4Np/8Agrr+y7/wTM1P4+WP7Sc/iDTNP+I+leHv7F1bSLCfU4Ul0bU7qS5tJbWygubwXc0WoJNaFoks2itr0T3cEwtIbsA/pd1r/g4z/wCCCPiTVtS17xF8L/A2v65rN9danrGta1+z1oWq6tqupX0z3N7qGpahfeCLi8vr68uJJJ7q7up5p7iZ3lmkd2YsAZD/APBwj/wb3N/rPgp8MH7c/sxeFHyPTnwKP1/XgUAV2/4OBv8Ag3gf/WfAr4Vt/vfsseDn/n4H/wA99vWgCJv+C/n/AAbqSf6z4B/CZv8Ae/ZQ8Ev/AOheCf8AP4UARH/gvh/wbjt9/wDZ8+EJzxz+yR4Ebj8fBI/LP5ZoAhb/AILy/wDBt3J/rP2dPg2+eu79j/4fvx+Pgof59PvUARH/AILtf8G1z8Sfs2/BZvXP7G/w5b+fgz/D+jAEDf8ABc7/AINoJP8AWfsy/A9ux3fsW/DR8+3zeDB1/H+tAER/4Lh/8Gyj/f8A2XvgU3rn9iX4Xt/Pwb/j79cqARH/AILc/wDBsQ/3v2WfgP8Ah+xB8K+/XkeDQf8APUc0AMP/AAWx/wCDYI9f2XPgcP8Ad/Yk+GA/9B8KLj6g/gMZaueX80vvf6gW9O/4Lf8A/BsfpF/aarpP7N3wi0rVLCZbix1HTf2M/h5ZX1nOn3ZrW6tfDsE1vKnO2SJ1cdj1FSO7/r+vL9T0v4hf8HEf/BvZ8W9P07Sfin4G034i6XpEMNvpWneNv2adC8U2Wm29v/x7w2FrrNrdw2kUH/LKOBESP+HHRlZLZL7rf1/XcR4+f+Czv/Brk33v2ZvhKP8Ad/Y08Bjr/u6SvT/gP06hSy3sr+hXPLbmfpd/1/wyfQaf+Cyv/Bra/wB79mn4Vjnt+xz4IXHr0sVJ/AfRhjFVd939/wDVv6RJ638Iv+Dg7/g3W/Z/1e+8R/BDwNa/CXXtQsZNPv8AVvhx+zTo/hPU76wd45Xsbi70WXT5Z7d5IYXMMrmNnjiJA2rQ5Sas27b26f1+X3gf52//AAUY/aG8JftY/ty/tTftI+A9P1bSfBnxp+N/xI+I3hfTteW0TW7PQvFni3Vtb0qDV47C5vLGLU47G9gW/hs7y8tYrvzY7e7uoUS4cbvbyVv62/rvuB8V0gP72/8Ag3+/4Ljf8E1P2Yf+CcviT9jv9tbxZrPgDUbPWvGFnd2V14N8WeN/DfxQ8D/EmzmttY022fwTpGpX2jXlhFLqWm65Za2mn2txp15pl3o2sX13calYaMAfUy/ttf8ABoRCMJ4ctXA4wfCH7WMmf+/+sn9SffGc0ASL+3X/AMGiEOAng+wcDpnwF+01J/6P1jJ/HH0B5oAeP2/P+DRiL7ngLS5Mevw0/aCkz/3/ANWH65PqB1oAlH/BQ7/g0ii+58NtGfHr8JvjXJ/6P1Qk/jj1welAEq/8FIv+DSyH7nwq0J8evwZ+Kkmf+/8AqXP4/wBaAJV/4Kaf8Gm0J/d/B7w6+PX4F+PZPz8/UefxX/vn+IAlH/BUb/g0/i+58EfC8n1/Z88Sv/6O1A/r/wDXYAmX/gq1/wAGpUOPL+A3hN8dM/s330n/AKPvv59KLJ7/AOf9f12Gm1s2vQkH/BWz/g1Uizt/Z68Hyf737MNtJn/v9ffXrj19Aysuy+4fPJ6cz+/+vx/zJ0/4K+f8GrsWNn7OPgU46eZ+ypob/nvlkz+P6ZpibbLK/wDBYv8A4NaI/ufs2fDY4/56fskeFn/9Dgl/z1xwGd292/vv/X9dibJbJfdb+v67nXeDv+C5v/BtB8PNctvE3gT4GeBPCfiKyBFnrmg/sneFNL1a1y0bk22oWtgt1CxaONt0cqtlAc9qQ7Lfr6fqdZ8Rf+Dgz/g3W+LuqJrfxV+FfhL4m6zHny9V+IP7K/hTxhqKAgAhbzxDpGo3C5UAHEvIABzigDz4f8Ftf+DYZfu/stfApscDf+xD8LW/Pd4Rb+YoHd939/8AVydf+C4n/BsrH/qv2X/gWn+7+xN8L0/9B8G/4/1UF/X9f1+Z2c//AAc0/wDBEj4HfCT4kaP+zr8PZfDN1rOg6l9n8AfCn4IeHPhfp/izXLmzn0+zGqSaXb+GtJjWFb2WW4v7ppbuGzF0llHNdPFbzve17v8ArZb2+77wP8xTxTqcOs+JNd1a3Vlg1LVr69hVjlljuLmSVASAASFYZwPzoe789fv+78vWwH60/wDBGD/grt8Tv+CSP7Ss3xCsdK1T4kfs9/E6wg8J/tE/A6HWF0+28aeHIjcf2P4s8PpfJc6Lb/ETwFc3t3feG7vUbQQatpF/4l8E3epaJp3iy71vTUB98/8ABf7/AIL7eD/+Cn9n4K+Cv7Ifgv4jfBf9mCTU7b4ufHTTPiL4T8B+C/iN8c/2gbKyj8F+HNX8dSfD7xt8QrTxB4R+HXw38OeEtN8I/bvE8V1qGpvs8Q6LPb/Dr4Y3ekAH8v8AQB/pT/CaddO/4M3tVuJgzpdfCDxlCgTaGBvv2vr7TI2O7A2pK29+c7Adu47VbRSbnF9UvyXe36fLoJ3s+/z7/fsf5sHpjufr/wDr5+v9Vh7v1ZvP+FTOr8CtBH408ItdCQ26+J/D5uBDjzjANXtPOWLOAZTHuKbiF3YBK8GvRyTDYfGZ3lOCxntPqmMzPL8NifZfxfq+IxdOlWVLVfvXTlL2eqvLS63OXF1ZYfB4irTt7SGHr1aan8LqQpSlFS+JKPMlfutk72j/AKxGmMzabp7OXZmsrRmaTPmMxgjJL7sNvJJLbhnPXBr8kxSSxOIUVFRVesoqNuVJVJWUbXXLbaztba5/jLL4pf4nt6n4bf8ABYX41XP2n4d/AHSbrZai3/4WV4ySIjNxNJLf6H4P0+SSOQMiWyw+ItSvbCdWSd7jQL4Ir2sEjf3n9C/gek4cS+IeMpc1VVP9WMkc1pTioYfH5ziYRlCzlU58twtDEU5KUIwzHDttVZxj+9+C+Rx5cy4irQvLm/svBN/ZSVOvjaiTVm5N4alCpGzio4im2+eSj+Gtf3sfvYhIAJJAABJJOAAOSSTwAB1J/pQB87/Ef48ad4amk0nw2sOq6ohKz3JbdZWjDgrlf9dJngqpAXuc43ePjc1hRbp0Up1E7Sf2Y/nd/el1vc9jBZVOulUrN06b+FLScvPW9l+fXlvaPybr/wAQvF3iSaSXUtavGjkz/o0MrQ2yrnIQRRlAQucAkE+5r5+ri8RWbdSrLXonyxXlZevW/wCsffpYPD0UlCnHTq0m/vfX+rvRR415ZJOZJHc/7bs38y3+fXGF5276vV+Z02S2/wAv6/ruMoAcGZc7WI/3SRn8v8/rQB9l/sAapf2f7XHwXS3Sa6+2eKYNPlTzHxHb3Uckc0xXkERKd2OfTK/er8i8e034PeIC1/5J3Gu292ox/L0+6x+WeNdKNTwt40TdnHJ8RUjpvOPK0l5vbT9T/QL/AGa9ek8NeHfDGtxxtKbC+uJJId2wyxiTEkRbbxuUkdG/Ho3+T3Dld4bD4aslf2dSV0tOZX1XW19V+q3P4J4IxksBhMBiknL2NWblC/LzLm1i/VP9D3n4u/tSW2maZdQNNDotjNC6tBvSbULlNuXXn5YoyCwdscL8xK4O73s14lUYOnH3FNcihFc9ao3paKV7X2skn3eqPsOIuPY0qUqMP9np1VyRpq08RVv9mMVtzX5bpX/vO/vfz1/tdf8ABU34beCLi78HaP4n0y81+TfHHo1jdrLa2pHAfWtQgZo4yuVJtUO5s/NlSTX634T/AEeeLPE7E4fMeIPbcLcIOXtHWrwlSx+YU00+TD0Z2kozV17WoowSV1dtROjg3wo4v8QpU8dj8Nicj4YupXnB08bjop7U4TipRhK38R+6u0tEfi54w+Lus/GHV5PEms+I4dbluNz28Vtcq9naQlv9XaWyyMsUa9M7dxx8zN1X/U3gPgPhPw+yWhkvCmX4fCYWnGPta0FCWJxdRLWtia1uerOTu221FO9oqzP604f4UynhHAU8rynAxwdGmkpy5LVq0ktZ1qj96pNtXbb3eij9q58OvHmu/DPxnoHjXw7cNBqOh30NzsDOIry2DAXVlcKjL5kFzBvjdDwcg9iGXiNwLlXiLwlm3C+bUozpY7DzWHq8sXUwuLUW8PiaUpfBOlU5ZJrdXQuJeH8FxPkuOybHQUqWLozhGdlzUa1v3Vam3flnTnaSaWluuh/Wh+y78WvDXxW8FeHdVtJY30/VrSC9tzhGmtQzBdR05wVLfaLGcSjDdUHmDcrpX+K2a8PY/hDiPNeEM9o+xx+T4yphneNlWoxn+7rUtVzwq02qsH/e5XZpuP8ADlLA4jI83x3Dea0+TE5fiJU1UaX7yhzXU6fNGPNGVNqpFq/xWdnGx+pmm/s/+CtQtoNQjv724tLqCKe3eLyE+V1DAlvKYE5JDdNuMHPWvoqGRYNqM+eUoTSkrNdbPflfTp06Nao/U8PwbllWnGvGrVnTnGM48vJFPmV19m3Wz3t1ta0vln496p4Q+H0M2l+GCzXdnFNay3Msodri+l5wQoVQtmgJkcAKOQehrw+IquCy+kqWDgpVmvZxs7ylUlsktX7voraO58DxbXwGUXw+A5pVYKVPm5lJ1K8tlpH7HW3T7Wp/KX+3N8f3+I3jJ/AOhXzXHhrwrezNqV1FLuj1nxCWIuZn2krJHZtmOPJYeZuwFMYNf6K/RK8G3wZw4+N89w9uI+JqCnhYVqdq2X5XP3oJOXvRqYv456R/dcqV1JqP7t4J8CyyHKpcRZlTvm2cQ56ftIWqYfCSfMt9Yzr6Sf8Ac5Y7M+CAcEH0Oa/sdq6a76H7sfdv7H/xf+JPw0XxFq8Ojap4j+EmjS2E/jRbVHlPhs31yltBq9iBu2PE7CS5iQqrQKzvt2hl/k36SXhNwn4h0csw8MdhMo8QKtLEx4dq1XGCzX6rSdaeX4nZyU1G1Co9YVWlG+x+M+KvA+T8VUsLCNelguJXCp/ZdWVo/W/Yx53hqr0up8tqc27qbSSd2f0T/D7426X4r+H7zRa3Hf2V5pYvdJvIp90GpQPDiLcN237bCWCPGwEg2nPzKQ3+W2Pp5nkWJzHIM8w9bA5lltWphq+HrpwkqtNuFrOylezcJJ2lBxa0fu/yjLH4vLoY7J83VTDY3BOpTnRq3jzyheK9ZdYtJ8yd1baX5UfBqe3+KX/BRXxre2Ua3Np8NPDdt4c1iO9ztjv7i1MMc9mpx84k1GF2ZeQFzzjNf1vmmEr8G/RD4XwuMXs8T4gcTVsdgHS0dfA0K9OVRV7NaOGGrRitntpe8f1umnlHgzlOCrO1biHNniKco/aoOqpSjNr+7Rno39x+8CIsaKiDCoqooHQKowAOvQADr+dfyklZJdErfcfADqYBQAUAfFH/AAUgbH7A/wC18cg5/Z8+J2MdCT4X1D64Hfr+I4NJfx8F/wBjPKv/AFZYU+l4I/5Lzw+vt/xEPgLb/ssMlP8AMemGZEjbqkexhjoyvKCDnvwPTH45b9R7/h/Xr6frL/X+aW/z/Jd/P9LdRbBsahZg9Ptdt/6Nj/z19uc1pT0d+1v6/Ds/la0sm2tlf+v6/Pof6nn/AAV5Qv8A8God23/PP9jv/gnrJx0x/wALC/ZiQZ/B/bnpnpUt+9J927/Pfvb+lpqxrZX36n+VlUgfuD/wQl/4LEa9/wAEhv2oNZ8ZeJ9D8SfED9mP4yaJZeFv2gvhp4VTTZ/FFwnh+W+1DwJ8RPAdtresaBok3j3wHql/qVtY2Wt6xYaNrXhjxN4r0W5udN1O80PxHoAB1f8AwXb/AOC1viT/AIKz/GnQtI+GukeKPhX+xh8JLm91T4O/CDXrPRtC8Qa5448Twfa/Hfxf+K+l+Ftc8ReHr/4g6zqt9q+naIlrrus6d4V8Nz3v9kzpr3jHx/qviIA/H39nL4k2Pwc+PHwj+Kup2L6pYfD34geFvGF3p0dyLOS/h8P6xaam9mt2YLkWpuRbGEXBtrjyd/meRLtKM1utbef9f0wP9MP4t/8ABwD/AMG7v7WXhj4dT/tKzXPj268O6UdU0bwz8Q/gl4w1y/8AAWp+IbLT/wC3tIa60mG70iTUY20+0tNRudI1LU9MuXs4ns765hCuqA8GP/BTn/g03bGfhf4COOmf2dvH/H0/0U/0+lACf8POP+DTU9fhd4CP/du3j/8A+RKAE/4eb/8ABpp/0S3wD/4jt4//APkSgA/4eb/8Gmn/AES3wD/4jt4//wDkSgBf+HnH/Bpr/wBEu8BY9P8Ahnbx/wD/ACJQAf8ADzj/AINNf+iXeAsen/DO3j//AORKAE/4eb/8Gmv/AES7wD/4jt4//wDkSgBw/wCCnv8AwacKNo+FngJh1/5Nz8dn/wBDtQew7j8cfMrLsvuuVzy6Sa9Lr8v6/EP+Hnv/AAacf9Eq8A/+I4+N/wD4xTE5SfVv1f8AmH/Dz3/g05/6JX4B/wDEcvG//wAYoWm34aCeu/46h/w89/4NOf8AolfgH/xHLxv/APGKA/I98+GX/BeL/g2/+DHh3WPCXwrurfwJ4a8QQTWutaL4d+A/jqxsNTt55hPNDdwrZt5iSzASuC3zOM84yoFktvyt/X9dzxHUv+CqH/BqRrGoXmq6p8NfA99qOoXEl1e3lx+zp44ee5uZmLyzSubcFndjljjk+tAFH/h57/wacDp8KvAP/iOPjcf+0P8AP40Du3vf77/1/XYlg/4Ki/8ABp/azw3Nv8L/AAHDcW0sc8Eqfs5+OA8U0LiSKRD9nOGR1DKcHBGcHGKE7ai/r+v6/I/N7/g4n/4Ld/8ABOP9tD/gn18O/wBj79jDVfF/ibWNL+MXgbxqgbwRfeC/Bngrwd4E8MeNtDGmNJr8kOq32q3tz4m02PSdO0zS59PTT4NTu9Q1vT7mzsdN1cA/hnoA/S3/AIJEfta/Dr9h/wDb9+AH7SvxYsfEGo+Afhv4pOp+IrXwtDY3OvPYy2N3Zu2nW2p3umWM88ZuVk8q41GyRkVx56sVDAH9+Hxw/wCC6P8AwbX/ALR/iiy8afHiw0v4t+K9N0a30Cw8Q+Mv2ffFOsajaaLBcXV9BpcFxdWqOlpb3l9eSiILsE08rqWVg7AHjP8Aw9R/4NRFHHwb+Hx57fsy64f5wfT+vegBv/D1b/g1GHP/AApb4ft/3bDqx/DmJv5Y9c/wgCj/AIKt/wDBqSvT4KfD7/xF/UT/ADh/of1+UAP+Hr3/AAalL0+CHw+6/wDRrl4fx5i7/Ufp8wA7/h7J/wAGpo/5od8P2/7tauD/AOhR/wBfzzQAD/grR/waoL0+Bfw+/wDEWGOfzj/n/Q0f1/XyK5pd32/r+tPvD/h7V/waojp8CPh6f+7VUP8ANB/PHrind93+Xl+X9akWW9lf0D/h7d/wapj/AJoL8Pf/ABFO3P8ANT/If0pfmXzyta7t/X9f8MKf+CuX/Bqr/wBEC+Hp57/soWR/HDL/AF59FwTRZCbb3/r+v+D1D/h7t/warr0/Z++Hh/7tN0w/jgj+p/8AiXd9399iWk91/X9dBf8Ah73/AMGrQGB+z58PCP8As0vSD/Nfx6H3JxmkM940r/g4h/4N6dB8Az/CzRtHutN+G915X2nwPY/s8Jb+F5/IjlhhEujpdCyfy4ppY03REKkjgZBKqrLeyv6FKckrJvt/X9aHg5/4LB/8GrxJJ/Z1+HbEkkk/sj+HmJJ6k5Q8nuc59c5piu+73v8A0g/4fC/8Gr44H7OPw6I/7NE8MHp3+bH67T9cYoBtvf8Ar+uxraJ/wWi/4NefDWqWWt+H/gH4G0bWNNnFzp+p6d+yX4YtL6yuFBCz21zCyywygFhvSQNhiCTnFAj+fj/g5w/4LIfskf8ABUCH9lTwB+ylYeP7zR/gBffFLVvEPjDxjoWmeGdK1VviJpfw5ttM0vwtpdtrWq6rLDpK+EbuLVrrWrTRSt0YItNtb2zzesAfybUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB//V/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/Si8BjH/BmcT/e+EfiE/l+3BqCj17D/APVwKuPxL+umvbr/AE7Jgf5s8e0DJ7Abc/5Iz+H0zUvd+rNal/ZUu/X7nt1/rXZnS+CpRb+M/CV05VUh8T6DMxcoIwseq2jsWZwECgKdxf5ABlgBmvQyOooZ7ksulPNsunra3uYyk3fmSjbTeTslvdanjZ2pVcozOkk3KeW42EVFNycpYWrFJRjeTbbSVnd9L7n+spANsEK+kUY/JAK/IJu85vvKT+9s/wAdHq2+7/rt+X3H8kX7evjeTx5+1v8AGvUTNJLb6F4rk8DWcbPvjto/AlrbeFLuK3Iwghk1TStQu8x5jkluZZlZ/NLv/sR9HzIFw74PcEYV04wrY7Kv7dryilepLPq9XNaM5tN3nHB4rDUdW2oUoxfLy8p/YXh1g44LgzIFFW+t4KOYt8rjKazGTxlKUlJKSl7CtSi4ySlFRUGly2PkGv2Y+1Pkz47fFe4tZpfBnh25MMirt1u+hfEi7xxYwuMFG2nM7qdwBCjGTXz+a4+Sk8NRlbT95KO+v2U9Htvr6WPfyrARkliq0bq/7qD2f99q2v8Ad+Lv0aPmPwx4W8R+Ndbs/D3hfSL/AF3W9RmWK1sNPgkurmeRzjOxFYgAnLOflUcnIB2/LYzG4TLsLXxuOxNHCYTDU5VcRicRUjSo0acVeU6lSbUYxS6t+Wtz1sdj8FlmErY7H4mjg8Jh4OpWr16kadOnCKu25SaW2y1fZan7M/AD/gkNrusw6X4h+OfiY+H7eUw3EvhDRAk+otE2x/IvtRLNDaMyMRIIkmeJgUYEjcv8Y+In0xcgyipiMt4Ey15/jKbqUf7WxjdDLIVFzxVShTT9ti1CpFP3lSpVacuaM9bH8l8c/SoyzA1MRl/BmX/2nWg50lmuM5qWDjNXj7SjRTU60YySavyQnGzjJ3aP0Ysv+CYX7KcVrFAPhle6j5CmP7XJqGpyyTbTgu8kDxRuSecqoGOg71/N2L+lb4w4uvUrU8ywWFjOV1RwuXxVCC7QUvayt6zZ+D1vpEeK+Iqzq081p0ozbap4fAw9lHb4LqTt8/v0Uef8Sf8ABLH9lTVEWMeD/EHhtgrKH0vWLu1diejn7ZHcBmU+gx65xhu7LvpdeLeXxlDEVMnzBTnFuWNy6XtIpauFOVOrSSUl1lB23XNblOzA/SV8Ucvf+0YrA42LknbG4D3rLeMXCVKyfVvmt5WTPzx+PP8AwSF8Z+HobrWvgX4iHjO1jMkv/CLa35VjraRKHfy7O7D/AGW+cfu4o1byppmJIiGMN/Tfhz9LvhDiWdHLuL8LLhXMqjhThi+d4nKa03yxTlWsquGcpc05OrBUacdOd6H9BcCfSg4ezudLA8V4T+wcbNqCxdOTrYCpN2S5n8dK7u3zWhHRczu3H5V/YS8KeIvBP7dfwg8K+LNHvNB17RfHcdjq2lanC1rdWs8AlWSJ45SM7sZRl3o6lWUlWr9k8Z8Rhsf4N8d4rCVqOLwuI4Vx1bD4ihONSjWpypqUKlOcW1KMls4vydtT9V8WMVhsf4V8VYrCVqeJw2IyWtUpVqUlOnUhJJqUZK6ejX/A2P7HPGX7T/g34CfDa+uPEWr6X4dj02a+ln1TV7mO3toY3CyILaN2D3dzISRHDErfMMHG4Gv8m+Fsq4i4mxFHIeF8oxWZ5lWquNqFOUqdCE7P2lWpbkpxiruUpyikteiR/nfw4s7zf2WQ8NZVicxzOdacbUqTlTowna1Sc/hilq25tJLXS6P5Y/21/wDgqR8RPjXq2p+F/hTq+p+GPBcjXdtqOu+Y0fiDxJG5aLCTfK2mae0e4xwW+yZgykypgo3+hPg/9GDJeEvYcQcb+w4h4mfsq1PDVI+0y3K6i960ISvHFV4ysnUnFUly+6pXUz+zPDD6PuWZBKln3Gfs894hn7KtTw9Vc+By6a9/lUH7uIqxlaPNNezjyvl5rpn5G3NxLdzSXFxNNcXErb5Z55Gklkc/eLuxLOSedzHPriv61jGMIxhBKMYpRjGKtGMUrJJKySS0SS+4/paEYwioQjGEYq0YxSUUlskkkkrdLaeZe0jXtY0K6S80jULqxnQghoJnQMB/C6fddf8AZYMD+ArWnVqUpKVOcoNdna/k901ot199ialKnWjy1IRmu0lf7no18tt9dEfXvwt+Oya1PBoXi1oba+k+S11PIjguHA+WOccBJnPCsBtZuOMivoMBmvtZKjiLKT0jU2Un56qz8lf/ABaNnz2Pyt0lKth05QV3KnvKK7ra6Xa2i7H7l/8ABO79on/hX3i7/hWutagLbSfEt+l/4YuZZo44LTxAygSWW5hjy9YjVUGd+6dIhhVHzfxR9Mfwmq5jgsL4n5Dh3LH5PTjhs+pUYNzr5cneji3y7/U23Gbtb2M5N8zSP5d8ceDq2JoYbjLKqTeNyqKp5lGnGTlWwKd41Xa/+7ttS0/hyk9Wkj+rnwJ+0E1h8Nri0RRJIts/2G7lfCacrKRdxzDIcmAkyQKAv3hnGRu/hLB59KOXNKzah+7k9qd/iTWmq6ar57n5zlPF3sshnGKUn7NulUu3Gimv3kZdbwd3FadNVe5+Fv7fn7UzeC9Av9L0m+8zxf4rjurDRo1nVp9M06Xct7rU67i4kl3FYSfvyFMMMHb+xfRs8I8X4qcaQzzOKVV8JcOYini8XKrB+yx+KhPnoYGE2uWTnJKdb4uWnF9XY5fDXhKvx3xN/aeOhP8AsLKaqrVHJNwxVdS5oUU/hbqSXPU3tBW01R/PbJJJLI8srtJLK7SSSOxZ5JHYs7uzZZmZiWZicknJzmv9fIQhShCnThGnTpxjCnCCUYQhBKMYRirKMYxSUUlZJWVtD+1oxjCMYxSjGKUYxirKMUrJJKySSVkktF2GVQz+ir/glJ8ONHvP2dfHl/rdja6pp3j7xRcaXfWV1EksUtlpdj9mmgcMpJSX7dkjIwVUjkZr/NT6XPE2No+JmQ4fA16uFxXDuVUsVh69GcoThWxdf2sKkWm0pR9ha+l1o1qfzX4u5nWhxLl9OhOVKrl+FjVpzg2mqlWpzRkneOq9nbT718MvNfi/4f8AHH7BniK81PQdD1Hxx+zj4ivpb63soy02peAdTnLM1jHMxMaWEjkfZHm2xn/VSOrgM/DgeHuF/pP4DDwxmYYThjxZyyjTw9TFzioYHiXCUrcuIrUo2nLFQj/E9nzVFq1GUW1Hx63D+UeLGGpupiKGVcY4SnGm68opUM1pQtapVhHV1oK6k4+8r3UZRdiT/gmJpmo+O/FPxY+PGo6PFpt/8RPiDcXEH7pxLDo+kxogt5H3MpbCWTOQWUzDIIBC1H0svqfDNfws8Jcox8sXl/AfCOHlimpqdGrmGNlKpVrxikpLmnLEqDnZxg0ndq55niHh3k0uFOEKFapVp5BlrqV+Z+5OrWnJqqlbd81ZRvy+69L6KP7eV/JZ8MFABQAh6HGM9s9Mnpn8cf0oA/Pv/gqZ4z0TwT/wT8/ag1LXy6WGufDHW/AtrcJsCW2sfEIL4J8NXNwzRSbLBNe13S/t7xRNMtg9wYVaUIrbYWisRjMDTd0vrlCveNr/AOyS+udb6S+r8umrUrK1/d/QfCbJZcQeJ/AOXQn7Nw4oy3Oee6XucMzlxPUhdqX8ank06Csrt1Uk4tqUf8066SaO5lM+DKHYSEMjKz7nLlXTcjAlshkG09iQRX6RzJtLv/Xb9dd9Le9/rFVvpb+tvT5fraxLa+WbuyIxu+1236zR/wCe3v1IbWD1t3/T+vP8G45K7+9evzX5X6eaP9Tb/groHP8AwagXpJKlf2Ov+CepIHOVPxH/AGYFUE88YZW4x0x7VL3fqyj/ACsqQBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH/9b/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP9Nn9j7QYfHv/AAaJfErQdZRZ7LQf2bv2kNe06MlR5c3gj4geKviRpr5bcN0Ov6b9pXgMSAq4Yqy6RSU4edunfTzv93yf2g/zL1UHj0HHH/2Q/mf60OKc5J3Vm/Pr6x6Pv932rrNxpUrd7fg32fb5b62tKxZ3TWd7aXGMm0uYLlR8p3GGVJMYZWXqvRldTnkEArTo1PquKw+JSu8PiKNa1lZ+yqRmvicou/Krpxa11v8Aa5q0FVozWylGUHq9FOLjfRRb+XK10ve8f9Zvwxr2k+KvDegeJtBvI9Q0TxBo2m61pF9CweK803U7OG8srmNgWBWa3mjkHJ+9zzX5tmGCxOXY7GZfjKbpYvBYqvhcTTe8K+HqypVY3WjtOLs1pJarRo/xsxWHrYTE4jC4iDp4jDVqtCvTe8KtKbhUg/OMotH8S/ifWr3xJ4l8Q+ItSLNqOv65q2tX7Mnls17qt/cX10WjydjGedyUydp4ycZr/dTKMDQyvKssy3CpLDZdl+CwOHSfMlQwmGpYeilLTmSp042dtd9D+6cJQp4XC4bC0v4WGw9GhT1v+7o0404a6X92K1tr5Hmfj/xIPCXg/XdfGDNZWZW0DDcrX106WlkGX+JBdTxGQf8APNXPY1vi631fDVavWMWo3/mlaMe/V6+Xbc9DCUfrGIpUek5e9/hinKXVa8qdtd7b3Pzn8OaB4i+Ifi7SvDujW9zrHibxXrMFhZQIGluL3UdSuAoJwCxLSSF3YjhdxOAK/P8AMMfhcuwmLzLMcRDD4TB0auLxmJrSUYUqNGLqVatSTskoxTbu/LS59ZjcZhMrwOJx2Lq08NgsDh6levVm1CnRoUYOU5NuySjFdX92p/XD+wv+wN4Z+B+iabZafpdn4i+Kuq2kE/irxdPEk0emM6q02n6VK6N9msbVmMbzJsku5FyGCMFb/Kjxu8dc88Vs3xGQcP162A4LwleUKFCDlTnmrpycfr+Pa1dOdubD4dvkhBpyjKo24/5veKfivnvijnFbJ8nqVcLwzh6so0MPCTh9bjCdli8Y42vGVuanSbso7pyaP2f8I/BTwroMUM+oQjWtSTY7zXQ3W8cqgEiGDhNoOR+9D7wASEOVr8XwmS4XDpSqL21RWd5L3U12jr6a3v2VrHyOX8M4DBqMqsViq6s3OprBSX8tPZL/ABc17K62Z6xb6dplogt7W0s7dF+7DDFFEvrwiKB6k4X8utetGlCCSjTjGK25YpL8Ev67aqPvwpUqcVGnThCK2UYpJfJKP5fd9qrqHh3Q9VQpqGl2V2CpT99bxOwBHO12QsvHddp9+M1nUw9CqmqlKElZrWKb17dV9/8AlLOthcNiI8tahSqr+/CL37aXX/gUX97PAfiB8C7Ka2l1HwfF9lu4VLtppkJguAOSIC2WjlPJAYsrHgbcg14OPyODi6uDXLJa+yvo1rflerT12foktj5PNuFaU4SrZavZ1Y6+wbfJO13aDd2pdk2k9rq7cvwL/wCCjn7N2tSWdp+0t8N0n8NfGT4Ouutalc2yPBe63pOmlZMzIqpJLqGnNGskEpYtJbCS2O5WUr/Vn0YfFer9ffhNxlJZhw/n1OpgsqoY6HtoYfFVYvmwE3N3+q4uKcVCXu06rUly3aP2vwD8Rp0sZU8M+L74vJc7UsHgoYuz+q4mpeLw0pTTfsK6vGKSajOzXLZ835MeCfAf7XH/AAUZ8WnVvEnijU7/AMM2l4sOo+I9Zke08L6MdvzJY6bbLHBdXSqANkELz4xvkI27f62z3iTwh+j/AJTyLC5fks8SpTw+VZZRjWzbHta2fNKpiHS5lpVxFT2UG9OVM/pjOuIfDHwQy5UYYbCZficRDnpYDA0lVzHGPZSqTbnUULv46r5Etr2P0M+Hn/BGX4fQWqSePvHninxLetAVmtvDVommWcFwJeJYrl1up5Y2iGDHJDHhjnJwAv8AMHFn0082xFWVLgrhmjhMPCrdYvOH9ar1aXLblnhqElSpS5veUo1p3Wnc/n3iD6WGd4io4cLcPYfDUozuq2Yc+KqThy6xlRpcsIPmd7qbsrb3tL03Uf8Agjz+zu1oqWkvxIsZkX5rqXVRICcfeZX05VwODjPbqMnd8Th/ph+KdOq54nB5FVpX/hrLq1NRXbm9s3rtrzW3urny9L6UfiVTm518Fk9Snf4P7Oq00vJS9tf70vlY+L/i7/wR68Z6Bpuoav8ACjx5beLXtY7m5j0DXLNdL1C4VGLw2Vncwyz20s/l/J5lx5Cu6jgbgK/aODvpn5HmOJw2D4uyCrk/tZ06U8wwNZ4nC07pKVarTmo1YQ5ryahzuEdFzWufqnC30sMoxuIw+F4oySplSqSp05Y7BVnicPBtJTrVYTjTqRhze9ywU7LS+nMfj/4s8IeKfAOv3vhvxbouo+Hdf0ucxXWn6jBJbXMLoeHUOBuRsBo5IyysCCGPFf2dlOb5bnmAw2aZRjaGPwGKgqmHxWGqRqU5xaT0lHaSvaUXZxej7y/q/K81y7O8DQzHKsZQx2BxMFOjiMPUjUpzi/OLdpLaUXZpqzR9d/AH4s3OoCz8P6heSweINHeK60XUg/72UWrrJCA5IJubZlDITneoxtyCa+qhHC51gMVk2Z0oYjD4vD1cPVp1VeFajUg4ThJPduMmrpeejseHneVUp063NTjUwmJhKlXote7apFqat2km9rW3W15f0d/CP/goLpLfBzVF8eapDZ+KdE09IrrR4t/neLL2CNYbO7tsIqxteEbr+OLCo26TlcKv+Z3Gv0TuNsDx9SyLhfDVMVwfnmNVWlmvu+zyfDTqOdehi7tyi8PD3aTd/bWjFSk1c/ijiHwc4lwvEX9lZFGdThrNMQqkMTdWwEJS5qtKt711GnF2pvX2iSvd6R/JL4nfEfxB8VvGer+NPEk2++1OY+VbozGCwskJFtY2wbkRQIcZ43uXcgbsV/pJ4f8AAuS+HXC2W8LZFT5cLgad6teSSrYzFTSdfF12rXqVZ3dvsxtFX5Wz+pOGeHMv4VyfCZNl0LUcNBc9VpKpiKzX7ytUfWU5K/8AdVo9FKXAV9oe+FAH9PX/AASo/wCTUbH/ALHrxV/6Dpn5/wCR2Nf5VfS2/wCTv4r/ALEGT/8Au19/9Loz+VfFv/krqn/YDhfzq/10/Ny/Q3xB4e0TxVo9/wCH/EWl2WsaNqltLaX+nahBHc2tzbzKVeOWKQMrAg8dCDggggFf5xy/McdlONw+Y5biq+Cx2EqxrYfFYepKlWpVINOMoTjZppr57O+x+b4fEV8JWp4jDVZ0a1KSnTqU5OEoyi7pprzOa+HXwv8AAnwn8Pw+Fvh/4csfDmiQS3E6WdmrEeddOJJ3aWRnlcuyr9924VQNoUCu/iPiTOuLc1q53xDj6uZZpWpUqNTF1uXnlSorlpwtGMYqMU3ay3k3ZXR0ZlmWNzfFzx2YVpYnFThCnKtNR5nCmrQjoopKK2S016Xbl31eGcIUAFAEb5OdoBYL8vfk+vYYIU85zggcglQD+dj/AIORfjInhH9j/wAEfBfT9Xms9U+LfxI0zU9Y0yO28yLVfA/w8h/tS7gurlldLYw+NL/wLf26BoZ7prKTyjJBb3iV7GRUufHOdk44ehJ/3oVK16dOS8nTjiIt26rfQ/pX6LOSxx/iFis3qUadSjw/k1Z0pynarh8xzaTwmFqU4XvKNTL6GdUZytaHPFO7nHl/hsMjOdmflBAH4+2exz/dx07Zr7anTV7999Px+LXstr3vdbH+h1V2Sf3f1Z/k9tOW75rlnGv2yy5Oftdt2/6bR9P3ldCio9dfS36y/Ned7rl5YScpvey8359LJL8bd9Uf6nX/AAV14/4NQNRGc/8AGHH/AAT0A7/81J/ZdwO+MDjrxjHOKye79Wbn+VfSAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA//9f/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP9Pj9hWw1e2/4NJPirNHpsF1/aX7J/wC1/f2UYnkRpdIi1T4iWGpalMd42z6YdP1a5jgTbHPHp9uro/nOGq9nF9ree3zf6a9NC0lzRXflv6v7r6We/lof5iSHB+oxVRd5N97/AJoeIX7qn5Sdvuf9f8OMbaZAM+vP9O3fP9c9azq6Xtr3v8/Tyt+F9ObOlHmhJPS+3W35df6eiP77/wDgg1+2vpX7R37Jmh/BLxFqFlD8WP2ZdH0LwFd6WgFvLrPwvtLNNP8Ahv4otIRBFFKttpVl/wAIlrRhnu7ldX0EarqZtD4j0+Kf5XiDBTvDMoRqSp1ZRoYuo4ycaeM5ZulzzbnZ4qhSlUg5yjKpUoYu0FCkpS/zg+kRwDW4U4zxOeYanUlk3FeIxOZQrN88cPm9So6uaYOUuZyXPWqfXqHNCnF0cT7GjzfVqvJ+L3xA0C98KePPG3hfUjnUfDfi7xJoF+duzN7o+s3unXR28bcz27nbjjpxiv8AbDhvMaGb8O5Bm2GVsNmmS5VmOHV72oY3A0MTSV9b2p1Yq99d9bn7VluIhjMuwGLpK1PFYLC4imr3tCvQp1IK+l/dktba+R8p/tITSxfD2JIyQlz4h023n68xi21C5UHBGP31tEeQwzgYXIenndRQwtOF9ateMUu/LCpN9tuTv6J2Z9Fk1njNd1RqOPreCf8A5K3/AFc9V/4JJ/Dy28X/ALTN34n1C0iu7P4deCtU12385FkSHXNSvLLR9KmCsrDzoYbnUbiBwVaKaBJUIdBX8X/S+4nxOQ+FkcswdepQr8T5zhcqrum3F1MupUcRjMbSclZqFaVHD0ai2nTqTpyvGckfjf0oeIK+T+HMcvwtaVGrxBm+Gy6q4ScZTwNKjXxeKp3WvLUlSoU6i+1TnKD92Uj+2T4R+GrLwx4V027EStqWt21vqV9cYBkENzGJra2ByuFjhdWK7l+djuz8u3/ObJsFGhg4Tt+8rxVSUra2krwjvHRJpvV6t7W97+OOHMup4HLqNTl/fYunCvUk1racbwive0UU1pqrttp2iz3rw5oOpeLNcsPD+k7BcXzEmdwfKtrZF8ya4lJHCRQhnIA3t8scStKyJXuYXDTxNaNKO7b30SUdZNvqkvLXZXb5ZfWZfgauY4qlhKC9+o9Zt+7CC1nOXlGKb7u1lGTaR9veF/hJ4M8NWcMQ0u31S+VP9J1PUokuJ7iUj53VHDRW8eSQkcS/KmA7SsWdvr6OW4SjFR9lGpK2s5rmb9E3FJdrbLR3+KX6tgeHsswVOEfYQr1EvfrVoxnKcnu7O6ilf3Yq1lu5NNy6tvCPhdhhvD+kEf8AXjb/AMxEp/nj8c1v9Uwv/QPR/wDBcf8A5Bdv+A9pd/8AZuA/6AsN/wCCYfpr+P3annvin4LeFNcSWewgbRr5ldg9n/x7u5HBktmJXqAP3bIBydoxhuDE5Nha15U17GevwfC23fWLbX3bba/EeLmHCuXYxSlSi8LVadpUvhcntzQbs0tFpy2Wrb+z+Y37Sv7N1/qyzabcadZ3M17FPY3BlASy1jSblDFNHKX+QyRq5JVzv2krzuWvhswy/McszHCZjl9R4bMcDiKeIw2JpPk9+lNThOLu3zQkk9ea+qstT8X4o4ZzLAY7DYzBSVHMcJXhVw+Kg3TU1CScJqb2nTkr733Vo3XN5h+zz+xp4X8A6FaeG9E8HW0NnYTS/YvDmgWpXTk3MC13dNCFa4ubg/O7TSluFBJAwvRmlfP+M84xWf8AFWOxWdZvi53qVKrcoxjHSFOnCPLTp0or4KcIwhHXdtzllHKM64ozOvnHEtfFZ5m1eernKVSEacdIJctoqK+zTgoRju0m2z7k0f4C+JYIA2neFLLTlwF2N9jtJW4A5U7WY4xk5zn1P3u2jkeJiv3eFhSWmj5Yt/rp3f6s+tw/CGYxjejl9KgmkrP2VKT6baNvXXW/e32cfxD8Odc0VZE1vw9ItsPkaf7OtzaNnkgSorxsMDnPAzyTwGyxGAr0U1Xw75dnLl5oa/3trfd+kubG5JjsIpLFYOXItHPkVSn5+8uaPq05W6pfa+e/GPwY8L+IIZJrC2XSNRAJSezUJE7YOBNBwjLkj7mwj3614GMyfDYhOVOPsqmrThpFvzWz18o/hY+NzHhvAY6LlTgsNWs0p01ywbeiU4K6aVr6Jeup+JH7ef7C3h/42+HNbhudLttG+Kvh6wurnwv4khi2HUDAjywWN88SlryxvdmxMh5LeVuNuGWv1fwR8bs+8Js8hlOZSqY/hTH4inTx2X1ajbwjqTUFmOXylpSqU1rVpu1OtBOLtNKR9B4V+KOe+Fmf08sx0qmK4cxeIp08fgZyvGlCcuVY7BOXu05wvzySajOKcZWdnL+TW3bWfAXi5obqKWw1nw5rElpfWzcSQ3VhcmG5gftlXjdc4I7gHNf615dj6OKoYPMsFVVXD4mlQxeGrQfu1KFaEalOaeukoST202d7H+l1KrhszwNLEYepGthcbh6dahVjrGdKtBTpzW28ZJ7+Tsfpjomqwa3pGn6tbnMN/aw3K4/hLqCy/wDAH3L74z3r9BpVFVpwqLaUU7dvI+OqU5Upzpy+KEnF+dnv13Wv+WxqVoQFABQB+9X/AAR/+LQutF8f/B3ULpjJp88Pi3QIZHjWNYJ9tpqsMCZ8ySV5Db3MmAwWKEn5cfN/nt9M3g/2GY8PcaYeklHF055PmE4qTk6tJOthJ1H8MIRgqtKN/inNLqfz54z5PyV8uzqnD3akZYPENXb5o+/SlLoklzRXeUt3e0f22r+GD8KCgD4r/aO/bd+G/wABr1fCFha3vxC+KF4iCw8DeGlN3dRSzfLAdVlhDfY1c4bysNcOmTHHx837f4aeBfE3iDQec16tDhzhShJvE5/mj9jRnCGtT6pCbTryjtz3VNS0k1ufc8M8CZnxDTeMqThl2VQb9pj8V7kGlv7JPl52u9+VbNs4Tw6n/BWT4l+F5PiZ4R+Cfw38L+GLxDd6T4N8T3kMPiu4sY03MyLeX1pclpVGbfzraJ5dwEcbYr9Vl4f/AEasslHKcdxhxHmuOinTq5zl8f8AhO9q9FKMKWHqwcYPSXLOUVb3n1l99S4G4DjTVOeZ5hi6lmnjKEkqDeusYKE04p72m9t3dnHfB/8Abw8Wp8R2+D/7Snw6u/hT44a4+zWq30E9na3Mwby9kbXQUM0rguhDMrJtWPcSC3514j+BdThnIlxlwNxFQ484Sp1JLMa+DpQWPymLfMp16FCpV9pQpRahWqe7OD99w5XaP57xVwRisgwf9s5Vj6fEWSRqSjjKuGpKljMtV9JVqEJ1lUo07pVKicZRtdxSufpxHcRTRJcRyI1u0QmEoceWY2XcJN/A2BQTkkqck5UpX8/RkpRUk1ytXve6t3vpp8vWx8SpRcVOMk4NKSkno4tXvfbY/hN/4Lq/tM+Hvj98fNZ0Xw9rcOqeGvhc3/CD6GbW4S6srm5sb3fr+q2kgSPdFe6gv2dHjkntriHT7e8tpmjugzfV8P4aVCjVr1NKuLnzqPWGHjHkw8PWUebENWUoyrypys4Wj/oP9GrgXE8M8OyzjMqcqWacS1o5nKlNe/hcrjQVLKcLK0tJToOeZVIThTrUK+ZVsJWi54ZH8/KACRgOmePy/HH5+3NfU0/nf+r/AHOy3/8AAtWf01XvZfh2vr/Wn+Resmzf2Q7C7tv/AEcnsP5nPXitW7ff/X+fX5XuTQgpSen9f1r1697x/wBST/gq9JqJ/wCDTbVP7TijW5P7J37CMcYgO6NdOj+MP7N40iVyzE+ZLpUdkZwucXMrgKqYC4y3fqayXvyS6N/hv19er+Z/li0iAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/0P8AP/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/1Pv2FVH/EI94kwOv7BX7eDH3K+JP2iOT9Ao/BaC4/HD1h+h/llAZz7DP+f8n9cq02tV/X5/1ppe5ddXjBdFN9fVf8D8e5CwJYj6f59qNZPz/rft+hMGox7a27/wBf13Psz9lHX/2wf2fbnVP20f2b/B/xPj8JfA2/0XSviR8VPD3g7xFrfww8NW3jG/g0zS/DPxV1uxsZ/DenaH4w1L7LpNlY+Jrq1tNU1htOt7Ivq4sFrow3sKVRrE4eGNw1aPssZgas5wp4rDSlGc6Lq0+WpSnzQhVo14P2mHxFOlXp3nSjzfL8WcJ5Lxpk2MyLPMLHE4PFrmi7JVsLiIqXssXham9LEUXJuNSPI2nKnJThOcJfsF4x/aR+Fn7W3iHVPjz8M7H/AIRW98byWup/Ev4a3Uscmo+BfiTc2sZ8T+TMH36z4b8WajFc+KtC8RJBbxXcmpanpE9tbanomoW6f6J/Rx4rwub8C4fhtZjLH4vhJ/2bRqYheyx0skcpTydYvDK8KNTBYVrKv3FTEYarDARqUsQ5yrUaH834HhfOuC8PS4bzqSxP1BTp5VmlO7oZllcJ2w0o+6vY4jB05QwmJwsn7SkqVGtrRxFGc/ln9pCyluvh5HPHv2ab4h029n2qWXynt7/Tl3kECMeffw4dsjftjwGdTX7XnkZvDUnGHNGOIXtHe3JB0qq5rdb1PZwstffvsmfQ5NNRxlrazpVIJ9muWpdfKDWnr0PqD/gjLrcFp8YfixoUjIs2tfD2wvbfd5YZ30bxBbrJEhYeYWaPVWl2RsF2QO8iNsR0/gX6bOClW4G4Uxyv/sXFE6DinOzhjcrxcvaPXl/dywkINzje9aKg1zSR/PX0uMFOrwdw3j4puGD4ilQqJN+6sbl+JcajimlyqWF5OZxlySqRinDntP8As28FXsGo+EfDd1bSLLG2i6dEWVgwWa2to7a4ibBYCSC4hlhkTJKSIyHlTX8P5fONTA4SUGpJ4ekrq1lKMFGUXbRSjJOMl0kmujP5pyurCtluAqU5KUXhKEbq2koU1CpF2clzQqRlGau+WUWnqj7J/Zk0+CXUvFeqOCbmys9KsoDxtEWoTX01wcYyGLadAAwYYUuCG3Ar9TkcE54ip9qMacF6Tcm/n+7X49z9J4HoxlWzCu179Onh6UOyjWlVlPS296MbNNaXVne8fr7/AD/nr/L86+iP0UKACgDk/E3g7SfFcC2mrRmS2DCQeWQkySK2d0cm1imRwwHUHBz/AA8+IwtLFRUKy5op3VrXT8pbrz3v5a83n4/LcNmNP2WJjeHMpXTtJST3T5ZWva3pda3fLqaNoGj+H7RLLSLGCzgjAGI0G9/9qWQ/PI+c/MxJ5wMDiro0KVCChSgoRXZav1erb9X99zfDYPDYOnGlhqUKUIqyUUrvzb3b7t3b672jr4A6Aflj/P8An1rU6RksMM8bxTxRzRupV45UV0ZSMEMrAggg9CPyzSaTTTV09Gns0KUYzTjJKUXo1JXTXmnf8vvPib40eEdM8LeILSTSl8i21eCa6a0A/d280UirJ5XUiOTzAwTohBAwMCvjs3wlPDV4ukuWNaLlyJaRadnbV6O97WVvmflPFWW4fL8ZSlho8lPEwnN01pGE4yV+Va6Pmvbo9rJpH56ftIaXAsegasoAmeW4sHwMb42jM2W+UZIaPAyTgMcdc18DxFTS+r1ut5Q+5c3z27+StqfjnGlCPJg8Sr8/POi3fdOPOr+acdH5n8KH7d2l6Zo37WfxpsNIijgtIvFCymCJQEiuLrTrG6uVx6vLM0rE4y0h4HSv9ePAPF4nG+EHA2Ixc5VK0sp5PaSd5ThRxWIpUrvT4acIwS6KK33P9IPBTE4jF+F3B9fFSlOrLLHHnk7ynClia1Km3vtCCgvKK22PYfgtdT3fw90aS4QoyefEgPeKNgEYegPPQsOOtf0jlknLB021a10vNLqv6XotEfQ5lGMcZVUXe7u/V7rp/XfRnq1d5wBQAUAe8/s1/G/Vv2fPi94W+JGmK1xb6bdfZtasFfYNR0S9HkalaFtjbWe3ZijBSQ6gAjO6vzzxQ4DwniPwZmvDWKao1cTS9rgcQ1zPDY6h+8wtZK8eZRqJXjezUne+0vnuJ8ipcR5Li8sq2hOrDnoTevs8RDWlP/wK17uy7St7v9d3w3+Inhb4reC9C8eeDdQj1LQdfs47u1lRlMkLMB51pcopJiubaTMU0bchlzyCGb/G/iXhzNeE87x+QZ1hp4XMMuryo1oSTUZpP3K1Jv46VWNpU5rRp+TP43zPLcXlGOxGX42m6WIw83CSadpL7M4PrCSs09fvuo9wyhlZTnDAqccHBGODzg8+n514admn2dzgWmvb+vP8vvPkrwd+zp8Cv2fvEvj740axdW51zxPq8usah4w8b3sFw+gpcSbvsWl3d5gWsbSsArKWuCixwI6ou1v13OvEjj3xEyzh7gnCUqiwGVYSGDwuS5DQqUo4+VKFvrGLo0LutNRTbUv3fM5VJRc22fYYziTP+IcLl2SUIS+r4SiqNPBYGm4rESirc9WnB++7Lb4Vq7XaZ+x3wf8AiL4e8T+BtKuodU04i1sodskd1EYbiyMYktb2B9wWSGeJgysvBxn5cmvmcHWdOnPDYqLw2KwkpUcRQrfu6lOdN8soyjKzTTTi10ffXm+uyPMqNTAxo15RoYnCXo1qNRqEoum7aptWt8L00a15rs/ne/4LE3/he+8VeFPEukRWVxrOmeLdEFhNGVN3M7ajbi5EO396Y5o0JYKWBALHorN+ufR4xGOzLj3ijJ6WJxMeHcbwbnqzenGpJ4GM/qs44fEVoybpRqKbtTqNRldWTknaPkcLYqpmXHmc4GhXq/2PieH8y/tFRm/qyn7FqlWnH4VLnuoTcYt6pN29789P+CmX/BV7Qv2cf2Z9N+A3wx8RWmrftH+OtJm0nxbBpHiFINX+EfhzWkl1Q3erR2Mz6tpXiHWPD+paafDcEx0947DU7fXoZ7mG2js73+esoyR4jFYjDWlLK8BjsdSVepG8MfDD5hiaNClSbfLWpONJTxVRc9JxSwvLKVao6H0H0evB7HccZlhMyznA4mHA+SYvG15YvG4Oo8HxTXwebYvDYTKcDKslQx2X06uGlUzyvH61hXTw/wDYk6U6mOxNTL/46fid4H+Mfh608KeNPif8PPH/AIL0b4r6IvjT4e674v8ACPibw3onxA8LzzNbxeJvBGp69Y21n4r8PSTRPBHrWh3F9p0k0bxrcF1ZF+/hh4Qfuu7W6b/4Gmq02t3dj/TLD4enhrezvora2s/ug7dX03s0eSJ1P0q7tPz9P67nRJ8+j/P9bR7dvuv72rYBVvbJs8/arft/01Qg9T6dgPTvVKTbXe9uml99bPXtp912FF8stF066X82+V+eltOtr2P9R/8A4LDapDpX/BqbY2MiyO/iD9lL/gn7pdu0cYKxzL4t/Z68Qs0xz8kfkaPPF5nJaZ4lIG81L3fqypfHP1n+vp/XfY/yyKRAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB//0f8AP/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAUAkgAEknAAGST6Adz/nvQB734H/AGU/2ovidHBL8Nv2bfj58QornabaTwP8HfiH4sjuN33fIfQfDuoLLu42+WWzngHOaAPpbT/+CQ3/AAVY1Jttv/wTY/bsjOcf8TD9lL446Suf9/VPA1kuP9okD6/xAHe6b/wQ/wD+CvGq7fsv/BOn9q+Ld0/tL4TeIdGxn+9/a9tZbP8AgWMd8dGAItS/4Ii/8FdtK3fav+CdH7Wku3Of7N+D/ifWen93+yLO+3+2zdnt1zQBwl9/wSL/AOCqunPsuP8Agmv+3hI2SM2P7Jnx21NMj/pppngS8jx6HOD0BNAHy546/Zp/aN+F8c0vxM+AHxs+HcVtu+0S+OvhV468JRwbM7vOfX9C09YtuPm3lduDk9RQB4nQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAf6pX7BLRQf8Gkvic3jJBGf+Cfv7fyxtcbUVpbjU/2kEslXfgF57mWGO3/AInleIR7iyFguPxw9Yfof5Xh7e5/oT/T2/TDFrvz/r+vI1qfw4/4v/kvT8vuP3Y/4Il/8EQfjX/wVj+M1te6nZ+Ifht+yL4HuzP8W/jitlAsd7c2zwPD8Nvh6L1lXWvHWtxy77i4igudK8JaPHNq2uSJdXOgaRr+jagrLfq/+B73yV1+Pu86/rz/AMj+sT/gtV/wUB/YS/4Iwf8ABPzxf/wR4/Yr+HPh3XPih8bPgf8AET4UeJ/DGm6qL2y+Efgf4t+EL7wP40+K/wAafEsNydd8UfGrxro+rXsngzQrmQ3Aazg1/wASS6J4N0Twf4S8YTFNtPpf+l/Wi+6Mn0u/ku/n8vxP85TwR448RfD/AF618ReGNSudN1G1MiF4WHlXNvJsE1neQNmG6tJ/LTzYJ0ljJVJFQSojp73DvFWdcH5xh86yDHVMDjqD5XOCUqdai5U5VMNiaT/d4jDVXTg6lKrGa5owqR5atOlOPl5plmEzTDSw+MpRrUptNKV705xvy1acldwnG75Zx5ZJ3T5ouUT7v0X9rzwN448P3nhL4oaNqGgtq9ubKfW9HtP7U0e0Z0kkj1Ca0aWbVbeWxuoraa1+y2urtLcKsrxWyRbW/sDhX6U2TZjCnl3GmTYrLHXjGjUzjK4/XsFSnLkXt8TgOZ42lRpPnqSnhXjq0nGCp4Ncz5PzDF8CZlg6yxOVV6WKjSalGhWqexxMneMXCMnCOHmpRc3Pnq0LQXLH2knePTfsnfHaP9nX9oHwf8QrS9svEXh6wvZNH8Wx6JdpqEOpeDtetkg1W4thaeZMb3TbO5t9etLCZbe8i1PTrfT9ShtZBd26et4lZPw140+HfEXDeQZ/lGYY14ejj8sr4TG4atLB5rharr5YsZSc/bYKjmFWhUwFWeJo0pxoV684U5VKcYx/PPFTgitxtwPnXDtSnWwOOxNBV8tniacqCjmeArKvhac5VOWPsMTXofVKlaLnT9jWlXo+0tBy/t9/Zw+O/hDXdA0+60jxHp3iDwJ4iJvND8Sabex3unWNy7+TPDcSRu621pNcL5U+4qNP1BZTcxIst5cW/wDlBClmfCuZYrh7iLBYrLMXhq3JVoY2lOjVwlWSjJKpCfK44espRqU6qiqb5/aawnOpH/M3LquP4Wx+J4e4hwmJy2tRrcsqeMhOlPBVpKOlWFRXjhq6lCpTrLlpqU/aPmhUnVpfqN8CvH2m+FPEUsWp3sNvoPiW1t7d75mQ2sF7E5l0u7muAG8uzZLi6t5JgVt4/tUV1cyRW0Ek0X2uU4uFCs1OSVKvGK5/sqS1pycukGpSXNolzKTaimz9f4Uzajl+NnCvUjDC42nCLqu3JCrBuVCpOf2aTjUqQctIpzjObjCMpx+91YMAykMrAMrKQQwIyCCOCCOQRwRyK+sP1gWgAoAKACgAoACcc9hzQB8f/tAavbXut6Rp0QDTabb3cssinIMd8bRYoj2DRPZ3BI4b94CRjazfK59VjKtRpr4qcZuT8puNl8nCT6b+jl+acaYmnUxWEoR1lQp1Zza7VnTUYvzi6U/v/wC3pfmJ+01r1tatpNncXUEFtYWd7rF7JNIscdrDGGjE80jlUjiCpclpHKhRExbKqGr87zxVMRiMFgqMJVa1WSUKNNOdSpUqSVOnCEI3lKU2+WEUuaT0V9D8P4wnKtWy/A0k6lWpJyjShFyqSnUl7KnGMUm5Sm21GK1bWid0fwN/tJ+PbX4pfHz4reOrCUT2HiLxpqs2nXAxi5060lXTdPu1C8Bbqzs4LhQM4EmCSRmv9mvC/h6vwp4e8I8P4mLhisuyXCU8VTd70sTWTxOIou9nejWrzpP/AAddGf6geHeR1eG+B+F8lrwcK+AyjCwxFPd08RVi8RXpN9XTq1p029LuN7LY+z/h/pZ0fwb4esHULJHptu8oH9+dfOOeBg4cAjsRjjov7phIOnhqMXuoRv6vXsu/b7zLFz9pia09bOpK19dE7d3201+6x2FdBzhQAUAFD0/r/hvz+4Hp/X/Dfn9x9f8A7MX7aPxX/Zgu5rTw3Jb+IvBmoXUdzqng3WpZRYSyLw8+nXMYeXS7uVPkeaKORHABkiZgpr8X8VfA7hHxVpU8RmSq5ZnmHoypYXOsDGDrxi9Y08VSlywxVGEneMJvmi/hlFNqXxnFXA+UcVwjPFRlhcdTg40sbQUfaRT2jVi7KtBPVKTuujV7H6m2n/BZH4YmwgN98IvHiambZDcpaaj4fksBd7PnWCSa9juGthJkI8kKSlOSgY4r+Tq30KOLPb1PYcZcPPDe1fsnVw+Yqv7Hm911Iww7pqpy2clGbhzaJtM/Jp+Cmae0l7POcvdLm93np4lVOS+jlaDipW1aTt01sjwW18S/tCf8FOvG1toM1s3w4+Avh/UBe6o1qk8tiywzb7cXN7KkS6vrbRpiCCIra2chkZi+A1feV8s8OforZFVzCFaHE3iHmOHdDC+2lThWh7Sny1fZ0YuX1PARm7zqT5a1aPKklzNH0E8Lw54V4CWIU1mfEGIpunS53GM7yj73LBc3saCdnKT9+aS2vyH6U/FH9sr9iv8AYf8Ah9pnhr4n/tA/Dnwgvg7Q9M0uw8IDxFH4o+It7bqx0+C7tvh94YbX/HV/by3kUpvL610GewsG81rqe2giZk/gfNsZm3E2bZlnNbDzr4zM8ZXxlZ06caVFVK83U5Izl7OhFQi1GKbu0k3eV3L8uy3gnj/jnG18ZknC+bZnUxtatWeJhh/qWW+1t7V055pjXhMroS5WuSNbF05T05eaUkpfx3f8FEf+CwWqftF+O0/4UHYaz4Z8N6Hd3EmneMfFNnYR67cXSTvDFqGg6EJNStdKh+yxI1je6vJcX5hu3aTRNH1G3jmT9T4D4ixnAfDGf5XleHoxz3i2msNned1G6lXC5Wm7ZXldJpU4e2i1KvjqylUXPOnhaNGcIYqX9beDP0dZcKYDMcdx1VwmPzjPOX61luX1a08LhsHy80MBicbahOvJSl/tFPCxjR9pTtTxeJoybn+J+oeI9b1PxLceLdZvp9a8Q3+qjX9U1XX538SXetazcTrf3mp69PrcuotrV5ql68l7rDam10t9c3Fyl1EUkeFPApQhSjCnBRhTguSMYRUIwilaMYRjZRjFWUUtklq9z+pcDgsNgMHQwOBw9HCYLBUoYbC4TDYelhMNhcNRXs6GFwuGoU6NGhhsPSjGlh6dKmowo04JX+OX+pf+xn+1H+wp/wAHRn/BPPX/ANmn9pXwLp3g34//AAy0vRp/iF8PtJu4dJ13wD470nRl0Xw/+0n+zfqMdwbyTwNLeazJYXOiXq3MvhC61S7+GPxDsNf8Ka/4Y8T/ABCp3i7a6ddrr736NX6dLnXbRPp+vZ/nt99mf59P/BU3/glp+0P/AMErf2idW+D3xj0K+1DwNrV1qF/8GPjHZ2bDwf8AFjwjbG2c32lXkZeK11/RRe21h4p8OXn2fVdJvjHcPZjStQ0q9vbfvq+zXzv/AOkfLSX42EfmvYf8f1l/1923/o5P8/8A6jUJ21NKau/XTbq/mr/1qj/VI/4LMeGdQ8If8GsPiDwr4t0290XxR4a/Zb/YN0jUdF12F7TWNH8Taf8AE39nCz1nSLmzuVjuLXUdMZdUsriyaNZ7SO3uIZEAhkKq99e/9eX5fcKT9+T85frbbv8A1uf5UlBAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfQfwV/ZL/AGp/2krgWv7PX7Nvx4+OUxleJ/8AhUfwk8e/ESKF48+cbqfwnoGrQWkcAVnuZrmWGK2jV5J3jjRnUA/Vb4Uf8G0v/Ba34uQQ32l/sS+JfBelStEJNQ+K/wARPhF8MZ7UTBmRpvDfjDx5pfjNwoRvNFr4auGgO1J1ieSNXAP0Q+HX/BmF/wAFSvFdra6h43+Kv7HXwtilmeO60jV/iR8TPFHie1jVIXW4W18H/BzV/C9xHIZJIlRfGKTCSCQvEsTQyygH1t4O/wCDH7493VzZ/wDCfft8fB7w/ameH7cfCfwW8beNpIrcuona3g1Xxr8OxdyJGWaOJ7zTxKwCNcwBjIgB71af8GOGhAj+0f8AgpPNOoUqf7O/Y+lsHbgDeWvP2q9XUSAgsMRrHljmMqFRQDopf+DHj4ZPamOP/gof4yiuyxb7SP2a9JeEAhQEW2f437tqlSQWnd/nYFiAhUA5S9/4Ma9JkY/2d/wUyurVMg4vf2OVv3AAIwHg/ao05csSCSYuq/KACQoB8/8Aif8A4MgP2jbTzP8AhDP28Pgnr+M+V/wk/wAJvHXhHf6eZ/ZXiDxt5eeM7fNx23daAPkX4kf8GZ3/AAVY8HwyXfgvx/8AshfFqHfMINP8M/FHx94c15o4xGUa5tvH3wk8K6DA9wXZYo4PE14FMTmeSEGNnAPzy+LP/Btr/wAFq/g7bSahrn7DfjXxbpavcJDefCbxv8J/i7c3K2yxM8sfhz4dePPEPi+BHEyi3+3+HbOS5ZZVt4pjDKFAPyp+M/7MP7Sn7OOorpH7Qf7Pnxu+BeqO8aR6f8YPhV46+G13M00Szw+RB4y0LRnnWe3dLiB4RIk0DpNEXiZZGAPDKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA//S/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPsT9mj/gnv+3F+2RKh/Zf/AGUvjr8atM+2RafceK/Bfw88Q3fgHTL2YzCG31z4iXVnaeBPD8kptrny/wC2/EWnh/s9xt3eRKVAP6Fv2cP+DNz/AIKe/FVbLUvjx4w/Z/8A2WdHkeNdQ0nxD40n+LPxEtVkyWe00L4VWWueAL/yQpEqzfFXTyXeJYfOQzS24B+9X7Pn/BlV+wn4Hjt7z9o39pX9on4/61bTQObLwXa+DfgR4Gvo1Ev2mDUdCWx+KPjNlmYwGB9M+JWkyW4SUSNcmZGtwD9mfg5/wb0/8EZvgf8AYZPCv7A/wc8T3dmIC158Yn8XfHb7dcQqm+5vtO+MvibxxortcyKZZ7SHTINNDO0cFjBbhLdAD9Lvhh+zP+zh8ETC3wX/AGfvgl8Imto3it2+GHwp8CeATbxSRNBJFCfCmg6SYo5IHeF0TYrRO0ZDIxVQD22gAoAKACgAoAKAPnz4nfsk/sqfG17qT4zfsy/s+fFyS+eSS9k+J3wY+HHj57x5SWle6fxV4b1Zrh5GZmkaYuzliWzk0Afml8ZP+DdL/gi/8b5dUvPEv7CPwx8I6pqS3zR6h8G9Z8ffA+LSry9jlVL7S/D3wn8W+EfB8b2Ms32ix0+78O3uhxyRRRTaVNaKbZgD8Uv2hv8Agyc/Y/8AFq3l9+zH+1l8ePgpqUySzQ6P8U/D/g344+FYrnLtFZ2I0WH4QeJtP09l8qEzalr/AImvrdjLdF7xSlnQB+Cf7SX/AAZ8/wDBVn4OJqGqfB2X4F/tU6FbiWa0tfh18Qk8CeOZLSEFne+8MfF+w8D6BHdlFLx2Gh+OfEc82VhtzPculuwB/Pd+0X+xT+15+yLqi6R+07+zT8bfgXPNO1vYXvxK+HPijwxoOsuryR7/AA74nv8ATYvDfiW2MkM0aXmgarqNpI8UqRys0bhAD5hoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/Tw/4NpfjV4A/wCCjP8AwRG+Of8AwTx8Q6p/whfir4R+HPjT+zJ43n8OzNqHieD4U/tSaN468QeC/i5b2+p6TFoVhqM2r+L/AIo+FNE0lbvWh9s+FH9sar9ki1u2tKClKzUl0t+H3b2/TW1z/OH/AGlP2c/i5+yR8efin+zb8ePCd/4K+LHwe8Xah4Q8X6FfQXcEZuLUR3Oma9os93a2j6x4S8W6HdaZ4s8FeJba3/szxV4Q1rRPEujy3Ok6rZXEqvZadNP07Pp5elro6pJVIq2zd/60evfTvsf2AfD/AP4OrfhJ+yv/AMEmPgV+yP8AsY/s5+Kfh5+1n8O/gVoHwi1Xxl4k0vwU3wb8LeNrDRV0nxH8dPC0Gn6hd6l4+8WeMNa/tL4k3Og+MfCHh/S9N8b69Lb67P8AEDSbK8k15w9+3rr19f5b6ef3/a5Zx5ZNf1+P/A/WX8WvjPxn4w+I3izxF48+IHinxF438b+MNYv/ABD4r8YeLNZ1DxD4n8S67qlw91qWs67rmrXF5qWrapf3Mkk93fX1zPczyuzySsx3VvbSy09On5/1rpe4krtL+v6+71W5zIGCAegx+X865qkOVPW+t/vtpv6fzfjcKq5tuiSVtnZf9upf+TW6XuTE4YY74z/nBOR07fXilTqcqem1/nrp2/N6a+RjyWT128um/wDM9bf56/CWI7u6s3jmtLmW3kjbdHLBI0Usbf3kkQLIh5PII/X5dadeTbcU4SVtU3F+7JSjqrPSSUo2ejimpJrmLjh4VoShUhGcZJpxlFSi09HdO8Wnft16/a+j/hN+2X+1J8EHI+F3xv8AHnhu0LSyvotxqaeI/C0lxOgSW8l8JeKYNb8My37qoUX8ukm8QD5LhcE1y59Tp8SThVz5Vs2r04U6UMTjsRiK2JhSpq1OlHFSqvEKlBXUKcans4raMrnwvE/gx4acc01T4m4MyPHzXs0sXSwry3MoxpXcKazTKqmBzFUld3o/XFRkpe9GXwx+6fhP/wAF0f8Ago18LdQhmn+KXg34j6BCl7nwZ49+FPgCDw/JdXsexb9r34faL4C8XJc2cmLi1jg8Uw2DTD/TLK6jZ4W8alkGV4ekqOGoSw8E3JclarN3bu9a86qV3/wErHweL+i14OUME8Jl2QZlkd5qaxWW8R53XrQip884Qo53js4wNqt2qkvqcqqjpTqwuz7R8Gf8HUf/AAUh8Fy2UGn+DP2WrrRrRGR9A1H4e/E+70q5Zslrgn/hc8epWMhkZ5zDpGpadZPM7yy2jk7K9TB5f7O0aeIr+zTv7Ocqc4W1Vk3Sc4q+yg4q+r5rvl5sF9HHhDARVLCZ9xi6MZucaGIzDJq1OMbNKjHmyFTp04uXNy0pwlzK8pTv73tJ/wCDuz/goFukCfAz9jQpsi8t5vBHxxgIkAHnlki+O90HjY5EQ3oyD5mZ+Vr0fqdRt8tkl1nK131slTk7X0V+W++mh68PALhPki6ua8R895c0aVfK3FL7OtTLoa9XZNdFa/u6Ef8Awd5/t2LGRL+z9+yBJL5bAPFoPxuij83A2t5TfFiVigO7MfnAsCMTJtO7OphqlOPNJwt5Nv8A9sh+q83sL/iAXCTkrZrxMlfrPKXddrrCrV93D5PUqyf8HeX7fQgTy/2fv2PPPL5aRvDXxqeERg/dEH/C6IpFcqVG/wA9xuUtsAZErHkbSdt/P/gv+urOl+AHBfK3/avE8Wlq3icqkpP+6o5Qra/zPqld6sk1T/g71/bynYHQ/wBnr9kHTkByyaroHxp1lyvoHs/jBoSgg5O7Y3UDbxU2k3azv8tPX31e3le/c5oeAnB8b+1zjiSdutOeWU1p5SwNV6/8PuUz/wAHdn/BQZ4YynwN/YthlyhkMvgn47yqV53qsafHRfLY/KFPnzAYb72U26+yna7svxt+S/8AJvS+qBeBPBTm4rM+KpJtqLVfKEn53ll0Xr5xi++zRWi/4O6/+CgLJNDqvwI/Y9u45BIqSaL4U+NekOitG4XLX3xv1hmdJDHJuVYgyqU2ozq6YSjKSdpcqel7Xe2vV9+y176l1/o+8I1IctHOOJqDatJ1K2VVWu7XJltJLS9veeur25JeLa3/AMHPH7aurXFzfp8Gv2a0v7qVZJJr7RvilfQkCNU8tbe3+Kemuih1xEqTLHDahLaNB5aSr5Usio1ZyqVK2JlKb5nJypq/ZL927JKyilFJRiktLKHy0von8B16062L4h4wrzqNuUoYjJqUr7KzeUVYxjGFlGChZOKs1D3D4r/aI/4LPftYftIeFte8L+JtN+G3g238U3Dr4jvvh7pfijSr3UdDa2aD/hGo59e8W+JJdP0lwyC4NlLFfXVvBHYy3bWk2ow3/u8DYfLOCuKKHFksrw/EOPwX7zL6OdVaksLgcZGUXRx1GlhFhVUxGGjFxw/1n6xSpSn9YjBYuFDEUNOHPomeGXDnEkOKI43ibOcxw7jVwNPO8VllfCYLEwmnTxVKhgsrwKqVcPTSp4b27qU6Ur4h0qmJVKvD82rT4o6raXlrdpp2kyfZ7iGfy7iO4uIm8pw+x4Rd2/mqSvzI0yrIMqxUEV/RVb6SvGLs8NlPDtGfNCV6lLHV0uWzcVD69TT5mtXJy91tcibjKP7e+C8tcZKeIx1pJr3Z0YNpr+Z0pJaPpFNO2q15fcY/22/i5GgX+xvAhCgKGbSdYHC8DAi19YxxgYVVUY4HXb2x+lR4kxil/Z3CMkklzPKs0V7bv3c8ik31suXso/a8Z+HPD13evmcHduzx2Eb16f8AIvfy1TfXdMVf23Pi6vDaV4DJBGc6NrYzhs448Qg4YfKcEHbypVsmsH9KfxL9omsLwqkmm6f9lZhyuzu1K2bynZr3PdnFqOqanaRpHw54cUbSr5g5dZLF0O1tF9Ttdb7NX8naN8ftu/FF4HdtL+HsEq8xxrofiWUSEYba0n/CVlUV/ubgGIDE/K20L0S+lh4jXs8m4MS0d45dnd99VaXEctGvT4nZppOONTw1yROKo1s2qJ/HKeLwSS8opZenJrzcPndkUf7b3xZbG7SPhqDj7raP4rznjqU8RsPXAB69c/LXTH6VHiPKKayjgpX/AJsuzu+3lxC1vr9+j0iZf8Q5yVX5q2cW8sTgO/X/AGHa3+H8GzNuf2yfjJKN0V14NtuS2y00C8fOTkJm+upyFHADBi+AMkksa8iX0j/FapW9tHG5HRjaS9hTyiDpPVtX9rOpVXJflVqsW1/Ec2ozOuPh/wAP6L2GO9ZY2P3vlw618krelzG/4bD+N5cbtV0HG45A0C0xg8bcgoQF/hIKt6s3Brzq30jvFiMn/wALWBgrtuFPJct5bO9lzTouoku6qRn/AHm7oJcA8Orahio2S0WLm9Urt/C9ZbvRrokjn9X/AGnfjdq8u9vG0+ngZAj0ex06wT5o2Q4aK183hXOMucOElBEyI6/L43xw8VMdGdOpxjmVCnPm93BLDYOUVO91Gvh6EMUkuZ8t67cdOVrkiz18DwNw3Ckn/ZkK7vFuWJr16r0kpLR1FFptK94yUleOkJShLItv2m/2k7Kw/sfT/wBoL422GjpLJKulWPxV8d2emLLLuEsq6fb69FaK8m5wxWJSQ7A4DFa/PMyzXM86n7bOcxx2b1rqXtMxxdfHVE0mo2niZ1ZK0ZNKzVk2lGzNKvCHC9XEOv8A6scP+1t7N13kuXKo1DvUeHlUlqlq5a2V7WTj41K095PNe3d1PcXlxO9zcXU8sktzcTyu0ks8s0kjySTyyEySSu8js5LliWNcSa0snb/J202tbTa+/ZNnsujGlFU4qMYRioRjGKUIxSsoqKaSilZKKUUkrIgjiUgnJBGcA47f49umcYGM7qipKzSV9X31/wDSX89V+CZNm+v3af8AD/hvfpaSYJ7cd+M/5/z6VS95LXtf1Wvy+/re0vs6Qlyvv/T6WSe/930ex7j+zl+0p8cf2S/jB4F+PP7O/wASPE3wt+KXw58Q2PiPw14j8OX8kGLuz3xz6drOmv5ml+I/Det6fPeaH4n8La/Zal4e8UeHNS1bw74g07UdF1S/sZ9Y2lo+i0fp03/rf3rWjMmk9L2b+V/6fl5aK0v6w/8AgqT/AMHFv7F//BVH/glDd/Ab4tfs0+PvDH7d9tqfw38QeENY0/SNA1X4NeAPiBoHi3Rv+E98b+CvHM3je08c2Gg+MPhxb+MNDh8I6t4S1ibT7vxZpmj6jfeJE0JPG0USbpvrfp0v/wClfrr9xUI87t/X362+57203j+OH/BDH/gk/wCOv+Cq/wC2V4Y8FT6bf2P7NPwg1fwx49/aj8dJDcJaWPgNNTlubL4baVfw3VkYPHPxebR9T8LeG5ILh7rQdNTxH46Gn6vaeD7vSb0u3vv120662t18tey+zu7Uou2re3n+VrLX8NbJn9Yv/B6J+3RpHgf4H/s+/wDBP/wzdxXHjP4w63cfH/4nRWmsX1pe+Hvhr4I/tXwd8O9P1fRkshY6zo/xH8bal4w1Swnk1Tfo+rfBfzJNMme+sr20Dm7+f/D/AKeX6S/zjaBBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHdfDf4XfEz4yeMNI+Hnwh+Hfjn4qePtfnW20LwP8OPCWveN/F+tXDukawaT4b8M6fqms6jM0kiII7Oylcs6LjLKKAP6I/2T/wDg0+/4K3/tIxaRrnjz4d+A/wBk7wVqkcd4mr/tBeM4LTxZJp5kaObyvhh4BtfHHjjStWQxuItH8d6b4Ill+SWS4gtZoLlwD+kX9mb/AIMpf2PfBK6fqn7Vf7UPxr+PWsQpBcXPhz4Y6N4c+BvgaS4ZUa506/e9PxO8aatYQsZIIr/S/E3g29ugsd21tZb2sUAP6Af2dP8AgiB/wSd/ZYWxm+En7C3wIOtacImtPFnxL8NS/G3xlbXUe0m/sPFXxkvPHWt6ReyOpdpdFu9ORA7wW8UFsRAoB+pllZWenWdpp+nWltYafYW0FlY2NlBFa2dlZ2sSQW1paW0CRw29tbwRpDBBCiRQxIkcaKiqtAFmgAoAKACgAoAKACgAoAKAM3WNG0fxDpd9oniDStN1zRdTga11LSNYsbXU9L1C2fG+2vrC9intLuB8DdDPDJG2BleBQB+UX7Rn/BCH/gkb+1Gt3N8Tf2FfgjpGtXcNwr+Kfg/ot58BPEzXs5mddXvtU+Ct/wCBG8QapBPN563HieHW4rjyoLa/tr2xiFpQB/P5+0x/wZN/steLBfar+yb+1t8Y/gvqLW17dW/hb4yeGfDPxs8KT6kEuXsNLsNY8On4T+KPDejTS/Y7afUNTl+IOp2Mf2q+FvqrGHT0AP5rf2tv+DWH/grv+y4mp6z4c+Dnhv8Aap8E6erTHxL+zH4nbxnrRgKmSGI/C7xLpng74r3+omMMlza+GPBfiW0guUaGLUbqN7W4uAD+fPxn4I8afDnxLqvgv4heEPFHgPxjoNy1nrnhPxnoGq+F/EujXajLWuq6FrdpY6pp1yoILQXlrDKByVGRQBy9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB//9P/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoA9d+CPwB+OH7S3j/TPhX+z38I/iL8aviPq6yzWHgv4Y+D9c8aeIZLS3Aa81KfTtBsr2ey0jTos3GqaxfLb6Vpdokl5qN5a2sUkyAH9cn7BX/Bmj+1j8YbfTPG37dvxb8O/speE7iOC7Hwt8CxaV8WvjbqEZkgaSx1rUrHU4vhh8P/tFnNLLa6nba/8AEzUra7t2sdV8H2TP9oiAP6+f2Pf+Ddb/AIJJ/sZR6ZqPhL9l3w78ZfHmm+W4+Jn7TElv8bPE811Bg2+o2+geIrCH4YeHdTt3HnQaj4O+Hnhu7imbzFl3xwNEAftpZWVlpllaabp1pa6fp+n2tvZWFhZW8VpZWVlaRLBa2lpawKkFta20EaQ29vCiRQxIscaqiqKALVABQAUAFABQAUAFABQAUAFABQAUAFABQBk67oOh+KNH1Hw94m0XSfEWgaxayWOraHrunWer6PqllMMTWeo6ZqENxZXtrKOJLe5gliccMhoA/Cf9sn/g2n/4JIfti2+r6lN+znYfs3/ETUhG0PxH/ZYuLb4Q3FrLFbyRbpvhvY6fqPwV1I3s5hu9Xv774aSeINQuIXlXXbae8vp7gA/jz/bx/wCDO39ur4B/2x4w/Y38beFP2y/h7ZxXV+vhQjT/AIT/AB102yghe7nhXwt4j1q48EeMjZW6NBDJ4b8cweJvEV2kcekeAorq7gsKAP5Pvib8K/id8FfGut/Db4w/Dzxv8K/iH4auWs/EPgb4ieFtb8GeLdEuVJHk6p4e8Q2OnarZO2CY/tFqgkT54yyFWYA4KgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP1D/4JFf8ABT34nf8ABJ/9rnRP2j/AmlQ+MPCur6Hc/D74yfDO8litbP4jfC/VtU0rVdV0S31OS2upvDniTTtT0bS9f8JeKLGJ59K13S7WDU7XW/Cmo+JfDGvAf1/X9P8AWP8Ao4/tOfsG/wDBLz/g50/Za+FX7UfgTxtrfh3x5pPhnW/Dnw9+Pnw9tdA0/wCLnw21OXTL+/l+BX7RPgXVYdQg8T+HPBPjLXrLxld/D2/1PR9YgN1fa38Gvij4b8IfFnXPE/jYNIzlT6aPWzvZ+a1WvTqu60R/E7+3z/way/8ABUH9jO51XxJ8MfAMX7bHwfi1W9g0nxd+zZpeta98TbbSZdcj0rw3L4y/Z+lt7j4h2WvaxaTw6rqtj8Mx8YPCnhO3S9bWfHS2tqt7dK1tvw/ye3na36S0c6U/iTT7/wDBi3e3S6l6K9j8fJP+Cd37f1tezWF1+xD+1va6hbTNbXGn3v7Onxcs7+3uI2KPbz2Vz4RiuYZkYFTFJCrhlxwQQmsH/wAC/wA7+n4fg3LGbjGS5LyXV9F/5Krq2+nzX2ep1P8A4Je/8FKtKs4b/Vf+CfP7a2lWNxEJ7e91H9l3412VpPBsDiaG5ufBUcMsRR1fzEcpsYNkhgWbpxqfaVk9rr/NNX16P5WJvfX8dr/1/W55hP8AsS/ti2c7Wt/+yr+0RY3K8Nb3nwb+INtOvzY+aKbw8siknAwQc5xxkVjUpcr0d/Nbeb+Wm618tTelR9pq5KNvNK726vX7tfK3vP8AEP7EX7ZHhWysdQ8S/sq/tFeH9O1KIz6dfa58GviFpVlfwpJ5LS2V1f8Ah62huollPlM8DyIJMISX+Wrp073t0+9/+Tfkpdr6FOKoPSSlfV2alv0dmu1+n/b12zzub4DfGyzkMF58JfiJZzJkNFdeENct5FI7GOazRwc4yCrH34Jp1KDSTvfpp/8AI3X4fe9ifrqovVb9Wrv8Gkt3/wAC941JPgl8YcY/4Vj466/9Cxq/8/smB9DzWChZ69OnL/8Abv8AL7hVMWsQlZWt5W/V9/8A7Z6qT4vgZ8ZXV5h8LfHxhjZEeVfCustHG8ocxq7rahVaQRvsViCwRiudrV0Uqipu9vLW6/rfp6Wd7xyUuTXoun6eX9dyKT4K/GAAgfDDx2cf9Svq+T/5Kn9T9M8V1LEc2lrei6d776b2t9xftLrRa/d/7a3fXTbybvcanwS+MDn/AJJh47H/AHK+r5/9JP1w3pjJqK01OHLv57X/AB+X2bed7xIVPeSfRrX+k9enRrf3r2JofgX8aLmeO0tfhX8Qbm4mcRw28HhPWpZppGOFjiijs2d3Y8BUDEnovO1uHlt1dlsnor/e+vn91zeT51y2387/APti/X00O7vf2Of2s9M8OXXi/Uv2aPjxp/hSylt7e88TX3wn8c2nh+1nu222sFzrU+iJpsE1y4KwRy3KPM/yxxsQRTg+aWq0201dvPSO2/6oynRSg7yV+yavpq3bftpfqtVf3eMsPgH8cdYvrPTNK+EXxH1LU9RuoLHTtN07wdr17f397cyCG2tbK0trKSe6uriZ0hgt4InmlldY4wXZVbslTdvl2t+t/VtKyWyuzkpy5ZL+v0fl6ab7S6ab9k/9qGzZobn9nT42QSbjGyTfDHxnFKHH/LMo+jK24EHKkbhzwNvzcvsLvdeab/W0bf1te8vQeIXK1Zbb69PP5df0RS/4Za/aUcbl+AfxkK43bh8OfFp+TYj7if7K4XZLFJnptkjPIZWbZYddZX6avbrbZv8A8mXpq0c0sRJP006pfm7v7r30WxYvv2T/ANp/SNKt9e1X9nn416dod3dXNla6xqHwy8Y2elXN5ZLA97aW+o3GjJaT3NolxbtdW8crS26zwtKiCVN48Mtk/Oyej9V66Xv91iViLtNpb9XdP539enq+hyb/AAU+MRxn4XeO128f8ivrAbj1/wBF68dMcHPTJrJUGnvrf+l8Ov4X8rHU8QnGyVlbX/h+j81fd6PYT/hSXxhUf8kw8dkEEEf8Ixq4x+JtT79h+PFdKp+75W00307c2j/8Cv8AKx58nzSdur9f8v66u1wPwP8AjEAG/wCFY+OiO/8AxTGr8duv2Vh146/n/DxOVpPSy69H+K/Nx9dbx7lh24J36dbafJJ3+9fOzO58Pfsg/tWeLY5pvC/7Nvx18RwW9lLqU8+gfCrxvrMMOnQBWnv5ZdO0SdIrKFXUy3bkQRhl3yDcDT5FJ32v/W/Nb8H31KUuRcummmr/AOAr+t/kjsPDn/BP39u3xk6R+Dv2Mv2p/FryOIo08M/AL4o667yN92NF0vwxclnb+FVyzdgcgL2RmlFJtadb6flve/X7/s4Sm27LTrfv+Ct+PrqXr3/gnl+3zpM81pq37E37WOl3Nqzpc2+o/s9/Feynt2iIEiTxXHhSOSFoywEiyKpXgNt4NbKvFK1vx69dXrvpay17aFKorarX1/8AtP0+6x5rrv7Kf7Tfhs/8VD+z58aNBAVXzrXw08YaUNr/ADI3+naPB8rhlKnJBBBGc5rjqyUpvTf5/wBeSf425pZyd3f/AIO3yX5ffY5RPgl8YRnPwx8d/Q+GNYGPztT+gGO+ciudwd9Gvu/+3X5dtjWGMVCPL37L+u9+mre/2R/gp8YAMf8ACsPHf1/4RfWCP/STr0x29O9b06Lavfp/Wmu9u+m93sP637V3S28tf0uvn91yVPgP8ZjEk7/C7x/HDL5nkyN4U1pY5vLIWTy2azCvsbCvtLbW4O0kbnKk1119Pw+Na+q++5rCm66bWmu23/yX3f8Akz+zXf4JfGBSAPhh47P8Jx4Y1c/j/wAeg9u35E1MaHPu/PX8tG1+PrYxrUnSdu/n/wANt2s76alhfgd8ZSny/Crx+ykfeHhTWSCfqLPB5HOOvr2qvYcnW9/6/mXftr3X2cG0t/6/B/j662tLsPAX7H/7V3xU12Twx8Lv2a/jt8SPEqWM2qP4d8A/Cjxv4x11NNtpYIbnUDpHh3RNR1D7FbzXVtFPdG28iKW5t45GDzRo8SVtP6+67/P7gi4yavorq/V+q0j+Wnlf3v6Cf+CYv/Bqx+3j+2F4r8M+L/2sfBnjL9ir9nCdb7UNV1f4haTp2mfHTxJFpGq3Gk3Hhvw78Gdcvbbxp4J1XUry1me01/4peG/D2kpoWPE+j6f4rs7nRrLWU7vr5XfRemn5Pu3sdKqU4X5E2/z17v5vTy3TTj/eD4s8Rf8ABOL/AINx/wDgnjLHoWiWnw4+FHgz7fcaB4Vs7mDWfjP+0t8atU06ETXWo6pcrDqHjb4keL206wg1fxFqCWvhjwL4T03TdOtIfCHw28IaHoejCVjGTcm5PX8l2S3/AD83d3P8nb/goV+238TP+CiH7XXxf/az+KsjQa/8S9cR9H8ORzpPpngXwTo8CaV4K8B6IYrWyibS/Cfh22sdKW9NnBe65eQ3viLWmu9f1jVb+7CT4soAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPvX9iH/AIJift0f8FFPE58Pfslfs8+NfiVptneix8Q/EOa3t/Cvwl8ISiI3Esfin4o+KJtK8FaZqCWay3lv4eGr3HijVooZItC0PVbwpbsAf24fsCf8GXfwb8CXWj+N/wDgov8AHO5+OOs2dxb3c/wO+AV3r/gf4UTtbzxtLp/ib4parYaJ8U/F2j6hb+bFLF4U0b4OaxZSFJINcmAZGAP7CP2af2Rf2Yf2OPA4+HH7LfwJ+GXwL8HyCzOo6d8PPCum6Hd+IbjT454rPUvF2uxRP4g8ZazBFc3Eaa34r1TWdYKTSq18yuwoA+i6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD5U/an/Yb/AGQf23PCUvgr9q79nb4WfHHRjYyafp97408MWk3i7w1bzTCeVvBXj/T/ALB488CXkkm7fqPgzxJoOoNHLcwm6MNzcJKAfxs/t9f8GWfhTVYtd8df8E4/2gbrwtqe6a9tfgD+0bJPq/hqYFJp5NP8JfGfw7pkviDRli8uGx0XSPGvg3xW97NdebrXxC0yC2e4lAP4of2xf+CfH7Zn7AnjMeB/2tv2ffH/AMHr+5up7XQ9f1nTo9T8AeLmt9zSP4K+I/h+bVfAvi5UiXzp49A1++ubJGVdQt7SYtEgB8bUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB//1P8AP/oAKACgAoAKACgAoAKACgAoAKACgAoA+g/2aP2UP2kP2x/iXp3wf/Zf+DPjz42fETUvLk/sDwPos2oJpVjJKsB1nxPrUv2fQPCHh2GV0ju/EnirVNG0GyZ1F3qUO5SoB/cf/wAE6v8AgzC0yy/sD4jf8FMvjIusTtDp+qN+zd+z5qt1a6dA80EN3JonxG+M19p1rqF3PbNLJpWvaN8MtHsraO9tpbjw78VNUsGgu5wD+1v9mX9kX9mT9jT4fQfC39lr4HfDr4HeB4xbNd6V4D8PWumXevXVnHJDb6p4u8QOJ/EnjTXUilkiPiDxbq+t63LG7JLfuooA+i6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD5O/ax/YU/Y//bn8FS+AP2tP2efhp8cNB+yyWem3ni3Qli8ZeF4priK5nk8C/EbRZdJ+IXw/vbiSFUudR8EeKPD9/cWz3FnPcyWd3cwSgH8Pn/BR3/gzH8Z+HU1z4kf8Eyfi03xA05BNfD9mv49axo+h+NI8iInT/h78ZY7XR/B2vtLczSpp+jfEjTfAy6XpVoraj8RvEepykygH8TXx0/Z++N/7MfxI1v4QftDfCjx78GPid4dMZ1bwT8RfDOqeF9dhtrjc1lqdta6nbwDUtE1SFftWja9pr3mja1YtFf6Vf3lnNFNQB5BQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfWv7Jf7d37Xv7CvxBtfih+yZ8evHHwX8XwW89lcyeH59O1Tw5r2n3EMsT6X4v8DeKNP1zwN430mOSUX1tpPi/w3rem2er22n61Z20Gr6bp99bluvX+v6/4ZD5nblvp2/r/AIGmndS/sH/Zy/4PYfipo/w8uNL/AGpv2T/h94++JVvPDFpni74R+J/Efwx8P3OnR2FrCZfEHhHX7X4ny3muTX0N3fXl7oviLw3pEqXsdrZeH9NSy8y6Ben+ev8AX9aHvUv/AAe5+AjqFtJD+w/qi6UiAXlpJ8ZpJNQnk2tua21FfhlFb2qFjGRHLpV4yhXHmOXVkat1v8v61v8Ah8xPmvpa3ne/+S/ruiaT/g91+HRfMX7DOtJH6SfG/wAx+v8AeX4UxL0wPudfmHTarXL3a+7/ACb/AA8tB69f8/6/rsSf8Ru/w1GB/wAMK682Ry3/AAvRFAP+7/wqNiR7Z9sjO6k7dL/P/gFJR+02vRX+b/4C+6wjf8Hu3w2MUgX9hjXVnOzypG+OAeJPmJk8yEfCaN5MqVVNs8WxlZzuVgiiSe7t8r/1/XYHyr4W36q39fh+TlAv/B7p8PsDzP2HNWY+q/Gl0H4A/C+Qj/vrtkY4FNqP8z9Lf8Bfl95nJyXwpP1ZN/xG6/DX/oxbXCf+y4KP/eSHH6/jU6f1/X9fMIub+JJejv8A1/XYnX/g93+FmwB/2EPEZk3ZZ1+PUSoVx0EZ+DTMrA87zKwxxsGc0FDx/wAHu/wo7/sHeJvqPj3B/L/hTHr7jHvjNNW6/wBfn08vvuA0f8Hu/wAKs8/sHeJCvcD49wgkfX/hTDAfkaHbu38g/r+vwC5/4Pd/hWyEWf7CHiSCXHytc/HqG6QH3SL4NWTEfSRf1NIa5et/kl+v9fgZ8H/B7p4CWGQXH7DuqSzmUGKSD40SW8KQ7cGOSKT4Y3TyS7wWEyzxIF+TyMje4vP8P61KkoW92Um+zX47K34+pbi/4PdPhaBmb9hHX5JQRteL46RRBf73D/B6ZslSVBDjrk5HyNVo/wAz+7/h/wCu25nr2X3mXL/we4+DS7GH9iW7jTcdqy/Fy5mcL2DOvw/gDMOMsEUHqFHAU93u0vO36J/131Un/X9f1+REv/B7f4U53fsVyj0x8Vbz0HX/AIoU9wxx6Mo5KFnb9npZyf3fqo9fL7rrmj95/c/8m7/Pp/StYtL/AMHuXgcIA/7EWoSSbmLOnxhmiQpgbVEbfDiVg4IYs5kYMGUBF2sXEod5J/L9FL+l1u3E9/TSPnrLT+v62Zft/wDg9y+FQZZL79g7X7iVAdslv8dIbVlyCG2mb4O3rKDnBAfkZBzkbVaN9362/wCArfj6l/mLL/we6/C8sTF+wl4gVc8LL8dY5GAz0Lr8Howxx3CJz2FFor7Tfov6/PXysL3uy+8fD/we7fCtd3n/ALCHiOQbcJ5Px4hg2t6tv+DU+9f9kBCf7wx80miULK8mn1Vr/d/X5Gef+D3PwHuuCP2HtT2tGRaqfjNJuhlyNr3DD4Z4uYwMgxxpaMxwRKoyGBPl7t/cv6v07dTCk/4Pa9JadWh/Y1torYEb4pPiLqc07DuFnHhmGNSecE27YzznAqly9eb8Lfq/w+8jXpb+v6/qyIP+I2my3D/jDvTyuec+PNX3fTP9hgfpx156Ue7/AHv/ACX/AIH5fcNee/kdLP8A8HungFnjNr+w7qkMYQCVZ/jRJcu8m0ZaNo/hlarGhYMRGySsFYDzCVZnkDodL/4Pbvgc+m6zJr/7DnjX+2ooLQ6BbaX8YdNk03UppL6FNQg1m/vfhol1o0FvppuLq0uLLTtfa+voobCe0sIJ31K1CW5LaKfzt9/b7/uObf8A4PU/2fHO5/8AgnTqLkkkl/jdozHJOScn4DZyScnOMnvzlqVv52vvX5f197Gr9Ul6O/6L9fU0Y/8Ag9t+C8FutpbfsA+Ire1jUrFbR/HqxS3RSc7Ehj+ByRqu4liFVQScnB5ZO3dv5f5lpRe7a9Ff9V09fwsUJv8Ag9Z+At8CNR/4J4andr6T/G/SpwR6HzvgVL1+nPcDAFPS9+Z3Wt7a3W3V/n9wO19JN+bVn+b/AD08i7c/8Hu3wuYgWX7CPiCCMADbc/HaK5JYE8gxfB20AGCMLsbBz8zZG0tFdW/lb8SHfpb5/wDACz/4Pdvhgjsbz9hPX5Yyp2LafHVLRg2Rgs8vwevQy4BBURIc4bd8uxp/r+v6/MPe8vva/P8Ar70fN/7U/wDwewfFnxJ4CbQv2QP2S/BHwp8e6g1zb3vj74weNtW+L9po2nXOn31qs/hnwfo3hv4U2UfiawvprHVdN1XxJqnifw6rWcljqngzV4LpmiBrrf5W1+/+vyP45/2pf2y/2o/22PiTqPxc/aq+N3jj41ePtRQ241fxZfwCw0fTftl5qMWg+E/DOkWmmeFfBXhe1v8AUdRvLDwr4Q0bQ/Den3N/fTWOlW8l3cPKf1/X3/L5lczty307W9Px01017yv7vzLQSFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfb/7Dn/BOX9sj/goz8SP+FZ/sk/BXxH8Sb6ykhPivxdJ5Hh74afD+ylR5vt/jz4ia49n4X8Oh7aG4uNP0me/l8SeITbS2PhfRNb1MxWUoB/f9/wTW/4M/f2Tf2ek0H4kft7+KYf2vPi1a/Z7/wD4Vjof9seGP2bvDOoRneIJ7SRNM8bfFs208aSxXfipvCfhbUbeSaw1n4a3sYE7gH9engvwR4M+G/hXQ/Avw78I+GPAXgjwvYR6V4a8HeC9A0rwt4V8O6XCWaHTdD8PaHa2OkaTYRM7mOz0+0t7eMsxSMbjQB09ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAcZ8Q/hx8PPi54M1/4cfFfwH4M+J3w88V2iaf4p8BfEPwvonjTwZ4lsI7mC8jsdf8L+JLHUtD1i0S8tba6S21GxuYVubeCdUEsKOgB/HB/wAFLv8Agzq/Zw+MVr4j+J3/AATl8aP+zP8AE1objUE+BPj2/wBb8Xfs/wDiq/xZD7D4e8S3UmsfEX4RXN251XUbieWb4m+FXu5dN0HQ/CfgbRY5L61AP4DP2wv2GP2sP2CPidP8I/2s/gn4x+D3i4/aptEm1yzju/CvjPTbSbyJdc8A+NtJlvvCXjfRFlZIpdS8M6xqMNncMbHUPsmoRXFqgB8mUAFABQAUAFABQAUAFABQAUAFABQAUAf/1f8AP/oAKACgAoAKACgAoAKACgAoAKALmnadqGr6hY6TpNjeapqup3ltp2m6bp1tNe6hqOoXs0dtZ2NjZ20ctxd3l3cSxW9tbW8Uk080kcUUbu6qwB/Z5/wSW/4NFfjf+0Fb+Gfjj/wUf1LxL+zZ8JLt4NT0v9nnR447L9onxpZKIbiEeOJdRsbrTfgtot8JFjl0y/tdZ+JbpBqWn6j4d8A3Z03WpQD/AEIP2Xf2Qf2ZP2KfhlYfB39lb4K+Bvgn8PbExyy6P4O0xo77XL6JDEuseL/E+oz6h4r8ceITCRBJ4j8Y65ruvTQJHBNqLxRRooB9IUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB8f/ALZ/7BP7JX/BQX4Xt8JP2tfgv4W+LPhm1/tCbwzqWpQzad408A6pqUMEV1rnw98caTLZ+KPBurTizsftsuianbW2sQ2VtYa7aarpivZOAf51X/BXD/g1E/ab/Y2h8XfHH9iW58R/tY/s06Sl3req+Dls7Wf9o/4WaFFKN76t4Z0a0srT4u6Lp0UkUl34k+HWlWviGC2F9qOr/DrSdA0e/wDELAH8jzo0bMjqyOjFHRwVZGU4ZWU4KspBBBGQRg45oAbQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH2J+w5+wh+0x/wUQ+Omkfs/fsufDnVfHvjS9s7jWtdv0CWHhTwL4Wsdov8Axb488VXzQaH4V8P28jw2cF3q95by6xrF3p3hvQINV8Taxo+jagAf0sr/AMGVH/BR0wxyH9of9jNXcAtbt4x+M/nQkj7shX4EtASOh8qZ1z0ZgAzADD/wZVf8FHh0/aE/Y1P08ZfGT+vwNX+X5fxADT/wZV/8FH/+jgf2N/w8ZfGH+R+CA/n+dADf+IK3/gpD/wBF+/Y5/Dxn8X/6/BKgBn/EFf8A8FIv+i9/sd/h40+LZ/n8FF/z6YG4Aaf+DLH/AIKRf9F4/Y+P08afFkfz+DBz+Y9+1ADT/wAGWf8AwUkH/Ndf2QD9PGvxWH8/g1/n8RQA0/8ABlp/wUlHT45fshH6eNfin/X4OL/L8v4gBp/4Mtv+Ck3/AEW/9kQ/Txt8Uf6/B5f5/lkbgBp/4MuP+ClA/wCa2fsjH6eNvib/AF+Ea/56443ADT/wZc/8FKP+i0/skH6eOPiX/X4Rj+Z/kaAGH/gy7/4KVf8ARZv2Sz9PHHxIH/vJzn8xQA0/8GXv/BSsf81j/ZNP08cfEX+vwqX/AD6cbgBp/wCDL7/gpZ2+MH7J5+njn4hj+fws/wA/jQA0/wDBmB/wUt/6K7+yj+Hjnx//AF+Fw/l+dADT/wAGYX/BS7/orX7KZ+njrx7/AF+GA/n+dADT/wAGYf8AwUv/AOir/sqn6ePPHX9fhiP5n+RoAYf+DMX/AIKYj/mqn7LB+njvxuP5/Df/AD+IoAaf+DMf/gpkOnxR/ZaP08eeNP6/Dhf8+n8QA0/8GZH/AAUz/wCinfsuH6ePfGQ/951/n8aAGn/gzK/4Kaf9FL/ZeP08e+Lv6/D5f1x+NADT/wAGZn/BTX/opH7MB+nj7xZ/X4fj+f50ANP/AAZnf8FN/wDoov7MR+nj/wAUj/3Qf8/jQAw/8GZ//BTgf81C/ZlP08f+Jh/PwKP5/XGRQAh/4M0f+CnP/Q//ALMx+nj/AMSf18ED+X5cUAMP/Bmn/wAFOx08efs0sPUfEHxAP5+Ccn8vzoAaf+DNX/gp2Onjn9ms/T4g69x+fgtf89xQA0/8Ga3/AAU8/wCh3/ZtP0+IOtj/AN08/wAxQA3/AIg2P+Cnv/Q5/s3/APhwtY/+ZCgClf8A/Bmv/wAFUVtLq40rxl+ytLcWlleXa2GrfFDxZYT6nLbpG1tpmlTWHw31e0Go37s8du2r3Gk6VGyM15qdqhRnAP5tv2pP2Sv2kf2KPi5q3wK/ao+D/i74LfFPR7SHU38NeK7a1aHVtDuby/06z8TeE/EWkXWpeF/G/hG+1HSdW0/T/F/g7Wtd8M6hf6VqlnZatPc6dexQAHzrQAUAFABQAUAFABQAUAFABQAUAFABQAUAX9K0rVNd1TTtE0PTb/Wda1i/tNL0jSNKs7jUNU1XU7+4jtbHTtOsLSKa7vr+9upYra0tLaGW4ubiWOGGJ5HRGAP7b/8Agj9/waMfEX4vr4X+P3/BT8+Ifg98M5/sur6D+ytod5Jo/wAZPGVqQlzbf8La16BWf4TaFdoYkvPCOlPJ8TriCW8stTu/hlq9lE9wAf6EHwO+AvwX/Zo+Gnhz4Ofs/wDwv8E/CD4X+E7VLXQvBXgHQLDw9olqRFFHcX9xBYxRyanrepNEtzrXiDVZb3XNdv2l1LWdQvtQnuLmUA9aoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8H/aS/Zf8A2ff2wPhPrvwO/aa+Evg74zfCvxE0c9/4S8ZacbuC21GCC5trPXtB1K2ltNb8K+KNNhvbtNI8VeGNS0jxJo5up30vVLN5XdgD/Oo/4LB/8Gmfxv8A2YY/FPx9/wCCd7+Kv2kPgLZrea34g+CN5Gmp/tBfDDT1LzT/APCNQafbQj40+FrBQfLGi2Np8RtOtXtoLjw34tis9W8V0AfxtzwT2s81tcwy29xbyyQXFvPG8M8E8LmOWGaKQLJFLFIrJJG6q6OpVgGBFAEVABQAUAFABQAUAFABQAUAFABQB//W/wA/+gAoAKACgAoAKACgAoAKACgD7h/YJ/4J1ftY/wDBSj4z2fwS/ZU+Gt54v1iL7Ld+MvGeqSS6L8NPhf4fuZZEPib4jeM5La4sdA00LBdNYafFHf8AiXxJPazaZ4T0LXdXEenSgH+oj/wSB/4N4v2P/wDglrpOhfEfVrCx/aH/AGwZNNT+3fj1420Wzk03wRqFxk3enfAjwheRXUPw9sIoCunTeLZrnUviHrsTap5/iHSPD+tv4O08A/oGoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/mX/wCCyf8AwbR/svf8FJYfFHxs+BUfhz9mL9tDUJtR1u/+IOm6fdRfC/41azdBZ2h+NfhPR4Z/s2tX14sskvxV8HaWPGJn1K+1DxfpnxHFtpGm6eAf5i/7Yf7FP7Tn7BPxl1f4D/tVfCfxJ8KviBpsb3+mx6tb+f4d8aeHDe3VhaeMvh/4ptPN0Lxr4Q1C7sby1tde0C9vbSK/s7/R782etabqWm2gB8r0AFABQAUAFABQAUAFABQAUAFABQAUAFAH+op/wbjj9mD/AIJzf8G/F1/wUA8fQx+HYvHcPx9/aB/aF8XSf8IovivxOvwi+KHxC+Dnw2+G/g/UNVl8M/2lJqGk+BNI0j4W/D7WvE8kV/8AFv4l+IodEurC/wDHs9rQB/In+2d/wdCf8FXP2p/iR4l1r4ffG27/AGVPg9L4ll1XwB8Gfgxp3hiGfwnpFqt/Y6Na+I/i1f8AhdfiP49119IvEPiq9utT0PwXrfiGN9c0H4d+DbVdN0XSgD4x/wCH5X/BXMEf8Z/ftEfh4shA/wDHbBcde34EZoAlk/4Lnf8ABXN2LJ+33+0PAM5CReLyVH0823lfj3Zj3OeFoARP+C5//BXdSD/w8B/aLYd1bxgApz6lbRWHXt9OAcUASN/wXU/4K8H7v/BQD9ouM+qeMnyP++rZwfTt7BcEsAdLZf8ABe//AIKz21tFDP8AtrfGy+kjG17u68feL0uZzn/WTJY69Z2it2xBawpgDCkndQBbP/Bfn/grKMbP2zPjMD/2UHx3+f8AyM6/y+uONwAf8P8Az/grUOn7Z3xo/wDDh+Ox/wC7R/n8aAHf8P8A/wD4K2/9Ho/Gr/w4nj3/AOagfz/KgB4/4OAv+Ct46ftofGgn3+IHjo/z8TuP8/hQBIP+DgX/AIK4jp+2d8Zfx8eeNj/PxK38h/8AEgDx/wAHBP8AwVzHT9s74xfj438ZH+fiJv5/nk7QB4/4ODf+Cuo/5vM+L/4+MvFrfz8QHH5fXOBQBIP+Dg//AIK7jp+2X8XD9fF3ipv566f5fgOGoAkH/Bwn/wAFeh0/bK+LP4+KfEx/9C1k/wDoLfhgGgB4/wCDhf8A4K+Dp+2R8Vvx8SeIW/nrC/y/LncASD/g4a/4K/Dp+2R8Uz9df11v/QtVP6D86AJB/wAHDv8AwWAXp+2L8UD9da1lv56ln/PvQA8f8HEP/BYIf83i/E38dW1Vv56gP5/XPFADx/wcS/8ABYQdP2xPiV+Oo6i387xf5/lzuAHj/g4o/wCCww6fth/Ef8by9P8A6FeN+h/P+EAlH/BxX/wWJHT9sH4iY957lv53BP6/lmgB4/4OL/8AgsUP+bwPiD+Lyn+chP6/nmgCQf8ABxn/AMFjBn/jL/x9k/7PH5FmH5bfZRQBKn/Bxl/wWPPI/a/8d4HrDGR+IY/+zf4qAPX/AIOPv+Cw6DB/bD8Zlu37m0IHschvy/U4oAUf8HIX/BYlc5/bC8YH0/0SwOO3/PMk++Sc9eOTQBIP+DkX/gsaR8n7YHi3v103TD/OJSPy/LHzAAv/AAcl/wDBY5c5/a+8VN7HS9I+nU2zfXp275+UA+4P2G/+Dtr/AIKJfAj4t+GJf2p9Y0X9qD4Aanr9nF8SvDup+G7HTvilo3hq5mtYtS1r4WeLLHUdCs4/E+kwRNe6foHjBdS8K66PtmjXLeHbrU7XxZoIB+/3/B6d4Q+G3iX/AIJ1/sp/Ge30fw7rHjrSv2u/DHhLwV4/thDdanF8NviP8DvjN4p8V6PpGqW7PHceHvFGseAPh3rd1taSCefw9pFxBIvzCUA/zS6ACgAoAKACgAoAKACgAoAKACgAoAKAPsn9hr9gX9qX/gox8cNK+AX7KXw1vvHnjC5h/tPxHrVzMuj+BPhz4XifZe+MfiN4wu0Ol+F/DtpzFA1w02r6/qTWvh3wppOv+J9S0rRb0A/1JP8Agjt/wby/sl/8EstE0H4la7aad+0F+2Tc6So8SfHbxZpFtLo3gS/uw/2/RvgJ4WvreX/hBNMhtpF0m58ZXct78QvE0X9qSz6v4f8ADuut4F0sA/oLoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP5of+Czn/AAbYfszf8FL7TxH8avginhr9mn9tS4+2anP8RrDTbmD4bfGnUnRXSy+OHhrRbW4kGrXM6Mi/FXwvpknjS2F5NN4n0/4h2ljouj6aAf5ff7Wn7IH7Rn7Dnxq8S/s//tQfDDX/AIW/Ezwy/mtpurxJNpXiHRpZpobDxV4N8Q2bTaJ4u8Jas1vP/ZviHQb2+06eSC6s3lhv7K9tLcA+aaACgAoAKACgAoAKACgAoAKAP//X/wA/+gAoAKACgAoAKACgAoAKAP6Ev+CJn/Bv3+0D/wAFYfFdr8R/F0+ufAv9izw5qs1v4u+N1xpCSa98Qb3TZWjvfAnwP0rU0Wz8Q669zGdO1zxrepP4N8Bj7ZcXqeJfEdjbeBtaAP8AVK/ZB/Y6/Z0/YS+Bnhf9nX9l74baP8M/hl4YaW9ay09Wuda8UeJLy3tLbV/GvjjxDc79W8XeM9cjsLGLU/EOs3FxeNZ2Gm6RZ/Y9E0nSdMsAD6coAKAPL7b43/Be88VweA7T4vfC+68cXPl/ZvBlt4/8KT+K7jztvleR4di1V9Xl83cvl+XaHfuXbuyNwB6hQAUAFABQAUAFAHNeMPGfg/4eeGdY8a+P/FfhrwN4N8O2n2/xB4t8Ya7pfhnwzoViJI4Te6xr2tXVjpWmWgmlii+0Xt3BD5kkce/e6CgD8bf2jP8Ag4v/AOCN/wCzTJqmneJv21fh78S/Eun2K3lt4a/Z6svEPx7fWJXSORdMsfGHwx0nX/hjZ6ntkxNb+IPHmiR2k0cttez290ht6APwx/aI/wCD279mjQrVrT9lT9jj41/EvU3t9raz8d/E/gr4P6PZ3q3cis1to/gXU/jLqeuafJYpHJFJc6l4Wu1uLhkltES1BuwD8rPFv/B67/wUb1GS8TwV+zX+xd4XtJ1njtDrvhn42+LtTsVkVlilF5a/G7wrp9xc2+VdXm0Y20kqAy2bxF4aAPkjxF/wdxf8FndaklfTfij8FPCCyFikXh34B+CLqOAEkhYj4sXxPKQgIVfOkmYgDcXYszAHld//AMHUH/Bcu8dmt/2xtI0oE8R2H7Nn7LUiL7KdU+DOpSYH+07H3GTQAWH/AAdQf8FyrNla4/bF0jVQDyl/+zZ+y1Grezf2X8GtNfH+66nnHOAaAPV/Dv8Awdyf8FnNFeJ9S+JvwR8XrGyl4vEXwE8F2yTgHJSU+E/+EXkCuOGMDwNj7rIcGgD618Jf8Hrv/BRrT2tE8a/s1fsYeKLaBIY7p9C8N/GzwlqV6I1VZZmurr41+KbCC5uNpd2h0hbZJHJitUiCQqAfql+zl/we2/s1a7ZR2f7WH7Hvxo+G2sJBs/tv4C+IvBnxc0K9vHvEVXudF8d6v8IdW0GwhsXd5XtdS8W3j3FuBFalLrFqAfup+zr/AMHFH/BHD9pWTTdO8LfttfDj4c+I76w+23Phz9oG08Q/AJ9JlCNI+l3niz4p6T4a+G99qihdiW/h3xvrsd3MyQWM1xMyowB+w3grx54G+JXh2w8YfDnxn4U8f+EtVjWXTPFHgrxFo/irw7qMTxxzLJYa3oV5f6beRtFNFKr29zIrRyxuPkdDQB1dABQAUAFABQAUAcZd/Ef4eWF7Npl9488GWWpW88ltcafd+KNDtr2C5icxy281pNfJPHPHIpSSJ0SRHBVlDDawB2dABQB8Q/t7f8E7v2U/+ClHwTvfgZ+1V8O4PFuhI15e+DfGOkyW2j/Er4W+IruCOA+Kvhr4wayvrjw9rAEFr9ttJ7XUvDniGC1g03xXoOvaQH09wD/KS/4LCf8ABDz9qP8A4JI/EV7jxbZ3nxV/Ze8Wa6+mfCn9pTw7otzbeHNSublLy80/wV8RbCN7yP4e/EwadY3l0mgX19c6X4ls9P1LU/B2sa1b6XrlvooB+KVABQAUAFABQAUAFABQAUAFABQAUAFAH+gFcW1xaf8ABiu0FzGYpfKtJwjFWPk3v/BXm2vrVztLAeba3MMoU7XQPtdVdXVQD/P/AFIBB/z9R/8AXz/IqAKxG7K//r//AF/r0oAd5bsMnt7dPy2j+fue9AH9Kv8AwbGf8E5v2SP+Ck37Wfx1+FH7Xvw/1b4heDvBX7O2q/ELw3pmk+OfGfgSay8T2XxK+GXhuO/k1DwVrWh393GNK8Uapbmzu7mazZp0mMHnQQyIAf1xftPf8G8X/Bvl+yH8KdX+N/xu/Z0+LGhfC7w5c2Vv4o8WaL8Z/wBovxLZeFYtRuI7Ox1LxFDpXjq4u9L0ae+mg086zPB/ZttfXVla3d1bTXtmlwAflh/wz/8A8GaLf8xHxrH/AN1a/aYOP/Lpk6fXnPbBoAaf2eP+DNA8f8JD41j/AO6r/tLHHtzrj/1/kKAE/wCGcP8AgzQb/mb/ABtH/wB1V/aVOP8Ayfk/n2oAb/wzR/wZot/zP3jiP/uqX7SZx7feb+f587QBP+GX/wDgzSb/AJqb45j/AO6n/tJHH/kq/X8f60AJ/wAMr/8ABmm3/NXPHcf/AHUz9o84/PSZP6/jgmgBv/DJ/wDwZpt/zWrx5H7/APCyf2jjj8/Dsn0/oOrADT+yN/wZqt/zXnx9Hz2+I37RZx+fg9/5Z+uPmAEP7H3/AAZqt/zcR4/j+nxD/aJP4f8AIhyf1z7YNADf+GNf+DNZ/wDm5f4gxf8AdQP2hz/7zd+v+cc7gBP+GLP+DNd/+bp/iFFn/qff2hTj/wAxRJ/Jvx/hAD/hiT/gzZf7v7WXxDX/ALn39oFfwzJ8If6e3OaAFH7DH/Bm/J939rv4gpn1+IvxxX/0Z8Ih/T0+bg0AOH7Bn/BnK/3f2xPH659fib8Yk/8ARnwg/wAPz4YAcP2AP+DOx/u/tm+PVz6/FX4pL/6M+EPH6f1YAcP+Cef/AAZ5yY2/treO1z6/F34hJ+Zl+EIA/HH4c0AOH/BOj/gz5f7v7b/jlD/2Wbxmv/oz4P8AHp1/+KoAlX/gnB/waBt9z9uvx1H6Y+OHiVMf9/PhAPbqPfigCZf+CbP/AAaHt/q/2+PHqfT496xHj/vv4Qn2647euaAJ1/4Jo/8ABo433P8AgoL4/j9P+Mh7tMAf9dPhF+hHPb/aAPt79nj/AINjv+CCX7WngaT4nfs5/Ff9pz4q/DxNVu9Fi8beGvi+q+Gr3VdPbZqNlpWsar8I7Gy1ibTZv9H1L+y5rxdPucWt48NxhKAP5Vv+DkX/AIJh/sx/8Esf2n/gR8Gf2X5PiRceGviB8Bf+FneJLn4m+L7XxfrDa7cfELxb4Uhgsbqy0Pw/bWmmQ6f4agdIPscs7XU9zJLcNGYIoAD+dUxsoB/Hvn8Of/r9sd6AGA88gH6/5/p9Mc0AAxznOMHH1xx2PfGenHQ0Af6CX/Bca6sr7/g1j/4JGWl4beW/Pgz/AIJ/6pYrI6Ncj+x/2LfFmnXF3AGxKTGNUgt7qZBhPtnkysPPVZQD/PsoAKACgAoAKACgAoAKACgAoAKACgD9nP8Agjz/AMEUv2lP+CuPxYaw8GRXPwz/AGbvBOr2lt8Zf2itb0ma60Dw6GWG7l8H+B7F3tU8c/E2+0+WOe18O2l5b2Gh2lzaav4t1PR7C90pdVAP9ZH9hj9gP9lr/gnP8D9H+An7Kvw3svA/hW0Szu/E/iG7dNV8f/E3xRb2Udpd+OPiV4tkggvPEvifUykkzbYrHQNDhm/sXwjoXhvw1a6dodkAfZdABQBT1DUdP0mzm1DVL6z02wtgrXF9qF1BZ2cAeRIkM1zcyRQRB5ZEjUyOoaR0QZZlWgDJ0fxf4S8Q3ElpoHijw7rl1DCbiW20fW9M1O4it1eONp5IbK6uJEhEksUZlYBA8kakhnQMAdFQAUAFABQAUAFAHJeNfH3gX4baFN4o+IvjXwl4B8M2zmO48ReNfEej+FdCgkFvPdlJtX129sNPicWtpdXJV7hWFvbTzEGOGRlAPyd+P3/BwN/wR1/ZvluLLx1+3f8ABzxRrENncXMOjfBGbxB+0Hc3NzBDJImlPqHwS0Tx5oGk6ncyILWOHxFrOjQW9xIv9oXNlCJZkAPwk/aa/wCD1v8AZQ8NabLYfsk/sy/Gr4p+JVeeM678Z08K/DDwUoCTLb3FjaeGvF/jfxVqkTSmCaSO/sfDM3kpLbhVklWe3APzS8U/8HuP7ZV1bongr9jb9mTQroZ33HinX/ip4st39ClnpPiXwXJFx1Vr+b/eFAHktz/wes/8FQHcmz/Z6/YKgjzwlz8OP2hLtwPQyRftPWSkj18oZ7Bc4YA8k1D/AIPFv+CvN5OstvZ/so6TGrbja6f8FvEEsDj+4zap8TdSuQpz/BcK/HDrzQB2nh7/AIPPv+CrmjRSRan8LP2IfFrSGPbca78JfjBaXEATfuEI8MftC+HbY+dvUyefbT7fKTyvKBkDgHp2gf8AB7J/wUNtrmJ/FH7Ln7GOsWasPPg0DRfjh4buZV/iEV3qPxp8VxQMRnDPZXAXurUAfUvwy/4PfPGx8RWS/GT9hfwtH4Te7sxqE3wy+J2rTeIrexV3/tBrK28VabDpt7dyxGP7Gk93p8MDo5ne5WVPKAP3U/Z6/wCDsT/gjh8bbCH/AITT4wfEX9mnxJK+m2yeG/jj8JPGEkdzdXkcpu2tfFnwms/il4LtdN02eJYptQ8Ta94aMqXNtPFahReJaAH7W/CD9uL9i/8AaBWxPwN/a0/Zt+L02pSabBaWPw5+N3w38YaqbvVzGmm6dPpGh+JL3VLPVbuWVLaPSby0t9TF2xtJLVbpXhUA+pKACgAoAKACgAoAhuLiC0gnurqeG2tbaGS4ubm4kSGC3ghQyTTzzSFY4oYo1aSSSRlREUsxCgmgDnNM8ceCtavY9N0fxh4W1bUZfMMVhpniDSb+9lEMbyymO1tbyad/KijeSTbGdkaO7YVWKgHU0AFAH59/8FHf+CZ37LP/AAVE+BN18Ef2mPB/22XTP7S1H4Y/FDQFtLH4mfB/xTqNtBBN4h8CeIJ7a4MEV99j09fEfhnUYr3wv4sttO0+HX9Lu5dN0m508A/yZP8Agq//AMEhf2n/APgkp8bV+HfxnsI/GHwr8Xz3t18Ff2gvC+nXsPgH4o6LbbJJbN1uPNk8J/EHQoZoYvGHgDVrmW/0m4K6jo194k8IahoPivWgD8pqACgAoAKACgAoAKACgAoA/9D/AD/6ACgAoAKACgAoAKACgD+tb/g3q/4NzPEX/BQTVvDn7Xf7Y+h674P/AGI9D1Rbzwh4MaXUPD3ir9qfVNKuyk2naVfWzWureHfgxaXtvJZeLPHGmz2WseJ5Yrvwn4Av7K/Gr+MfB4B/p++DfBfg74deFPD3gT4feE/DXgTwP4S0my0Hwp4N8G6Fpfhjwp4Y0LTYVt9O0Xw94d0S1sdI0XSbC3RILLTtOs7aztYUWKCGNFC0AdLQAUAfxAf8HZX/AAWe+M/7MkvhL/gnh+y34q8V/Cfx18Q/B9n8Sfjv8XPDF/JoPiuH4bazc6hpnhP4eeAfEOny/wBraCPFeo6VrV9431/SrjR9ej03RNN8N2N2+h+JPEUF2Af5xSTTRzLcRyyJOkizJOjssyTK29ZVkBDrIrgOrghgw3Ag4NAH+oD/AMGp/wDwWB+L37cnwS8Y/sl/tL31742+LX7L2neG4fCXxu1a/vr7xN8Tvhl4jTWR4X0T4gS3Ul/PrnxA8D/8Ix4h0+98eT3GmN4n8Jx+D49dtNW8dWvifxj4sAP686ACgAoA/D/9v/8A4OGf+CYf/BPcax4a8b/G+z+Nnxn0v7RA3wL/AGc30r4neNbHU7W6utPudN8Z69aarZfDv4cahpt9bBdW0Hxz4y0bxjBZSx6hp3hbVonjSUA/iv8A2xf+Dxn/AIKMfGu71XRf2V/CPws/Y78Dy3Uv9l6tYaLY/Gb4wtYOjQG31Xxb8RNNuPh6gmQidW0L4T6Rqenzttg1ybyo7hgD+Z79oL9rf9qP9rHXrbxP+01+0P8AGb49a1p4nj0i6+LHxH8V+OItBtrm5nu5bDw1YeINUvdP8N6Ybm5uJk0vQbTTdOheaUw2ib2oA+eKAD/P+eR+oP4UAFABQAUAFABQAUAH+f8AP+R/MsAFAH0V+z1+15+1P+yXr1z4l/Zj/aJ+M3wF1jUDbjV5vhT8RvFXgq18QQ2lxFdQWXifS9D1Oz0vxNpq3EEMraX4gstU06V44zJaPtAoA/pp/ZD/AODyP/gov8IL/TtL/as8FfCX9r7wc2oCbWNZk8Pab8D/AItiykZVe20fX/hppln8MI4rePfLDDf/AAiuru5lAjl1iCNi6gH9pv7AX/Bwj/wTE/4KEpovh3wF8c7D4NfGbVltof8AhRP7RD6Z8MPHV1ql1dQWNtpXhDWL7VLr4ffEjUL+7mJ0zRvAPjHX/FElijX2peHNKVZYoAD9uKACgAoA/kz/AODsr/gqJ8df2Cv2ZfgN8FP2Y/HXiP4U/F79q/xV8QDrHxW8G6lBpvizwd8JfhRpHhyHxVpXhjVIdmveEfFXjLxJ8SPBo0XxtoNzZarpGk+GPFltpV3a6nfW2oaeAf5d3iDxN4k8W6/qnivxV4g1vxN4p1zULjV9a8S+INVv9Z1/WNVu5jcXWp6prGoz3Go6hqFzOzTXF7d3EtzNMxkklZyWoA/0c/8Ag0t/4LB/F39pXwv4v/YH/aa8WeIfid42+FFlB4m+BvxQ8U63d+IPGmofDe5tdVuNZ8BeLdU1JJNR1mw8AXekq/hjxDqmr6lrEOleJ9N8HR26eH/DeknTwD+2qgAoA8z+Mvwa+Ff7Q3wu8b/BT43eA/DnxN+FPxI0K58N+NvA3iuwTUdE17Sbho5hHNESk1te2N5Ba6no+rWE9pq+hazZWGtaLfWGrafZXsAB/lRf8F6/+Dfv4mf8EsfGt58bfgtH4i+J/wCwv4114W/h7xhcRtqXij4Ha3qtyRp/w7+LE9tBGsmn3E0i2Xgr4hmGDT/ETeTomtJpvig2cevgH82FABQAUAFABQAUAFABQAUAFABQAUAf6E/iO3Wb/gxuKNPBbD/hHPDlx5lwZBGzW/8AwVQ0m4WBTFHK3n3bQi1tQVEbXM0SzSRQl5YgD/PdAXYSev8A+v8AlgcZ/PNADBjBznPb/PH6/hnpQA8SEAg/4f04/wDHv5CgD+yT/gyguMf8FFP2lbXPMn7Fni64x/1y+OXwAjz/AORvTv2oA/qL/wCCYP8AwWl+Ev7bXxE/aC/YA/a1m8BWPx18IfFr41/BzwvpviK30z/hEf2j/hdpPibxFoFloV/oWr+dplz46/4RKE6Z4p8MyxS6d42sYrnVtMtBJPqmi2gB+EH7f3/Bmt8ZfGX7TPjnx3+wP8Xfgj4T/Z48b3C+JNE+Gnxl1vx5pXif4W6zfSSnWvBOj6noHgrxlb+KvBFnOqXnhHWtTvdP8SWmm3v/AAjWvWurXmgDxl4pAPix/wDgy3/4KZkDHxu/Y4z3/wCK4+K4/X/hTjZ/L8/4QCP/AIgt/wDgpv8A9Ft/Y5/8Lj4q/wDznaAE/wCILn/gpv8A9Fp/Y7P/AHPPxU/r8H1/z6cbgBP+ILn/AIKcf9Fp/Y8/8Ln4pf1+EP8An8qAG/8AEF1/wU4/6LN+x7/4XfxR/wDnQ0AJ/wAQXf8AwU5/6LL+x/8A+F18Tx/P4Sf5/EUAJ/xBef8ABTof81k/ZAP/AHPfxN/r8JP8/lQA3/iC9/4Kdf8ARYf2Qf8Awu/iZ/8AOooAT/iC/wD+Cnf/AEV/9kL/AMLv4lf/ADqKAE/4gv8A/gp5/wBFe/ZE/wDC7+JB/wDeVL/n0x8wA3/iDB/4Ke/9Fb/ZF/8AC8+I3/zrKAE/4gwf+Cn3/RW/2Rv/AAvPiJ/86ygBP+IMP/gp9/0Vj9kg/wDc+/EP/wCdav8An0/iAE/4gw/+Cn//AEVf9kn/AML34hf1+F/+fyoAb/xBif8ABUAf81V/ZKPt/wAJ98QOP/MYDP5/lmgBP+IMX/gqB/0VP9kv/wAL3x//APOzoAT/AIgxv+CoP/RUf2Tf/C+8eD+fw1b/AD65G0Acv/BmT/wVAA/5Kf8Asnbv+x+8dfz/AOFb5H4fj2oA+2v+Cff/AAZyfHbwp+0j4T8aft4/FD4N6r+z/wCEhJq+teAvhJrvivWvF3xF1OF4/wCzvC0uoan4X8N2Xhfw3cP5k3iHXba8vNdNnEulaHY2t3qX/CQ6AAf0JfH7/gsD+zp+zF+2f+w7/wAEnv2M9F+HOpeIfFfx4+HPwZ+K0Hg6HTofAX7Pfw4tLwrqfw+8PaXooTTp/iJqC2sei6lbA/ZPBFtdah9vWfxe4t9GAP5Uv+D2Gfd/wUT/AGYLbP8Aqv2LvD82PT7R8c/jYme+c/ZPbp1PSgD+N2UsFX/PrnjoefTHf6MAVjjjGff/ADz/AJ9ORQBpabHDNqWmxSKrxy39nHIh5V0e4iV1Yd1ZDg555+tAH93/APwWwvF1D/g2T/4I5XKRtEqfCn9lqx2O4kYtpn7M9rpsku4bcLM9o00abcxpIsZZyhdgD+C2gAoAKACgAoAKACgAoAKACgAoA/oB/wCCFX/BCj4tf8FbfiwfGHi9vEHwv/Yn+GXiC3tfi/8AGC1tkt9Y8ZatbpbahL8Hvg5JqNpc6fqXj3UrC4tZfEPiOe11Hw/8L9B1C11/X7TVdZ1Lwf4N8YAH+s18B/gH8Gv2YPhL4I+BP7P/AMOfDPwp+Evw60a20Hwh4J8J2P2TTdOs4F/e3V1PNJcalrmvatcmbVPEfijX77VPEvijXLu/1/xJq+q61qF7qFwAeu0AFABQB/mxf8HJH/BwN8cPiL8Z9f8A2HP2VNQ174J/DL4TXMEXxQ+Imlaj9n+IXxI8W6tpkWp2+n6Fq1hdSL4P8K6DoOqaQr3GlR2njGTxS2v2MPiCLw3Fs1wA/nZ/Y0/4K4ftu/saftBeAPjtoHxs+I3xTtvCeu6TeeI/hn8WPH/izxn4K8deHbPVtP1LU/Dt9ba/qGqyaDc6jHYC2tfFGgJZ6/pPmSC3uprC51HTb8A/1+v2EP20/h9+3x+zx4R/aL+G+l3mg+HfF9rYX1poWrX0N3rVha6lo+maxaNqSRW1obeV49Ra2ZPJaL7TZXccU8vkvtAPsmgAoAhubm3s7ee7u54bW0tYZbm6urmVILe2t4EaWaeeaVlihhhjRpJZZGVI0VndgoJUA/nx/wCCgf8Awcy/8Ew/2FrTWvDmh/FS2/ax+NunAwW/wp/Zx1LTPF+lWd+yTgR+Mfi/DLN8MfDENndQmy1zTdP1vxR450a4dVl8ES4lEQB/HV+1T/weKf8ABTn4zx3ei/s+eH/gt+yN4dkmZrXV/CfhOP4q/E5rWSAQy2l/4o+K39veCDEzb5oJ9E+F2harZu4EeqSNFHJQB/Nv+0L+1v8AtRftZ+I7fxZ+03+0J8Y/jzr1ik0GlXnxV+IfijxpFoNpPcz3kmneGtP1zU7vTfDWk/a7m5uI9J0Cz03TIpriZ4bRDI7MAfPFABQAUAFABQAUAFABQAUAW7C/vtLvLbUdMvbvTtQs5kuLO+sLma0vLW4iYNHPbXNu8c8E0bAMkkTq6MAVYEA0AfuF+yJ/wcd/8Fdv2PBoekeGv2o9a+NPw/0S4sX/AOFaftM6dF8atCvrDToUtrTQv+Ev16e2+MGgaBDaItrDpXg34m+GbaCFY1gELQwNEAf1RfsE/wDB6F8FPiHrOmeB/wDgoV8C7j4A3F/JFb/8Lv8AgmfEPxB+GVnPJ9lSSfxV8NbtdT+JnhnSIQLyc3vhXUfipqbs1pZnQo41uNSoA/sT/Z9/af8A2dP2r/A9v8Sf2afjf8L/AI5+CJ4rB5te+GPjTQvFsGkXGpWUeoW+k+JLbSby4v8Awr4hjtpB9u8NeJbXSvEGlzpNZ6nplneW1xBEAe7UAFABQB/DV/wc7f8ABevxz8CBqP8AwT//AGV4rzwZ8T9Tvm1H4s/GCad5NT8PeENMvbnTLXw/4O0o2zaOuqeJvEGnaylxrOpXGrzaJo+hwXllpGm+INY0jWtAAP4mv2d/+Cn/AO3H+zb8XfCPxg8J/tGfFnxRqvhbVrDUJfD3xD+IPi/xt4Y120tdRs9QudNvtO1/WLw2LX32Nbf+29El0zxFp0UszaXq9k8sjSgH+u1/wTD/AOCjngH/AIKX/s86T8bvBXhm/wDCF4ul+FpvE3h68u4L5NM1PxBpDXktpHcRElJbW/stVtJ7Mtdx2ywW5j1TUTLI8AB+kFABQB83/tZ/slfAL9t/4E+Nv2cf2lPAGmfEP4XeOrPyr7Tb1RBqmh6tAkv9keLfCOtRqb7wz4w8PTzNd6F4g0x4ryzlaWF/Psbq9s7gA/yN/wDgs7/wRh+O3/BIv45jQtfOpfET9mn4h6nqEvwH+PUOneTZa/aReZdv4F8dR2qfYvDnxR8PWI3alpgMWn+JNPhbxL4Z3WP9padoYB+L9ABQAUAFABQAUAFABQB//9H/AD/6ACgAoAKACgAoAKAP62/+Dcz/AIN59W/4KAeIdC/bI/a+8Oapof7EvhHXJJPBPg29W70rVP2pvFOgX7295pthKvkXtn8GPD2q2k2neNfFVnLFL4p1e0vfAfhS6W7svF2seFAD/UI0LQtE8L6Jo/hrw1o+leHfDnh3StP0Lw/4f0LT7TSdE0PRNJtIrDStH0fSrCK3sdM0rTLC3t7LT9PsoILSytIIra2ijhiRFANWgAoAKAP4AP8Ag7v/AOCV37RHxP8AiTpX/BRT4P8AgfXfiR4M8I/Dnw/4A+L2neFIJtZ1fwd4P8PXUzaL4vl0C1tzqEmlaTrmvauniq8shfNZ6VrWj600EeieH/F+o6KAfwFxRTXMsNvBFJPPNIkMEMKPLNNLKwSOGKNAzySSOypGiqzsxCqMnDAH+kd/waVf8Eq/2n/2S9O+KX7V/wC0l4G1v4W2Xx58IeEYPhn4F8SQR6T4ui0XSE1O8sfEXijQ7uUatpUPifTPGl7Pp2kXumWF/p6aVbT31wk99PpVuAf2y0Afh3/wU7/4OBv+Cfn/AATDttd8HeNvHT/G/wDaSsbS7TT/ANmz4L3mma94v0zWDp93PpkfxW8TPc/8It8IdIkv10uLVY/EV5efEGHRtYg8ReF/hr4ys4JYVAP88P8A4KP/APByF/wUi/4KHnxB4Ll+IZ/Zo/Z81j7ZY/8ACj/gFqGq+GYtc0O5F7bHT/iX8R/tC+PPiH9t0u8Fh4g0ebUtC+HWstBFdp8O9OmztAPwIP8AnnP68/59OlACf5/z1/z6dKACgAoAKACgAoAKACgAoAKACgAoAKACgBR144P1x+vb/PpQB/QP/wAE5v8Ag5T/AOClP/BPxvD/AINvPiLL+1N8ANGh0vSk+DH7Qmq6x4nn8P8Ah3TINO0610r4ZfFBrqbx54Ai0rQ9Nh0bwzocl94l+HHh62Jkg+HdzIqBQD/Q2/4Jif8ABfz/AIJ//wDBT6z0Twp4C8eH4MftH3dparqn7NfxlvNL0Dxte6sLCGfU0+F2vrcnwx8XtGhu01Qac3he7g8cf2Npp17xZ8PvBkF1BbKAft1QB/FR/wAHlH7AXxs+P/wK/Z5/bI+D3h7UPG/h/wDZSi+J/h/44+GNEtbjUvEWh/D74iS+CtT0n4oafpVlp8lxdeFvBep+EdTs/iLdC9nm0TTfEWheJBptt4a0TxnrumgH+a9QB/ch/wAGbn7DHx5Hx68f/t2+IPAvifwx8DbDwjffDHwP4t17TRpOjfEnVNft/ECeJrvwdJfzW974g0/wdqGj6NpOpavpFle6Kuq6xdaV/aI1LRtVtLUA/wBGigAoAKAOM+Ivw68CfF3wJ4u+F/xQ8I6B49+Hfj3QNS8LeM/BninTbbWPD3iXw9rFtJaalpOrabeRyW91aXVvIyOjpuRtssTJLGjqAf5RH/BwJ/wQV8a/8EsfibJ8aPgnZa941/YX+KHiGS38HeIbg3Ora18D/FGpPLcw/Cf4iagVkmuLCRFm/wCFeeNb593iLTrd9G1qZ/FGmy3muAH82NABQAUAFABQAUAFABQAUAFABQB/oZeF9b0LxT/wZLeNtEjiF5N4J8H6jo2sw3loGhg1xP289J8e6ZLbeerRzta2XiHQr+3u4hutr9CImS5td9AH+egPuH6/4UAMoAlVVKn16f56duffpuHSgD+wr/gymm2/8FN/2h7bP+t/YR+IM/8A35/aA/ZpT9PtHrznouPmAPwt+JN5qGkf8FdfidqemXt3pupaf+2z8RL7T9RsLiazvrC+tPijrlxaXtld28kc9td2s8aT21xBLHNDKiSRujhTQB/qBf8ABXP9un42fsJ/8EidS/a9+Ed/YXPxb0DRv2co4dR8QWGm6rbXc3xC8UeB/D/iK6u7TU9O1KxlnubXW76UO9i5jncSReW4V1AP4pvhz/wddf8ABYP4u/EDwV8LPhtpngHxZ4/+InijQ/Bfgzw1p/gj4eR3mu+JvEmo2+laPpsM974PtrG1+1X11DE95fXNpYWcbPdX11b2kU08QB/TB8PPH3/BxnrkmkXHxI+P/wCwz8P9Mv7C0u9Qg0Tw/qHjzxVolzcW6TS6XeaR/wAKG8LeGbq+sJXNpeS6Z42vNNa4ilewv761MNxKAeh+O/E3/BefT9CsZ/hl+1v+x54u8TPqRi1HSvHfwhufh1odrpAgmZb6y8Q+H/h78Ur/AFDUjciCJtKn8L6ZbLA8twNZaSJbacA/mq/aR/4OX/8AguR+yB8T7z4N/tK/Dfwt8KPiLZabY62mh674F+HN5a6voOpSXVvY+IvDHiLQ/Dup+GPF3h65vtP1PTI/EHhfWtZ0b+2NJ1nRmvV1TR9Ts7UA8E/4jAv+Co+OLn4absd/AfgnGfr/AMIrn07flgGgB6f8HgX/AAVHK8zfDAv6HwR4MH48eED/AJPbOKAFX/g8C/4KkDJeT4X8engjwd/TwiOfTkD1I60AUYf+DuH/AILG+LvEWh+HPh4fhHqGt+IdQ07QdE8NQ/BTS/GPiHX/ABBq17HYaXpWh2OhxaTd3+o6neXFrYadpVpp15e3l7LHDbCaWZIkAP21/Zl/bU/4Ouvj7DpOteJPh5+zP8B/COs6K+s2GufHzwn4b+HWoSlJ2t10fUfAXh6x+Jvxd8Ka3OUeWOz8X/DHRI0gRZppo0mtzKAaH7YH/BQL/g5a/Y48A6r8VfEPhH9nD42fDbwvoN34j8deK/2etP0nxk/gLSbG5iiu77xF4R8XfC74feP7vT7G0kl1vWda8KeEvEmgeGvDtlqWu+KNV0TTNOu7iAA/FKT/AIPBP+CnqKpSb4WTEjJC+A/CyFT6Hf4ZAJ7/AClh7jBoAi/4jCf+CohHyxfCknjr4J8LZ/8AUZx9eAPpQAg/4PCP+Co4yWi+E+PT/hCvC3H5eGAf/Hvz60AC/wDB4T/wVEJJaP4UAZAAHgjwux+vPh1R2/vDrwCB8oB+qn7Gf/BW/wD4OQf26PCulfEj4OfBn4SaL8ItZ1G80zTfi38UdI8A+AvBupS6fJFDe32g2V/o9z438W6HbXL3FhL4i8G+EPEWgrq2m6xof9pHW9J1DTrcA/TAfEn/AIOTAv8AyWD/AIJtF/U3fxKx+n7LA/QflQB8Wftnf8FFf+Dkz9irwBefFbxL4I/Zt+Nnw10HR9S13xz4v/Z70hfGcXw50nSY3ur7VPGXhzxP8MPA3jW30Oy0yC91nVvFGi+Gdb8KeG9IsLu/8U67ocKRmUA/FI/8Hh3/AAVDB4svhER7+C/D3/yhB/zxjooB/cP/AMEWf27vjN/wUM/4Jun9pf40nSLP4i3+v/Ebw88nhmyt9Is4LfQvD2jXunzW8Njb2iRXMc2qSv5qRrIGVDuJUbQD/NB/4I/XEsv/AAW4/YrvbiaS4ubn9tnwi89xNI00081347mEs0s0jl5JZZJWaR33u7sWLFmJoA/Yf/g9blJ/4KX/ALOMH/PP9hjwLKB7zfH39oxPbr9n9e3brQB/Hc7MQNw/XP8An9T/ALRxQBHQBpaN/wAhjSv+wlY/+lUVAH92f/BZ8Y/4NiP+COv/AGTr9m/9f2fJDQB/B1QAUAFABQAUAFABQAUAFABQB+4f/BDr/gjB8Uf+CuP7REVhfLr3gf8AZL+Fer6TfftD/GCwjitbv7DK8d5F8LfhveahY3+m3fxR8X2KSLa3NxYalpfgbRpZPF3iGx1ELoXhrxSAf67/AMDvgd8JP2avhH4B+A/wI8BaB8MfhH8L/D1r4Y8DeB/DNvJBpeiaTbPLPIWluJbnUNV1bVL+4vNZ8Q+ItavNR8Q+J/EGoan4i8Rapqmu6pqOo3QB6tQAUAFABQB/klf8HB3/AASq/aq/Zd/aj+IX7S/iHwFrGt/Bb4ya/HqcHi/QrE6jY+GNZsdE02zutO1qTTpb6MWE9nZ2moLr6FdOtL6/fQtVOn6iunrqoB+IH7NH7L3xl/a0+Knhv4Q/BbwneeIvE3iLULaya5ZHh0bRbeaVEm1LWdQKPHbW1tGzTeREs1/ebDBp9pdXTJCwB/sRf8Ecv2NfFv7DX7FHgL4IePrcxeLNGSxinme4imnl0ay8P6NaaTHdQ29xLDaXcMyam1xBJDbX0cszRXkSeVBFAAfqlQB/NZ/wVF/4OfP2C/8Agn5/bnw3+E+q2X7ZH7S2nS3WnXPw5+E/ia0T4c+BdTt/KjdPid8ZLay1rw3Y3trO13bXXhHwTbeNfF+n6rplzpHizTPBhmt9QYA/z9v+CiX/AAXu/wCCkn/BSmLWfCPxg+Msnw5+Beqyyqf2dfgZDe/Dv4WXljJJpc62HjXyNRv/ABl8VbaO90XTdXt7P4oeLPFmj6PrkUup+F9K8PtcSRKAfjHQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHuH7Pf7S3x//ZP+JWj/ABg/Zt+L/j34LfEnQ3U2XivwB4hvdCvZ7USpLNpOs29u50/xF4evjGseq+G/EFnqegavbF7TVdNvLWR4XAP7Y/8Agm1/weZeLbDU/Cvwx/4Kc/DHTte8PusGk3f7TnwP0D+zvE9nK32eGHxB8SPg/b3K6FrMAla5uvEGpfC0eHJrSxEa+H/hpq97D9mvQD+7X9nz9pf9n79q/wCG+jfF39m34xfD741/DnXLazuLTxR8PvEuneILW0mvbOG+Gka/aWsp1Pwt4msobhI9Z8J+JrLSPE+gXyzaZrmkadqNtcWsQB7hQB/mc/8AB1N/wS7/AGoNE/aP8Yft7aH4I1jxZ8E/Ect3pPiW/wBAsDqj+C7ddc8UeIdK17VW06a7ddLvra/1NdT8+3tZvD0WmQahfq2n6g9xZAH8hnwv+Fvj74zeOPD/AMOPhn4Y1Pxb4x8Taha6bpWkaXA0rtLd3MVqtxdzcW+n6fBJPG15qN7LBZWcRMtzcRIGdQD/AFy/+DfP9gn4r/sDfskXngX4rpGup+Kx4S1awZBDC00VhB4gF1M1itzcXdlHK+pwy263ixNNbvHPA08LrMwB+91ABQAUAfOn7V/7KXwK/bZ+Avj/APZt/aN8D2Hj34WfETS2sNW025Cw6lpGoRZl0fxV4V1YRSXPh7xf4avvK1Tw9r1jtudPvoUJE1tLc2twAf5AP/BYb/gkZ8cf+CSH7SVx8MPHS33jL4KeO5dW1z9nn45Q6c1tovxI8I2NxCLrStU8lWs9F+JPg1b7TrHx34V83zLOW80zX9NFz4Y8R+H9RuwD8kKACgAoAKACgAoAKAP/0v8AP/oAKACgAoAKACgD+jj/AIN7v+CG3ir/AIKqfG1vil8X9M1vw7+w58FfEdpH8T/EsJutLufi74wtIrTVbf4H+B9Vj8qZbi5srqw1H4j6/pcouvB/hTULGCC50/xF4r8MXcQB/rSeGPDHhrwR4a8PeDPBfh7Q/CPg/wAI6HpPhjwn4T8MaTYaB4a8MeGtAsLfStC8PeHtC0q3tdL0XQ9F0u0tdN0nSdNtbaw06wtrezs7eG3hjjQA3KACgAoAKAMTxH4c0LxfoOreGPE2mWus6BrllPp2q6Zepvtry0uF2yRvgq8bqcSQzwvHcW06R3FvLFPFHIoB+Y2if8EX/wDgn1oHjofEWw+DNonid9ah129uw2mW51O9imEx/tCex0i01CZJCDG7JfQ3KozeTdRPsdQD74+KHxT+DP7Lvwb8Q/FD4ueOPCfwg+Cvwl8M2lx4h8YeMNXh0jw14X0Cx+x6NpVvNfXsjST3d5dzaboWhaXB9r1jX9bvtN0TSLXUNY1GytLgA/zq/wDgsn/wdmfFn9ov/hMf2dP+CbcviL4FfAi6e50PxB+0ffQ3GhfHv4o6eIJ7K/j8BQJdFvgv4J1WSeaa01GNX+Leq2Nro9+2qfDOW48Q+DrgA/i+ubm5vbm4vLy4nu7u7nlubq6uZZJ7m5uZ5GlnuLieVmlmnmldpJZZGaSSRmd2LMSwBB+GP8++f5/nQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAH+f8APT/Pr0oAsWl3d6fd2t/YXVxZX1lcQXdle2k8ltd2l3bSLNbXVrcwsk1vcW8yJLBPE6SRSIskbK6g0Af2nf8ABGj/AIOzfif+z4vg39nD/gpVJr/xp+B1obHQPDX7S2nW1zrnxw+GGmrFFY2UfxHsElM3xk8F6UIoJbnWYIh8WtLsm1e8e4+KF0dF8N2gB/op/Cv4rfCP9o34V+GPit8IfG3g34u/CD4l6FJqHhnxh4U1Ow8TeEfFOi3Elzpt9FHc27XFrObe7t7/AEbW9Ku0S80zVLPUdF1iztdRsryziAPnjUP+Ca3/AATn1bxNdeNdV/YD/Yp1PxlfaiusX3i3UP2VvgXe+JrzVlmFwuqXWvXPgSXVLjUVuFWdb6W6kuRMolEu8KygH2tQAUAFABQAUAeafGT4N/C79oT4WeO/gn8avBGhfEf4VfEzw7f+FPHHgnxJbNc6Rr2iaigWWCXy5ILuzvLaVIb7StX025s9Y0PVrWx1nRr+w1Wwsr2AA/yFP+C6P/BG3x9/wSP/AGm5tB0ZvEXjX9lD4s3Wo65+zp8WNXtYmvXsIRFc6x8LPHd3YRx6cnxF+H7XUdlcX0MOnWnjnw8dL8b6ZpWiyalrHhXwsAfh7QAUAFABQAUAFABQAUAFABQB/f18EE3/APBmJ+02P+m2oN/37/aH+Esn/stAH8BA+4fr/hQAygB6HnHY9f8AP9OM/owB/X1/wZYyiL/gqd8dYx0uP2C/ijEPw+Pv7MFx/KE9umeBk7QD8Ofiyxl/4KzfF0Efc/bO+J4HqcfEvX8fT65P0FAH+ht/wcn/APKvJ4vB4zp/7HQI9x8RPhkcdfUDufU5xQB/Kp/waf8A7Nfg34hftMftD/tLeI2ivfEX7NfgXwX4X+H2k3GnmRbDxD8fT4/0zVfG9pqi30bWWp6L4N+HfiXwZHYvY3tvqWmfEfWJ3msrjS7UXAB/Zx+2X+1j8Ov2Hf2bfiP+1H8WNF8a+Ifh/wDDD/hD/wC39H+HenaFq3jG7/4TXx74X+Hmlf2Pp/iXxH4S0S4+z614t0661D7b4h0/ytLgvprb7XdxW9lcAH5r/sc/8HCP/BPX9sz4taN8EPD2qfFX4K/EPxhquleH/h1p3x98J+GPDGk/EbxLq6aibXwx4a8TeCfHXxE8Oaf4gnmsbbTdK0zxpqnhOfxXr+t+H/C/goeJfE2qwaQoB9V/8FQP+Cd/wy/4KO/sw+L/AIUeJtF0SH4t+HtE8Ra/+zr8Sb+5bRrz4d/FVtM3aKt94htNA8TanB8N/F2p2Gj6J8VdCttC1k6x4WU6jpWnw+NPD3g7X9AAP8oKgABxzQB638DPgj8UP2lvjB8PvgT8GfCuo+NPib8TfEVr4a8K6BpsUkrS3Myy3N9qeo3CQvHpXh3w7pNtf+IvFXiG+8rSfDXhnStW8QazdWek6Ze3UAB/pxf8Exf+CR/7OP8AwTW8BWknhXR7Dx7+0N4g0G0sfib8fde06GXxHqc0iRXGq+G/AiXCyN4D+Hjakokj0DSWS/15LHR7rxrqfiLUNI0m408A9s/al/4Kc/sF/sXavb+Gv2kf2mPAXgHxfNcWlvN4F06LxH8RPiFpS3+mjWNPvvEPw/8AhhoXjTxp4Y0fUdNaO507XPEWhaXo1+JoI7O+nmuIEcA9r/Zj/as/Z7/bK+Flp8af2Z/idovxV+HF1rWs+GpNb0q01rR77SfEWgTRx6poHiXwv4o0vQvFvhTWobe40/VoNK8TaFpN9f8Ah3WNA8T6fBdeHfEGiapfgH8O/wDwcdf8EovCP7JvjnQP2xv2efD0Hhr4G/G/xbN4Z+I/gDS4tNtPD/wu+Ml9YahrthdeD9Nt5Le70/wR8S9K0jxBqaaFb6dcaP4J8V6Dq9na6tYaF4v8E+EdAAP5cwcc0AKWJ6kn+n09PwoA/qQ/4N9P+CM3h79rrU5P2xf2qvCWpal+zp4J177B8Ifh9q9kbTw98ePHeg6hs1rWvEIvYC3iT4ReBL+0m0TUNJ0+MaP468dx3/hjWNZl0fwN478GeJAD+7X4pfFf4Qfs5fDHWviV8WvG3g34SfCnwJpludU8SeJtQsPDvhvRbKMxWGlaXaBzCkt7e3D2mj+HfD+lQz6nrGpXFjomh6feajdWlnKAfz9a/wD8HU//AATZ0fxXrHh3TvBH7WPivSNN1690ey8eaB8Mfhzb+FPEOn2t/JZweKtHs/FHxl8NeOIdB1O3RdVsrfX/AAZofieOwmjj1Hw3p+piXTYAD9y/2WP2sv2f/wBtL4RaX8cf2bfiJpnxG+Huo6nqWgXN7a22oaVrHh3xPorQjV/Cvi7wzrVrp/iDwv4isYrqx1EaZrWnWkmo6DquheKNHbUvDHiHQtZ1IA/ht/4ON/8AglN4L/Y8+IHhX9rf9njw3a+E/gJ8ePFt34V8ceAtNk0ez8O/C/433Wnap4ns7bwRoq3FrqVj4I+JXh/RPE+vWHhvTNL1DQfAWveFPElhb6noXhrxJ8P/AAdpAB/X7/warfvv+CMVlGe3xL+LEX/ffg7wS3Tj/np0z+WaAP4Af+CRM3k/8Fq/2ICpIB/bk+HURPQfvviZDFjgEZPmY6jrjnmgD9jf+D1eT/jaH+z7H/c/YJ+GcmP+un7Q37US+/XyvT88UAfx+u+7HOf89On65/DvQBHQBpaN/wAhjSv+wlY/+lUVAH92/wDwWhGP+DYj/gjt/wBk5/Zp/wDHv2d5D/nj8qAP4NqACgAoAKACgAoAKACgAoA/Q3/gmH/wTf8Ajd/wVG/at8G/s0/By2fS7C42+JPix8TbuwmvfDvwj+F+n3lrD4h8aa0kbQrd3ebmDSPCugC6tZvE3inUNK0dbqwtZ73VNPAP9kz9jj9j34DfsH/s8fD39mL9nDwinhL4Z/DzTRb25uHgu/EnivXroJJ4g8deONahtbP/AISDxr4r1BX1LXtW+y2dt5rxafo+naRoOn6VpFgAfT9ABQAUAFABQB4d8f8A9nT4S/tN+BLj4dfGDwxb+JPD00wuIciJL6xm4WZrK5linREuoR5N1bzQXFtOoilaH7Va2dxbgHyr8Af+CVP7GX7NPjzTviP8Kvh5caT4o0qaO5srq4u7Fo47iBhJbTbbLSdPmL204juIx54jaSJFmSWEvG4B7Z+2V+2/+zB+wF8GNa+PH7VfxX8PfDDwLpge20qC/nF34t8c6+UDWvhH4deD7QyeIPG/iq8DCUaToVncnTtNjvNf1ybSvDml6vq9kAf5kv8AwWK/4OZ/2qP+Cj//AAknwT+BUet/stfseXVzdWc/g3RNX2/Fr4w6UpMEE3xj8a6PMqWei30CvdSfCzwbPF4Wha/m0/xXrXxHbTdG1e0AP5kKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPrf8AYz/bp/am/YA+L2mfGr9lT4ueJvhh4ttZbFNd07T72efwd4/0SyvIr5vCnxG8ISy/2J4z8MXUsQMumaxbTNazbdQ0qfTtWt7PUbcA/wBOP/gjN/wcpfsx/wDBTCPQfgp8a18O/sx/tnTix06y+HWqaxKnw2+NeoyjyJLr4IeKdZlMg1ye7COfhN4ovn8aQx39vH4U1H4jWuneINY0gA/oP+MHwf8AAnx08C6p8OviNpR1fwxqzRyXNqsixyLLEskayRs6TQljDPcQETwTp5c8hVFlEcsQB8EfDT/gjp+wn8JvGmm+PfB/wyubXX9Lulu4JJ7zTjC7iQSMkv2TRrS5CSEFXMNzFKFYmN0fa6gH6jUAFABQAUAFAHxJ/wAFC/2CPgX/AMFJ/wBlvx5+yz8fdLeXw54nWPWvCPi3T4YZPE/wu+JGk2l/B4T+JXg+abakOveHn1G+t5rd3S017w/qeu+FtW83Rdd1K3lAP8bD9v39hT46f8E4/wBqP4ifsrftAaRFaeLfBV1Fe6B4m0wSyeFfiV4C1cyzeEviP4LvpFBvPDviaxiZ/Jk2ajoGs2useE/ENtp3ibQNa0yyAPjGgAoAKACgAoAKAP/T/wA/+gAoAKACgAoA/R3/AIJXf8E3Pi5/wVL/AGvvAf7M3wz+16H4dnkTxT8Z/ieNObUdM+Evwj0q9tIfE/jC7t2lt4L7V5ftVtofg3QZbuzXxD4u1TR9MnvdO06TUdW00A/2XP2W/wBmL4M/sbfAP4Z/s1fs/wDhK28F/Cn4VeHbfw/4b0qLZLfXjhnudW8ReIdQWKB9a8VeJ9XuL3X/ABPrlxGtxq+uajfX0qoZgigHv9ABQAUAFABQAUAfnb/wUt/4Kefsv/8ABLL4B3Pxu/aN8TE6nrJ1LS/hN8I/D89nP8SfjJ4t0+2gnn0LwdpFxNEI9M0kXunTeL/GGom38N+ELLUNPOqXjaprPh7SNaAP8nP/AIKrf8Fgv2r/APgrP8YD44+NutL4P+E/hm8nHwf/AGdfB+paifhp8MtNKPbpfyRXLpL4y+IeqWzu/in4i65bR6nqdxcXGn6DYeFfBsGieD9DAPymzweBk9+cj6cgc98g+2M0AJQAUAFABQBq6HoWt+JtX03w94b0fVfEGv6zeQafpGiaHp93q2r6rf3LiO2sdN02winvb68uJGEcFtawyzSuwSNGY4oA/fv9k/8A4Ngv+Cvn7VWnaZ4gk+ANp+zf4S1SZoo/EP7UutzfCi/tvLCM8l98Nl0zX/jJZw7ZEMM8/wAOI7e6yRbTSmKXYAf0Gfsv/wDBkfoWmX3h3xD+2B+2zd6/FBN5viP4afs9/DaLSraUIVMcOm/F34jalqU00cvzLN9o+DFo6ADYzFsoAf0A+Ev+Daf/AIIveFY7UTfsdab4rubSONFvfFnxP+L99JMY1VfMubLT/Hel6PcPJt3SCTSzGWJ2xqpwoB9c+Cv+CO3/AASo8AWJsPD/APwTv/Y8uYTs/f8Ai74B/Dr4hakvl527NX8f6D4m1ZM7jv2XieYdpk3sqbQD1Ow/4Jwf8E8dKIOmfsGfsYacV+6bD9lz4H2ZX6G38DR46dv06sAR33/BNr/gnXqhZtT/AGB/2LNRLZLG+/ZZ+Bt4WJ67jceBHznPOc/0oA8i8d/8EZv+CUHxGtltPEX/AATx/ZIso1Rk8zwT8E/BXwzvGDEkmTUPhvpfhS+lkyfllkuXkUYCsoUCgD5M8U/8Gz//AARg8SJcC0/ZDtvCU9wsitdeFvin8XYnjZwR5kFrrfjfW9MgZM5jSKySFSo/dHneAfz8/te/8GTg1rxD4m8W/sT/ALYOjeHtN1PUDc6B8Iv2g/A+qCw0K2mRnmtm+MfgK61nUb22guD5WnwTfCFruKxMaXurahdwyXV0Afzu/tY/8G03/BXX9krR9Y8Vaz+zhP8AG7wVos7x3Hir9mvV4/jCZreKKeeXU4/A2j21r8WLbR4be3kuLrVdU+HlhZWUe030ts7IlAH4N3lnd6fd3Nhf2tzY31nPLa3lneQS213a3MDmOe3ubeZUmgnhkVo5YpUSSN1KuqsCKAK1ABQAUAFAC9un4/4//Wx/VgD9Yf8AglJ/wWJ/at/4JL/F5fGXwZ1g+NPg/wCJr+A/GD9nLxdquoJ8OPiTp+yK2l1G0EHnv4J+Iun2kaHw18RNDtJb+wntrWw8Q6b4s8IPq3hPVAD/AFjf+CbX/BTP9mD/AIKj/AKy+Of7N/igyXOnGw0v4o/CvX5rO3+JHwe8W3lvNMnh7xro1vcThbXUBaX0/hfxTYPceHfFtjZ3c2j3r3enaxYaWAfoTQAUAFABQAUAFAHx1+3r+w98EP8Agol+y78Sv2Vvj5oyX3hHx5pwm0TxHa2lpN4n+G3jrTEll8JfEnwTeXUbnTfFHhe/laSJ42jg1nR7rWfCutJe+G/EGt6begH+Ml+3x+w98bP+CdX7U/xO/ZQ+PWmQW/jH4e6jDLpPiLTN8vhj4h+BtZi+3+DfiL4QvGz9p8P+KtGeG7W3lZdT0DVU1Twp4jtdN8UaBrelWQB8c0AFABQAUAFABQAUAFABQB/oC/ARN/8AwZk/tPD0j15/+/fx5+Fsnt/dH/1+lAH+f6PuH6/4UAMoABzx6/59v5/lQB/XR/wZgy+T/wAFWfivHn/j4/Ye+K0P12/GH9ne49/+eGev55oA/E74snZ/wVq+LoHf9tH4of8AqzNfHTn+f59WAP8AQ1/4OVgT/wAG9Pi5eAWtv2PF5PAx8Qvhuck88DGSc9u9AH88H/BoGSf+Hhuf+rS//fmP8/r3oA/aX/g4d/5Q8/tff90A/wDWofgpQB/nx/sC/scftE/tqftIfDb4afs9aL44tNRg8ceELrxX8YPCulajJpPwD0L+031Cb4p+JfElvqOgWHh5/DFho2ra74ZtJ/E2ha54t1/RrXwt4KlvvF+paRp9wAf63F9fWWmWV3qWpXdrp+nafa3F9f399cRWllZWVpE891d3d1O8cFta20EbzXFxM6RQxI8kjqis1AH+LzeSxz3d1PDEIIprieWKFQqrDHJKzpEqrhQI1YIAo2gLgYAFAFegD+5f/g1T/Yd0vw/8L/ih+3r468NeZ4t+IWt3/wAIPgTqGraZfwvpHw78LSRH4meMPDN4dWfR9Vt/HfjdofAk18+gRa14buPhJ4k0vTdcOm+LvEOmygH33/wX8/4KoX/7AvwB0r4RfBnVvsn7UX7RWnaxZ+E9c07VtMTUPg18O9NuLSz8S/E+60si81Ua3rklxceEPhg0lrpNjLrcfirxbZ6/NefDO48M64Af5wGta1rPiXWdW8ReItW1PX/EGv6nf61ruu61f3Wq6zrWs6rdS32p6tq2p30s99qWp6lezz3l/f3k811eXU0txcSyTSO7AH7f/wDBvN+2Jr37Lv8AwUX+F/gW78SXWnfCX9qi+tPgV8Q9BKavf6fqfirXlvYfghrNvpFjf21gviXTfipe6J4YsvEuqWOpjw/4O8deP7e3itU1u7vYAD+8L/gq38FdM/aB/wCCb37aHw11PTdZ1eSb4B+OfG/h3TNBuDbanqHj34R2A+Lfw4s4mEU3nwXHj/wP4aiv7DYp1PT2utOEsH2rz0AP8pGw8FeMtVt47zS/CXibUrSYbobqw0HVby3lX+9HPb2skTj3VmH06MAet/A39nLx78afjn8Ffgj/AGdrHgq6+M3xe+Gfwjs/FPiDw1rI0jw7f/Evxpongux1jUovIt5J7PTrrXIbye2imimuYomhhcSOrUAf65nwa+EHw++AHwp+HvwU+FPh628LfDn4X+E9G8GeENDtmeU2ejaJZx2kEl5dzFrrVNXvmR9Q1vWtQluNU1zWLu+1jVbq61G+urmUA/zQ/wDgtN/wU58Wf8FEv2ofEkHhzXnj/Zf+DniDXfCPwE8N6Xd6yujeJ9N02/utOuvjVrNlqtrpNxJ4o+JKRf2pp8N7oml3XhLwZNoXhB7WXVdP8Q674iAPxuoA/oc/4Nl/2i/HHwn/AOClnhD4KaPe+Z4C/ao8IeNvAnjbQ7vUb6304634B8E+K/il8PvE9lp0E8dlqPi7TtV8Man4K0F7+G5aHR/iP4rtNPiF9qUTqAf2z/8ABYb9lnxN+09/wTX/AGsvhZp+mXdlr0fw4PxH8M3V9pICnxB8Hdc0j4r2GlQ3uorb2uky+Kh4Ol8HyatLc20djZ+IbqWeYWv2hHAOj/4Ne/hv8QPhb/wSVm8EfEzRk0TxPp3xr+MkBtIbuzvrabS49E8I2WlXlte2Fxc2lzFc2lqjM8cu5ZxLFNHDcJLCgB/nl/8ABJXan/BZ39iiUnDR/tzfDWQD12/FK1P4dBzz64OcUAfsN/wenS+b/wAFUPgdHn/UfsF/CmH6bvj9+1BPj8fP/WgD+QlgB0Of6fz/AJ/nQA2gDR0fjV9LPpqNj/6UxfX+X50Af3ef8Foxj/g2H/4I7/8AZOP2ZP8Ax79nOQ0AfwZUAFABQAUAFABQAUAFAHcfDP4a+PPjL8RPA/wm+F3hbVvG/wAR/iR4q0PwT4H8IaFbm61fxH4p8Sajb6Vouj6fDlVNxe39zDCryvHBCGM1xLFBHJIoB/sef8EUf+CUHw9/4JM/sg6J8KbIaZ4h+PfxIj0Xxv8AtM/EyzhyfFXxCTT5VtfCuiXcirdP8PvhnDqOo+HPBUMq2wvjPrvjCfTdM1fxhq9mgB+wlABQAUAFABQAUAFAH4Q/8Fnv+C8n7N3/AASR8Ef8IvLDa/Gf9rrxloUuofDT4A6NqsFvFo1rO3k2fjz4y6vbyyXfgnwGr+fJpNpDaXPijx7fWcmk+HLK00uLxB4w8LAH+U1+2h+3J+07/wAFAfjVrfx4/am+KOvfEfxnqUt7Doen3d3dxeD/AIeeHLrULnUbfwT8NvCzXM+m+DfB2mz3MrWukaYqtc3Dz6pq91qmt3uoandAHyV/n/P/AOr880AFABQAUAFAHqnwd+Bnxo/aH8bWHw2+Avwm+JHxn+IGprJLY+C/hb4K8R+PPE9xbwKZLm7XRfDGm6pqCWNpErz3t9JbraWduklxdTRQxO6AH9Hv7Nv/AAaH/wDBWT44WWn638SNM+C37LmhXsFnfGL4x/EGTVvF72F1sb/R/CPwp0b4hTWeqxQv5kuj+LdR8JXMLq9vdtZ3KmCgD+ij9jv/AIMwv2SfhHrlt4o/a0/aM+IH7UE8NvHJH4F8H+ELP4H+A1vJbZo7m31m7XxP4/8AGfiC0tJ5DLY3Oka74Gnnlt7aa8tvsz3OmygH7EeEP+Dcr/gi74NkhuLL9hrwNrN3CVYz+L/HHxd8XxzMvQzaZ4g+IN9orA/xImnJE3RozigD650H/glF/wAEwPDVla2Gkf8ABOv9iGKKzTy4Z7v9lr4J6rqTAEsGudY1bwVfareSZJ/fXl7PLjALgBVoA9D0/wD4J9/sFaTGYtK/Yj/ZE02JlKNHp/7Nnwas42QjBQpb+C41KkcFcYI45/hAMXUP+CbH/BOnV2ZtW/YF/Yq1Nn++2ofssfAy9Zs/3jc+BZCc++c989KAPDfiF/wRK/4JJfE4EeJf+Cef7LOnkoIy3gD4WaF8J5Co/iMvwsi8GSNKe8xYzN/FKeqgHw98Yv8Ag1j/AOCOPxQ8K63oHhf4CeLPgdq2qwBbPxj8Lvir46vNb0W5WWOYXFhY/FDV/iR4bkSQoYLi2u9DmiNrNMtp9iuBb3UAB/Oz+0T/AMGRPxp0n7RqP7KP7bfwz8eJLcXcsPhX4+fD3xN8LbnTrJTus7VPGngC6+LVv4gv3TMck8vgnwnaCVVbakcjmIA/nU/bG/4IOf8ABVD9h2x1DxH8Yf2UfHWv/D7TLe7v7/4o/BuOD4y+AdM0mybbPrPiXVfh8+tXvgbSwcbbnx9pnhUsGjPlfvE3AH5AkEEgggg4IPUH0PTkfT8qAEoAKACgAoAfFLJBJHNDI8U0LpLFLE7RyRSRsGSSORSGR0YBkdSGVgCCCAaAP7av+CEP/B0r4o+AknhP9kn/AIKT+JvEPj/4MXN/ZaN8PP2ptYvdX8S+P/hHDNFY6XYeHvir9ouby/8AGXwu09LeOSz8S2UMvjTwcJL7+0IvGGiT2UfhQA/0ddA1/QvFehaL4p8La1pPiXwz4l0nTdf8O+I9A1Kz1nQtf0LWbOHUdI1rRdX06a50/VdJ1XT7i3vtN1KxuJ7O+s54bq1mlglR2ANagAoAKACgAoAKAPwa/wCC+/8AwR18M/8ABV/9lK6i8EaXo2l/tf8AwRtNV8T/ALO3jO7ktdMPiF3h+0eIPgr4o1a5kgtI/CnxDFtbppl/qU8Fv4R8aWuh+IPt1noj+K7LWgD/ACBvEnhzxB4O8Ra94R8WaLqnhvxT4W1rVPDniXw7rljcaZrWg6/ol9PpmsaLq+m3ccN3p+qaXqNtcWN/Y3UUVxaXcEsE0aSo6UAYtABQAUAFABQB/9T/AD/6ACgAoAKAN3wt4X8R+N/E3h3wX4P0PVPE3i3xdrukeGPC/hvRLKfUta8QeItev7fStE0TSNOtUkub/U9V1K7trGws7eOSe6up4oYkZ3VWAP8AYt/4IR/8EnPDX/BJ/wDYy0XwFrVpp19+0x8Yl0T4gftQeMLKe3vorjxnDZ3a6B8OdE1G3DJc+DvhPpuq3+gaPLHcXFtq/iG/8YeMLT7JD4s/s6yAP2uoAKACgAoAKACgD8qf+Cuf/BWX4Df8Ekf2bn+MPxRQeMPid42k1fw98APghp2pRaf4i+LHjPS7W0mvy920N02geA/CCanpN98QPGclndQaBZ6lpOm2dpqnijxH4Y0LVwD/ACF/23v25P2kf+Chv7QPin9pH9qDx7eeNfHfiDOn6LpkT3Vr4N+HHg23vr6+0X4c/DTw3Nd3kHhTwN4fl1G+lsdLgnnu9Q1O/wBW8S+ItQ1zxZruv69qgB8i0AFABQAUAe9/s2/svfH/APa++KOkfBj9mv4U+MfjB8StaRp7Xwv4N0i51O6t7CKSOO61jV7iNRY6FoNg00Tan4g1q60/RdLicTahf20OXUA/td/4Juf8GZ3i67v9G+Jf/BTP4r6Z4c0hEgvYv2b/AIE6pb674muZGUv9j+IXxdu7GXwxoRtbiJYb/RPh7pXjaPVrC5aTT/iFoF5FigD+1f8AZO/4J7fsS/sL6LJpH7KH7NPwp+Czz2L6dqnifw54diu/iDr2ntMl0bPxR8Tdfk1f4heJ7NLiJJobXX/E2o21q6L9mhhCJQB5L+0z/wAFdf8AgnV+yXYa5N8W/wBqT4aPrvh8TJf+CPAWswfEfxtFfQKzHS7rQfBj6vJo2ottwsXiOfRYlLJ508SujuAfy+ftHf8AB7h8GdBvdR0f9lX9in4ifEBIZri1tfGPx0+IXh74aWgeB3jW9j8FeBrH4l3ep2dwy74Y5/Gfh268hkeaKCbdbqAfin8d/wDg8D/4Kz/FD7RD8LL34Ffs3WsjSCCb4e/CnS/GWrQwsSIw958Z7r4ladLcKhG+ePRYI3ky8dtApCKAfmb47/4L2f8ABYz4jTy3HiD/AIKGftFac827evgTxNYfC2Bd3Xyrb4ZaV4Rt4Mfw+RDHs6Lj+IA+fNS/4Kl/8FM9aaRtX/4KJ/t0agZCzMLv9rb4+Tp83VVifx8Y0XsERVRR8qoqjDAEmk/8FU/+CnehyRyaT/wUX/bpsfKIKxw/tafHoW529BJbHx81vMnrHLE8Z7g4IoA+kvAX/BwB/wAFlPhtNFP4c/4KDfHnUXhKlV8f3/hr4rwkp08y3+KPhvxjBMDj5hKjq/8AHkk7gD9N/gT/AMHif/BVf4aSWsHxasP2ff2jtPRo1vZvGXwyHgPxFcQr/rDbaj8I9W8DaDaXUuMrNL4VvbaIkn7E4GygD9uv2bv+D2j9mzxTc2Gk/tU/se/Fr4RyTSw2k/iv4OeM/DPxi0MSSFVOpXvh/wAUWvwp1zSdPjYlp7bTr3xbfxRIWgW8kIhYA/p6/Za/4Kqf8E/P2yrHRJfgJ+1D8MvEOua+sQ0/wL4i1j/hAviJNcyKpaxt/A/jaLQvEOpXMLMI5H0ay1KzZvmhup4mSZwDT/a9/wCCYP7An7eETy/tVfst/Cz4peIvJtbeD4hTaK/hn4qWdtYxPDY2Vt8U/B1zoHj8aVaK+Y9Dl8Qy6FIyRC50ydI0VAD+Kf8A4Kdf8Gcvxa0PxDrfxQ/4Jk+MdB+IXgm6ee9b9nH4p6/aeE/iLoDSSQ7NO8C/EXUhb+CPGuno0l1JFD42vPh9qmmabb21q+seM9UklvJQD+Lz4/fs6/G39lv4kax8Iv2gfhp4u+E/xI0HyW1Xwh410S/0HWraG5jE1ndiz1GC3kmsL63dLrTtQtxLY6haSxXdlcT20qSMAeK0AFABQAUAfZX7B37en7SX/BOH9orwl+0x+zD4zPhrxp4eP9neIvDmqLd6h4B+KXge7ubW41/4afE/w1bXunjxL4K8Qi0t2ngjvNP1vQtWtNK8XeDdb8NeNvD3h3xLpQB/r2/8Env+CrX7P3/BWr9m6L43/B5T4O8c+Fryy8N/HH4Fa1rtjrPjP4O+Mry1lurO1vbm2ttMl8Q+CPFENrf3nw9+IcWi6TpvjCz03WLNtP0XxX4Z8X+FvDoB+oNABQAUAFABQAUAfzif8HIf/BHm1/4Kbfsly/Ef4ReG4bj9sj9mfSNb8T/CJ9OsYRrHxX8GlV1Dxj8DL+6jVbi+m1iK3fXvhpFcmdNM8fW40qzk0nTvHXiq/cA/yR54J7Wea1uoZba5tpZILi3njeGeCeFzHLDNFIFkilikVkkjdVdHUqwDAigCKgAoAKACgAoAKACgAoA/0EP2d03/APBmd+1AvpY+Ln/79/Gr4aSe3Tbn/HGKAP8APyH3D9f8KAGUAOUZ6Hkcgf5wP1PuKAP60f8AgzTmMX/BWXxyh4Nz+xp8W4ceu34ifBC4x1P/AD756np2x8oB+MPxfJ/4e2fGD2/bS+KOP/Dm+IP89fyzhQD/AE2v+CxHgHwT8Tf+CP8Ao3gj4h6fFq/hXWIf2ZmvtKnvrrT4dQudMvvDWraXayXNjc2l2VbU7G0f7PDOn2soLWQSQzSRuAfn5/wbh/AL4H/DPVv2x7H4f/D/AMH6I+qWH7PU/iOzji/tK7kS1n+OKeHriWDU7m+mtYmafX44Zo1gS8KTo7ztZIluAf1DP4L8HuMN4W8O/VdG05D+a24b/wAe/LINAFGXwR4EhBabw9oMI6kyW1vEv/jwAH5n270AfAH/AAUp+Ems/Er9j74t/D34J6R8OtQ1TxdoOp6J4+0G/VZ9b8UfCi80TWE8ceEfBltZGUXfijxbai28OLYXdvPHqmg6lr2l2Qg1m90u9tQD+BHSPAv7C8Vtay6X4Z/ZduIJIYntblrH4YahJLCyBopUurtbmeUupDea0jO+csxJO4A6+Pw9+yUECw6H+zqI+gWPTfhpsx0wAsIX2xg/yoA/uP8A+CMHhn4bD/gnF8Az4J0HwEfCf2/4xLoo8J6X4eOgqU+OXxJXWFsjpEJ0/eviEaut+kPzpqa3qz4uBKqgH8G//B3n8R/DHjP/AIK023gzw5pqabc/A39lr4NfDDxOIo4YYLvX9Y134jfGuG6gihhhCIPDPxf8OWjhzK7TWsr+YEZIogD+XKgD73/4JUjP/BUL/gm6DyD+3v8Asegg9/8AjIX4d0Af7WmpW6XWm39o8aSx3NldW7wuPklSaB42jcD+B1YqwHYmgD/Odtra2sra3s7O3gtLS0gitrW1too4La2toI1igt7eCJVihghiRY4oo1WOONVRFCqAoB+gH/BL3w/pfib9vD9nvS9YtIb2yTW/F2sLBcQxzxi/8N/Djxj4j0i5Ecqunm2WraVZXlvJtLQz28c0eJI0ZQD+qP8A4KD+NPEHwa/YH/bf+L/w3ubXw18RPhT+yD+0r8SfAXiODTdOup9A8aeBvgx408T+Ftahtr21ubK4l0vXNLsb6OC7t57WV4BHcQyxM6MAf4idABQB9+/8Eob240//AIKi/wDBOG5truayf/hu39km2lngne2b7HffHrwDZahBJLGyH7Nd2Fxc2l5EzeVPaTzQTBoZHRgD/Yf/AGutR8N6h+y1+0fpt54g0i0gu/gf8Ura6mfUrFPs1vJ4K1kXE7b7lFQQQl5WZyqqqFjgA0AfPX/BG26sL7/gnr4Cgsp4p3tfEPxVsr8RkMIb1vGet3DQuRwZFt7q2ZsZ27/LOGRhQB/lnf8ABKVtn/BZL9jGXODF+238PHHX+H4m25B/Tjr+GBuAP19/4PQJfN/4KtfCpM5+z/sP/CSH6bvjJ+0TPj/yPn8aAP5HmXbj39sf+zN/n1z8oA2gDR0f/kLaX/2EbL/0pioA/vB/4LTDH/BsN/wR3/7Jv+y9/wCPfs3yn/PH5UAfwW0AFABQAUAFABQAUAFAH+iV/wAGhf8AwSBXwN4SH/BVX49+Gni8Z+O9O13wv+x7omotEs/hv4f3qat4U+IfxmudPMTXdpq3j9P7R8D+BHuJLCaPwEni3XBZ6tonxE8M6pagH911ABQAUAFABQAUAFAH8zP/AAcBf8HAXgj/AIJb+Cbj4BfAOfQfiB+3Z8QfD32rR9IuRbat4Y/Z68M6vbsNP+JPxIsdzw6j4p1CJ/tfw5+HN0NuqKi+LfF6Q+Eo9I0jx2Af5VPxP+KHxE+NXxC8X/Fj4t+NfEnxF+JXj/XL3xL4z8b+LtVuta8ReI9c1B99zqGp6leSSTzyEBYoY8rBa2sUFpaRQWsEMCAHB0AFABQAUAfoJ+wn/wAEuf24f+CkPiW70D9kv4H6/wCPtN0e9gsfFPj/AFCW18L/AAw8GyzIJtnij4ga9JZeHLC++xiS+t9BhvLvxNqltBL/AGLompzKIGAP7sf+Cb3/AAZ2fs0/BjTbHxt/wUR8awftQ/EeUJM/wn+HN/4o8F/Avw64FyjW154nT/hHfid8Rplb7Hf2uoIvww06CUXOmal4Y120IupQD+s74TfBH9nD9kX4aS+Efgv8MfhF+zr8KNAiOp6hpfgbwz4V+G/hK2a3toba41/X5dMtdJsrrUZLe3h/tLxFrc8+pXrJ5+oX80zNIwB+ZH7Yv/BwT/wS9/Yx0DUNT8UfHiH4za/ZLKYfBH7OlrYfFDW9RkiJQw2viBdX0b4cRS+YNhS/8dWTryxUIC1AH80vx6/4PfL2Se/0/wDZg/YXtrW1TzBpfi748/E6W/uLjO4RPf8Aw7+HumadFZbPlZ0t/ihqHmbigki2B3APxf8Ajf8A8HYn/BZT4rX1y3gz41+APgFolzuU6J8Kfgx8N7kpG2f3ceu/E/Q/iR4ltyuQVmstYtLgFRmYgsrgH53+Nf8Agtj/AMFcfH881xr3/BRj9rqyedi0ieDPjV4x+G9vk9RHa/DvUfC1rAnby4IY48cbFHyUAeNX3/BTH/go7qbCXUf+CgP7bd/Mrble8/as+O104bg7w8/jyVgQRwQQc85oA3dG/wCCrH/BT3w/LFLpH/BRf9uiz8lgUij/AGsvjw9qcfwyWU3jySznT/pnNFJGe6cKWAPqn4c/8HEH/BaH4WyQN4d/b7+LusRwMp8r4j6X8O/i4sygjKTN8UvBXi+WRXAKktMJACWWVX2sgB+svwG/4POP+CiXw/gsbD43/Cf9n/8AaBtIAgv9Ufw/rPww8WXwXG5o9R8HawPCllJIM72HgS4jDYMcSKNjAH7r/slf8HmH7Evxl1zRfCP7Rn7Pnxn/AGbdd1eSO3PiPQtV8OfGj4b6fLwHn1bVrVPAfje0gcndGmnfD/W3TPlySEKJmAP6c/gB+29+yN+1LDbN+z/+0P8ACv4m393ZrqCeHNC8V2EPjOGzZPM+0XvgfVHsfGFhEqht732iWyoySK2GRwgB8l/tt/8ABEz/AIJp/t/DXNX+O/7M3guw+JuufbZp/jf8LbK0+GfxgOqXoiWTWtW8VeHLSC18dajCse21X4l6P420623yNFYK776AP4Xv+CiH/BoD+2z+z1eeI/H37FviTRv2wPhDbG51G38GxpB4J/aE8Paei3V1JaS+ELyaXwv8Q00+3jgtIb3wV4jj8VeI76Q/YPhpp6ER0AfySeLfCPijwF4n17wV428Pa14T8XeFtVvdD8SeGfEemXui69oOs6dM9tf6Vq+kajBbX+nahZXEbwXVneW8NzbzI0c0aupFAHO0AFABQAUAf1H/APBAD/g4e8d/8E0/FWm/s4/tP6p4x+J37C/ii6jsdLtEv7rWvEX7L+uanrP2688afD3S7iO8n1T4c3899qt349+Fuly2DyahfSePPBzL4ktte8MfEUA/1RPBfjLwp8RvB3hP4heA/EOkeLvA/jvw1oXjLwZ4r0C9g1PQfE/hTxRpdrrfh3xDomo2zPbahpGtaRfWepabe27vBd2dzDPEzI6mgDpaACgAoAKACgAoA/zyf+DvL/gj6nhHX1/4Kp/s/eFTF4a8W6jo3hb9sLw7oWnLFZaB4uvHstB8D/HVoLSPybez8bXUlh4H+IN0UtIz40bwfrso1LWfG/iPUIAD+D2gAoAKACgAoA//1f8AP/oAKACgAoA/uh/4M/f+CTFv8RfG+sf8FR/jj4c+0eEPhdrGq+Bf2UdE1jTop7DxH8So7a507x98X1iu/lmtPhtbXI8JeCbxLa8tZfHWp+JtUtbrS/EXw1sJJQD/AEV6ACgAoAKACgAoA+Cf+Ckf/BRH4D/8ExP2W/GP7Tnx3vpLm00x18P/AA7+Hul3ltbeK/i18StStbufw74A8LC4WVY7i+FndahresSQXFr4Z8M6drHiK8t7mHTTaTgH+Of+39+3t+0L/wAFI/2l/Gv7T/7R/id9Y8V+JHXSvCvhawkuYvBfwq+Hun3d7ceGfhj8O9HnmnXRfCXh1b+7mCl5dS8Qa9qGu+MfFF9rHi/xH4g1vUgD4toAKACgAAzx3PFAH9dP/BEr/g18+NP7bDaH+0N+27pXiz4AfsoalpNrrfgzQdkOj/Gj412+pQifSdS8NaPq9jep4I8A3Fs8Wqp418UaXLdeI7CTTR4M8PatpOtv4u0MA/0VP2Sf2If2Qv8Agn18LZ/hz+y18GfAXwR8FRW8V/4r1bS7ZB4i8VzaVFdyr4g+I/j7WZrvxP4vvbCK5vjb6j4p1q+TRrGaWx0wafpUUNnEAfhp/wAFNv8Ag6h/Yh/Yb1PUPhj8C9Lvv2xfjbbpPFcR+AtcstH+CvhS6jfyWXxB8Umg1QeI7yJpEuItN+H+ieI9Ou1iuLC/8VeH7xFagD+Ef/goz/wX3/4KF/8ABRm8vtA8cfGHX/hT8GbwXED/AAM+DOo6j4C+Hl9ZT8NZ+Ko9Mvj4g8fwbcN9n8ea/wCJLSGYeZZWtnhUUA/FOe9u3+Rry5kU9VeeUj8ixB/r7YoAo0AFABQAUAFABQAUAFAF2C+vIyFS8uY1HICTyrgjHI2sMEDpgfTOKAP3i/4J3/8ABxn/AMFI/wDgn7d6V4btvi5qv7Q/wQsFt7b/AIUx8fdQ1Lx1pGmWEJRFtvBni69vB488DR21t5yabpeh+Io/ClvPKtze+F9S8tY6AP7wv+CZv/Bzz+wH/wAFAL7SPht49u779kT4/wCoC3t4PAvxd1nTZ/h74q1GYrGLXwF8YYYtM0G+uJZpIoLXSPGumeBNe1C8mSy0PTNcZWnoA/WP9t//AIJw/sY/8FGfAFv4E/ax+Cfhb4lR6Zb3Y8GeOI4zovxL8AT30Tbr3wN8QdINv4h0iF7g2+oXehPd3nhLXrqysT4l8Pa5bW0duoB/naf8FyP+Daf4tfsFkfHf9j/w345+OP7J9not5e+PNTBtvEHxE+EV1povL691Tx3oehaLpZHgMaPEk48daZY3Wj6ZPY6n/wAJYfCqXWhJqoB/JuQVJVgQQSCD1BHBB9waAEoAKACgD7c/4J8ft+/tBf8ABNb9prwV+07+zv4ifT/EPh9/7J8ZeDr64uR4N+LHw7v7uzuPEvw08e6bA6rqXhzXlsraeCbb/aHhzxBYaJ4u8O3Gn+JfD+j6laAH+xp/wTn/AOCgnwK/4KZ/ss+C/wBqb4B3t0mha5cXPhrxt4M1d4W8T/C34m6LZaZd+Kvhz4qFv+4bVdGi1fS9Rsr+3CWmveG9Z0HxJYoljrNstAH3RQAUAFABQAUAFAH+YN/wdm/8ElIf2Sv2krD9vH4J+G4dP/Z+/a08UahD8SNG0aznj034Z/tIvZy63rkkgEItLPRvjZZQax460aKK4ndPGOjfEqF7fSdKPhmzuAD+QCgAoAKACgAoAKACgAoA/wBBz9mqPzP+DNT9qMemjeP3/wC/Pxb+Hkv/ALKO3HvmgD/PmH3D9f8ACgBlACqcEH/P9f8APp1oA/q9/wCDOa42f8FctcTp9p/ZI+L8X1x4n+FM+Pb/AI989T+HVgD8efjDx/wVt+MHt+2p8Uvxx8TvEH1/n+dAH+hl/wAHLsjxf8G+PihkJV8fsghWBIZT/wAJ18PySpUghlAJBB4IzzigD+bH/g0T8U+V8Rf25vCU14jXGv8Ag34D+JhbSvG91cp4T1v4paXJdIXJuGitD40iinKHyg95bibDm3oA/oM/4Ls/Ev4jfCH/AIJVftTfET4T+P8Axt8L/iB4e/4Uh/YHjn4d+K9d8FeMdD/tb9o34QaHqv8AY/ibw1faZremf2noup6jo+ofYr6D7ZpeoX2n3PmWl3cQygH8Iv7PH/Bc7/gqJ+zjqNvLo37VPjj4r+H28SWPiPW/CH7REy/HLT/EYskhhl8P3Pijx6dT+J3hvw3qNvCIr7Tvh94+8GyF5Jr60urTU5XvaAP9LH9lr46WH7Tv7NvwH/aI03RR4at/jX8JfAXxLk8LjU5dbHhW/wDF/hvTtZ1Xwt/bc2kaA+tnw1qd1eaGdaXRNKi1c2H9owWFrBcxwoAf5pn/AAXZ+G/hH4V/8FZv2zvDHgnTpdL0bVPHXhD4kXttNfXuovL4u+Mfwp8A/F34gaiLjUJ7ieOLV/HnjjxJq0FjHItlpcF7HpmmQWunWdpbQAH5J0Af6gn/AAbtazq9n/wR1/Y+htNV1K1hj/4aB2Q299dQRJu/ak+NrtsjilRV3OzM2ByzFjyxoA/lM/4OlfgR4g+H3/BRmy+OV0PEepeHf2m/hD4K8RxeItWtn/skeN/hdYQ/CnxP4P0bU3llOoz6B4R8O/DTxLqqSeXNZHx5YxGPyJLeSUA/muoA/W3/AIIZ/s6eIf2kP+CoH7K+maO2tWOkfBzx9pf7SXjHxFounpqH/COaL8CdQsfHehSaoJLq0FlpXiv4i6f4G+HMuqJK82m3XjWzu4Le5mjS3lAP9Mz9qH4peO/hr+zR+0R8RfCniUad4p8A/Av4t+NfDeoa/rN/aaFY6/4V8AeINd0e81q7iuVltdJtdRsbafUriNlkhs0mkQhlBoA/yc7f9uH9q21sbHToPjP4jW106zgsLXNj4dkuPs9smyL7TeyaK97fXAUASXl9cT3k2AZrhzkqAfrL/wAELf2vfjn4p/4Kx/sf6V8R/jJ4nufDV3rHxg09rSS6h0yzvNX1j9nn4t6P4etLldGtbNrtrrX9Q023s4roywJfS20xVHiSVAD+73/gp14l8Vt/wTh/b4W3vtR1V5v2Nv2lrW4tLzXby2hOm3Xwc8Y22rXLSOt2szWGlzXl9FYtCF1KW3TTzPaC6+1RAH+RhQAUAfrn/wAEL/2bNb/aX/4Ke/sw6XYJq8Hh/wCDXjOx/aT8b63pEFncnQNE+B1/Y+MfDr6nFeTwY0jxR8TbfwB8Pb6e1E95aDxlHdwQN5LugB/odf8ABT7x/oHwx/4J0ftv+LvEeu6d4dtY/wBl340+HtK1HVHCWk3jDxv4D1rwR4C0VchhJe+JfHHiLw74c0yAjFzqWq2luSvm7lAOJ/4NEdefXP8Agjf4O0uQEL4Y+O/xy0FM8Bo7rXrHxFkdSRu191J65UjAwBQB/nxf8EuGMX/BYf8AY7cEjy/20vAjHtjb8R4Tz16Y5yMD3oA/XX/g8vm8z/grL4FXOfs/7Gfwei+mfiV8cZ8d/wDnvnp370AfyZMSevHp+P5fy/LJoAbQBo6P/wAhbS/+wjZf+lMVAH94n/BagY/4Nhf+CPH/AGTb9ln9f2a5TQB/BVQAUAFABQAUAFABQB+tn/BFH/gmlr//AAVK/bw+GnwDnt9Vtfgx4ZkT4nftH+KdNeS0k0L4OeGNQsf7Z0mw1RYpVsPE/j/ULnTvAfhWdY7ibT9T18+InsbrTNA1TygD/Zr8JeE/DXgLwp4Z8DeC9D0zwx4O8F+HtF8J+E/DWi2kVho3h3w14c0220fQtD0mxgVYLLTNJ0uztbCwtIVWK2tbeKGNQiAKAdDQAUAFABQAUAFAH8/H/BfD/gt/4D/4JLfA+Lwl4GOl+Mv20vjP4b1KT4JeAbkQ3mmeCNGea60aX42fEa0LZXwnomp297beFdDkUTfEHxXpd1ott5Wi6N4s1fQwD/JH+JnxM+IHxm+IPjH4r/Fbxhr/AI/+JHxB8Q6n4r8a+NPFGoT6rr/iTxDrFy93qGqanfXDPJNPPM52quyGCFY7a2ihtoYoUAOGoAKACgDp/BXgrxh8SPF3hvwD8P8Awvr/AI18ceMda07w54T8IeFdIv8AX/EviXxBq91HZaVomhaJpdvdalq2q6leTQ2tjp9jbT3d3cSxwwRPIwVgD+/z/gj1/wAGjnhCXwLoPxv/AOCq2i6rN4s1e7tNZ8O/sr+GvFbabbaPoSB3ii+NXizw1L/aLavq4eK4bwX4E1/TZ9AtIrZNe8VT6vfat4W0AA/td0zTP2bf2L/ghBpmkWHwi/Zm/Z7+FukyC3srG38L/C/4Z+DdMM0lxO0cMKaTodhJfXs81xO4X7bq2qXUs0rXmo3bvKAfyPf8FC/+Dxz4AfCHXPE3wu/YR+E2pfHnxNpEl3pkvxu+JMd/4R+EsGoRAoLnwl4Pje08d+OLNHJU3mtzfDu2WeHzLWDW7B455QD+G39tv/gqP+3H/wAFB/GV/wCJP2l/2ifiJ400E6g19oHw1g1l/Dnwr8J7SRbjw78NvDa6V4OsbuCErbtrTaTL4gv44on1TVb64XzWAPz+uL68uflnvLm4UdBNPJIP/H3b/Pc4zQBToAKACgAoAKACgAoAcrMjBkZlZTkMpII+hGD/AJ79KAOi0fxV4l0S/sdX0fxHruj6rpV3b3+l6npeq31hqGnX1pIs9reWF7a3EdzZ3dtOiy29xbvHLDKiyRyKyqVAP6bP+CdP/B1d+31+xrpmmeBPjrqt3+2j8LtOeKG3034weIbs/E3S9Nj2g2uifGM2up+KLiXaiRwv47t/Httawr5NjZ2qkMgB/eV/wTP/AOC7v7B3/BTrSLDTPhn4yvfhP8apPLt9Q+AvxifS/DvjSe/2/vB4J1W3vrrw18RLKR0nks18O6kfEi2UX2zWvC2h71hoA9M/4KH/APBGT9gL/gprYNfftGfBvT7X4rW1jHYaJ8ffh2LLwf8AGTS7a3jiisrHUPE9vYXVt410WxgiNtYaB4+0zxRpGkQ3F5JoNro9/ctfKAf5jP8AwV6/4IWftb/8EpvG+p6/4n8PzfE/9lnWNcaw+H37Rvg2wuJPDEv2qQnTPD3xE0oPd3nw08bTQFQmj63cXGjazPHeR+D/ABN4pTTtRltAD8P6ACgAoAKAP61/+Db7/g4H1X9gDxdpH7Gv7XPi3U9W/Yi8da46eB/FOqPPqdx+yx438Qak1xe6vprFnu0+C3izVLy41Dx94Wtlnt/C/iG5uPiP4YtLO91P4g2njUA/1FdO1HT9X0+x1bSb6z1TStUs7XUdM1PTrqG90/UdPvYUubO+sby2eS3u7O7tpYri1ureSSGeGRJYnZHVmALlABQAUAFABQB598WPhV8O/jn8MvHvwb+LfhPS/HXwx+J/hPXPA/jzwfrKzHTfEPhfxHp8+mavplw9rNbXtsZ7S4kEF9p91aalp9yIb7Tby0vre3uIgD/FX/4Kn/8ABP3x3/wTL/ba+MH7KfjFtQ1TQ/DeqDxJ8I/G19bLbf8ACxvg14nmurrwB4xURItqdQksIZ9B8VQWJks9L8baD4m0W3lmTTfNcA/PCgAoAKACgD//1v8AP/oAKACgD65/YP8A2O/iR+31+1v8Dv2S/hZG8Xib4weNLPRL3XWtZLyy8F+D7KOXWPHXj3VoY2jaTS/BXg/T9a8SXcCyJNfjTk02z3315bRSgH+25+z18Bfhl+y58DfhR+zt8GtAh8M/DD4NeBfD3w/8GaTGlsLgaT4esIrIalq9xaWtnHqniTXbhLjXPFGuy26XviHxHqOq65qLS6hqFzM4B7HQAUAFABQAUAecfGD4vfDX4A/C3x98avjH4w0nwB8Lfhf4W1fxp478Za48y6boHhzQ7SS81C9litIbq/vrjy4/JsNK0y0vdX1e/ltdL0ixvtSvLW0nAP8AHF/4LN/8FZfiz/wVp/at1j4q+IbrXPDvwF8AXOt+F/2Zvg7e3CR2Xw+8AXN5b/aNe1bTrK6utMl+JvxF/szS9c+IuuR3F/PJPa6J4Ts9UufCvgzwtb2gB+RFABQAUAdD4S8I+KvH/inw34G8DeG9d8ZeNPGOuaV4Y8JeEvC+k3+veJfE/iTXb6HTdF0DQNE0uC61LV9Z1bUbm3sNN02wtri8vbyeK3toZZZERgD/AEkv+CFf/BrV4C/ZotvCn7VX/BR/wv4Z+KX7RRTT9f8Ah9+zvftYeJ/hf8DbkrHd22qePUT7VoXxN+KlixRILLdqXw88E3qXF1pv/CX6/Hofifw2Af0o/wDBQP8A4KQ/su/8E1vgxqnxh/aN8Ym1lFjey+C/hn4b+xan8TPiTqdon/IL8IeHri9skaFZWiiv/EGr3WmeG9IM0K6lq0Fxc2dvdAH+Xh/wVo/4OD/2zf8Agp94g1HwjD4i1j9nz9luKdxov7Pvw98Q3trZa7Ck3mW9/wDFrxVZR6ZqXxM1YFIJVsNQhsfBmmXNvb3Wi+FNP1FbjUrsA/Bqe7ubpi9zNNcOesk0jSuc8nLuWbr6/rnCgFQqoXOTn/Pu35Y98j+EAYFyCfTPb/7IfyP9KAG0AFABQAUAFABQAUAFAC8Y6856f5/x/PNAD1VSuT1/l/T06jn2xQBaguZ7Zg9tNLA46SQyNG4+jIVb06H8v4gD+jz/AIJF/wDByf8Ath/8E39S0D4Y/FXVdf8A2pP2R4XtrCb4WeNNeluvG/w20wMsbXXwY8daobq80WCxiCvF4A12XUfAt0kUtppdp4Rv9RuPEUQB/py/sR/t4/su/wDBRX4H6T8cf2Y/iBY+N/COqW8Ft4k8N6lDFpvjjwFrF1AzXHhP4ieEJZri60DWIdtxEu5rzRNagifUfDmra3ostvqM4B/Id/wXh/4NXtE8ZWHjH9rv/gl14Gs9C8cQS6l4p+Kn7H/h+OKy0HxfbSebfav4g/Z304BLPQPE9tIZr2b4OQNb6Br9m0tn8MotG1ux0fwJ4uAP887UdO1DR9Qv9I1ewvNL1XS72607U9M1G2mstQ07ULGeS2vbC+s7lI7i0vLO5ilt7q2uI45oJo3ilRXRlUApUAFABQB+wP8AwRd/4K1fFb/gkt+1ZpHxN0S71rxF+z98RLvQ/DH7TPwgtJ1ltPHHgS2vJxb+JtF066ubbT4viZ8OhqWp614C1eSeykdrrWfCV7qVr4b8XeIEnAP9jf4U/FT4efHH4aeBPjF8JfFuk+O/hl8TPC2i+NfAvjHQpZJdK8ReGfEFjDqOlana+fFBdQefazp59ne29rqFhcrNY6haWt7b3FvEAegUAFABQAUAFAHyd+3L+x58K/2+P2UvjV+yd8YbKGTwj8XvBuoaHaa39j+3aj4F8YQL9v8AA3xI0CAXmnmXX/AHi210jxXpVrJeQWOqT6X/AGPrC3Wi6hqNncAH+JB+0Z8AviV+yx8d/i3+zn8YdGOgfEz4L+PPEXw98Y6crNLaHVvDuoS2R1HSbto4l1HQdat0g1nw9q8KfZdY0O/0/VLRntbyF3APF6ACgAoAKACgAoAKAP8AQp/Zcj8z/gzZ/alXGceGvijJ/wB+viZ4Fkz26FM/h36UAf57I+4fr/hQAygCVI9yls9Mn/Pr+a+nqygH9Un/AAZ6y+T/AMFfRH/z8fst/GSH0zi88B3Hv/zwz1/PNAH5HfF87f8Agrh8ZAf+j1fimPTp8TvEWOMN29/xOcqAf6F3/BzNx/wb6eJx0/e/shDGf+p48Cce/AoA/kW/4NPHkX/goh8aIg7iKT9i74gyvGGIjZ4/jj+zssTsmSrPGssqo5GVEkgGA7UAf1v/APBZb9nj4w/tW/8ABNv9o74BfALwh/wnvxa8e/8ACoP+ET8J/wDCQeF/C/8Aav8Awi3x5+F3jTXf+J74z1vw54asfsPhrw5rOpf8TLWbP7V9j+x2f2i/uLa1nAP4Y/DX/Bub/wAFd9d8RaBomqfszaL4M0zWNa0rStR8YeJfjv8AAG68O+FLHUL6C0u/Emv23g/4m+K/FtxouhW80mqarB4X8LeJfEU1jazx6JoGs6m1tp1wAf6L37LPwKsP2Yv2bPgP+zvputf8JLb/AAU+E3gP4aSeKP7Nm0X/AISm/wDCPhvT9H1XxT/Yk+r6++h/8JLqlrea5/Yi63q0Oj/b/wCzbe/ube2ilYA/zN/+C3nxg8E/HT/gql+2J4/+Ht9NqfhePx34Y+H0OoyJAIr/AFn4N/DLwP8AB7xZeadLa3N3b3uiXPizwJrc3h/VIZ2j1bQ30/U1jgF35CAH5U0Af2Y/8GpP7b/h7Qr/AOMP/BP/AMZ3Gm6XqXjTXNQ/aC+CF/L5NtdeJPEFr4b0Tw58XPAk17qHidZNQ1ODwr4T8IeOvBHh3w14PkmTR9B+M2v+JNeW2sdDslAP6c/+CjX/AAT6+EX/AAUj/Zw1n4CfFG91HwvqtnqKeMPhX8TNDh+2az8MviRp+n6hp2k+JBo8l3YWfivw9c2ep3+jeLvBmpXlnb+IfD+oXi6Xq3hfxbZ+GPGXhkA/j90v/g0y/bem8a2FhrX7Q/7Kun/DqTxNb2mqeKdL1T4uav41s/BramsV3r1h4Bu/hXoehaj4mh0Yvf2/hK4+JWl6Vdamq6RJ41tLVjraAH9dH/BN/wD4JrfAP/gml8Fv+FafCK3uvEPjfxXDol/8afjHrsRt/FPxa8VaMmp/Yr6501Lu8sPC3hTw8db1ew8D+CdJmmtfDuj3csmqan4o8X6n4o8ZeJAD82/+Dj7/AIKFeG/2Yf2OvEX7MHg7xPYN+0F+1joU/g46BYalYSa74N+Aep3Fzp/xN8ca5o9xo2txDRfHmmWOrfBzw/DqMnhq81e48SeLvEng7WrrUfhfrlnAAf5zNAHt/wCzR8bdX/Zr/aH+B37QWhWB1fU/gt8V/AXxMg0M382lxeIYvBvibTddvPDd1qEEU01pY+I7KyudD1CaOGZlsr+f91KCUYA/10/hl8Q/hr+0n8FfBPxO8IPZeMvhP8bfh1ovivRo9Y02Ga013wZ470GG+TTdf0K/SeOOSfTNRbTvEHh/U4XktLn7dpOp26zQ3ECgH8C//BU7/g3f/aT/AGcfiF4m+KP7G/w98Q/tBfs3+KvEOt6vo3gH4Z6V4g8VfFn4JWuq+IoF0LwBfeC59T8T+PfiX4d02z1i10/QfHnhubxXrcmnaDrWp/ErTvC62tlrniYA/Mb4R/8ABIH/AIKa/Gjxla+CfDX7E37Qvhi/uIJLyXWvi58OPEXwS8G2NlBLBHcz3XjP4tWXg7w008K3Amj0ez1G81/UIo5/7J0nUJYXhoA/v1/4I/8A/BJnwL/wTA+DmrW+o6zpvxE/aR+K0Gh3vxp+JmnxahDoNqulW7zaZ8M/hza6l5NxB4D8Kajf6tMPEV5pmjeJ/iJqt0fEXifTtIsLPwj4J8DgH4q/8HT/APwUC06z8O+Cf+Cd/wANvEcdxrWsXmhfFr9pL+xtYt5RpWh2BOofCn4WeJLWwvrgx32t6mbb4tax4f16y07UNNsND+EXifT/ALZpviiKZAD98/8Ag0CsZdN/4JJx2kzI7t+0P8TdRBj3bRFq+i+CdTgU7kQh44LqOOXAK+asgRnQI7AH+fv/AMEzj9m/4LC/sqJ08j9tHwoAf7oi+I/4dNvXd+XWgD9ZP+Dx+Xzf+CuOgpnP2f8AZH+DEP03eMPizPj/AMj5/GgD+UqUABfoD+ef8KAIaANHSONW0s+mo2X/AKUxfX+X50Af3k/8Fqxj/g2F/wCCPH/ZNf2VP/Hv2Z5T/nj8qAP4JaACgAoAKACgAoAKAP8AXN/4Nlv+CaI/4J8f8E7/AAz4u8daEdL/AGiv2vl8O/G/4u/a4Hg1bw74Vm0u5b4L/DG8jZ1aJvB3hDW77xJq1jd2tvqekeOPiF410W7eeDTrLygD+iugAoAKACgAoAKAPzs/4Kkf8FGvhD/wS7/ZB+IX7TnxSmt9T1myt5fC/wAHPhwt1Hb6r8V/jDq+n30ng/wVY5ljmg0szWk+ueM9ZgWeXw54J0jxBrdvZ6lf2dlpGoAH+NB+1X+1N8bv20vj58Rf2lP2h/Gd745+KvxN1qTV9d1W43Q2GnWsaJa6N4Z8N6YJJINC8J+GNKhtNE8N6FabbbTNJs7a3Te6yTOAfPNABQAUAfUH7Hv7G/7RP7ePx28Kfs5/sw/DvU/iJ8S/FTSXLW9ti00Hwr4ctJraLWPGvjjxDOv9neFfB2hfa7b+09c1KRIjc3VjpOnxahrmq6Tpl6Af6sX/AARj/wCCAv7Mf/BKLwdovjvVLXR/jb+2hq+iyReOv2gdX0zfZ+EZNWtHt9W8GfAvSdRjM3gvwlDaTz6Pf+JpYo/HPjyKXUbrXrvSNA1Gw8CeHgDov+Cv3/Bej9lr/glH4Vl8O30Z+N/7Tms2pHhb4GeEtWtbcaC9xbefZ698WPEirdx+CdB8t4bi30uO01HxdrqT2h07RYdJubjxBpoB/l/f8FAP+CrX7a//AAUm+J994/8A2kPjDr1/oNtqF1P4H+EXhi6u/Dfwi+HFhOZEisfCPgm1upbJLtbVxaXnifW5db8Za1BHCmueI9SEUKxAH5zSO8zM0rMzMcszHcxPqeeSe5LHPX/ZUAhdVGMdfT/OfzyPpQA0rgA+vt/9kf5D+lADaACgAoAKACgAoAKACgBTgdDn/P8An1/ooBLtUYP+c/5weMenbLAGvpeva1oc8d1o2q6jpNzBLHNDc6feT2c8U0Th4popreSOSOWN1V43Uo6soIYEBqAP7Av+COf/AAdZ/Hf9lyTwx8BP2/bvxj+0v8Bzd2Gi6F8VprmPWPjx8LNOkaO3ia91jU7iCX4seF7AkPNp/ijUB4ysbVnOleKr2z0+w8LzgH+iv4Q8Z/s2/tv/AAD/ALa8NX3w4/aJ/Z6+MPhq50zUrK9sNM8X+CvFug6nbiLVPDnirw1rVpPCJkSX7LrfhnxHpkGo6dch7TVNPtbqJo1AP883/gvR/wAGvPiT9lWy8afthf8ABO3Qde8d/s1aXFqHiX4q/s/Jc6j4k+IfwF0iHzLvUPFXge5u5LzXPiH8IdIh3ya3b3lxqXj34e6bEuuarN4r8JQeJPEvg4A/i7oAKACgAoA/v+/4NP8A/guBrmp6t4a/4JY/tW+NxfWiaM1h+xd488S3VtFc2h0j7dqN7+zzrGszQpcakJ9PlnvPg/LrN88thb6PJ8LtKmkt5vh74etAD+/qgAoAKACgAoAKAP5Uv+DsP/gmbF+2L+wo37VHw48OpefHz9iW11vxzO+nWaNq3jH9nu/SCf4teG7h4LYXN+3gWOwsvipoZvrxrbRdL0Dx/Z6TaHUfGNw0oB/laUAFABQAUAf/1/8AP/oAKACgD/R3/wCDNT/gnHF8Ovgj8Tf+CkXxF0EJ4x+O02p/CH4BSX9t++0v4PeENcRfiF4t05pEyn/CffEXR4/DaSDbPBY/DOeS3kax8RzK4B/cDQAUAFABQAUAFAH+a/8A8Hav/BY+b49fFq9/4Jl/s++KLofBj4EeKVm/ae1vS51gtfiT8evDl5NHB8NGltpHmv8Awf8ABO7Q/wBuWV3JBaal8XvtiX2im4+F/hXXr0A/io4x0O7PJzxjsAPzJOfQDGDQAlABQBveFvC3iXxx4m8O+C/Bnh/WvFnjDxdrmk+GfCvhbw5pl5rXiHxJ4j16/g0vRNB0LR9OiuNQ1XWNX1K6ttP03TbGCe7vby4htraKSaVEYA/1Rv8Ag3n/AODfTwf/AME1/A2jftO/tP8Ah/w/4x/b28c6I8kSSNZa/oX7LnhbXrEw3XgHwNex/aNOvvihqunXM2n/ABQ+JWlyzRRW9zffDnwBqL+Dv+Ep8TfFAA9t/wCC5P8AwX9+DX/BKnwjd/Cb4cJoPxd/bc8XeH/t3hL4Zy3Elz4W+FWm6nA/9leP/jNLp08F3a2coIvvDfgOzu7PxH4viSO4luvD3h+4i8QSgH+V3+0z+1h+0Z+178V/Fnxp/aQ+LvjL4r/ETxlevd6vrfiTU5HtreDfI1po2g6JbC30Twz4b0qOQ22i+G/D9hp2h6RaBbbTrC2hUR0AfOu4bMd/8D/h9P0wwBIGAjHr/wDWHHQ9x/XnGGAGxgSOAxwD+n48Y/Ln0GflAHyoIxtQ5HfHp+v8/Y5oAr0AFABQAUAFABQAUAFAEsSB2AY4X19/zH+fTqoAs0ao2EOV9f8AJP8AnHXOWAFQgIc//q5P+cd/zoARMbevf/P04Hv/AEUA+t/2Mf25/wBqT9gX4z+HPjn+y98Vdf8Ah74w0KaOLUNOjnmvvBvjXQTPHNf+EPHvhKeX+yPFfhbVPLAutOv4vOtLhLfVtGutK12w03VLQA/1ev8AgjB/wXA/Z/8A+Ct/wuks7FdO+Ff7VvgHRbW7+MPwDu9S86Q2ytBZzfEP4X3l4y3fir4bX9/PDDOSH13wRqV5a6D4qjeO88O+IfE4B+Uf/Bx5/wAG7Ok/th+H/Fv7cP7EHgW10/8Aa60G2n174u/Cjw1bRWdt+0xolnAXv9c0PTYglsPjnpdvF9oh8hIZvifaRy6Xci88ZjRn1UA/zLLyzu9Pu7qwv7a4sr6yuJrS8s7uGS2urS6tpGhuLa5t5VWWC4glRopoZVWSORGR1DKwUAr0AFAC8Y98/p/nGOPXOeKAP7cf+DSr/gsvc/Bj4k6b/wAEwP2ivFt4/wAIfjB4hml/ZO13Wr557P4bfGbxHqUl3qXwhga7kI03wj8ZdVvbnU/DNlZyxWmnfF6e4httJutQ+K2savp4B/pDUAFABQAUAFABQB/nvf8AB5z/AME5I9I8Q/CL/gpr8N9CCW3iyTSPgF+0obCAf8jHpum3U/wY+IeoiPzJpG1Pw7puq/DbW9VuPIsrJPDPwz0mIveaqAwB/BRQAUAFABQAUAFABQB/ocfsmx+Z/wAGcH7VC/8AUl/GST/vz478JSe/P7vjp/WgD/PKH3D9f8KAGUAOVtp9s9PX+f8A9fpx1oA/qU/4NCbjZ/wWL0FRx9p/Zw+NEP126b4an/8AbfNAH5UfGRfM/wCCufxofAX/AIzX+KpOAFHPxQ8RdF449AMDHHyhQaAP9Cf/AIOZwf8AiH58Rr63P7IoOfbxp4IOOvPT1PrzigD+Bn/giJ+3n4B/4J4ftzaN8V/i5bXS/CH4j/D/AMR/BD4m+JNO0q/17V/AfhzxZr3hLxTp/jmw0TTJ477VbXQvF/gbwyfFFpYWes6yPBFz4nuPDfh7xB4og0XRb0A/0NNI/wCCnH/BOPW9J0vWbP8Ab0/Y9hs9X06y1O0h1f8AaO+EXh/Vora/torqCLVNB17xbpuuaJqMcUype6RrWnWGrabciWz1GytbyGaBAC1df8FLv+CdFna3N3N+3t+xm8VrBNcypa/tN/Ba+unjgjaV1trKy8aXF7eTsqkQ2tpbz3VxIVht4ZZWRGAP5rf+Crn/AAcr/DrU/hvr/wACf+CcWveKNa8T+NdKu9I8VftPzaP4h8AWvgjQtSs7WO5tPg5pXiKz0Tx1J49ukudT0648caxo3hSLwI9nBqvgdvE+s6lYeIvB4B/EnQAUAeifCT4s/EX4EfE3wL8ZPhJ4q1DwT8S/hr4l0vxd4L8U6bHZ3FxpGuaRcJcWs0ljqVrfaTq1hPta01XQ9a0/UdD13S7i80fW9N1DSb69srgA/wBBn/gnL/wce/snftUaNpngf9qnWPCX7Inx6trbTrO4uvFuuzWHwF+IV1a+GtQ1TxD4j8LfEjXY49I+GEC3ug6g6eCviz4gs5bY674Q8MeE/H3xT8R3uoiyAP6JdA1/QvFehaL4o8L61pPiTwz4k0nTdf8ADviLQNSs9Y0LX9C1izh1HSNa0XV9OmuNP1XSdV0+4t77TdSsbiezvrOeG5tppYZUdgD8Q/8Agp1/wXb/AGVv2E/B/jjwT8MfGXg34/ftc2X2zw7oHwi8LajN4h8L+AvFUd94g0LUNS+OHirw7OukeG4vAet+HryDxR8KrbxFZ/F3UdRn0LSDovhXQdfuviB4ZAP84j40fGj4p/tE/FPxv8bPjZ431r4i/FL4i61Lr/jDxhr8sL32p3zQw2lrBBbWkNrpmj6Lo+mWtlofhrw3odjpvh3wt4d03SvDfhvStK0LStO061APMKACgD+gn/gjl/wXU8d/8E54Ln4HfGnRfFXxl/ZJ1O8vNW0bw1od9ZS+Pvgl4i1G9bUNZ1T4XJr97YaRqfhPxTdTXt74n+GOp6x4f0g+Kr1/HnhrXPD2tX3juy+IoB/dh+yX/wAFH/2Kf23dL025/Z1/aA8C+LvEt/aXV3P8L9S1OPwp8X9JXTbazn1htR+F/iU6Z4yfT9Je9jtbnxLpmlan4Ru7iOc6P4h1O2ia4oA98+LX7RX7P3wDg066+Ovx1+DnwWttYkMWkXHxa+J3gn4cwarKBKTHp03jHXNGjvpAIJiUtjM2IpTgbHKgH8zf/BRn/g55+Bvw78K6/wDDj/gn6kvxo+K+q6dJYQ/HDxF4d1bQ/hH8OLqW8ns7y90Xw74psNJ8SfE7xXp1taTy6VFNpGjfDiK51LQvEJ8QePtOstX8GX4B/Cz428a+LviP4y8TfEH4geItX8X+NvGuvap4o8WeKNfvZtR1rxB4g1q8l1DVdW1W+nd5rq9vr2ea4nlc8u5AQABKAP8AVG/4NHZA/wDwSpjA4A+Nfihsf73gvwAPYn7vf9eTQB/n2f8ABO6Pyf8AgsP+zcwOz7L+2lovcf8ALH4kSjHI7bfQ49+KAP1K/wCDw+bzP+CvQXOfs/7LXwTi+mdX+IM+O/8Az3z0796AP5W3fcAMdP6f/r65H+6KAI6ANDSf+Qrpn/YQsv8A0pioA/vN/wCC1wx/wbCf8Eef+yafsn/r+zHKaAP4IqACgAoAKACgAoA/cn/g3j/4J3xf8FF/+Clvwm8EeL9FTV/gX8EEP7Qnx6iu4o5dM1bwb4B1XSl8P+BLyKd4Y76L4jeP9R8KeE9W0uC4TUm8G3vi7WbJJE0K5MQB/sX0AFABQAUAFABQBznjHxf4X+H3hHxT498b69pfhXwX4I8Oa54v8X+J9bu4rDRfDnhfw1pl1rOv69q99Myw2Wl6PpNld6hf3crLFb2lvLNIwRGKgH+O9/wXd/4K1+J/+CsX7ZGr+ONCutc0j9l/4PtqvgT9mLwFqdxcJ9m8LvPaJ4j+J+taW0dvBZeNvi9qWlWfiDV4Dare6D4asvBngS8vtZfwaut6kAfiXQAUAFAH1V+xb+xh+0B+35+0R4F/Zk/Zr8HSeLviP44u2eSe5eay8L+CvDFlJD/wkPj7x5rkdvdJ4d8F+F7adLnV9Ta3uryeWSy0XQtO1nxLq2jaJqQB/r//APBJv/gkz+zp/wAEmP2eLL4TfCOwt/FHxR8VW2lan8evj1qumQWnjL4veMbOCTDsN91L4b8AeHZru/tfAHw/s76fTvDWn3F1fX11rvjDXPFfizXwD+dD/gvx/wAHPNp8Drrxt+xh/wAE3vF2m6x8ZLCbUPCvxl/ad0v7Jq+hfCu8i8yz1fwV8H5XW40zX/iNaS+ZZa/44dbzQvAs6T6boCap4xFxqXgoA/zsPGPjjxr4/wBd1TxN488WeJPGfiTWtRvNW1jxB4p1nUNe1vV9V1Cd7q/1PU9V1S4ur6/1C9uZZbi8vLuea5uJ5HlmlkkZnoA5hiCy+x/Dt/h6/ligB7sAABjOP8nof58+2BQAsMayZ3HHcZOP178+355oAZKMHHYdPT/9eKAIqACgAoAKACgAoAKACgCzDErhixxjkdeR+H8se/NAEDDaxA6Z4P8Akn+f5UASuRsA7/z5z/Lv/jQAcqAUJDLggjggg8YI78Z/lQB+ov8AwTO/4K5/tif8EwPjHp/xF+CHjy/1zwFqN3ZRfFD4FeMNRv7/AOGHxP0CCQLLa6npYlY6D4mtLcy/8I1450PyNf0GdmiZ9R0G81fQNVAP9ZP/AIJm/wDBT/8AZl/4KnfAK0+Nf7PmvPaazo7WOk/Fj4ReILi1T4gfCLxddW7zf2L4jsoSFv8ARtS8i6uPCfjHTkbQ/FNhb3BtntNY03XdD0YA/jl/4OVv+Dcy18A2vjj/AIKJ/wDBP74fRWngW1j1Pxb+1J+zr4N04R2/giBPMv8AWvjd8KfD1jEEg8Ewp59/8TfBWkwrD4JhSXxroFgngxPE0Hg8A/g6oAKACgDY8PeIde8Ja/ofirwrrWq+G/E/hnWNM8Q+HPEWhahdaTrmg69ot7DqWj61o2q2MsF9pmq6XqFtb32nahZzw3VleQQ3NvLHNGjqAf6/v/BAP/gsB4b/AOCrP7ImlXHjjXdOg/bE+B1hpnhL9pbwpHY6bon9v3jG5tvDHxo8LaVpkiWL+FfiTp1mLrWYNN0/RbTwp8QrfxX4YtdCsvDVt4Q1PXgD946ACgAoAKACgCnqOnafrGn32k6tY2eqaVqlndadqemajawXun6jp97BJbXtjfWdzHLbXdnd20stvdWtxFJBPBJJFLG6OysAf4tf/Ban/gn3f/8ABNP/AIKJfHX9nOz06+tfhbe6onxU/Z91G8W6aPWPgb8Q7m+1HwfDbX15FDLq0vgi/tte+Fuu6ssaw33ivwF4glg3QlGoA/KegAoAKAP/0P8AP/oAKAPfP2WP2ePHP7Wv7R/wQ/Zn+G0Hm+Nvjj8TPCPw30OZoJLi20p/Eur21he+IdSSMq66N4Z0yS98Q63PuRbXSNMvrl3RIndQD/cj+A3wT+H37NvwU+FH7P8A8KdJOifDf4M/D7wp8NfBWnSGCS7i8PeD9FtNE0+fU7m3trSO/wBZvorMX+t6o1vFNq2r3V9qVyDc3crMAes0AFABQAUAFAH4kf8ABff/AIKfWv8AwS7/AGA/G/xE8I6xY2/7SHxjmufg7+zVpTzabPqFn4313TbmXXfie+j3csk91oXwj8MpeeJ5LxtJ1bQ38bT/AA+8JeIY7e28Z28rAH+OTf319qt9e6pqd5d6jqWpXdzfahqN/cTXd9f313M9xd3l5d3DyT3V3czyPPc3E0kk000jSSuzsWYAqUAFACqpYhVBLMQAAMkk9ABzkn6fnmgD/Sx/4Nev+CDEP7Mfgzwz/wAFFP2vvBSx/tJ/EDRm1H9nn4a+I7MNd/Af4c+INOMUfjzX7C5jH9n/ABc+IWj3k32OweP7d8P/AANfR2N9Ja+LfE/iPQ/CwB+lX/BfX/guR4G/4JSfBgfD/wCGd5ofi39tv4veHb2X4TeCrtYdT074a+H7h7nTH+M3xD07eV/sfT72C7tvBPh29Vf+E28S2FzCY5fD+h+JJrcA/wAmj4p/FP4h/Gnx94u+KnxW8Y6/8QPiN4917UPE3jLxn4o1GbVNf8Ra9qs73N9qWpX1wWklmllc7FASKCIR29vFBbxRxqAeftKSuP8AP9SfyX3JoAYoBOD/AJ/Ufz/OgBWUL3/z7cn/ANl/HgUACH+H17j/APV7eo/T5gB7Nt4HJ/z7E/hx7mgCGgBcE9M/ln/P+fSgBKAFwR1B/LH+f8+tABgnpn8s/wCf8+lACUALgjqD+WP8/wCfWgBKAHA/w5xk9fT9PYfxL+lADi4wQOe2f8r/AF565X+IARVyOvf6/wBV9+/5Y+YAQ/KeD+X+f0y3160ASCXAIxz7f48Y/wC+D+P8IB7R+zv+0P8AGP8AZW+MfgT4+/APx1rXw3+LHw11yDX/AAl4s0KZUuLO6jVobmxvbWZJbLWND1ixludJ8QaDqttd6Pr+i3t9o+rWN5p97cW7gH+u/wD8ES/+Cyfwm/4K4/s7DxDCuj+Bf2nvhfZaVpn7QvwZt7t9ul6ncoYLL4h+BY7yaW/1H4Z+MZ4J5dMkmkur/wALast54T1y6vJrTTdc18A/nT/4Omv+CCltrdj44/4KgfsbeBJh4lt5LrxN+2P8KfCVhvi1uw2NLqv7R/hrQ7OPdFq9jtN38bLfTIHj1Szaf4r31vbX9l8Rdf1kA/z4GVkZkdSrKSGVhggjqCD0INADaACgC9pmp6lompafrOjahe6TrGkX1pqelarpt1PY6jpmpWFxHdWOoafe2skVzZ3tldRRXNrdW8sc9vPHHNDIkiqygH+yX/wQh/4KgWP/AAVO/YL8EfFnxNqemH9on4YzxfCb9pjQ7NdMsJv+Fj6Fp9rNZ/EG00PTorGLTvDfxY0Cax8YaaLHSrDQNP8AEM3i/wAF6I10vgu9dAD9n6ACgAoAKACgD5P/AG6v2UfB37cn7H37RP7JvjqKz/sT44fDDxB4RsdRv47iaDwx4yWJNY+HXjhIbWSKWe88AfEHS/DHjbT4G82Ca/0C1iura6tXntpwD/Dt+JXw78Y/CD4i+PvhN8RNDvPDHxA+GHjTxT8PfHPhvUEMd/4f8YeDNcvvDniXRb2M4KXWl6zp17YzqRxLAw4wKAOJoAKACgAoAKACgD/RI/Y9i83/AIM5/wBqpfT4d/HmX1/1Pirw9L/7T/qehoA/zuh9w/X/AAoAZQA5SBnIz+X9f8/pQB/T/wD8GjUoi/4LKeAFHAu/gH8bosDvt8KWs2OO/wDo2e/TPfKgHw7rPwI+MPxm/wCC3nxV+D3ww+HfijxZ8R9R/bs+MWip4Y0rTJ5buzvNI+J/iltbl1eRlS20XTtAt7O+vvEGqapNaaboen2N7qGp3VrZ2k8ygH+pd+31/wAE4fC//BQ/9g4fsQfEz4ieIfhvpGoW/wAJJ9W8Z+BrDTdX1S31H4YX+iaukWn2uvRpZy2eo3ukeQ8lxEky20vmIiSgLQB/NyP+DIv9k4df22f2iD/3I3w1/wDiB/n1xigAX/gyL/ZOVt3/AA2x+0K3IOH8CfDYj8R5Y6n3P9KANmD/AIMpP2TrdcL+2H8a5DkndcfDX4aXDE8dpcpjjgBVA7A5NAE11/wZWfsp3dubaX9sD4xJGzq5a2+FfwvsrgMvQC7sxb3QQ/xRrMsb/wASnB3AGNJ/wZI/slOuF/bM+PcJ/vR+B/ApYf8Af26lT81/L+IAqf8AEEP+yh/0e5+0Nj/sRPhv/wDG6AFH/BkR+ygP+b2/2hj7HwJ8N/8A4gfz/PFAB/xBE/sobsj9tr9oTH90+BPhzg+xwA3Ps2fTHSgC2P8AgyR/ZKH/ADeV8eD7nwN4IB6e18Bz16DrgAZxQAf8QSX7Jf8A0eT8dv8AwhvBP/ydQBFL/wAGR37J0n3f20fj5B/1x8CeAv18+5nB+o2/ToVAK4/4MiP2Ugef23P2gyPT/hAvhzx+W3+f587gBp/4Mh/2U/8Ao939oMe3/CA/DmgBR/wZEfsqDP8Axm7+0E2emfAHw6yPfhh+ob6DFAFiH/gyP/ZRiB3ftpfHmc9MzeAPARP5RXkC599uf93AagCQ/wDBkl+yd/0eX8cv/CC8Gf8Ay1x+mPbtQBXm/wCDIz9laUrt/ba+PcCrkBYfh58PF646u80kr9OC7tj8SaAIf+IIf9lc8n9uD9oH/wAN98Of/jn8qAP6XP8Agl3/AME4vBP/AAS8/Zs/4Zs8BfEjxT8UdDHi7UPFv/CS+LtJ0nR9V+06hpOjaU9p9k0Zms/Ijj0aKVXzvLzOpyqoaAP8sf8AZj+EHxO+An/BcT4VfDL4s+C/EXgDxv4P/bhtLLWPD/iTS7vTLuHPxBmvbC9txcwol9pOr6ZcWmsaHq9i1xputaNe2Or6Xc3Wn3lvdSgH3d/wd9XP2j/gsR4li6/YP2cvgZbY9N9r4ivMH0/4/M8f40Afy4FSvXv/AJ9W/n+f8IAlAGhpP/IV0z/sIWX/AKUxUAf3pf8ABbAY/wCDYT/gjz/2TP8AZK/8e/ZelP8Anj8qAP4HaACgAoAKACgAoA/1O/8Ag0Q/YRt/2av+Cc11+1B4o02KD4oftueKH8bRyS280Oo6P8FPh5fa14Q+Fmi3KXNrGUOuakfHHxIt7qwuriy1Tw5438JtLsvNPeKIA/q9oAKACgAoAKACgD+Hv/g8H/4KsTfCv4W+Hf8AgmJ8F/EiQeOfjdo+meP/ANp/U9IvLd73w18HbfVftHgj4XzTwLNcaZqvxO8QaO3iTxPaLdaVqsPw/wDDulabf2upeE/irKsoB/nF0AFABQB6J8JPhL8SPjx8TPA/wc+D/g7WviB8TviT4l0rwh4I8HeH7cXOra/4h1q6js7Cxtldo4IEaWTzLq+vJ7bT9PtEnv8AULq2sbae4iAP9f8A/wCCH3/BG74Xf8Ekf2a7XQpo9H8ZftU/FXTNH1j9o74u2sRmiutYhiNzafDPwFc3Nvb3ln8MvA09xcWunSSw2t/4y1r7d4y1q00832keHPDIB+Cf/BzN/wAHC0/wpHjX/gnN+wv47Nv8TpEvPDX7Unxz8KX2Lj4d2s8T2+qfBX4eazZyjyPH9zG72nxH8TWEvneB7Z5fCGlzp4zm12bwYAf52M0zvJvYkkksSTySepPqSck84z1zzQBE778f5/x/mc+2BQAiqGBycY/z6j/PcYoARhg4zn/P4/zP4UAPU5GOmP19Ow/maAEds8Dp/n2/XP4dDQBHQAuD15x9P60AJgnp/j/n/PpQAYI6/wCH+f8APrQAuD6H8qAEoAMEdf8AD/P+fWgAoAkDZxk4x+v6D8vm7jjrQAjNuwAOP8/7I9f6YOAaAALkA57en/2Q/kf6UAIGIPHT9D+h/l7cZoAkaXK4H09P8c/knrx0oA+4f+Cfn/BQX9on/gm3+0V4R/aO/Z08Tvpeu6NNFp/jDwhqMlxN4L+KPgee5gl1zwD460qCSIajoWrR26PBPG0WqaDq0Fh4i0G8sNc0ywu4AD/YU/4Ju/8ABRb9n3/gqB+zD4Y/aO+BGpqsF5jw/wDEz4capdW1x4s+E3xDtrOCbXfAviuCNIhN5S3MV7oOtx20Nh4o8O3en61ZRQi6ns7UA/gH/wCDnH/ggzF+xJ44vv25/wBkTwK9p+yH8T/EQT4q+AfDNkDpP7NnxN8QXmLWTTdMtUzofwZ+IWo3Bh8MJDH/AGB4C8XyjwJHLo2ka/8ADnQ5QD+PygAoAKAP0+/4I/f8FG/Fv/BLr9ur4UftNaSNS1T4eGeX4f8Ax88F6c7s/jj4I+L7myh8YafBaLeafHe6/wCGp7TS/H/gmC6vrWwfxx4R8OJqsj6Q+o210Af7R/gTxz4R+J3gfwb8Svh/r+neK/AfxC8KeHfHPgnxTpExuNJ8S+EfFmkWmv8AhvX9LnKoZtO1nRtQs9RspiiGS2uYnKrnFAHV0AFABQAUAFAH8YH/AAeY/sKQfFj9kP4T/t2eEdIaXxv+y14vtvAHxKurS1Bkvfgf8W9TttO07UdUulZpnTwR8V/+EZs9GtBCIY4Pib4qvp7iLyEjnAP80agAoAKAP//R/wA/+gAoA/tP/wCDL/8AYmT4nftafHH9uTxRYo+gfsveCYfhx8NJLiGdWuPi18bdP1jTtc1nSroQSW0jeEPhVpnibQ9ctXuLe4VPipoU8KTxfaPKAP8ASpoAKACgAoAKACgD/Il/4OZP+Cjdz+33/wAFJ/iB4Z8GeKrnXf2dv2SrnV/gH8GbS2vkuPDmp+IdGvYIPjX8StIisNY1nQb9vHnxE0qfStI8XaNNEni74ZeB/hheXUEMtqkEAB/PD/n/AD+VABQAUAf17/8ABrB/wRg0T9tn4wyftyftD6DHq/7N37NfjqztfBPgvV7Tz9G+Mfxx0a3ste0+w1a1ljeDVPA/w1S70bxL4o026K2HiLW77wx4bvLbW9Al8YabEAf37f8ABTr/AIKM/Bn/AIJg/sreLf2kfi7cDUL2KaLwx8MPANrME1n4jfEXVYZm0bw/ZKu6W30u0SGfWfFOsBGTR/D9hezxpdalLpunX4B/jgftr/tTfEL9tL9pv4sftNfFLXr3xF40+KXiFtZ1C8vJJPLtLSGGKx0jRNLtneVdN0LQNJtrPRtD0mA/ZtM0qytbK3VY4aAPlQktjg4/P+g/l+dACFcAe/b/ACTn8h+tADaACgAoAKAHAZBOen+fUfhwfwoAVXCggjOf8/3T6f0wM5oAUYY56Yx75/8AQfT0P6fMASSyBgBjB/w/Dv8AhnHbGGAGxSBM5H9f6fT16dBj5gBGIB3jHP8Anj72PTGPzz8oAjtkYwQPU/n6c/n+X8QApUbB7DP9fbrn/wDXjFAEVABQAUAFACgE5x/n9R/X6UAKNy54P5Yx/P8Az6ZzQB9r/wDBPP8Abb+Ln/BPP9q74Y/tS/BvW7nTdf8AA+ovb+INFM040Lx74G1NoovFXgHxbZQyIup+HPEVlGqTQvifTtSttM1/SZrLXtG0nULQA/2Vv2D/ANtz4Hf8FGP2W/h7+1B8C9TXUvBfj2wnsNf8N6iYZNd8B+NNNWO28X/DvxfZDiDWtAvJfKcvElprej3Wl+ItL+0aHrem3VwAf5s3/By9/wAEV9D/AOCb/wAcLT9oj4FK8P7Lv7Sfi3Xrrw14US1mEfwd8f7U1fX/AIax3ccIsm8L3Md1PrPw182aPUk0C21Xw5c298/g6fxDrgB/LTQAUAFAH9Gn/BsP/wAFHZf2C/8AgpH4N8EeNPED6X+z7+2K2ifAL4qQ3l5LBoeh+MtR1N/+FHfEq8ik1PTNIt7jwp481JvCep+IdblmsfDHw6+I/wARdUW3e5WB4gD/AFxKACgAoAKACgAoA/ytP+Du39iKH9mf/gpXa/tCeFNImsfh1+2z4Fj+Jjyx2Is9JtvjP4FksvBvxe0fTpFklF7cXtk3w9+JOt3cnkzPrnxM1CM2ywxwXFwAfypUAFABQAUAFABQB/or/sYR7v8Agzt/arHHPws/aKk/741vSn9+cpx/TpQB/nYrIgiII+bjv/8AY/Tsw55PFAECkDqM/l/X/P6UASbQwJA/Tp/LPPofyoA/ph/4NJ5/J/4LP/CKMnBuvg58eIR77fh1qNzj8oM9e2OaAP7w9J+DX7BP/BDnwx+2T+378evGmjQfEL9pX9oH40fFjxR8QtatLBPGery/Fv4jeKPiF4L/AGdPg7o01095dy2dlc2sOpR2t4s3ifVtI1Pxt4qutI8J6HY2vhQA/gE/bs/4OMv+Civ7TX7Rvjzx58O/ilrnwh+EMepzad8K/hh4IvNYstI8LeELX5bL+0b2xvLFvEnijUfmvfEXia9hWa+vZfs9ha6bodnpOjaeAfGz/wDBan/gptgD/hpX4lZ7/wDE98T/AM/7Y6/gffsFAIv+H0//AAU3/wCjlviX/wCD/wAT/wDy2oAeP+C1X/BTkcf8NLfEr8dd8Tn9f7ZoAQ/8Fqf+CnJ/5uX+JY+mveJx/wC5n/P4UAOH/Bav/gp0On7S3xK/8Hvicf8AuYb/AD65+UAT/h9V/wAFOc5/4aW+Jf8A4PfE+Prj+2eT9aAF/wCH1n/BTr/o5f4l/wDg98Uf/Lkfy/KgAH/Bav8A4Kcjj/hpb4l/+D7xT/8ALmgA/wCH1f8AwU6/6OX+Jf8A4PvFP/y5/wAP6MAL/wAPrf8Agp2ev7S/xM/8H3ij/wCXI/z69aAEP/Baz/gp2ev7S/xM/wDB/wCKf/lz70AL/wAPrf8Agp3/ANHL/Ez/AMH/AIp/+XNACD/gtZ/wU7GT/wANMfEzn/qP+Kf/AJcD19TQAp/4LWf8FOzx/wANL/Ez/wAH/in/AOXNAB/w+t/4Kd/9HL/Ez/wf+Kf/AJc0AH/D6z/gp31/4aY+Jv8A4P8AxV/L+2cUAH/D63/gp5nP/DTPxOz/ANjB4p/l/bH9T7dPlAJR/wAFr/8Agp2Rhv2mfibn1/t/xSP/AHMfTuMY9/mAPvL/AIJzf8HHf7fP7NP7SvhTxb8bPijrnxf+B+qP/ZXxQ+HvjO71S+ttW0OQ5W90PU9Sur6Xw14n0uRjc6TrFpG6eZustTtdR0u5u7KcA/uz8XfAP/gnz/wXP8L/ALM/7e/7O/jjQbr4ufs8/Enwx4n8I/E3w9HYx+KtMvPC17BqviL9n/47aFGz36WjW9/Lc6Wl2733hnUL7T/GPg++1fwnrmpWPi4A/he/4O3roz/8Fm/ilFnItPgp8A7XHXAbwRFe4745uQeMfjmgD+ZiZdoX3/n69T/nuaAICRxx06+/8/8APpgCgDV0xkOpaWAORqFlnnji5j/2Rj8z+QzQB/eh/wAFsl/45gv+CPXt8Mv2RD/31+y3Kf8APH5YoA/gZoAKACgAoAKAPoD9lL9nvxZ+1l+0x8Bv2Z/AwdfFHx0+K/gf4Y6ZdrA1xHpC+LNfsdKv/EN5GuD/AGb4b0y4vNf1WQlUg03TbqZ2VI2ZQD/c9+F3w38I/Bv4ZfDr4Q/D/TF0XwH8KvAnhH4b+CdHRgyaT4R8DeH9P8MeG9MRlVFZbDRtLsrVWCICIgQq5xQB3dABQAUAFABQB41+0R8efhx+y58Cfi7+0Z8XdVbRvhp8FPh74p+JHjK8hNmdQl0bwrpNzqkul6HbX97p1tqfiXXJLeLRPC+im9t59d8RahpmjWjm7voEYA/xAv2x/wBqf4mftuftRfHH9q74vXf2jx78cPH+seNNTs4ru/vtO8M6VO0Vh4T8C6BPqlzeaivhX4feEbHQvA3hK2vbq4uLLw14f0mzkmlaAuwB800AFABQB/prf8Gqv/BFvRv2X/hBoH/BRv476LFfftA/H7wPFP8AAzQtWsWMvwe+C3ii2Eq+KIEu4lFr43+L2kyQXceoWqyz6T8Mrux0y11GFvGvjDR4AD7c/wCDhn/gtd4T/wCCaXwXHwN+GPiLP7X/AMePCGsv4OGlukt38IvA9x5+j3HxO1IrvNnrl9ei70z4d28qqJNV0/VvEEu+38NpYaqAf5MOq6jeanqWoapqF3c6hqGp313qF9fXlxLdXl7eXtxJc3V3d3U/mzXNzczyvNPPM7Syyu8kjM7MaAM0hieh9On9aAEIwcf5/mf5/lQAmSOn+H+f8+tABQAUAFADiMAHPX/Pqfx4H40AODgADHI9/wD7A/57mgB8eAQ+O/T2/EtnP0H4Z+UAbKwZjgY/z9B/X07A0APWUBNuBk8Z+nfOP8PqcUARj5SRjOfTr9O+fzH64oAGO5hkYGenTrj2GOnv+maACQdD/np/T6fligCOgAoAKACgB204z/Tn+fP5D9PmAAkgYIx/n/Pf88mgD9qv+CHn/BVnxF/wSh/ajm+J9xJrWt/B34h2Om+FfjX8O9PnbyPFXhm1vXntNUtLOWRbJfF/hJrm91DwnqUpgkhludR0iW6i0fXtZguAD/XE0rU/2eP27P2YrfULZfDXxt/Zq/aZ+FsqSW1zHLPoPjb4e+OdIktb/Tb+33W2oadefZrm40/UbR20/XfDus21xbSf2brOnOLcA/yGv+C3f/BKnxF/wSa/bK1r4M2l9rvij4HePrCb4h/s8ePtdgthf6/8Pry9ktpvDuu3enqmnXHjP4faoJvC/id4INLk1VINI8YpoGhaT4u0jT0APx0oAKACgD/TF/4M6v8Ago3/AMLz/ZW8d/8ABP8A+ImuC5+JX7JksvjH4SC9nVtQ1/8AZ28c67JJeadArCW7vP8AhU/xJ1W50y8vru5SGy8N/EX4deG9KtY7PQ2CgH9mdABQAUAFABQB4V+098AfBv7Vf7Ofxy/Zr+IMcR8HfHT4VeOfhbrly9hbalNpFv4z8PX+iQ+ItNtbvbENb8M3l3b+IdAulkguLDW9MsL+0urW7toLiIA/wvPiz8MfGHwT+KfxK+DXxC0x9F8ffCXx94w+GnjbR5A4fS/FvgXxDqHhjxHp7eYkchNnq+l3lvl442bZkoudqgHn9ABQB//S/wA/+gAoA/2Gf+DbH9kMfsf/APBIb9mXSdT046d44/aA029/aq+IIMkbG41L412+mal4FaSFFElleWPwW0v4W6LqljdO93a6tpd9HcraybrG1AP3foAKACgAoAKAPya/4Le/t4W//BOz/gmp+0d8fNN1ZtL+KWseGJfg/wDAP7LqCabqzfGz4qWt74c8I65o0s1hqNvc3nw4sn1z4u3emTwxLqui/D3VtNjvLO5uoLhAD/FuZmZi7MzOzFmdiSzMTksWOSWJOSSck880ANoAKAPpP9j39lv4lftrftO/BT9lb4RWYuvH/wAbPHWl+DtIuJYLm4sNCsZhLf8AiTxdrSWcU90nhzwV4YsdZ8XeJLiCGWS00HRdRukjcw7WAP8Aa+/ZF/Ze+DP7An7KXwo/Zn+FEUWgfCr4D+A10r+2tYmtrW61a5txda944+Ifiy8/c2UeueMPEd5r3jXxTdRLa6bBqWrX32G2sdNit7S3AP8AKU/4OC/+CoPxA/4KNft1/EMWeu3kH7N3wR1W/wDht+z94LR5I7FfD2nywDW/iDqNqdiv4o+JGs251u+mlhS60/QYPDPhaaS5Xw3FdTgH4O5ZcEnI6Yzz/wCgH+f5UATRup6gfj/U/L/P8BmgCGTrnt2H5/56fnQBHQAUAFABQA/aW5wF9sZ/Hqn8v5UASKNo55/T8ep/n789KAImOT0/z78D+X50AOjXcT0/H/P+cUAOkTA7cegxweP5/X9cqARKcHP+f5H+X5UAWGKsvAHPcf5Hf6Y9TjNAEQDL3z7DP/2Q/X8+QoAw9f8AP/1/8+nSgBKACgAoAUHBB96AJyygfd9uvX9D+v69GAI9xbheOPX/AOwGP88jFAH9K3/Bs5/wVi8Q/wDBPr9s/RPg38RfEcifsm/tRaxpXgn4lafqNzt0r4eeOrh/sXgP4xWIlIisF0m+nXw945lSSGC78Eapd6nexahf+FPDsNuAf6V3/BSr9g34Z/8ABSn9jT4v/snfEhodPj8c6MmqfD7xqLWG7vfhx8VPD2/Uvh/4903cjzGPStYCWfiC0sZrS58QeDdU8S+GPtttba7cSqAf4qnx9+CXjz9m341/FP4BfFHSzonxE+D3jvxN8O/Gel+dHcx2fiLwpqt1o+qR293But72za6tJJLK/tXls7+zeC9tJpbaeKRgDyKgAoAfHJJFIksUjxSxuskcsbMkkciNuSRHUhldGAZWUhlYZBBANAH+1H/wRW/brt/+CiX/AATc/Zt/aH1DVk1P4mR+EoPhh8dle7tbnUIPjb8MYrfwv441PVIrO3toNNl8eNbaf8UdL0lYidP8OeOtDt3lndWncA/VKgAoAKACgAoA/l4/4O3f2Qov2i/+CVOv/GPRtMiuvHn7HfxE8L/GPTrmKGWXVbj4e+I7qL4b/FDQ7QorxR6dHZeJtA+IWtvN5JW0+G0bxXIZGtL0A/yjqACgAoAKACgAoA/0YP2JYy//AAZ5ftWg5/5JH+0vIOvSO/sn/wDZPYY+hLAH+dMCgjwRzgHr1z7ZH/1vUZG0AiCEgkdPpn+vf3/8e6KAIGI4B/z9aAP0r/4JOf8ABQe5/wCCYX7afgX9r+0+E0Hxtk8FeFfHnhv/AIV9cfEBPhnFqY8ceEdS8KtdN4rfwl43+y/2X/aH29bZfD9wbx4FtzNbBvNUA/qr1/8A4PWtK8WfZR4q/wCCT3gTxMLLzTZjX/2u9G1j7J5+zzvsv9o/ss3P2fzvKi83ytvmeWgfO1SoBzw/4PKfhyP+cOXwj/D9qLwiP/fTT/Lj3zQAv/EZX8Ne/wDwRv8AhMfXH7UnhH+f/DJVADx/weV/DLv/AMEbfhSfp+1N4PH/AL6Of5/nmgB3/EZZ8Lu//BGv4V/h+1T4PH6f8Mht/wCzfTswA4f8Hl3wpxz/AMEafheT6j9qzwcB+R/Y5OPz/LNADv8AiMu+FHf/AII0/DDH/Z1vg3/6Dk/qq/8AAuqgCj/g8u+Evf8A4I1fDMfT9qnwa3/vni/pj+lADh/weXfCHv8A8EbPht+H7Uvgw/z/AGQB/P8AOgB//EZb8Hv+kN3w5x6/8NReCv5f8Mh/pn8e9ADv+Iy34N9/+CN/w8/D9p/wU3/vpC/r+n8QAD/g8s+C3f8A4I4fD4fT9prwSf8A30r+X9KAHD/g8s+CXf8A4I5+Afw/aW8En+f7Jg/l+dADx/weV/A/v/wR08Bj6ftKeBz/AO+oD+Z98UAO/wCIyv4F9/8Agjt4H/D9pDwO38v2U1/z6c7gBw/4PK/gR3/4I8eCvw/aM8DH/wB9YGfy/KgBf+Iyz4Cd/wDgjz4N/D9ojwMf1/4ZY5/z60AOH/B5Z8AO/wDwR78ID6ftCeBT/wC+tj/6/tjCgDv+Iyv9n3v/AMEffCf4ftA+BT+n/DLoJ/P88UAKP+Dyz9nnv/wR/wDC/wCHx88Cn/32LP8A6Dn8hQA7/iMt/Z17/wDBIDw1+Hx48Ct+X/GMgJ/P86AOk8Pf8Hrvwf8ACbXLeFv+CVZ8MteiJb1vD37R3hfR2u1gLmEXJ079nK1NwITJIYhKW2GRyu3c24A/k7/4K6/8FC7L/gqF+2346/a+074V3vwZtPGPhL4eeGY/AN/4vh8dXGlt4F8KWHhl7o+JIPDnhSO8TU3sjqCxDRLU2gn+zGS58r7Q4B+ZBYtgH/P+fSgAKkYJ6H0//Wc9/T9SKANTTNjalpgUc/brP/0oi6fMcfpj0PSgD+9P/gtsCP8Ag2D/AOCPPp/wrH9kDP8AwL9lWUj9fx/WgD+BagAoAKACgAoA/rq/4M3v2Sl+M/8AwUb8e/tMa3pZvPC37H/wf1HUtJvXgM1vZ/Fn42DU/h94OimLgwI0ngC2+MN/bMd08V9pdpPbqGieeAA/1DqACgAoAKACgAoA/ij/AODzr9vOH4Zfsv8Awb/YA8G6w0XjP9pXxLbfFn4u2tlfxLJZfBD4V6sH8J6JrWlvYvLJafEP4vQ6druiana6jAbWb4J69p93aXEOqRvAAf5sf9f8/wCf/rCgAoAKAP3i/wCDef8A4JYRf8FQ/wBu3QfD3xB0u5uv2Z/gBBpHxb/aGcLdRWfiTRrXVRH4Q+EjX9t5bW1z8VNds5tN1BYbzTtTTwJpHjzVdFvYdV0i13AH+rn+2B+078OP2Hf2W/ix+0b47ggi8I/B7wPe6rpnhmwkttMl8R6xbW32Lwj4G0IeX9ntbrxBrDadolmyW7W2mQTyX9xEthY3DIAf4ov7X/7WXxr/AG3/ANof4lftLfHzxK/iT4jfE3xHe67qDRiSLSdA092WDRfCXhuzkluG07wv4T0aGw8PeHrBpZntdJ060imnubgTXEoB807ipw3Pfg//AGH/AMT/ACNAE4ZSp4Gccf8A1un9f5GgCqwwT9c/n+f+fTgUANoAKACgBR16Z9v8g/y/KgB2wnngZ7Y6e33x/L8qAJCQq9Onv+nf+R/CgCA/5xQBOiZHb8Rn1oAjcYPb8P8AP+fxoAWNgDgjqf8APY/hyPxoAfIN2MYH4Z/kV/n+WPmAGHcAc8j+X5gfhyfwoAjoAKACgAoAfGcN/T1/yP8APNAEjOo7Y/H/AOxP6fpigCM7iM549B7f8BX+fHtj5gD+5L/g0J/4Ko+MPBHxW1//AIJ0/GfxTJqPwk+JSy+J/gBd6xdLn4ffFRCo1jwVYSzMvleHPibZgT2mnrI0Vn47021Om2Yu/GuuXLgH9VX/AAXx/wCCWei/8FSv2FfFngjw9pduf2kfgour/Ff9mjXVis0vrjxlYaWR4g+F9xfXEayx+Hvi5olqnh25tvt+n6fb+MLLwJ4r1SS5t/CSWc4B/jj3VtcWVzcWd3BNa3dpPNbXVtcRvDPb3EEjRTQTwyBZIpopEaOSORVdHUqwDAigCCgAoA/UD/gjT+3I3/BO7/go/wDsz/tL6nePbfDvSfGX/CCfGmEtqD20/wAGfiZay+CviBqNxYabdWk+rXXgzS9XHxD8O6ZLK1pceLfB/h97qC4hheBwD/avsr2z1GztNQ067tr/AE+/toL2xvrKeK6s72zuokntru0uYHkhuLa4gkSaCeF3imidJI3ZGVqALNABQAUAFABQB/k6/wDB2d+yXD+zf/wVm8ZfEjQdPhsvBn7XPw58HfHzT0sYZ0sLPxoi3nw5+JmnvLNGol1jUvE/gg/EPWBDLcQo3xCtWSWHzDZWoB/MjQAUAf/T/wA/+gD6X/Yx/Z61P9rT9rb9mr9mXSZJre4+O3xv+GnwvudQhWRjouj+L/Ful6R4g8Qy+VFcSra+HNBuNS129kjgneKz06eRYZWQRsAf7pegaFo/hbQtF8M+HtOttI0Dw7pOnaFoek2UflWel6PpFnDp+madaRc+XbWVlbwW0EefkiiRecUAa1ABQAUAFABQB/nJf8HrX7Yn/CX/AB+/Zf8A2HPDWrebo/wa8Dar8ePibaWOp+dazeP/AIpXMnhvwJo+uaYvy2uueDfAnhfVdf0+WQmV9F+Lyum2Ob5gD+HSgAoAKAP9AL/gy/8A+Cd9n9n+NP8AwUv+IGkRz3gl1P8AZ2/Z4W+toZBYgJpmr/GXx9YJdWjyQ3c8cvhr4e+H9d0u7hdLN/iloF2ssV66IAfqn/wdgf8ABQvxf+yL+wnpnwN+EHiA6D8Uv2oNfXw74g1WzmC6loXwY0eSKXxjHb7GEltceONQk03wksrq0N34cbxnaDbMUkQA/wAr3UdVvNX1C71PUpmub2+me4uZ3J3SzP8AedjhjknBzk+nvQBR3r6H8/8A7Af59elAAzjHHX1/+tt/k3v7UANKnGSfz/xz7+hz277QBlABQAUAOU4YH/P9f8+nWgCZvm5X5f6/+g/y9+OrAHo/wx+C/wAXfjV4l0rwZ8Ifhl4/+KXi/XLj7LovhP4e+Ete8ZeI9YueT5GmaJ4fsb/U76UAFmjtrWVlUFm4DMoB/T5+xZ/waT/t/wD7QvhW18WfHjQ9K/ZYtNQRZ9P0z4n69YnxTNaNyJbrwj4SXxTr2h3P3l/s7xNaaDfq6/vreKNkkoA/ULwz/wAGRNrPsPi79ueDRCcGQeG/g9e+KMHuqPqfjvwdkHkBmjB7leAtAGp4j/4MhfDkSM/hX9vK81OTGVg8Q/A1tCUN0Ctd6b8T/EjMO+8WCEdNhxuYA/PH9rP/AIM8P26PhL4Su/Ef7OGt+Af2mL+zhkmfwpoHiyw8FeK7hIgXkNta/EdfCmgXEvlgtHa2/iae7uG/c28Mk7JGwB/Ll+0B+yf+0x+yr4qm8EftIfAr4q/BDxTGJZYtG+JXgrXfCk19bQv5baho8+qWkFprmlOxHkavo1xe6Zcqyvb3UqMrMAeAJwAzcj8+3/1/x/CgCJyGYkDA/wA/T+X5UANoAKACgBQCQT6f59R/I/hQA9WAGD/P/wCxOP8APAzmgBoYAk449uP6N/L88/KAXrLUrrTLy2v7CZre7tZUmgmQ4aORDuVh8owQQD1P9aAP9bb/AINjv+Cjeuft8f8ABOvw/wCHfifrf9s/Hj9lnU7X4N+PNQuZhJqfijwXDZtcfCXxxfAvJM9zqHhm2ufCGp3tzJJearr/AIG1jW7tg+qoGAP5uf8Ag8i/4Jt/8K5+OHgH/gpP8PrCG38IfHqLQ/hJ8cYISq/ZPjR4Q8P3EXgnxMyPKGI8d/DHw+NHeGxtfs1pe/DC81HUZhf+JY3nAP4f6ACgAoA/ug/4Mm/2tn8PfGz9rL9iPX9Vjj0r4meBND/aH+HVpf6nb2kEXi/4b6nZeCPiBpeiWE8sb6nrvivwr4z8K61dQWSTXUWh/C++vni+x2N3PbgH+ixQAUAFABQAUAeVfHX4R+HPj/8ABD4yfAfxiZF8I/Gz4VfEP4R+KWhQSSjw58SPCOr+DdcMUZeMPINM1m6KIZIwzYBdc7lAP8JH4leAPEnwn+I3j/4WeMrM6f4w+GnjXxV4A8V6ed2bHxJ4N12+8O67ZneqPm21TTrqH50Rvk+ZVORQBxVABQAUAFABQB/o2/sORk/8Ge/7Vqkf80X/AGpXH0SWN/xxt9+mO2FAP5Mf2JP+CEf7eP7f/wANH+K/7PvgzSdX8IxmwjfUda1/w94YtWlv7X7XFBbXnijXNCtL6dLfy5biGxmuJLdJrd51iWeHeAfaY/4NMf8AgravH/Cu/AuP+ypfCo/gMfEBv5Y+vO0AD/waZf8ABWgf8058EfQfFD4Wt/Lx9j8qAGj/AINNv+CtQ/5pz4JAH/VTfheT+GPHp/l+eDQAr/8ABp1/wVoA+X4ceC/fPxK+GJ/I/wDCd5/IA/l8wBF/xCd/8FaOjfDfwZj2+JPw0OPy8dZ/I/nQA1/+DTz/AIKy4GPhv4Oz7fEX4bH/AN3cfgM/TFAEX/EJ7/wVm/6Jx4R/8OF8OP6eOG/z687QBp/4NP8A/grKP+ab+Evw+IHw6P8A7uo/mf0oAaf+DUH/AIKyD/mm/hT8PHvw9P8ALxmf5/nmgBp/4NRP+Csg/wCabeFvw8dfD8/y8Z/5/OgBp/4NRv8AgrEP+aa+GPw8ceAj/Lxi38vz/hAGn/g1I/4Kw/8ARNfDX4eNfAp/l4v/AM/nQA0/8GpX/BWAf8008Ofh4z8Dn+Xi05/P8s0ANP8Awam/8FXx/wA008Pfh4v8E/08XH+R+h6UANP/AAan/wDBV7/omegfh4t8Fn/3axn8vzxQA0/8GqP/AAVdH/NM9C/DxV4OP8vFTf56ZwdoAn/EKn/wVcH/ADTLRP8AwqPCJ/8Ado/z+FADT/waq/8ABVsf80y0X8PEvhP+nid/5L7d6AGn/g1Y/wCCrQ/5pjo/4eI/Cp/l4mX+f5c7gBp/4NWv+CrI/wCaY6T+HiDwyf5eI/8A2Y/jnNADT/wauf8ABVgf80w0v8Nd8N/08RP/AC/EchgBp/4NX/8AgquP+aX6b+Gt+Hm6/TXx/L8uTQA5f+DWL/gqoBz8L9Pz6/2x4fP8tdOeP9of0oAa3/BrN/wVVBwPhdYED/qLaGf5a6f5n8MkKAKP+DWj/gqiAd3wtsy3bGp6KQPy1w54/wAPZgCJv+DWr/gqlnDfC20Iz/DqGkH88a0c/h+BbpQAh/4Nav8Agqev/NLLYn2vtKP8tbb+f587QCN/+DW7/gql3+FsB+l3ppH/AKdz/IfjzQB8V/tk/wDBHH9s3/gn3onhPxz+0N4Kbw7oHiG9/wCJVeoIp7a4ksb60iu7f7TaXV3bx3Vubm1kltZWjuEhuracwmKaN2AP6g/+C26n/iGB/wCCPmO3wv8A2Oifx/ZTlPt/npnpQB/AjQAUAFABQAUAf6mP/BnX+zEPg9/wS51n496nYQxeIP2tfjh418YafqCvAbi4+HPwpuH+EPhnT7mON3mh+xeN/DXxU1G3W6EUkltrsVxFD9lmt7i4AP6x6ACgAoAKACgAoA/xj/8Agvd+2P8A8Nv/APBVj9rD4r6Tq41f4e+DvHEvwK+EsttqTarozfDz4KBvAtnrXh25PyronjzxFpviX4m20MQESXHja7ZdxdnYA/HegAoAUDJA9TigD/Xs/wCDaj/gnZZfsCf8E1fh1qniTSY7b45ftWx6T+0P8W76e2gj1TT9O8T6Nbv8KPAEs/2aC/isvBvgCew1C70XUGmk0bx34t8feSY0vTEgB/Md/wAHhX/BSPxv4s/aL8BfsGfDTxI9j8Kvg74dHi74rwWE2Y/Fnxf8VWwFnY35QvHNafD/AMG3UNlYhGjeHXfFni60vomksbQxAH8RAcY56/5/2eP1/HOVADevofr1/wDZV/z6YwwAFtxwvA/z6qv/ANf2/iAGMuO+c/59T6+goAbQAUAFAEkbAE5Gc8D6/kf5jHvmgBzBjjbnkgBRnk54x9498dOf9rA2gH6O/sc/8Ejf+Ci37eUlnefsy/srfEvx14Rubo2z/EvVrOw8B/Cm3aGXy74D4lePr7w34MvruwUM91pOk6xf60oCxxaZNPLDEwB/UT8EP+DKL4xeIvDemX/x+/ao8AfDHxBdxxS32h+AtB1v4nSaXvRS9vc3N6fAemzXkTlldLDUb2yO1TFqEoYsoB9a6f8A8GQ/wJhtXTUv28fiZd3hXEdxYfBDw/p1sr/3ntJ/ibqksi9fkF5EefvHGKAPOPF3/BkPoVvG8vgX9uqbWZ9rGKz8W/Bmbw3CGGdiSajo/wAQvFjurHG6VdMTb2hfHzAH4aft5f8ABr//AMFLv2SluPEfw3+C+q/tPfDqzWZ77xL8BrqHx5rdlHGjSBpPhykenfFC6j8tHeS50zwXf2duFP2i5hLIHAP50vEXhXxN4R1K70bxRoeseHtWsLqexvtM1vTrzTNQsb21kaG5tLyzvI4bm2uraaN4riCaJJYpUeOREZStAGKCEB3c8cZ9Tz7/AOfTrQBXNABQAUAFAC4IAb1/T9T/ACGPegB5fK4xz3yc/wDso/mee/FAArgcH+f8/lP8/fnpQB3nw4+J3jf4TeLtI8cfDzxDqPhbxToV9aajpGt6TdTWmoadf2NxFdWd7Z3MJilt7m1uYop4Jo2WSOVEdWVlVlAP9pn/AIJLftqSft+fsD/AD9onWprE/EXWPCVl4a+L9pp6wxW9r8U/DFtb6f4puorSDMWn2niVvsnjHTNOUt/Z+leIrGzZ3eBzQB/nGf8AB1H/AME7rf8AYn/4KPa78XfA2kHTvgt+2xDrvxz8LxwQzJp2ifFM6nBF8dvCltNKxWST/hLtVsPiMlrbLDY6RpfxN0nRLGFLbTERAD+ZmgAoAKAP9hH/AINqf2s/+Gtv+CQf7NWq6rrd3rvjz4Ex+If2Z/iNPeSXVxPbax8KLuAeC7d7y8nuJ72Sf4Na98L9UuJyyRx3eoz2kMSQ2yCgD956ACgAoAKACgD+Ln/g9W/ZntfHP7FX7NP7U+nWkk3iP4AfHa++HGsyW9nHtj+Hnx18MTz32palfiZJfJ0rx18MvAmlabaSW86CfxdfSwzWjNcJegH+abQAUAf/1P8AP/oA/qJ/4NDv2eYvjN/wV48PfEfULaCbSf2Xvgb8WPjIPttu9xZzeIdes9L+CXh+zQGCa3GqQH4saj4l0s3DQGCTwzNqFpMt9YWyMAf6t9ABQAUAFABQAUAf4h3/AAVa/a2vP25/+Cin7XH7UEt4t9ovxF+L+uWfgKZLW3s9vwo8Aw2fw3+EcMsFrFBD9sh+GfhHwpHqVz5Qnv8AUheaheST3t1cXEoB+fFABQB2vw4+H3iv4sePvBvwy8C6ReeIPGnj7xLo3hDwpoWnwvcX+s+IfEF/Bpej6XY28YLz3d/f3MFrbQoN0s0qIMFhQB/t6/8ABPD9kPw9+wV+xJ+zZ+yP4dls7uP4K/DLSNB8SavYG4+w+I/iHqst14p+KPiyzW8VbmGz8WfEjXfFXiS0tZlVrK21SKz2qsCooB/lJf8ABfH/AIKAeMf28P8Ago3+0brqa99u+DXw68c3fwn+CumQOH0+LwB8NpZNAsdbs33yFk8ba1Frfj1w5Bhm8VS2y7Y4o0QA/Ep2Q4GPrz/9b/2Yt9etADQAnJ5H0xx9QX7+38qAFLoeg/n/AFUY79j/ACoAiJYjJ6Z4/wA8fqPyoAbQAUAFAEsMUs0ipDFJM5PCRo0jn6KoLH8B+XFAH9d//BIP/g1i+KH7dvgXwN+0T+1D4x8W/s8fs+eKIbTXNE0aw0W2h+LfxN8OzlZYL3wpZ+IIJ7Hwj4e1W2zLpvjPxFpOqrfW8lrf6H4a17S7xNSgAP8AQ6/Yv/4J/fsjf8E/PhtY/C/9lT4M+GfhtpEVnBbaz4iSKTWfiB4ymhwz3/jXx7q73fibxFcTXG+6jtbu/XSNMkleDRNL0uxEVpEAez/Gj9oj4Bfs4+Gj4y/aC+Nnwo+CHhT94E8RfFn4g+FPh9pFxJEAXgtL7xVqulwXt0dyrHaWjzXMsjxxxRPI6JQB+PnxC/4Oa/8AgiP8OdRudIv/ANtrR/E+pWrOskXw9+EXx58eadIUYqTbeJvDXwxv/Cd2pZTsa216VWXDhjGyyMAc54O/4OkP+CIPi+9tdOb9sK78KXl5IIoV8Y/Ab9ojR7JXPT7VrMXwsvtDsI+pM+oala269GlBKigD9af2eP22f2QP2tbJr39mb9pr4HfHPybcXV7pvw1+JfhTxR4g0mEqGzrvhjTtTl8R6BIFZWaDWtKsJ0VlZolDKaAOw/aD/Zq+AX7V3w21j4QftH/CTwP8ZPhxrsUiXvhfxzodtq9tBNJE8K6lo14wj1Pw7rlsjsbDxB4fvtL1zTZcT6fqFtMqSKAfwZf8FYf+DQy7+F/h/wAbfHv/AIJr634z+IfhvSLW/wDEGpfsteKJx4h+IWlWNukt3dwfCfxSRFe/EC2tYdy2Hg7XoX8dSQWyW+na7451y9hsqAP4VNU07UNI1C70zVtPvdK1KwuJ7O+07UbWexvrK7tZXhubW7tLmKG4trm3mR4Z4JoklilR43RGUrQBn0AFABQAoBOcduv+fwoAejKud3+fyDH9Pz52gCth/u4/Pn8yFP6EfpQA+J4xwwHQdcDn16N1/wA5zlQD+jL/AINi/wBvrWv2Nf8Agp18H/AWua19k+C37Vl4P2fvH9lcSFbO11/xnPCPhT4kUOwt4LrTfiXb+HNIutRuNi2HhnxF4mbzQksisAf6Rn/BYH9hG3/4KPf8E9f2hf2XLSXT7Hx34h8O2ni/4Q63qUHmwaN8Wfh/qEHirwbvmVJZdPsvEtxp9x4G13UraC5urLwz4r1ua3tLuYJbSgH+Lh8Sfh74m+FHj3xb8N/GdidM8V+Cde1Tw14h05pIZjZavo95LYahamW3lmt5TBdQSxGSCWSF9u6OR0KuwBxFABQB+iv/AASU/a5uv2F/+Cjn7JH7TS3ENvofgX4saXo/j1rlRJA3wv8AiPZ33wz+KBaMxTqbiDwD4v8AEN5ps3kTPZarb2N/AhubWBlAP9uOgAoAKACgAoAKAP8AHo/4OWv2eo/2d/8Agsv+17YafZfZPDvxf13wx+0L4ffyvJ+3SfGHwrpfiXxvehBlTu+KbePrfzVZvPNv50myaSSJAD8HqACgAoAKACgD/R4/YRDS/wDBn5+1fu/6IZ+1mw/3YoJX9u6Ht+VAHuP/AARS+JviX4M/8G/vxL+K3hCdrXxP4A8A+IPE+gXCSPC0Wo6X4E8Oz2ziVNzxlXH3lXIPTPJUA/lpuv8Ag6E/4KVxXNxHF46vDHHPMgP/AAkWpHhZGA62noB34z3yKAKx/wCDov8A4KXD7vjq8PufEV+T/wCkXr/vdPb5gBB/wdG/8FMF+U+Obo5PU6/enrjjJsex9P5YoAkH/B0b/wAFL1/5nq5Of72u3Z6+gNiQPbB/PFADm/4Okf8AgpeuCPHM5HvrVxkfnpzZ6evtz/CAKf8Ag6U/4KXgAjxzKT6f2xN/8ruPx3enqaAEH/B0v/wUyH/M7v8Ajq0h/npvP+fSgB3/ABFM/wDBTP8A6HY/+DR/66W38/z42gC/8RTf/BTQf8zt/wCVEH+ek/5/AUAOH/B05/wU0/6HZfx1Bf8A5Tn+f5UAO/4in/8AgpsP+Z1j/wDA2I/z0dv5/ngbQBR/wdQf8FNv+h1i/G7hP6/2QP5fnQA7/iKi/wCCm4/5nSD/AMCbY/z0Nv5/ngbQBf8AiKk/4Kcf9Dpb/wDf61/rojfy/PjaAOH/AAdTf8FOR/zOlr+Mlkf56Fz/AJ9KAHf8RVH/AAU6/wChzs/++7D/AOUDfz/P+EAX/iKq/wCCnf8A0Odl/wCU7/5nqAHf8RVn/BTsf8zlYf8AfOmn/wB17/P4UAL/AMRVv/BTwf8AM5af/wB+9KP8/Drfy/PA2gDh/wAHV/8AwU9/6HHTfxg0c/qfDo/l+dADv+IrH/gp8P8AmcdL/wDAfRj/AD8MN/P88DaAL/xFZ/8ABT8f8zhpX/gHoZ/91v8Az+FAEg/4OtP+Cn2058Y6QD1x9h0E/wA/DWTwBjr9Bn5gB6f8HWv/AAU/IyfGOj57f8S/w+f5+Fzj1+7+IzQA7/iK1/4KgnlfGOi4/wCwb4eP5k+FWP8AnvxtAG/8RXP/AAVEP3fF+iDH/UL8N85+vhM/yP4cUAPH/B13/wAFQ84Pi7QgeMf8Sjwyc/8AlqAfz9/SgDq/BP8AwdUf8FOtb8YeFNGv/Fugmz1bxLoWmXQXRvDO429/qlrazAEeFkOTHK3IYEdscGgD+g3/AIOXPGWs/ET/AIJQfsi+PtfkEmt+ONJ8H+L9bdAqxy6v4i8HeBdXvpAkccUYBur24KBYkRA5CIoOFAPkj/gt1uX/AINgv+CPeOh+F37GwbnHDfsnSkcYOfzGO+cmgD+A2gAoAKACgAoA/wBw/wD4JifASL9mD/gnf+xZ8B/sP9nal8O/2bfhNp3im22iPPjzUvCOm6/8Qrny9qGP7d451bxDfeU4aSP7TskklkV5XAPumgAoAKACgAoA/Pb/AIKvftX3H7EH/BOT9sH9p/TLuWw8T/DX4Na9D4Av4o0mNj8UvHdxY/Db4UXksUgZJLW1+JPjDwrPeIwO60jnA5IoA/xEmZnZndmd3Ys7sSzMzHLMzHJZmJJJJyTyc80ANoAKAP1c/wCCK/7AGof8FH/+ChnwD+Ad5YSXfwwsfFVh8RfjtcBbtYLb4M+ArmHxD4106e8s4ppNMn8ZW1pB8P8ARNSkTyLbxL4t0TziqPmgD/YI/bA/aL8M/se/sq/Hv9pbxLb282ifA74VeLPHUGjvItpFrmraJpM3/CLeFIJAY0gn8UeI30jw1Y4aJVutTgG5BhlAP8QT46/HP4mftIfFHxj8Z/i/4gl8T+PvHviLXPFXibWJVEZvdZ8RancavqlwsQLJEk19dzSJCnyRIwjRCiqFAPHGKucAY9D1/wDiP8PT0oAUFU4br+I/QB/59vrQA1nXqo9vp+a5P5L9elAEbZz83X/Pp/n86AEoAKACgD6F/Zc/Ze+Of7Yvxr8F/s//ALO/w48R/E74neOtRWy0nQPD1oJBa2kZVtR13XNTnaHSvDvhvRbZje654j1280/RNIs0a51C+giAagD/AEif+CXX/Bpb+yJ+y5H4b+LP7bjab+1t8dLZLPU4fh9qUMo/Z08B6ogjl+zr4WuYoLv4tX1rJ5kU1948iXwhdRuFj+H63NrBq84B/WzpWlaT4f0qw0XRNN07RNE0ext9P0vSdKs7bTdK0rTbKFYLWxsLG0jgtLGxs7eNIbe2t4ooIIUWONERVVQD80v2kf8AgtH/AMEsP2TLjUtO+N37cHwL0fxDo8xttW8HeC/EVz8XvHOl3YYJ9j1XwR8IbHx14q0m53MpaLU9IszHGwmmKQDeoB+c+r/8HaX/AARY02/is7P41/FjX7eSTY2q6R+z/wDFCGwhXn99LHrui6JqbRnHSHTZZeRmIc0AfQHwf/4OVv8Agit8aNbtfDeiftr+GfBetXaq0cXxe8AfFb4SaLGCypi58a+PfBOi+ArRlZxuW58UxNt3SBWiR3UA/Z/4efEz4b/F3wrp/jr4UfEHwR8T/BOrrv0rxh8PPFeg+NPC2poFVi2n+IPDd/qek3qhXRiba7kAVlJJDLtAPzT/AOCkn/BFv9hL/gqD4Zuofj18NF8N/FeC1ZPDP7QPww+xeFPi1oVzHD5NmNT1VbO40vx3o1uoEX/CP+O9L8QWFvbST/2MdF1CSPUoAD/Ni/4LD/8ABBL9oj/gk5c2Hi7UdQufjR+z94l1v+xvC/xr8OeH7qy023v5hLJZaD460eKXU5PBPie5t4nmtrO7v7zSNXSK4/sDW9UksdShsgD8CWBViCCpBIKkYI9iD0NADaACgAoAXBxnt/n/AA/zmgCVXQAAjn6kfyVvfv8An/CANYDhhyO/5/1+nHfNAE6tGy7cAMe+cn/0Fe/qV+p/hAP7XP8Agzu/4KB+L/Bv7WHj39hnx3rv2j4b/HL4fXfiT4b2l1I3/Em+LXw0in1b7LZeY/kW1v4p8ASeK01JlIlvdS8NeFrREdtioAf0r/8AB0V+wLJ+2z/wTE8beMfCen20/wAW/wBj/VZv2jPB9x9ntft2oeBtC0e+0/40+FhqFzLG9lplx4Cnn8ez21sJbjVtd+G3hrTo4neVNoB/khupRmRuqMVP1U4Pr3Hr+dADaACgD+33/gyt/bJk8E/tD/tI/sOa/Je3GjfHPwhpfxr+HgN4o0/RPHHwoivNJ8a28NhLNErXPjPwb4g0e5vbu1Se7CfDnTInga0M9zZAH+j3QAUAFABQAUAfkx/wXX+AUX7Sn/BIr9vb4b/Zo7rUdN+AXib4taBEYnluZfEXwFmsfjdotnp/kxSzLqGrXvw/j0W2EYRZzqLWlxLHaXFw1AH+LdQAUAf/1f8AP/oA/wBCn/gx9+DEVr4E/b6/aGvdPjln13xb8Fvgx4b1RlkEtlF4T0fxp448bafA4kETx6m/jT4f3F0rxNJG2kWZjkRZZVcA/vPoAKACgAoAKAPgr/gqV+0PJ+yh/wAE5v21f2gbHX7rwt4j+Hf7OPxQuvAev2LvHeab8Ude8NXvhT4UzWs0UsMtvO/xJ13wrBFcxSLLbPKLiMM8SowB/h+UAFABQB++/wDwbJfszy/tLf8ABY/9l6K70q51Lwn8BpvFP7SvjKa2UH+yIPhPpDT+AtTuSVZVtP8Ahc2sfDHTp92N66iIkZZHQ0Af6U//AAW7/bCuv2Gf+CXn7Wvx60PUF0/x3H8Pj8NvhjMshS8h+Inxd1Ox+HHhzVdOUFfNvPCbeI7nxr5ZO37L4aundZERo2AP8XbVtWu9Y1G91O8kMt5f3El1cyZJ3zSks7c5OSTzknPt0UAyqAFJJ6np/n8f8+tACUAOALcD/H8uR/X6UAPCY5Yfpj9Sf6cevOKAEBXfnHH+fpjjjr9cYoAeVUncBx+f0zz+P8WfwzQB/cX/AMGzn/BAPTfjff8AhP8A4KD/ALWWkW2sfA/Tme6+C/wk1nTUlsfir4n068MUnirxRFcho7z4d+GL62lt4dJMT2/jHxDby2eoM2gaNqmma+Af6HHjXxt4H+FXgnxH4++IHifw54B+H3gXQb7xB4p8V+JtTsPD/hfwt4c0a1a4v9U1bVL+W30/TNM0+0haSWeeWKGKNMAj5RQB/AN/wVW/4PDfF1/r3ij4L/8ABLvw3ZaD4VsJr3Rr39q34j6EL7xJ4keNpLeS/wDhF8NtZi/s7w1pBZPN07xN8RLDWNb1K1uN48EeE7y2hupQD+IT4zfG34w/tE/ELXfit8dPiX43+LHxF8SXDXGseMfiB4n1jxZr90C8jx239o63e3l1FY2vmNHY6fDLFY2MOILO3ggRI6APLHAGMe/fPp/n/wDVQAiDJ56Y/wA/1oA6Dwt4p8TeBPEui+MPBuv6z4W8U+HNRt9W0DxH4e1O90XW9H1K0cSW1/pmq6dcW99p95Aw3RXNrcxTIeUcEAUAf15/8Ez/APg7x/ax/Z81nwr8Nf26NDk/am+ByvZaTeeP7SSDT/2iPBmnqY4f7Vh127nt9E+KcVrHvnutK8bNYeJdUmcSf8LEtY4RZTgH+jJ+zH+1H8Bf2yPg14U+Pv7NvxI0D4o/C3xhAzab4g0Kd/NsdQgWI6j4e8RaTcpDqvhrxRo7zRw6x4c1y0stW06R4jcWyxTW8koB/Jp/wcy/8EA9F/aN8NeMf+Chv7JXh5NI+OfgfQdU8R/tB/C3w9pifZ/jP4Z0q2N7qHxH8P6faRhl+KHh2yt57nxJZwRsfH2ixS38UZ8Y6Y0fi4A/zV9oznt6YyPbv/Q56/7oAwldw44H6/y6fr78CgBxTd90f1/l/h+WKAGFSvXv+H8//rf1YAbQAUAFAG34f8Q6v4X1zR/EehX9zpetaDqVlq+kanZTSW95p+padcx3dje2k8TJLBc2tzFHPBNE6yRSokiHcAaAP9w3/gnT+1NZ/ts/sMfsr/tUW8lq9/8AGX4M+D/EviyGyCC00/4h2tiNC+JmjWwTC+RoXxC0jxNo0WFjJSxBMULExqAf5Lv/AAX4+Bl7+zz/AMFfP25PAFzEsdlqvxfvPin4f8pdtsPDXxq0rTPi3odrasAFePSbHxnHokuN3l3emXMDsZYXNAH480AFAADjkcEcgjtQB/uL/wDBM746x/tM/wDBPT9in47HXLbxFqvxH/Zk+Des+LtTtUljiPxDt/A2jaV8StPKyxQEXGi+P9P8SaNdlE8hrrT5mtpJrYxSuAfcNABQAUAFABQB/nH/APB718Gn0f8AaY/Yd/aDWFjH8RfgX8Rfg1POp3JG/wAGPH9r42tYZVBIhaVfj1ePAXVPtIhuBGZPskoiAP4d6ALVjY3up3tnpum2d1qGo6hdW9jYWFjby3d7fXt3KkFrZ2drAkk9zdXM8iQ29vCjyzSukcaM7KtAEuq6VqmhapqWh65pt/o2taNf3mlavpGq2dxp2qaVqmnXEtpqGm6lp93FDd2N/Y3cM1reWd1DFcW1xFLDNEkqOigFCgAoA/0gv2Bl3f8ABoB+1fkf80B/bBYZ4+5p1+QR9Cv5/WgD6y/4N8tF+GHiX/giffaB8aY45fhPq2iXlj8QY5pZ4In8L3Hgrw4mqLJLa7biNTBnLwnzB/Dgj5gD59n/AGEf+DXGSWUPZ+HbeR5HMgXxH43OHLEtnda3H8RPdvfAFAGp4Y/4Jq/8GyHjjXtP8M+Fk0i91zVZxBp+n2viDxOJbic5IjQ3OgvGDgcbnAxxzjLAH8+H/BzZ/wAEwf2VP+Cd3jn4Gt+y/wCGtQ8IaJ8RvDEV7rWg393FqUdvqdne+INPlu7G/wDIt7n7PqEGmWk89lcLN5F99qmtrlbW4gsLIA/lPBDg56Dpnnp07L/n1+6wBExyfYdP88f59cZoAbQApxgYOT39v0H8zn2xQA5Fz16fT/646f8A1uOqgAUOeOnX0/XJz+n0oAQrgcnn0/zn88j6UANoAKACgAoAKACgAoAKAFAJ4H+f8/560AOVOfm6fn/Uf59M5UACuG77fXH/ANc9f698ZYACFA4PP4f0B/mPx5oAZQA5Tg47H/P+en6YYAlJC4A6H8P02nufb6nOaAP7Gf8Ag23/AOCRX7Gn/BQH4P8Axx+Jv7Umla7rA+HlzpVtpdro0+l2EEVvqFz4nfUtR1C7v9G1uab7DbaBbra29tDDn7RcySGXZFFQB+vms/8ABLH/AINl9J1K90fVPi0dL1PTriS1vbSTWbNZbe4iO2SJjL8H5U3Ieu1mGe/FAE3h/wD4Jff8G00OvaLeaJ8cbV9WtNW0250qOTX9Ey+o295DLZJg/CS2JL3KxKAHQnOAy/eUA67/AIOjdH8KeH/+CaH7OOgeBLgXngfRbvTNK8H3YKutz4X03w/4PtNAuAyxW6uJtKhtZA6wQKQ24QRgiNQD4l/4Le5H/BsB/wAEfMd/hd+xhn8f2Spj/np/RgD+AmgAoAKACgD6c/Yn+Dkf7RH7ZH7J/wAA5xCbX41ftJfA/wCFV81ykz2kOneP/iX4Z8LajcXgt4LmYWVrY6pcXF68dvM0drFNII224oA/3XKACgAoAKACgAoA/jw/4PQ/2hYPh9/wTt+CP7Pun6xf2HiP9or9pDS9U1DTIFAsdd+GXwW8K614g8T29/KJ1fdY/ETxR8HNRtLb7NNDNJbyTyS28tnbpcAH+YtQAUAFAH99/wDwZEfs0TSah+23+2Hq2mXUdtaWvgL9mzwFrBT/AEG7ub2U/E74s6eHZebzTIbL4MXAEbEpBrDeaoEsRYA+1/8Ag8v/AG1NR+Dn7IvwF/ZD8Jamtrrv7T/xA1vxh47iikLSH4WfBq10uWPSr6EEeVb+IPiD4t8K6pYTSD99L4Gv44s+VNQB/mes5PA6fUn+gwP1+mcKARg45oAUknk/5/z/AJ60AJQA8Kzc9fzJ/Q/0/HqKAH7Qo+Yc+4x/Mn+nqRQARlRnI78c/p1H8jQB6z8CPgj8Rf2j/jH8N/gR8IvDGpeMfiX8V/Fuk+DPBnhvSoRLd6lrOsXAghBd3S3tLK1Tzb7VNSvZbbTtJ0y1u9S1K6tbCzuLmIA/1+/+CLH/AARy+D//AASR/Z3h8K6cdM8dftI/EWzsdT+Pnxo+xKs+r6oFW4h8BeC5J4UvdK+GvhOdjDplq4gvPEupJP4p1yCC5urDSdFAPQP+CqX/AAWG/ZT/AOCT/wALP+Ep+MurP4z+LviTSby++FX7PXhLU7GLx/4+kgeW1i1O9kuUuIPBngaLUI3ttS8aaxbTQg299beHtK8Ta1ZvorgH+an/AMFGP+Di7/goV/wUVs/FPgXxP4s0/wCCnwK8QPd2kfwS+D9xquh6Fc6JKXWKw8b+I3uj4i+Ic8lt5P8AaS67cx+G572I3uleFtDV1tkAPwUCHPPT6/1yMfkc+2KAGsMEj/P9f8+nSgByrlT69j/9bIzz7/nigD6y/Y//AG5v2qv2DPiVD8Vf2V/jN4z+E3ij9yuqwaDqkjeGfFVrbsXh07xp4QvRdeFvGWlxuTJHp3ibR9Vs4psTRQLOiSoAf6EP/BG7/g6++Fn7XPiXwt+zf+3xofhP9nr466/PaaJ4K+Muh3Uun/Av4m61O8dtZaN4ig1m9uLv4T+L9UleKOykvdU1TwNr1+Z44tV8IXVxo3h2/AP64/in8LPh38bvh34v+E3xY8IaL48+HPj3Rbvw94t8JeIbRb3StY0q8Ub4poyVkhuIJUiu9Pv7SW31DTNQt7XUtOura/tbe4iAP8l7/gvV/wAEUvF3/BK/43Xvizw3ql94v/Zj+L/iLUtQ+DXiq7tl+36PG7rcXnw68WzwIlt/wlXhZbiKNL6KOC28TaM9nrlpb2dzLq2j6MAfz2hQuSenuP65OefYZ6UAMUrk5HB6Zxx/n/63egBxjJOQOPof6f8A1v0JYAjORwe3+ffH5/nigBKAD+VACg4Of8/1/l+dAH0f+yV+0148/ZA/aL+EH7R/w4m2eLfhF8QPCnjrT7dpZIoNUXw5rVlql1ol6yAk6frdpbz6TqMTLLHPYXlxBJG8cjpQB/uKeHta+Hf7SHwS0PxFZR23i34S/Hr4V6ZrVpFdLmz8TfDv4o+EoL63juFjkINtrPhrXFWVY5TmK5YJIeGoA/w2f2rPgbrX7Mn7Tv7Q/wCzn4jnF3rfwK+NnxQ+EuoX6I6Q6pN8P/Gms+Fxq9qJEjZrLV4tMTU7GQogmtLuGVQFdaAPAaACgD9hv+CAXxtm+Af/AAWN/YC8Xx2z3sHiv48aJ8EryzW6vbRJYf2hdP1P4HQXMr2FxazSppGofECx1xLWWVrK7n0yG31G3vLCS4tJwD/ZyoAKACgAoAKAMTxL4c0Txh4c1/wj4l0+HV/DninRNV8OeINKuGlW31PRNbsJ9M1XT52gkhmWG9sbm4tpGhlilCSsY5EcK9AH+Cx8S/A2qfDD4jeP/hrrgI1r4eeNvFXgbWAUMZGqeE9dv9A1AGNiWQi7sJvkJJXoScZoA4mgD//W/wA/+gD/AFbf+DQP4Xy+AP8Agjp4d8VyWk1uvxv/AGjfjl8UIJpY3RL6LSbvw38Fjd27MAs0KTfCGaxMkWUE9nPESJIpBQB/UXQAUAFABQAUAfyz/wDB31+0Jb/CX/gkfrfwmhni/tj9qH43fCj4aratFMZx4c8D65/wu7W9Rt51jMEP2fVfhr4Y0udJJkmnt9ckSGOWEXRiAP8AKfoAKACgD+/j/gyL/ZikjvP22P2xda0i6j3ab8Pf2c/h1rZUraXEF7e33xI+LmnZaMiWeCbR/gxcr5Uw8mOdvOi/fQNQB9Rf8Hr/AMZLvRv2Rf2UvgHY3TpD8QvjhrvxO1+CGTYXtfhj4Uk8PaJBeBWVpLW8vfiXqN1DE2+FrvREnZBLawMoB/m0vt429fb/AOtx19vyzQBHQAUAFADlJB+Xr/k+2Onr+VADstIdvf8AE/0HT8vYYoAXYFHzfj2/Lrn+vt0oA/UT/gj7/wAE5/EP/BT/APbj+Fn7NVnd32jeAnuH8dfGrxRpyA3fhj4PeE7mzuPGF5Zysk0drq+tLcWPg/wzcz29xbQeKvEuhyXkMlmLgKAf7P3w+8AeCvhN4C8HfDL4deHdL8HfD/4eeF9D8G+DPC2jwi10nw74X8Nabb6TomkWERLGO107TrS3t4zI7yMse+aSSRndgD/MH/4OX/8Agupr37dfxh8SfsW/s3+Kbiw/Yy+C3i+bTPFGt6JfPHH+0j8TfC17Jb3niTUbm2kWO/8Ahb4Q1q3lg+HekK8um6/qFn/wse+kvpZvB9v4WAP5OpNjFSgwBz6/1/oPocBVAInYDAHXv3+v6+/GO+aAFjZTnfz9ePp9f1/qoAjMo4Tj/P4/z4685+YARWzw3P6fz/x/PNAEsYVWJYfKfb+uT+WBj34oA/bP/giH/wAFj/iv/wAEm/2krLU7f+1PGf7MfxW1vQ9I/aC+EkV0zi+0gTCyh+IPgu2nmjsbP4j+Dba4lu9LkY2tv4k05Lrwpq93aWt/a6nowB/sHeAvHfhD4peB/CPxI8A67Y+KfA3j3w1o3i7wl4i012ksNb8OeIdPg1TSNSti6rIIryxuoZfKmjSeIsYp4o5kdFAP8pX/AIOeP+CV+k/8E8f230+Jvwh0CLRP2aP2ul8R/EjwBo2nWot9H+H/AMQ9OvbNviv8NdNihVbay0Wx1PW9K8X+FLGGK1s9N8O+LrbwzpsDweF55mAP5pAit93/AD+B/wA96AD54zjufw/z+YHHbrQA192fm7/57/8A18/ooAygAoAKAFGM89P8/T+f5UAf6iX/AAZp/Hu5+I3/AATI+IHwV1S9M99+zp+0Z4x0zQrQyFhYeA/ijpGjfEHS0CMSY/tHju8+Jk5CgRsW3jMjS0AfjH/weofsleI9B/an/Z0/bJ0Pw+qeBviX8EV+D/jDWLG0fy1+Inwt8W+Idas7vXrtFaNNQ1rwV4+0LS9HW4MUl5p/gm7S1EqaXdNEAfxEUAFABQB/q4f8Giv7SGj/ABj/AOCRvg/4PpJEnij9lX4qfFH4aaxbgXjXFxoXjrxjrPxo8LazcTTK1oRN/wALB1rw7bW9pNvt7bwtG1zbQ+dBPdgH9RFABQAUAFABQB/Gh/wevfDC113/AIJ+fsxfFxI3l1X4cftbWPg0bLdXEHh/4ofCX4j6hqt1JdGVWgjXWvhv4VtPJWGQXMt7E7SRfZlWUA/zNqAPY/2dvjb4r/Zq+P3wS/aI8CpazeMvgV8Wfh58XvC9tfmYade678OvFmleLdN0/UxAyyy6XqF1pMVlqcCn/SLCe4gYMkrLQB/SN/wdd/s6/DnSf2sP2c/+ChHwMWxk+Cv/AAUw/Z88N/GbTNQsm8mPWvH/AIV8P+Dl13xHb6XHbww6ZZeKfhh42+C3iO4fe91q/izUvF+sX2by8mllAP5VqACgD/SG/YDyf+DQH9q7/s339sXH0Gman9Pf/wCvjFAHQf8ABKuSWH/g20/aDljd45E+D3jBo5EYo6kfD3w+QVdcMCD0IOR2xQB/m+6j4h11r67P9tat/wAfVx/zErzjMr8f6729fbsdwB9qf8E49c1qX9s34HJJrGqOh8VRAxvf3ToR5MvVWmIbn1H5ZoA/rM/4PTQreLv2Twx4Hg+c9M9dc8ZehU9vXv2wdwB/CCdqkAdz/nruPXtnnsRQA6REAG0jJx2/+vj17/QjFAAI0wCT/M/yYfzP6GgBJERVyp5/P/Pr0/LBoAaoOMMOP8k+nTrjPfHHFAEq4Uj0H+ff+f50AQyctnsf8T9P5flmgCOgAoAKACgAoAKACgAoAli4OT04/r/Lj/JoAe2Dn0JJoAay4Tjp/hz7+/f25xQAqIhXJPP+fQ9jxjj6n+EAayAZIPT27fi/B/769fagB8aIULE4YdB1z/L0/wD19KAFRVkBLHGMke/P6ce2O2R1oA/0K/8Ag0g/d/sM/tvMhIKaPIVI4II034nnIOTggjjr6jGMUAfwtftQa7rSftCfF9U1nVQB461sBV1G7AUC44AAkwB2wMYx75YA4H4YeINdHxG8Ag6zqpDeNfCwwdRuyGzrtgCMeaAc9Oo79cncAf6Fv/Bw+0j/APBGj9haRizu3gD4ZtIzElmLfDn4eFmZjuJYnJOeTkk5xigD56/4LgZH/BsB/wAEex2Pwt/YqJ/H9kWYj/OPyoA/gGoAKAP2V/4IFfsPaP8At+/8FR/2dPg3428Lw+LvhB4S1HVvjZ8btIvrVb7RLz4b/Cy0TWjoniSyaSL7X4e8ceNZfBnw41WAPhrfxlmRJYRJE4B+fH7YnjP4YfEb9rf9qP4gfBHwro/gX4MeN/2ifjT4t+EXgrw9oWl+F9C8I/C/xD8SPEureAPDOj+G9Dt7XRdA03QvCl3pOmWWjaTa22m6bb2sdnY28NtDHGgB+lX/AAbi/DiL4o/8Frf2CvD1wsRg0b4jeMviO7TrI0Ucvwl+EPxE+KFixMcUpSVtR8I2cVozhY/tstsryxK29QD/AGQKACgAoAKACgAoA/zTP+D1r9oW58bfts/su/s228ofRPgJ8A9a8fzIbe2R4/F/x68WpBrK/ao911cQf8Iv8JPAskUVyypbTS3bW1vH9pmuLoA/i6oAKAFALEKOSSAB6k8D9aAP9fP/AINiP2YZP2Y/+CO37OceraRdaN4y+PWp+Ov2jvGcF0Cv2mf4h68+l+AtRt0aKJ0t9Q+DXhP4Z3Kb9/mO8s8cjQSxKoB/Ff8A8Hfnxqufih/wVlufAy3bzaJ8APgV8NPhpYQLJmzXUtaTU/ilr13HHuKfbGu/H8OkX02xZH/sS2tnJSzioA/ldbGeOn+en+fpxigBtABQAUAPVmAOPx7Y/L6eh6ds5oAUBpMn0+p/wzn8/c9aAHbVUjPXOBn1+nb/AD7UAf6LH/Bnf/wS20jwZ8LvEf8AwVB+LXh6K58dfE6XxJ8NP2YodStFdvCvw30e+uNA+I/xH04Tq/kaz468SWOo+BdLv4kt72w8L+GfEcdvcT6V46uIqAP6jf8AgqN/wUH8Bf8ABMv9jb4oftR+MdMXxVrnh+wOifC/4erd/Yp/iF8TNXhnTw14ekuwrvp+iQSQza14q1WOOWbTfDWmapPZQXuqnTtOvQD/ABsv2t/2uPjX+3D+0F4+/aU/aG8VXHi34mfEPUBdandM0kemaTp9sGh0fw14c05neLRfDHh6x8rTdC0a1It7CxhjQNJM01xKAfNJA3lhwvT/AB5zjp/9fbjDAETPzxwPz/ov8vyz8wBKpjK/Ngn/AD2z6/5bOFAI2fnC8Afj/QdPqc+2KAFUhhg8n8vy/D0zjr3woBKmxEO7kjp2/wDiv0DH6ZoA/wBH3/g1b/4Ln69+0Vpml/8ABNf9rHxTPrHxh8C+FZ7j9mX4oa/fPc6t8TfAXhWxabU/hV4ovbp2uNR8ceAtCtn1Xwpq8rzXHiTwNpuqWWpvDqvhKK98TgH9On/BTr9gT4cf8FLP2Mvi7+yp8QltNPvPFeknW/hj40mt/Pufhx8XPD0U954C8bWhRGuRb2OqMdN8SWlo0M+teDtW8ReHxPDHqzyKAf4q/wAZ/hJ41+A3xX+I3wX+JGkzaF48+FvjPxD4C8Y6NcY87S/EvhbVLnR9ZsJGTKu1rqFpPDvjLRyBBJGzIyswB5l5efujn8x/n/PagBAXyV9OvX+Q7nPck/XnaARnOTnrQAlABQAUAKMYOc57f5//AF+3cqAf7Gf/AAbjfGW7+M//AAR2/Y+udVvDe638NPCetfBrUnMhfyLT4c+ItS0nwfZjOWQWnw+fwhAIzwuz5MRFBQB/Bt/wdp/s2XXwN/4K+/Ef4iW1jZ2Xhf8Aah+GPwr+Nmix6dbpb2sOp2fh3/hUfi+OcRIsZ1bUvFXwu1TxVqjEmeebxKl9Pl7zewB/MpQAUAdL4L8Waz4C8Y+E/HXhy6ksfEPgvxLoXizQb6F2jms9Z8Oapa6xpd1FImHjkt76zgmjdTuVkDLgigD/AHfPgT8Y/CP7QvwY+Fvxz8BXD3Pg34s+BPDPj7w7JIHEq6Z4m0q21OG3m3xxFprT7Q1rNIqCKSWF5IS0TI7gHq9ABQAUAFABQB/iff8ABaL4fr8Mf+Cs3/BRLwrHbx2lvJ+1z8a/Ftlawwx28Frp3xE8aan8QtOtra3iSOKG1gsPFNvFaxRoqR26xKoChdwB+ZFAH//X/wA/+gD/AGR/+Dczwcvgb/gil+wJoqR+UL34ZeL/ABiVxjLfEP4vfEXx+8n/AG2fxM0ue+/PegD9saACgAoAKACgD+Ej/g+J8V3Fn8JP+CePgdZCLTxF8Rf2h/Fc0WeHuPBnhn4T6RayEdzFH48u1B7ecfWgD/O+oAKACgD/AFd/+DQ3wBJ4O/4I6+FPEbxGMfFf9oL42ePYXK48+HTbzw/8L96k/eVZ/hxPFkZAeNx1DBQD+ZP/AIPL/wBoHVvGH/BRn4dfASC4H/CL/B39m/wDeT2YkZtvjHxz4n8d+JtTuimNsbT+GrjwfBtwzFbVZM4cLQB/Hpgjr/h/n/PrQAUAFABQAqnBB/z/AF/z6daAHq2G34OP89wB6Y6fnigBGJY55I9fXt/+r8vWgD/Sx/4M2f2Ern4Nfs0/Hf8AbO8a6fEvi39ojxPonw5+HcssJ+06f8Kvh1a/2vrN7YzlQVtvGPjjxCbLUostvm+HGmShIgN0oB+mH/By/wD8FEdW/wCCf3/BNvxUPh/qH2H40ftN+Io/gB8PLiC5a3v9A0XXdH1PVfid4ztjFsuIm0jwRp974esNQtZYrrSfE/jHwzqULE25FAH+RJPNJd3U91LzJcTyzyHrl5XaRueM/M3p+VADXYA4T2Hp/Q+3Bx+oNACKgA56/wCeO/58fh0YARApJz0B6+3bsf5fTFACyKo5X/DP4YHb2H45G4AcyLtGPvemAP6//E+uG/hAGxkZ2v0H+emOe3c5/wDQQCRGMEsc8RO+J0kU9PmQhv8AZxjHZc/T7zAH+ln/AMGgf/BSvxT+0b8GfjH+xJ8ULuO48Q/s52uh+PvhBdyXLTXd98LPE99LpPi7QvLfa0dp4L8Zy6PqFtIfNaX/AIWHJbbkg063RQD9M/8Ag5p/Yrh/bH/4JRfGq60jTobn4kfszXOnftLeALsxZnhtvAMN7a/E2xadFa4FjefCfWPGd61ou63udY0jQp7iMmyhmgAP8hba8UjoesbsjdvmU4I79xzx0654oAJCSQ3PB/zk4+vY9cc0ARu27GO3+fQY/M/hQAygAoAKAHKATz6f5/zz+uVAP7kv+DIv4yXOm/tGfts/s+mf/Q/GfwR8B/GCG1Lk/wCk/C7x6fBlxOiEkD938Y7eOV1AJ/cq+dqUAfst/wAHkegG+/4Ja+A/EEcXmS6F+1R4EtJXAyYbHW/h38VRM5PZGvdO06I4PLSJ1xQB/lq0AFABQB/oi/8ABjv4le6+EH/BQvweduzQviT+z54kXgbt3ivwx8U9MfJ6lceDE2gjAO8jO40Af3Z0AFABQAUAFAH82H/B2b4GPi3/AIIqfHXXxAko+GHxR/Z88ctIzxK1sNQ+LXhz4aefGJGVpHZviGtsUhDyiO4kcqIUldAD/JWoAKAP7Jv+CoXjcfHn/g1R/wCCMXxi1nTrZPEfgD45Rfs82N4yRyXlr4e+GXhP9pv4R29vHOMtFBq+lfATwnqVxAGXe1vZGVS8CFQD+NmgAoA/0iv2Ax/xyA/tWdef2ev2yD+Wl6r9Ow//AF9KAN7/AIJXPu/4Nsf2ggQBt+DfjFfqP+FeaAM9Ov559B/EAf5tN8oF9eKOQbq4yfT963+0f0P5daAPtr/gm/FGP20PgWQ4/wCRrizjJ/5YydjQB/qqf8FQf2H/APgmN+1zqPw8uf8AgoDJJHqHhnTGtfBXl+PPFPg4/YDdapM3yeHpEjuv9Ju9Q+ecM3G37qIKAPyNk/4Ijf8ABtQ+NuqahFz/AMs/jh8RD+fmJJ/X8etAFZ/+CHf/AAbYycr4l1uL08v43eMzj6eZpsmP1+g6KAUp/wDghr/wbbMAD448URDt5Xxp8Stj/vvw9J6e/wDPcAVJf+CE3/Bt6yhh8SPGcQPQx/GfVGPtxJ4PlP5ge/WgCs3/AAQh/wCDcWVdqfFnx9GP9j4xy5/OXwFKec+/f/doAoP/AMEFf+DctztHxr+JkR/2PjBaEfT5/hlKDx7L+OflAKr/APBAj/g3Rk4X4/fFSLrwvxg0EAf9/vhJJ0z3x+HzBQCA/wDBv1/wbtP9z9o/4sJ9fjF4Ox/4/wDB5T+v4DOWAIz/AMG+X/BvO3+r/aX+Jy/7/wAX/BZ/P/i1Mf8AIfhg0ARn/g3q/wCDfRv9X+0/8QVz08z4ueCT+f8AxbhP1K/zDADD/wAG8X/BAFvuftTeNV/3/ix4IP5/8URFj8j9eMUARn/g3b/4IHN/q/2rvFC/9dPit4GP558KxfyX691AIz/wbp/8EG2/1f7Wutr/ANdPil4FP/uGi/mf0NADD/wbmf8ABChv9X+17fr/ANdPif4DP/tnFj8Qf5UARn/g3E/4Iat9z9sVl/3/AIl+Aj/7UX/2X1xxhQBn/EN7/wAEQ34j/bNtV9n+JHgD/wCWcY/w/NqAGf8AENr/AMEUH4T9tTSR7P8AEX4f/kc+Ik6fTt1PRQAf/g2x/wCCLzLtj/bb8NpnoZPiF8Pm/DnxhH+OT+Kk/MAQH/g2k/4I1Op8v9uLwgv+0/j74eEDjv8A8V/F9f6CgCIf8Gz/APwR4cYj/bt8Bf8AA/Hnw6/LH/Czo8/n+eTuAE/4hk/+CREgPk/t2/D3nj/kcvh9L/6D8WI84+o/Dg0ACf8ABsN/wSff/U/t0/D1xyBjxF4Ic5z3K/GLkgcdP++eBQB+1n/BP3/gnr+zh/wTn/ZX/ad8Pfs4fFvRPjJoviPwN4n1fWb7Rb/SrmGyudK8OeMru1tZZtJ8TeKo4muW1C9RDJNEx8hyI22uqAH+UB+1FFF/w0N8YvmH/I9653P/AD8enA/X8qAPOvhkob4kfD/dgAeNvCpB6dNd0/6459u3Q4zQB/ohf8HDkhX/AIIy/sM7R97wD8Mh7AD4c/D/AK8ccdPT0agD58/4Lg8f8Gv/APwR9/7JZ+xN/wCPfshTH3/zxxnNAH8ANABQB/cX/wAGiHhXw98AvgP/AMFXf+Cknjnw4senfBL4N2Xg/wAJeOUxJeW2g+AfBnj39oD4+eF7SCWSK1K3dn4U+B2qTvcMN01rYokkSCYSgH8OrMzszOxZmJZmYkszE5LMTkkknJJOSeTnNAH9OH/Bov4Xj1//AILM/DjVXjDt4I+Bvx68URMRnyZLvwlF4LMgP8JMXi6SHPHEpHchgD/WHoAKACgAoAKACgD/ACLP+DqzxDc61/wXC/aw02eRpIvCPhj9nDw9ZKxJENtc/s3/AAq8VvGgPCqbzxPdzEDjfK7dWNAH87VABQBNb/8AHxB/12i/9DFAH+7p+yh8PJPhH+y1+zX8KZYTby/DL4BfB34fTQFdrQy+Dfh54d8Oyxsp5DJJpzKwPO4HPNAH+Mr/AMFX/wBoDU/2mP8Agov+2b8Vb+4+0WmsftI/GSw8MkOZBF4N0P4ga9ovg63DnIf7N4Y0/Srfcp2t5W5Qi7UUA/O+gAoAKACgB6sBn/P64OPy/KgByNsBByM+x/z/AJ9hQB6Z8E/hL4t+Pnxj+FnwQ8CQJc+Nvi78QfB/w28JW8ok8qbxH411+w8OaLHJ5atIIn1DUbcSFFZthJCluGAP90H9nT4G+Cv2ZPgJ8Gv2ePhzai08DfBP4Z+C/hj4YTykhmuNL8GaBY6FDqN8Iywl1TVjZvqmrXTvLNeaneXd3cSzTzSSsAf5pf8Awdaf8FNfGXx//bj8ffsdeGLmNfgn+zJFYeBIhBcuV1z4lz2lrqXxN1m4hC7UudM1ySLwKIi7okfg0XMaxSX1xuAP5Jo1Gct0/wA+n4dvzzQAjHcdq9PU/wD6h7dG59s/KAKVUL7/AOf5ntk/h1YAcioR83H4Z9c/wt6f/r/hAG4XeB2P8ufr+WOPegBZFAOU7enH8if/AGbPqMYoAchVh83X88f+O+nqvt2zQB698Afjl8Qf2ZvjP8N/jx8KdWl0L4hfCzxbovjTwlq0TMDaa3oN9BqFjJKgOJrdpYFju7SQtBe2rzWtwGgmdWAP9u/9ib9qDwt+2p+yT+zz+1X4Niis9F+Ofws8K+O5NIin+0/8I34g1CwSDxf4RluOk914P8W2ut+F72VSVku9InZWZSGYA/zkv+DvH9g6++B//BQKT9rHwpp0Vt8Of2q/A3hvxRrhgj8mCz+Lng23j8C+NbeGJE8oDVdG0rwT4svbjIkvNc8S6xNIC7PLKAfyPRMV69Prj+h//VnqCAwA0khyxzg9/f8Ax/LHUejAEZOST/n+Q/l+dACUAFABQBIqggk+v0/z+X55oA/0l/8Agyo/aG1Tx/8Asu/tgfADUp1eD4I/Fb4Y+NtIiMhLpY/GHwp4l0WXajAbUF18H3J27l3vzgspYA+UP+D4n4fWtvqv/BPH4q28J+26vp/7Q/w+1i42DAtfDtz8KPEfhyEydSWl8UeKpAhwF2krnc+0A/gToAKACgD/AGcf+Df7VbfWf+CNf/BP2+tpTOn/AAo+OymkPX7bpfi7xRpmooenMWoWdzFnvszznNAH7D0AFABQAUAFAH+QR/wdC6Ba+HP+C3n7adpY2KWNlqt/8C/FESRmVvPufEP7LvwMudZvC8ru2688QRavdPGpEcUkzrEEiKRIAfz/AFAH/9D/AD/6AP8AbQ/4I2+HP+EW/wCCTn/BN/TN0Lfaf2Kv2cfEWYN5T/ir/hZ4a8WYO9EPnL/be24ADILgSiOSVAsjgH6UUAFABQAUAFAH8A3/AAfOMwj/AOCXqZ+Vn/bVYj1ZF/ZLCn8A7du/agD+ACgAoAKAP9hn/g2V0waT/wAEOf2ErYDBm0H43ameMEnWP2mfjTq2T6ki9HJ7YoA/z8/+DpTxJN4h/wCC4v7ZNvJIz2vhmy/Z58N6epOfLht/2Zvg/qV3GOyqNX1XUmwMfeyfmOGAP58ySetACUAFABQBJGFJ+Y/5/Jv8+uMqAI55wOg/z/L8ulACoCSB/Dkfz6DkfXt9ezAH+1r/AMEV/Atv8PP+CUv7Buh20QiXUv2dPAvjmXAw0lx8SrST4hzyuerF5PFBKk5xHsUYRVFAH8Tn/B7D8etR8S/tn/sqfs3xXLyeH/hL+ztffFOWFZD5cXir4zeP/EOg6lDJFwDPH4d+Efha4WQ5xFf7FIzIKAP4sF27eOfy/HPQ/p+VAERBU/jx/nn8s/nQA5mbvx/n6tjr6jHvn5QBikg8DP8An2/z+dACsSTzx/n3/wA/lQA9S+OAT/h+fT8D/wDEgDMEkjv3/wA8Z+mfyoAmyAm0+v07Y9/5/nnNAH9Bf/BsH+0jq3wB/wCCwX7M+hwTMnhr473vi34I+LIRIUN3beMfB2uSeGYj0UrB4/03whflWDbxZ+WArsjqAf62nxF8FaV8Sfh/46+HWuxrLofj7wd4n8FazE6CRJdK8VaJfaFqMbxt8rq9pfTKyHhgcHrQB/greJtKvdD8Ra/ot/H5V9pGt6rpl/CDkRXmn39xaXUee4SaF1B4zt5A4LAGGpwcdj/n/PT9MMAOkCgjb/n8MDH5fnQBHQAUAFACgkcj/P8An/PSgD+q7/gzo8SS6H/wV3vtMikZF8Z/sofGnw3cqDgSw2viL4Z+MBG3A3AXHhSCUAk8xKeCBQB/Xd/wdpaImq/8EZ/ivqDIGbwv8XvglrkRI+49x4sbw0XB5wTF4ikTODw5HG7KgH+TFQAUAFAH95P/AAY6SufiH/wUTgyfLj8Gfs4y47B5tc+MCZ+pWD9KAP8AQvoAKACgAoAKAPwo/wCDmDSU1n/gh7+3hZyLuWHwx8HNWAIzh9B/aQ+DmuRN25STTlcHsVzz0oA/x3qACgD+wf8AaV0ODVP+DNf/AIJ8X8jFJPDX7ePjPW7cZYedNc/Er9uHw46ehUW+uSyYJC7ogfvAbgD+PigAoA/0i/2Am/45Af2q+P8Am3j9spfrnS9XGe3TOPwzzkigDb/4JXjP/Btj+0IPX4N+MP8A1Xmge49PUfjj5gD/ADab87Ly7HX/AEq456dJX9QxH5fngbQD7S/4JwEn9tD4F8/8zZF1PH+pk/z/APrFAH9aP/B6rqmsR/Er9j3R7XUtRi0y58E6xfS6VDdzx2FxqVv4i8Rw2V7LaJIsMl5bRyzxW9w6NLCk0qxsgdtwB1uk/wDBnX+1LNplg+r/APBVh9P1d7O2bULDS/hT8RtW0yzvWgje5trDVbn43aJcahZwSMYre9n0bTJLiMLI9hauXt0ALT/8GdP7UCsBB/wVevWGGLF/hF8QoeeNoXb8eJt2ecklMYGM5JoAyLv/AIM8v2uIZnWH/gqO89uvl4upfht8QIN25V3FoV+NVxKoSRmjyNxYLvC4O1QDp9P/AODO747nS3uNc/4K5+JdN1NIZXa0sPgJ4x1TS1dELIH1a8/af0adISV/ezf2NmFNziKXaFoA4+T/AINH/i/E7IP+Cx1qJEYo6S/C7xPE6MPvKyf8NKSlWHcEBh3POKAIj/waPfGs/wCq/wCCw2nP6Z+Gnisf+g/tEP8AyP14oAYf+DRv49t/qv8Agr1pcnpn4d+Mlz/3z8eXx+AP14oAYf8Ag0W/aNP+q/4K3aRJ6Z8AeOV/9B+Nsn9fx60ARH/g0S/aeP8Aqf8AgrFocnpnwP8AEBc/98/GGXH5fl/EARn/AINDv2sD/qv+Cqvh+T6+DviOv/oPxSk/mfxoAiP/AAaFfthn/U/8FSPDUnpnwt8T1z/3z8RJcf5HOA1AETf8Gg37bGf3P/BTrwrJ6bvDvxXTPXHC+NJuvsePf+IAhf8A4NBf26wMx/8ABSzwa/pv0b4vID6cr4jm7d/58FgCq/8AwaD/ALfQz5f/AAUj8Bv6b7L4yR/nt1OXHHsf50AU3/4NC/8AgoSP9X/wUa+G7/75+Ncf/oLy/wCfTqwBWb/g0O/4KKD7v/BRL4YMPU3XxuX+UTf59edoBEf+DQ//AIKN87f+Ch3wrJ7Z1D44DP1IszjnPY+vGflAIz/waIf8FIP4f+ChfwnJ/wBrVfjmB+mmN/X+tADG/wCDRP8A4KUDhf8AgoT8ISPfWvjqv/uFYd/X2Oc/KARH/g0U/wCClo+7/wAFBPg6T7+IPjuv8vDp/wA+uCGAEP8AwaJf8FOHAZf2/vgw4PdvEvx4T/3WX/kOnQ8UAeIftJf8GvP/AAUs/Zs/Z5+PP7RGu/twfB/xLoHwE+EnxD+MmueHdG8a/He11vX/AA18MvCWq+N/EunaLLe+DI7FdfudD0PU00S2up4dPvdUFjaX+p6Va3M+oWQB+g//AAaO+KvEvif9hf8A4KcaVr+u6xrcOnXNkuljVtUvdS+wx6l8LPHV1fQWaXkswtYp76ea+mWEhbi8u7ieRDKzvKAfw2ftQkj9ob4w8njx3rff/p49KAOC+GZ3/Eb4f/w/8Vt4VGc46a7YHrgfTp+dAH+iF/wcNgD/AIIxfsM+3gH4ZD/zHHgH368e/wBRj5gDwH/guLx/wa//APBHwevwr/Yg/X9j2Y/56fphgD/P+oAKAP7u/wDgjtq0Hgn/AINNf+CvPiFVYza148/ay0SRi5TDeMf2Z/2ePh0gVoyjeWsWsMfKdnV3eUMrJIUoA/hEoA/rc/4MxdDfVv8Agq98StQVoAvhj9iX4va26yM4kZbj4t/s++GwIAqMDLv8QIxEhjQwJcESb0SOUA/1HKACgAoAKACgAoA/xrf+DibxTeeMP+C0/wC39q19PJczWfxY0DwskksjSMtn4G+F/gLwVp8AZixEdrYeH7e2ijztiihSJQqoFUA/FmgAoA6zwFpA8QeOvBegkbhrfizw5pBX+8NS1izsyPx8/FAH+9/qN9Dpen3+pXJIt9Osrq+nI6iG0gkuJSM8ZCRt1oA/wLNe1m88Q65rPiHUpGl1LXdW1LWb+QncXvdTvJr26ck8kvNO7ZJzzk44oAx6ACgAoAKAJkCbSSeR/n049ev54xQBETkk/l9P8/55oA/c7/g2y+Gdr8VP+C1v7DWi6lbrcWHhzxl4++Jc3mKGS3u/hZ8H/iF8QdBuSDn508TeHNFWFgpK3DxPlQu9QD/X6+IXjLTfhz4B8cfELWQzaR4E8IeJfGWqqrBGbTfC+i3ut3wVyGCMbWxlAYqwU8kHBFAH+Et8efjL4p/aE+MPxC+NHjif7R4s+JPivW/GHiGcMSJtY1/UrrVNQlyxZsSXd1MwySRu5Y53sAeTMAVwOv4Y/Dp2/wAngUARLuDcDn/PuPwOfzoAGZjwePUf5/xb1zQAKWHQZH4/0/z+tACc575z+NAEn7wr049emP1PP4DH40AMVSTnsD/nuPz5+lAEshUgZ7ADrzn8hx+fsaAP9Sf/AIM4fjrqPxO/4JYeKvhbq9w8s/7O37S3xC8F6BAzl1t/BvjbQPB/xSstoPMXneMfF3j1miUbPlEoYtK6qAcL/wAHnPgy2v8A/gnf8FPiC0Ktd+F/2jLLwdDPtG+K28deCPEus3UYbqEll+HlozDhS0SZ5ADAH+YawYdeg4H+ef5/nigB8ZB+Vug/H+h9vX04xmgBjABiB0/z/n659qAG0AFABQAoOOOcHr/nt/X8KAP7kP8AgyC8Ty2n7R37d/gxJWFtr/wS+E3ieWLPyvN4R8d+ItKgkI+UExJ42uFBIyPNYDG75gD9E/8Ag9u8KR3n7En7H3jkxgy+Hf2qNU8JpLjlI/Gfwk8YaxLGD1AlbwFCxHfyRnoKAP8ANboAKACgD/YP/wCDY/XrfXf+CIP7ESxTma40TSvjNoN+pjlT7PcWP7QvxYktoA8kaJMBpdxp0okgaWJfN8kyCeKaKIA/emgAoAKACgAoA/yVP+DsuzS2/wCC1fx4mTAbUPhn+z7eS4AyXT4Q+FtPDE9TmOxjUZzgLx1woB/NlQB//9H/AD/6AP8Ab6/4JP8A/KLP/gmp/wBmA/sb/wDrO3w5oA+/qACgAoAKACgD+AT/AIPnOn/BLv6/tsf++kUAfwBUAFABQB/sa/8ABttIkv8AwRI/YJaMgqPAnxIjOP78Xx2+KkUg7ciRGB9xznk0Af503/BzLFJD/wAFwv27o5AQ3/CR/Bebn/nnc/s1/Bm4hP0aKRGHPIIwFwNwB+EdABQAUAFACgE8D/P+f89aAEoAlRsAeucY9cn6f4/UZoA/3Av+CWd3Be/8Ezf+Cek1uVaNP2Jf2WrVyuMC4sfgl4JsrtTjjct1bzK/feCDyKAP86j/AIPGdKv9P/4K7afeXiSLb67+yf8ABfVNKZwQslhD4k+JuiSPETwUGqaPqUZIGPNjkHJBoA/lSVTkHpj/AD/k8+nuoA92BKj025/D14H8+B68UAPl2kDn8u3oO/5cfoDQBApAOT6f59f5fnQAhJJ/z/gP5fnigCaKTB+n64/Dt9TkelACowMhP69fX/d6Ej69eOlADJFy2QOPy70Afqj/AMEONKv9Y/4K+f8ABOy005JHuYP2qPhdqsixglhYaHrSa1qrnHPlx6XYXkkh5HlqxbC5NAH+1FQB/gvfHDUbTU/jT8YdSsGV7HUfil8QL+yZCNj2l54s1e5tmXaCNhhlQrgFSCMY42gHlFACkEdf8/j3oASgAoAKACgD+n3/AINDoZZP+CyXgl0BKW/wA+O80xHQRnQtMtwT7edPEv1Ye1AH9o3/AAdayxx/8EUv2jUc4afxv8B4oh6yD4veFJiB7+VDIfoPrQB/keUAFABQB/eP/wAGORx8Rv8AgowvdvBX7NBH/ANd+NQP5b179++aAP8AQxoAKACgAoAKAPxJ/wCDjnA/4In/ALfOcf8AJN/BXX1Pxl+GwHpyTgD3x1xigD/G9oAKAP7G/wBo2/g03/gzN/YGtryRIJfEH7bni+y0pJW2tezQ/GX9tfUZEtwfvulvompSMoxiO1nY/dwwB/HJQAUAf6RX7A3H/Bn9+1SfX9nn9sf9bHWB7/59ODQBtf8ABK3/AJVsf2hf+yN+M/8A1Xmg0Af5s96T9svF9bq4Ayen71u2O3H8S0Afa/8AwTgQ/wDDaXwKH/U2wc4/6ZSdsn8s+/FAH9aX/B6Dg/G/9ifcAVHhC8yD0Ibxd4hyDnjBC4Oc59sfMAf3+aQ8dzpel3QURiaws51jOMxiW2jYJ17K+08D/wCKAOb+JnxL+H3wc8BeKvih8U/F2geAvh94H0TUPEXivxb4n1O10fRND0bS7aW8vr6/v7yWGCGKG3hkfBcM23agZiAwB/n5f8FLP+DwH4y+KNZ8Z/Cj/gnP4Q8O/DjwYrz6PZftFePNGi8U/EDUIlllWTV/A/grWYX8H+HpJUS3+y33ivS/Fvlxz38UOkLPFpuuoAfydfGf9v39t79ojxK3i741/tZftBfETXBJdSWkmvfFXxi2m6Ot7Ikt1beHdAtNWtdA8NWE0kaMdN8P6ZpmnrsjC2oCptAM7wh8TP2xfFNojeD/ABR8bfE1hbkxG+sJ/Eus26P98xz6q8dyrTHPCT3jSMuFX5QooA2/EPj79tPwvp7aj4j8QfGXQ7Fd2671KTVrS3XaMtmWZFUYyCemMjg5zQB5j/w09+0GBj/hb/jv6/27dD+Un+R9TQBp6R+0H+01r95Hp2i/FD4j6pfzHEVnY6vfXFxJyB8kSFmblgOPXtnNAHu9voX/AAUmu4Irm28PftOXEE8aTQTQeHPGE0U0Uiho5YpI7EpLHIrKyOhKsrAgsDuoAlXw1/wUwbOPCv7UZ+nhfxmc/lpvH6/qSoBInhX/AIKZMD/xSX7U3Hp4V8af/K0/09cnIFAC/wDCJ/8ABTU/d8H/ALVDY9PCnjb9f+Jcf5/lQA4eEf8Agp0uCvg79qsHplfCXjgEe2Rpn9fzzQBOfDX/AAVCt42l/wCEV/ayijjRpHceF/HkaoiKWZ2b+zsBVUFi3ygAE9BmgD5+vv2of2p9Gu5bHUPjR8U9PvbdjHPa3HiTVbeeB+6SRNMrI3qCDigBF/a7/ahAAT49fFNDx93xdqwOfwuB35+vcYNAHYeFv2lv22fF9zLYeDvi38ePEt1bRrLcQaBr/ijVHtoWbYs1yLGWUW0LSYQSz+VGXIG8EgUAegp8T/8AgpOpynjb9p2Nf9nWPF4H47ZuOee2McA5+UA7r4Rf8FU/+Cp37HnjKHU/AH7XX7Q/gfUbe8uL+fwX4w8T3/jL4f397PaQabd3mq/Cn4iReJPh7qN9LZW1ratqV54Zl1KFLe1kt7yGe1tpIgD+uD/gmd/wd3t8WfiH4I+Cv7fvwm8E+AL3xbq+m+HrH4+/Ce71TSfB1pf3011b2c/jLwF4nvtfuNLhuJ30m3u9W0nxa9gkj6jfJo9nCtppjAH9xvh/xBofifR9O1zw7quna5omqWyXWnatpd1DeWF5A3AlgubdnikAbKsEbKOrRuqOpVQD4u/4KfQwv/wTc/4KCiRFkLfsP/tZhSQDgn4AfESM+2fKkkQ9cq2GBAxQB/Iz/wAGeq+b+x9/wUwtuv2i/wBIXHrj4X+Jk/8Aa2On55oA/iF/ah/5OG+MP/Y965/6UUAeffDRj/wsb4fgcY8beFeh/wCo7Yew/mc+2KAP9EL/AIOHc/8ADl/9hjk/8iH8Ms/j8OfAPWgDwr/guOv/ABy/f8Efvb4V/sNH/vr9jqc/54/LFAH+f1QAoVmOFBY4ZsAEnaqlmPGeFVSzHoFBJwATQB/aX/wT41q4T/gz2/4KvLaE20un/tX6tozyhz+/ttVi/YYa8GBtKia01iezKksGAJOQxSgD+NiLwX4xn8H33xDg8J+JZvAGl+JdK8Gal45i0LVJPB+neMNd0vWNb0TwpfeJktTotp4l1jRfD3iDV9K0K4vU1TUNL0PWNQtLWW00y9lgAP6x/wDgy41W203/AIKqfGG1uBKZfEH7C3xa0ixMYQoLq3+OH7NWuyGYs6Msf2LSLsAxiV/OMS+WI2kliAP9QygAoAKACgAoAKAP8X3/AIL3RvF/wWO/4KFq4Kk/tEeI5AD/AHJtN0iWM/Ro3Vh7EetAH5E0AFAHqnwLZE+NvwdeQgRp8VPh60hPQIvi3SC5PTgKDnn8qAP93P4iJJL8P/HMcIJlk8HeJkiC/eMj6LeqgGOcliAMd6AP8DpuTnsen4fl/wDW9+tADaACgAoAKAFAJ5A/z/X+lACUAf0af8GpmqWdj/wW6/Zftbh0WbWfBn7RenWAYjL3cf7P/wARdWZEyOX+xaXeNgYO1G4ILbQD/U2/bE0e/wDEX7I37U/h/SUkk1TXf2cfjfo+mxxAmWS/1P4ZeJ7KzSML8xka4njVAvJYjHNAH+Euw+Ygf57+/wDn06UASRgryfUH8vz/AJce/SgByspkz2/Ajr/wHpxjt346UANl254PP8/5/wA/YZxmgBithT65+n64b+X55+UAbk5z360AWFkGw56/Xp/46M+3I9OcfMAEZG1s9T/PP4ZwD6enTBoAhKnJOO5PX+lAH+kn/wAGRuj38H7G37ZniCRHGl6n+014b0ezkIPlvf6F8LNBvdSRD90vHb+ItKaQA5CyxZwCtAH1D/weQ3sEH/BJ7whaPg3F9+118LVt043AW/w3+M800oB52oNkTEDgzoDgNQB/lmM+VA/yO/p1z9OnQ8bQBgBPA/z/AJ/z1oASgAoAKACgAoA/tX/4MkI5D+2z+2HIAfLT9lnSUf0Eknxa8ItGD2yVilx7A470Afsn/wAHrcsQ/wCCZH7O0DEefJ+3d4AljH8XlQ/s/ftJJMR7B57fd7laAP8AMVoAKACgD/Xh/wCDWW2uYP8AgiT+yi9xbzQx3es/HS5s5JYpI0u7b/hefxBtzcWzuirPCLq3ubZpYi8a3FvPAXEsMiKAf0L0AFABQAUAFAH+S3/wdoypL/wWn+N6qQTb/Cz9n+3kA6iT/hVXh+55+sdzGe3H4FgD+augD//S/wA/+gD/AGy/+CM/iY+Lf+CTP/BODVSsCm1/Yv8A2ePDOLcOI/8Aii/hl4d8HBm3vI3nsNB3XJBVDcmUxxwxlIlAP0toAKACgAoAKAP4Fv8Ag+X0+WTR/wDgmTqgUmGz1P8AbD0+R8cLLqVr+zDcQqT0BdNJnIGedhxnBoA/z8KACgAoA/19v+DXTxLa+If+CHn7GMEM4mu/DMvx+8NaogIJtrq1/aU+L2o2kDdwTouqaTPg4IWcYyuDQB/CT/wdfeC5/Cv/AAWz/aM1t4jHH8Sfh/8As8+NLYlcLLDZfBLwV8PXmTjDKbvwJdRsenmRuDuOSoB/OCy7ce/tj/2Zv8+uflAG0AFABQA5W2nP+f5N/L8/4QBzDcMjt26n/wBl/wDQefbqwAAbSCTzlSB+P/Avz4+nagD/AGV/+Dfb4xaP8ZP+CSn7I9zp2qW+pX/w58F3Hwl8RJbyiU6bqfgfUbi30zTrjktHOnhG88M3bROFKx3kZAaNo3oA/mY/4Pc/2YboX37Fv7Zmlaa8lo9n4w/Zm8c6uIzss57We++KXwt095AME6gt98X50WRl8v8As4+Wspmk8oA/gSViVPH1HqR74X+X5Z+YAiwQRnuetADzGOxOfpn8/mX+v1OMsAMC5z2x+P8A7Mvp/wDqx8wAMuOc/pj/ANmb+X55+UAeI+Oc/XHB+nJ/n+VADMc4Xn3/AM+n60AThtqe/wD9YeoOST7j8aAP6sv+DQb9lqD43/8ABTofHDU9PkudE/ZP+Gniz4gpdSRl7BPF3jfSb/4XeFrCdsbRfPbeLPEPiHS0YL+88LT3CsWtgrAH+ln+158aNP8A2c/2V/2i/jxqd7HYQfCT4LfEnx7BPLIse/VPDnhLVdQ0WyhZyqm71HWIbDT7KMsvm3l1BECC4NAH+E9fN517ePu3Frqdgeu4GVznORnOc5+br3xmgCsBt+Y/gP8AJPP/AAHj3x8wA1mLfh+P9F9PT8v4gBtABQAUAKACeTj/AD/n/JoA/ri/4MxvBk/iL/gql8TvE7RE2Xw//Y1+KGqm525RdS1z4n/BXwvZW2cfJLcWOq6xNHzho7OccHAoA/qW/wCDu7xGmif8Ee/Emls4X/hMf2gvg54cUE48xrWPxZ4u2D1IXws0mOfuZ7ZUA/yhqACgAoA/v5/4McvCcjS/8FGfHRnKQwJ+zP4TjtvIytzJdt8bNYmnFz5o8s2S2cEZgEEnnDUBIZYfICTgH9/9ABQAUAFABQB+Ef8Awczasui/8EOv277xiQJvDvwU0nj+9r/7S/wY0JB36tqQB9jzjk0Af48dAH64/sI/sD/Dz9rT9gX/AIK1/HqW78VXH7QH7Efww/Zz+K/wa8MaR4g0vTPDGpeBtc+InjBv2jvEXi/RrnRL7VdfHhD4XeDzd6ANN1rRLfT9T1AyajHqhubGK1AP6Gv+C0n7O/xx8N/8E1f+Dev/AII+fBH4Tap4m+OnxT8Nz/ErxJ8JdCaybxHbfHHS/h54TbX7a8kluYNG0rRovGX7QPxu1bxV4v1vVNN8M+G9L8N6x4k1/VdP0LTtV1KyAP5e/wDgpj+xH4I/4J5/tKD9lzw7+094H/aj8feB/h54Sm/aG1j4b+E9Y8PeDPhB+0FfzawPH3wE0bXtW1XUv+FkD4eWttoM1946tbbwzM2pa9d+EfE3grwX448JeK/DGlgH58UAf6RX7BXH/Bn7+1MfX9nr9sX8c22sD/61AG1/wSt/5Vsf2hf+yN+M/wD1Xmg0Af5s15/x/Xf/AF9z/wDo56APuL/gm2R/w2r8BwRnPi+3/wDRb/gf0P8AJgD+sX/g9FO340/sXt3Twbdn/wAuzxOR6f3Tjn16YoA/v80J7abSNJntJVlsn0uwltZUZTHJbPaxNBKrK7oyNDtZSrOpBBDkYNAH+Xx/wct/8FpNW/br+PWtfsl/AbxRf2v7I/wA8VajomqXWm3b21j8c/inoF61jrHi6/8As8pXVfBHhjU7ObT/AABbTtJZ3zwT+MfKaW90hrAA/FX/AIJ2/wDBOH9pr/gpn8edL+CH7OXgyTUEgksr74i/EnW0vLH4cfCfwpcXBim8SeOPEcNldJZ+YsVymh6FZQXviPxLeW8tpoWlXzwXTWoB/pwf8E9v+DdP/gm5+wb4Y0S71H4Q+Gf2ovjlDbWc2v8Axv8A2g/C2ieM5hrUS6bcTXPw8+HOspq/gf4ZafaarYy3fh640uw1Tx9ptnezaXq/xE8Sxf6QwB+4dr4T8K2IgWx8M+H7NbaKGG3Fro2m24t4beMw28UAhtkEUUETNFDHHtWKNiiAKSrAHGfE34GfBP41eG5/B3xk+D3wt+LXhG6ZGufCvxM+H3hPx34cuGicPG0+ieKdJ1XTJWjdVdDJasVZVYYIBUA/m1/4KB/8GnH/AAT5/aot9f8AGf7MI1D9iH4zahPe6pEfh/ZSeKvgHreqX+p2V7dx658FdU1Oyj8J2S2FveaP4fsvg74o+G/hjwy2pnVbrwd4oWwt9IlAP5Kf2J/2V/EP/BGX/gt9+y78O/8Agp/4d8M/D74dx+NpZNO+L02pWuqfBTWbS7i1Ww+GHxe0HxprllpumJ8PLT4nWXhU+L9V8W2fhfVvhxoM+o61420zwpeaPcW8AB/q6QzRXUEFxaTwzW08Uc0E8DpNBPbyoHilgljLRyRSRsrxSRsyOjBlJUg0Aflt/wAFMv8Agr9+yp/wSitPhDeftOab8V9Si+Ndx4ytvB//AArDwponid4pPAsfhyXWjrK6x4q8MfY1ZfFGm/YjAbwzFbkSeV5SlwD8pE/4PDf+CTzA58N/tag+g+EngZv1PxcT+X9KAFP/AAeGf8EnR/zLf7XH/ho/A3/z3j/L86AP2g/4Jx/8FMP2dP8AgqN8IvFnxq/ZrsviPYeD/Bvju5+Herw/Ezw3pPhnWm1+10XSddlktLPR/Efia3m082Ws2ipcPewzGdZ4zbKiJJKAfoMxP3epPXnp7dP1yOP/AB4A/wAen/g4F1H4TeN/+CzH7Z1t+zlp/h298Jx/EfwZ4Gh0v4c+HP7M029+LHh74c+BvCfxesNP0XT9OshfeI5vjXYeN7PXb2wsZ/8AhJPFZ1TWLe71U6omoXYB/Rv/AMEbv+DTfR9U8O+FP2jv+Cp+nawt5qqx674P/Y50fWb7QZLHS7i0/wCJZe/tCeJ9EltddtNZnef+1o/hZ4L1jSbnQvsejReO/FNze3niz4Z6QAf3J/Cr4N/CL4FeD7T4e/BL4WfDr4P+ArC6vL6y8FfC/wAFeG/AXhO1vtRl8/UL6Dw94W03StJivb+f9/fXa2v2i8n/AH1xLJIS7AHW6v4a8OeIBCNe0DRNbFusqW41fSrHUhAs+wTrCLyCcRrMIovNEe0SeWm/OxaAPyj/AG0P+CFP/BMD9uqxmm+Ln7Mvhjwh45j0bxJpehfFX4Gz3Hwa8daBfeJltjceJpYvBZsfBHjzX9MubO3vdEb4teC/iHpGnz/ao10mSz1HVLa9AP8APU/4LKf8G9P7S/8AwS61fWfix4DbWP2hP2L7/XoLXQ/i9pGkH/hMPhiut3Cw6H4a+O/hrS4potDuft8yeG9O+JWjIPAPi/VG0b7RF4D8T+LdH+H0QB+iX/BtB/wXS179n34heFP2Cf2oNfudZ+DPxN8R6foHwe+IOvarM998LfFmohNP0zwjqtxfO0dz4O1i6Flp+kyzSRXfh2bydNilu9HGk6bpQB/db/wU2h/41s/8FAZNwbd+xL+1ZjkH/WfAbx8O+CRhjyQmR2HNAH8jP/BnL+8/Zc/4KL23/PfU9L49cfDvUY//AGt69+9AH8Qv7Uqbf2hvjCc/e8d64ex/5eD9PT0/E8UAecfDT/ko3gD/ALHbwr/6fbCgD/RE/wCDhzn/AIIvfsMH08CfDEf+Y58B/T09D9aAPD/+C5Qx/wAGvv8AwR+/7JT+wr+v7G0xoA/z9aAP1X/4IxftzfDr/gn/APt4eAvi/wDG7wRpXxB/Z78deF/GnwD/AGh/D+p6KNfmj+DPxg0xPD3i3XNM0o2t/wD2nP4dZdP1rVdBXT7ybxf4WsvEPgu3W1ufEcOo2gB/Z9oP/BKH4w/CP/glb/wWM/4J1fsi6c/7Qnwb/aP8bfs6ftZ/8E+/iRpGsaPJoHxb+Gf7QXiL4cJH4R/4WBeahD4O1HxL8MtH+ANhHr/iE63baRq3hXWfBXxNuV8OaV49tdN08A/I3/gu98ZfhD/wTA/YZ+Cf/BvZ+yVqOh6xrFhpPgr40/8ABRT4qab4Y8K2d58TPiVqNzoPj7w1oWtSGbV/EWneJ/EvifRPC3xPvYdSePxL4I+EHhb9nP4c6L488S+DZ/Emh24B80/8GgfiRdF/4LEeHNKeQJ/wl37Ofx08PwocDzJYLTwx4rdB0LHyvCjSY5wIiQBhjQB/q10AFABQAUAFABQB/jt/8HLfhC28E/8ABb79u/SLSZp4L/xV8I/F5kaIQ4ufHv7PHwi8b38IQSS7lttQ8QXVssu4GcQ+cY4jIYogD8K6ACgDe8K6q+heKPDetx5Emja9o+qoV6h9P1C2u1x77oRj3oA/3zwbPVLEMjRXmn6jaAq6MJILqzu4chkdSVeKeCTKspIZGyCcg0Af4IXj3wpeeBvHXjTwNfq63vg3xb4j8K3okXEi3fh7WLzSblXX5drrPaOGHUEHpyKAOQIwSP8AP8z/AD/KgBKACgAoAer7cjsff/7E+n/1h1oACuTkcgn8v15/8d9O+aAP1N/4Ik/HCx/Zz/4KwfsJ/FXVL6PTdF0749+GfCfiLUppBDBpvhr4nwX3wu8S6jcysQFtrHQfGWo3VyCfmghkXncKAP8AajngguoJrW5hiuLa5ikguIJo1lhngmQxywyxOCkkUkbMkkbgq6MVYEEigD/D+/4Ka/ssr+xT+3d+0v8Asy29pcWmmfCr4na/ovh1Lrf5tx4PvLltX8E6nmTdI0WseEL/AETVrdnBd7e9idmBYrQB8KMSygAfT+eeg9P68ZwoBEoycHI/z/npn6HpQA5kwMg9OvH8juP8vyzQAgTIzn9P/sx/L86AE2/MBnr7f/Ze3qP0+YAeYwBkkj6j9f8AOf6qAMUHOR0zz/h70ATu+AB2wAfr/wB8np7bs+1AH+u3/wAGvP7L15+zJ/wR6+ANzrWmvpXin9o3WfF37TviC1liaOR7T4kTafpPw+vizBWlTVvhJ4Q+H2rxsVUKl+Ik3pGskoB+VP8AwekfGPRLP9m39nH4DR6rbf2/qvjLXfinqGjeapu007TbaHwr4d1BoAS32e5nv/FsEcrBVL2MqIWIcIAf5ue0kZHPr9frn+nvntQA8EIPVvbj/wCLx1/zwKAIycnP+f6fy/KgBKACgAoAcMYznBHSgD+63/gx68IT33xn/wCCg3xA8omDw38MfgJ4OebHyrN428VfEnWo4t2FGXTwBK5HomTjALAH2t/we7+MVsv2Tf2Jvh+ZQH8TftEeOPGKw55kXwN8NpdEeQDuIj8REUnt5wH8VAH+b1QAUAFAH+xn/wAG2mjS6D/wRH/YKsZkMbz+BviVrIVhgmLxH8efir4ht37cSQapHIp7q4POc0AfuLQAUAFABQAUAf5Df/B03ry61/wXC/bEto5Yp4PD1j+zxoUUsMkcqbo/2YPgxqd5CXjZsSWuoand208LENBcRSxuiSiRWAP566AP/9P/AD/6AP8AY7/4NvvF58cf8ES/2CNaLM32L4feP/CGWyCB8Pfjd8T/AACFGcHag8NbE7FFUrlSDQB+3tABQAUAFABQB/E7/wAHtvga91b9j79jn4hW+jX11aeCv2hvFvh7UNditpX0/SI/HHw+kuLewvbpYzDb3Gs3Pg9JLKKWVHuV0q7MSSCCRkAP82mgAoAKAP8AUi/4M1/ibp3iv/glt47+Hn9r2lzrnwr/AGovH0E+jJcxyX2leHPGXg/wB4h0S7ubQOZre01XXB4xSymeNIbmbTb9YXkktrhYgD8cf+D1v9niw0P9on9lz9qC2i8m6+IvwcvfhHflQRHd3fwr8Za14h+1ucYe5GnfFLTbOQk8W9naDA25YA/htYk9RigBtABQAUAPjGW/zx/jQA9APM/D9fT3zQAsq5OV7f5wOR0+h9OMUAf3R/8ABlv+2+/hj4t/tFfsHeNvELDSfivomm/G74N2V/d7YofHvgWzbRfiNoOlwu26bUfFHgNtD8QGNECw6d8ML9y26RAwB/ab/wAFQf2EfBn/AAUg/Ym+M/7K3ixLK21Lxbo8GvfDbxDeK23wj8VvCU39s+BNf86NJJ7aybVYP7E8QvbI1zceFda16xiBN2doB/infFj4Z+Nfgn8UfiF8IfiP4b1Twh4++GfjTxH4H8YeFtag+zaroPiLwxq11pGq6Zew/Opltrq0kQSxSyQTptnt5ZoJI5HAOBY+YORj07n+a46+p/OgCMMUyP8A639G4+hP65oAEcg5wTznp6/5/D8aAFkct2Iz68dP8+v55oAGcuoUD/P1H9Qv86AHKNnI5Pft2+rf0/XKgE9pEb29tbXBzc3MMIAGWJkkVQoULnJLYABYnsMmgD/X5/4N4/8Agl/o/wDwTf8A2J7PUNe0CbSPjz+0yPC/xQ+Ly6jA8GsaFp9ro0sfw9+H99FKqT20vhbTNY1fVtSsbmKO607xN4s8Q6bNvWzhKgH50/8AB4t+3PF8EP2GvAX7G/hHXPsvxD/a48a2mp+LrSzudt7YfA/4S6jp3iXVnuvJP2iyHin4jDwLpmnNKY7fWNK0XxpYDz0tryNAD/MTjGW3MTnPOf1yc9Tn0989qAHSgblwe+Mdv5D0/wD1dFAGSAZHPPf/AD7dOv50AR0AFABQAUAf6BH/AAZB/BFVs/27P2jry1IeR/hF8FvDt7tOGVT4r8beM7QOQFBi2+Apiqli3nAuE2oXAPt//g88+JPhzR/+Cf3wM+Fd5rVhb+JvG/7QkfjLRtBkuol1LUdM8A+BvEuj6vqVvZl/Pks9NuPiDpVvc3KxmKGbUrWJ3V50VgD/ADGKACgAoA/0kP8AgyS8FarpH7JH7ZHji70l7bTPGfx68EaXpGsPsA1UeEPBF6L+2jTf5pi0u418fvmjWF5r6aKKR5ILhIgD+2igAoAKACgAoA/mf/4O2/HJ8J/8EXfi9oAuXgHxO+MXwB8DGJZGQXo0/wCIdh8Svs0iggTIh+HovBGwZQ9okoAaJWUA/wAmegD+mL/g1Xvfhf4z/wCChPxo/ZH+MUmtT+CP28/2Ev2mv2VptE0m4uraPV59c0/wv8RfEIuLiDMenXVv8LPhz8S00rWZI2lsb66SC2ZZL4q4B/Tn/wAHEH/BVz4Df8E4Pid49vv2eNT0Xxr/AMFXPip+z74Y/Z78OeJo/I1iw/Yh/Z2vta8R/EHVPFMkEr3lnp3xl+KOs+Ln1nQfDwksrjVNF0X4UeNfHGit4R8EeE9M+LgB/mbajqOoavqF9q2rX15qmq6neXOo6lqWo3M17qGo6hezSXN5fX15cyS3F3eXdxLLcXNzcSyTTzSSSyyO7szAFOgD/SJ/YN4/4M+/2o/f9nr9sL/0VrA9/wCn9aANv/glb/yrYftC/wDZG/Gf6fDzQaAP82a8/wCP67/6+5//AEc9AH3H/wAE2cf8Nr/AVe58Y2v4fK3b/wCuPx6qAf1f/wDB6UcfGL9jlv7ngic/n4p8Yn6fw+o989VAP6DP+C0f/BRS/wD+Cef/AASN0/x14WvTB8Zfjp8PPDXwG+E15BeGx1bQvFfjr4U6k198QtLZba5ia7+H+n2tz4ltlniW1l1KDTrSVke5RGAP8sX9mH9mv4tfth/tB/Cf9mf4HaCfEvxS+Mfi6y8JeF7CUXgsLRpo57/WvEniC6sbPUbrTfCfhDw/Y6t4t8Y6zHY3o0TwtomsaxLA8NlIGAP9jb/gmN/wTi+C3/BL39lXwf8As1/CMnxBqkB/4ST4s/FO/wBKtdK8RfF74n6lbW8fiDxlqtlbS3Q0rTEFvBo3g7wwdR1b/hFfCOm6Po1xrOv6pBqXiHVwD751rWtH8OaPq3iHxDq2m6DoGg6bfa1rmua1fWul6Po2j6Xay32p6tq2p30sFlp2m6dZQT3l9fXk8NraWsMtxcSxwxu6gH4FftDf8HPf/BHX9n3xDq3hKP8AaK1f46eJNBv7nTtWtf2efAHiL4ieHo57e2trmOXSfiVdw+HfhP4usLwXPlW2p+CfHfiPThcwXMF3dWzwkMAXf2SP+DmT/gkr+1z4x0z4dad8bfEPwD8eeINWk0jwvoP7THhH/hWel+Ip49PutQDwfEbTtW8WfCXQzdG2Om6VYeL/AB/4c1nXtcuLDQ9B0zVNV1GxtJwD9+qAPxk/4Lkf8EpPDf8AwVc/Y51T4d6VJpvh/wDaM+ENxrHxJ/Zq8bXWn6Q+PGa6NNbav8LfEGs3kC6npXw8+Ltrb6bpHiWTS9UsYdK8TaN4B8fanY+J4vANv4Y1UA/Nj/g0+/4KLa1+0N+yd4r/AGEvjVqF9bfH39hiWy8NeHNO8TvJZeKNZ/Z7u7y60nwrptxpur6rLr02pfBDxFZX/wALddtYdC0jR/Bvg6b4OaHJ52r314aAPz2/4PdJi+l/8E87XPEWoftFzjjvcW3wiQ9xnItR34980AfwHMhjI5z7j8/x+mPzoAkWVBncM/XJ5/74GP1+lAH+mP8A8GY9oy/8E4/jxqGZvLuf2ufFFmqtFEIA9j8LvhbM5iuBieSUrqEYmhlURwItu8JZ559oB+un/BdH/goJc/8ABN//AIJyfGb43+FtSj074y+NfsfwR/Z/kbaZbb4tfEay1SOz8S2wls760kufh34R0rxd8TLW01G0bTdVuvBsGiXbIuqIaAP5Mv8Ag0l/4JRRfGT4ka7/AMFP/wBoLw2NZ8F/CbxNqPhb9mLSPFWmXd3D4s+NNskU3i342qdSaO01ay+Fsd6NC8GambXXrOX4palruuWV/oXjP4QWUzAH+iVQB+A//BVr/g4k/Yq/4Jea1qfwhuo9Y/aM/ans9KtNRn+BPw01Ox0+y8FHVbWa80NfjH8Sry21LRfh5Jq1rCl5H4d03SfGnxFtNK1LQPEV/wCArbwv4k0PXL8A/nUX/g9x+K//AAk0N23/AAT4+Hh8GqU+0aCv7QniRfE0oAbzPJ8Wn4VNpVuWO0oZPBVz5YVgfM3BlAP6Cf8Aglz/AMHIX7En/BR260/4ceIXm/Zd/aLut6Q/Cf4m+ItLvNB8USxWFrez/wDCufiOsOjaZ4q2SSahbx6fqekeGPEsyaTcXzeHILW4szKAfvx4u8JeF/H/AIV8SeBvG2gaR4r8G+MdC1bwx4q8Ma/Y2+qaH4i8O67Yz6ZrOiaxpt3HNa6hpmqadc3FlfWdxE8NzbTywyKyOwUA/wAir/gtn/wS38af8EiP2zYbH4f654quPg1451a5+KP7OHxJDXVjr2hWlprz6lY+GLvX9OkMUfjP4cXottMj1aK70/WNZ/sqDximj6JbarZWyAH9/vg79saf9vf/AIN0/jT+1BqFnYab4i8df8E8P2rNH8b6bpNtqlppNp8QfAXwo+J3w/8AHEekQ6ze6jqY0l/Evh3UZdLN7qGozyWUkEjX93vFxKAfhp/wZrDzP2ev2/bf/nvq+njr1x4IjTp7ed196AP4gf2pAR+0N8YcnP8AxXeue3/Lwf8A6/X+tAHnHw0/5KN4A/7Hbwr/AOn2woA/0RP+Dhzj/gi5+w0fTwL8Mv8A1XPgX6/y/PFAHif/AAXMGP8Ag18/4I//APZKP2EP/Hv2Mpz/AJ4/KgD/AD8aACgD+2H/AIN6v+DlL4ZfsQfs4ePP2S/2/NZ8Y6h8Mfgz4R8T+OP2VvF3hbwtf+M/Gl3i4bV9Q/ZgitrEW8DT6/rV1car8JPEfjfV/D3hDw3Nd614T8YePfDHg6y8Ew6KAfxt/FT4neOfjZ8T/iP8Zvifrr+KPiV8W/HvjD4nfEPxNJYaXpcniLxz498Q6j4q8W67JpmiWWm6Lpz6vr+q6hqDWGkadYaXZtcG3sLK1tI4YEAP2t/4NkPH1p8P/wDgt5+xJe6ndTW+m+JdU+MfgG68pUdri78a/s/fFPw/4btXEksSiF/Fl34f81gzOkSFoYpZQkLgH+wdQAUAFABQAUAFAH+TF/wdreBLnwj/AMFpPjL4hnj2Q/FH4SfADxzZvg4lg074Z6R8NHbOACVuvh7cIcFsBVzjOKAP5pKACgCWAgTwknAEsZJ9AHGT3/l+dAH+55+wJ8TrT4z/ALDf7HvxWtNSt9W/4T79mb4H+Jr29triO6Q6xqPw38Oy69ayyxvIv2zT9b/tDT7+It5lvfWtxbyhZYnVQD/Iz/4Ln/s82X7M3/BUv9sf4faZD9n03VPjb47+I2lWgUqtno/xR167+Iei2aD/AJ522k+JrOKNhhXjVWUANigD8iznPPWgBKACgAoAlTG0/wCc9P8AP/66AHwgENk9P85/zj39GAHQTXFncw3dpNLb3EEqTQXEDtHNDLGwZJY5VIdHRgGRlClSMjOKAP8Aat/4I1ftx2H/AAUL/wCCcv7Nv7RU2rQ6n8QJ/Btp8PfjZEsyPd2Pxp+HMMHhnx7LfwoWNkfFF5a23j3SrSV5JV8OeLtElkkYzbmAP5mP+Dvb/gllo3ibwkv/AAU8+HOgXD+JPDWheGPh1+0EumwO6vpVhdf2T8PfiLqSRqxIt0vrXwDrV/KypBbweB7eOMILudQD/O1RyDgDOOM/yP3eOn+1+nzAA65+bPP0/H1GD6cH9KAGFzt2/nz+HTbnP1PHq3O0Aejso+6T+Hp/n/OaAGlzvDHPB/n+HB/P6igBWJkI7Af56bsf+Pe/bFADwdgwBn+f5fN6+v5/wgH6p/8ABGj/AIJx+J/+CoH7dHwz/Z8ttO1Vfhfpko8e/H3xbYrKkHg/4ReH7y0OvzvqCJttNa8TXE9n4O8JqVlaTxJrthPLENOs9RubUA/2gfDXhzQPBfhrQPCPhbSrHw/4W8J6HpXhzw5oemwpa6ZomgaFYQaZpGlWFuv7u2sdN061t7O1hX5IbeGNB8qigD/Hf/4OEP23rn9uL/gqH+0Z460HxJJrPwl+Hurab8Evg9Hb3ZudIk8DfDGB9Kl1vS3VmjlsPGfjO48XeO7OTCOtt4nihdQYjuAPxMiUDknqM8/5boPp17YyoAwYMjc8du/pz26fT8sUARtjJxQA2gAoAKACgD/UF/4M5P2cdO+F/wCwR8YfjmkRTV/2gfi/pmn3MzA7rjRvhV4YWLSihPDQxar478SxLgnEyXAOCMsAflh/wfA/FWz1P4ufsE/BCK4j/tDwT8OfjH8Vb+1Vv3ps/ij4m8JeEdIuJkzjyxP8INbjtWwPmN2ATyFAP4SaACgAoA/2rP8AgiP4I1z4c/8ABJn9gnwd4ktvsWtaT+z34UkvbMrMklr/AGrLfazbwXCTxQSR3cVpqECXkZTbHdLMkck0apK4B+plABQAUAFABQB/i1/8F2fHy/Ej/gsH/wAFEPECTeeunftNePfAW/duCv8ACua1+F8sPsbd/BxtyP4fK2n7ooA/JugD/9T/AD/6AP8AVX/4M8fiPJ44/wCCQCeGHaRl+Dn7Ufxs+HEIcMFSPVNN8A/F0rFngxmX4qSuSuF81pQfmDFgD+qGgAoAKACgAoA/Dj/g5D+A837QH/BGL9tfQ9N0O31rxF8OPBPhz476BNLCJbjQovgp448N/EHxtrlg2R5NzF8LtG8eafPKMn+zdR1CIAeaTQB/jnUAFABQB/ad/wAGUn7SEngr9s/9qL9l/UtUs7PRPj18BtI+I+iWt5IBcaj49+BHi2O0sdJ0ZWyftV14I+LHj3XNQiiCiex8Kiact9gtwoB+6X/B5D+z7efEz/gmH4P+N2j2Jub/APZr+P8A4N1rX7oRl/sPw/8Aihb3fw61Zy6gmLzvHl/8MYizfuyu4MC4SgD/AC4nfdjAwP8AD8B+efwHFADKACgAoAcgyeuP849Rjr/+rqoApQjkZ/LB/Rm/l+f8IABz06n/AD7c/XI/+KAPa/2d/wBoD4q/ss/Gv4aftBfBbxNceEvib8KPGGh+NfCWrwgyQJqehXsV5HZapab0j1PRNUiSXTNd0e4Y2mr6PeX2mXiPa3U0TAH+1V/wTs/bk+G//BRD9kz4V/tNfDxrbTp/F+g2MPj/AMEpfJfX3w5+ItrZWx8VeDb+QCOaSKxvpTc6HqE8Fs+teHLzSNZ+zW/2428QB/Pd/wAHI/8Awb7P+3nouoftq/sd+GLGL9sbwbotvD8R/h9ZC206P9pXwZoNittYG0kkaG0X4w+E9Mt4bHw/d3ckP/CZ+HLW28JXd2L/AEnwqigH+Yz4n0HX/CPiDWfCnivQtX8MeJ/DWq3+h+IvDmv6beaLruha1pV1LZanpGs6TqMFvf6Zqen3kE1rfWN7BDdWtzFJDPCsiMigGKwDD+Xf/wBmHX6/gMfKACsI/fPbp6e7fz/PHygCFhJkYx/n/gPP48+2PmAEGE9yfw/+Lz+JH4c0APhYmQKFLM5Cqo5yTwABgckken48GgD+8z/g2t/4N1Nf1bxL4M/4KF/t+fDe60Hw94b1DSvFv7MXwD8Z2DW2qeKdZtDFqGh/GT4keHryNZtP8LaRdC31L4e+FtVgivfFGqQW3ivVrO28K2eiw+MQD+8/44/Gz4Z/s4fCH4h/HT4x+KLLwb8Mvhd4X1Pxf4w8Q37ZSz0rTIS5htbdf3+o6tqVw0GmaJpFmkuoazrF5Y6Vp8E99eW8TAH+Lx/wVQ/4KHfEb/gp7+2f8Uf2pfHSXujaDrF2nhf4Q+ALm5W6i+Gvwf8ADs11F4L8IpJGz28mpeTcXfiHxXeWvl2uqeNNe8R6raxW9rew2sAB+cpJznofy/z/AJx1oAese77xIP8AT9cn2x+I5oASRNh+9k+/X/P4enXNAEdABQAUAKDg5/z/ACP8vyoA/wBa3/g1F/ZtuP2f/wDgjz8JfE+rWDaf4j/aY+IXxI/aE1SCePbdLpWsanafDzwQ7OeWtNU8C/Dnw54lsEQ+UsGv+YAs00+4A/kI/wCDw79ohviv/wAFW7b4PafeXY0b9mH9n74ZfD/UNON0ZbBvGvjs6x8Zda1e3hU+XBcXXhf4g+BNGvBhnL+HYg7AjZEAfykUAFABQB/sof8ABu78B7n9nr/gjR+wr4U1LTNM0/XPG3wru/jpq1xp8Nis+rxfH/xb4h+MXhXUNYubIbr7VYfAXjPwnozyXzyX9jZaTY6LP5KaXFa24B+1FABQAUAFABQB/Fx/wez/ABSi0T9hj9kz4NLJHHefEb9qi6+IOA7rcTaZ8JvhT4y0K8hCrKsclp/aHxc0a4uBJFIRc29iyPFtYSgH+adQB7l+zZ+0p8b/ANkH42+A/wBoz9nHx/qHww+M/wAM73Ur/wAFeNtN07QtZn0mbWdD1PwzrEM2jeJ9L1vw5rGn6t4e1rVtG1TStc0fU9L1DTtQurW7s5opWSgDgviV8RfGnxg+I3j/AOLXxJ1648VfET4o+NfFXxF8feJ7uCytbvxH408ba7feJfFOvXVtptrZadb3Gsa5qd9qE8FhZ2llFJcNHa2sECpEgBxVABQB/pEfsI8f8GfP7UOO/wCz3+2B+v8AbA/lQBtf8Equf+Da/wDaG/7I743/AE+H+h/T0P8A9fpQB/m0Xn/H9d/9fc//AKOegD7j/wCCawz+258Ah6+MrMfnuoA/q8/4PUDt+LP7Ibf3PAsx/wDLl8cn/wBl/wA5oA8h/wCDu/4zandWv/BND9nuDXlfSNF/Zul+Mmq+GFTD2+p+JhpHgrQNemfYokS7tPCniTT7SN3l8k2d40awi4kM4B1f/BmB+yfpnir9oD9pr9srXDZ3T/CH4aaP8G/BOl3+jWt61r4j+MGuPrOteMNG1e4UzaRrOh+GfhnfeE5GsFSe70T4i6vaTzpazSwXYB/ok0Af5e//AAc3f8Fk/i/+1X+1L8Yf2D/hb4n1/wAE/smfs3ePtS+F3jjwxp11d6VP8cvjN8NdeNl44134gwxR20moeEfAvxB0i70L4f8AhK4uNS0Ce78KWfxPm87WtV0K08JgH89v7FH7IPxV/b1/af8AhX+yX8ErrwlY/E74vXviSz8N3/jzVdR0TwjYp4T8GeI/H2u32u6ppGjeIdUtrSz8N+FdYuR/Z+iandzzxQ20FrI8y7QDy747fB7xZ+zx8cPjJ8APHk2j3Hjn4GfFX4h/B7xnceHry41HQJ/Fnwz8Xax4K8RTaHqF3Zabd32jy6xol4+mXlzp1hcXNk0E01layO0CAH+hr/waF/8ABTL4j/tG/B74s/sJ/HPxwni7xL+y74b8HeK/2f8AUfEOtNf+O7/4Eane3vhjxB4MkS5Q32peEvgn4hXwVpnh3U7q9v5tF0L4leHfA0A0vw54X8LaeoB/ZuDgg+n+ff8Al+dAH8G/7MOryfsz/wDB5b8ffhp4N0Wy0Xw9+09pPxY0TxRZW8MEEaweMv2dND/au1jVokiijT7V4g+JPwys9YupFXzp5dYuZJneSWVmAGf8HucJXS/+CetzgYe//aKiU98wW3wjdh34xcLjjjJ65xQB/Agrbgd2SenX/wDVj9c+1AETYJ4GP8/59P6sAf6Zf/BmNdxN/wAE4PjxZLPC09t+1z4pu5LZVIuIorz4W/C2KGeV+VaG4ewnjgULlHtrknIdRQB8Jf8AB6T8Stc8W/EP/gnZ+yn4W1DVLi81GH4sfErV/B9iXuLfXNc8Y674A+HHwt1B9NgSWe61TT5dK+JWmaUY42kKa/qMECs87pQB/ZF+wF+ynoX7D/7Fv7NP7KOgxaL/AMWU+E3hfwr4m1Dw7DeW2jeJfiLNanW/ip42sre/Z7yFfHnxL1XxZ40liuNjpca9MvlQhRCgB+bn/Bw7/wAFM/G3/BMz9gnVPGnwceOx+Pvxu8V2vwX+D/ia5s9K1W08A6tq+k6rrfiX4gS6NqOoW739/wCGfCOi6y/haVtM17QrHxzeeE5PFWlX2izSaXqgB/kb+IPEGveLde1vxV4q1vV/E3ijxNq+peIPEniTxBqV5rOveINe1m8m1HWNb1vWNRmudQ1bV9W1C5ub/UtSv7ie8vryea6uppZ5XdgD9Jvhv/wTN8X/ABJ/4JTftAf8FSdO+I/h+y8J/s//ALROh/AXXvhfdabfnX9X/tqH4NRr4p0/WELaescGqfGvw5af2XNGssltZate/aY2t7e2uwD80tJ1bVNB1XTdc0TULzSdZ0a/tNU0nVNOuZbO/wBN1KwnjurK+sruBlmtru0uYop7eeJlkilRJEYMuVAP9kD/AIIkft62v/BQn/gn18Efi/f2R0r4haD4W03wD8T9La5Nyp8Z+C/tPhDWNesi0lxPbaN4p1Tw5qOu6DYX97qGr2Wi3ljDq+oX1+Jry4APzT/4O9f2ev8Aha//AASoj+MNkumQap+y58fPhh8Q9QvruJ21G48F/EG41D4Hav4f0mVWCxNf+MPiT8Ptdvd4ZXtvC5AAcI1AHxL/AMEOfHup+Mf+DXP/AIKDeG7/AMsW3wr8If8ABQjwLogD7mbSdS/Z2tfibKXVlUIx1v4ia0igF1ZVDbgxZFAPNf8AgzHHmfBf9uS26+frlmMfTwpo0f4587FAH8PP7Uef+GhvjBn/AKHrXMf+BH+fegDzv4af8lG8Af8AY7eFf/T7YUAf6In/AAcOc/8ABFr9hv8A7Eb4Yj/zHPgb6en/AOvrQB4v/wAFzhj/AINfP+CP/wD2Sf8AYL/X9i6c+/8A9f2xigD/AD7aACgAoAKAPtv/AIJqfFqH4Ef8FDf2HvjDeXBttK+Hv7V3wD8R+IZBKsG7wtafE3w0viu3M7BlhW78NyapatMyusazM7I4UowB/uO0AFABQAUAFABQB/nn/wDB8D8D7Sx+If7BP7SdhaXL33inwX8ZPgf4qvvK/wBDtbTwFrnhHx74BtDOCf8ASb+b4kfEqZYnVP3WnM8ZkzKIgD+DegAoAKAP9Yj/AINIv2iD8bf+CPngTwHeyLJrX7L/AMY/i38DrySW8NxqF9pWoaxZ/Gvw5qFxDJK8sFlbaT8Xk8K6WVVLZ7fwq8EO6W1ujQB/LV/weXfAS7+G/wDwUp+GnxutrBo/D37Rn7Pfhy/l1LYUju/HXws1W+8B+I7ENtKyvp/g+L4a3Mjht2NVRGChEdwD+Q1jk5/z/Ify/OgBKACgAoAeq5B5x/X9Rnr7evOMUABBXpnHt/Xlv1PPTn+EAUMT0GT/AJ9lx+f4jGWAP6gv+DYb/gr0v/BPT9q2X9nz40eIWs/2Tv2q9Y0fRPEl/f3GzS/hJ8XY1/s7wV8UiZf3Fj4f1OOVfB/xHmH2VV0WbQvFF9cy2/gWGxugD/VC8c+B/A/xZ8B+Kvh38QPDmh+Ovh38Q/DGreFPF3hbXrS31bw94q8KeJNOn03V9I1OzlElvfaZqum3c1vPGQySQykqRlWoA/yjP+C8n/BAj4r/APBMP4n6/wDGT4I+GvEnxC/YR8X6h9s8L+OIFuNc1T4Kahqd26p8N/itNGr3VnBaTzQWfg/x1fImleKrSWysru8i8Vrd2EoB/NgXzJ7H8s/l+Hv2PGKABlyc/wBP/sl/l+X8QA4SBBtxn/8AV36/ln88UAMOH5HGPb/66/19B0ywAbgo2jkj8P6N/M+h9aAPqj9jf9jX9o39vH43+Gf2ef2Yfhvq3xF+IniWaOS4+zRvb+HPB+gLcQwal4z8eeI5In07wn4P0UXEb6jrOpOqvK9tpmmxX+tX+m6ZegH+vP8A8EfP+CTXwX/4JKfsx2fwj8DPZ+MPi/42OmeJP2g/jS+ni01T4keNrW1ljgstOSXfd6V8PvB63l9pvgXw28uLK2utS1u/E3iPxDr17dgH53/8HPX/AAVRvf2Fv2K9e+B3wW8SR6f+0r+0rp8vgu31LTrxE1f4XfCfWfN0/wAaeNYvKf7TZeIfEOnC98JeC50NvcWM97rHimzuob3w1YxXoB/lE3d1c3k813dTSXFzO5kllkYs8jsfmZmIBJPUn8gKAKQz0GefT/P+fwoAnWEHndj6dfy+bGee/wCeflAIWG0kZz/n8f8APp0oAbQAUAFACg4BGOv+fQ/zH40Af7QH/BBn4D3n7O//AASO/Ye8EataPZ+IPEPwc0z4ta/FPF5N4l98Z76++KFna38JVWhvdJ0LxTo+iTwyKs0H9liGdRMkgUA/zfP+Dnb9o5P2i/8Agst+1J/Zeu3Gt+EvgW3gn9nPwqJsqujy/C/wtYRfEfRIIt7hIbH41av8TsMpHnPK9yyI8zIgB+ANABQB71+yv8F7/wDaP/ad/Z0/Z70t0i1H46fHP4TfCCznlbZDbz/Ejx5oPg9LqeTnyre1OsfaLiY/LFDHJI2FUmgD/dzsLCw0qwstL0uytNN0zTbS2sNO06wtobOwsLCzhS3tLKytLdI7e1tLW3jjgtraCOOGCFEiiRUVVUAt0AFABQAUAQXNzbWVtcXl5cQWlpaQS3N1dXMscFtbW0EbSz3FxPKyxQwQxI0kssjLHHGrO7BVJUA/wdP2jfirefHX9oX48fG7UJ7m6v8A4x/Gb4ofFS+ubx5JLu4u/iF431zxbcz3UkpMslxLNq7yTvKTI0jMXJYsaAPGaAP/1f8AP/oA/wBAn/gx8+NcT6d+33+znf3hWeC9+Cnxr8K6fuBE0V3B428C+P7wqXBQ272Xw1gDIjiT7URK8flQrKAf330AFABQAUAFAHn/AMWvhl4U+Nfwr+Jnwb8d20974H+LXw/8Z/DLxlZ2sqQXN34U8eeHNS8K+Iba2nkiuI4Z59I1W8ihlkgnSOR1dopFUowB/g7fELwP4g+GPj7xx8NvFtnJp3ir4e+L/EvgfxNp8o2y2PiDwnrN7oOs2cinkPbajYXELg9GQigDkKACgD9Tf+CJn7SCfsnf8FVP2JvjXe61p3h7w5pPxn0jwd451nWLq3s9I0v4d/Faw1H4V/EDU9Tubt47SC20nwh4y1jVRcXLxxWtxYwXfmwvAk8QB/sFftr/ALMvhj9sz9kn9of9lrxd5Uej/HH4U+LfAkV/Ku8aHr2pabLJ4S8TxLtcG68K+K7fRfElnlHH2vSoCUcArQB/h4fFv4da38Jvif8AED4XeJrK40vxJ8PPF+v+DPEGm3ihbvT9a8N6lcaTqthdKGwtzZ31rPbTKCcSRsATigDzggg47/T+XX+f50AOKYGc/p/9mcfl+XFADKAFwQAc9enY/nk/yH45oAcrEHnJH1/+sf6fWgBVcB92OOn/ANc8DkfQY9/4gAZ8tnHH16/+On0z/Fn2oA/a3/gjN/wWP+Mn/BLL9oix8Xx6xrXiz4BeKLe10L4vfB2W7zpHinQYZy1tqelLIHj0jxl4bM9zdeGNdjXdA817pd6J9F1bU7K4AP8AWu/ZH/a/+AH7cfwQ8J/tA/s3+O7Hxx8PvFlnFL8oFn4g8MaqYkkvvC/jHQJXN94d8S6U7+Veafdq0cyeVqGl3Wo6ReWOpXQB+ef/AAU2/wCCDH7Af/BURbzxd8V/Adx8Mv2gfsK2mm/tE/CP7F4d8e3P2aBYdPtvHtg9tL4d+JulWqw2tsieK9PuPEVhpdv/AGZ4b8UeHIZHagD+D79sz/g0j/4Kj/s7a5rWo/ATw94L/bF+GFvcTzaTrfww8S6R4S+I0OkR7vJl8SfC34g6nol2uruV2nSvAPiL4j8PG63ZzMkAB+Gvj3/gnh+378Mbi8t/iL+xF+1t4JbT5pobmbxJ+zr8XNJsg0DlJJIdQu/CMdhdWxKlobu1uZ7SeMrNBPLEyPQBzfg39hv9tb4ivFH8P/2P/wBqPxy8zBYl8H/AD4seJDIxOAE/sbwlfbiTxx+nJYA/X39k3/g12/4K8/tN6rotx4j+AFr+zL4Bv5LWS+8bftH+JtP8D3VlZyOjXKL8NtL/AOEk+Lf9pJbFngttQ8C6bZyXGy2udSsiZJIgD+4v/gmd/wAGwf7AP7Amr+Gfix8QNKn/AGr/ANovQGs9R03xx8U9Mtv+FeeCdetik0ep/D34TmXUNEttUsrpYrjTfEnjG88W69pl7a2+qeHZ/DN0XRQD+gv4rfFj4a/Az4d+Lfi18YPG/hv4cfDXwJo91r/i7xp4t1O30jQtD0q0XMlxdXdwwDSyuyW1lZQLNfajfTW9hp9tc3tzb28oB/lff8HAv/Bfjxb/AMFMviRB8GP2dNd8R+Dv2JPh3qFzJo+jz282i6z8bPFUDSWyfEfxxYyhbu10q2gaaLwL4Rutr6PY3VxrGtxL4h1E2OggH8xok+YEjj0/yp/LHTuaABnBYEDgH/OPlGP157DpQAjOSeOB9f6YH8zQAnLZOenr/TkY/I/hmgBtAD1TdznH4f8A2S/y/L+IAbtOcd/8/XH58e9AHu/7MnwF8V/tP/tDfBP9nXwNE03i742/E7wX8MtAYQvNHa3/AIw16y0RNRu0jbdHp+lpdvqWpXDMsVrp9pdXM0kUMTyKAf7l3wk+Gngf9nn4LfDX4P8Ag2KLQ/hx8Efhl4R+HXhiK4eKKLS/B3w68L2Hh3STdSgRxL9m0fR4HupyEUsskrYyxoA/xYP+CrnxgT4+/wDBR39s74w2+tQ+INM8eftB/ErWPD+qW15FqFpL4VHiW/s/CNvY3sEksFzYaf4YtdI0+wmhkeJ7O1gMbMgVmAPz4oAKAOw+HngjW/iX4+8D/Djw1AbrxH4/8X+G/BWgWwxm41nxTrNloemQ5OAPMvb6FCScAHJwBQB/vFfCn4c+Hvg98Lvht8JPCVulp4U+FvgHwd8OfDNrGjRx23h7wR4e07wzotukbSzNGkOm6ZbRqjTSsoXaZXILsAd9QAUAFABQAUAf5uX/AAe4fG//AISP9rf9jP8AZ3hu4J7b4Sfs/wDjP4r3MMH2Z3s9W+Ofj/8A4Rma2vJYgbhLo6X8CNHvEsrp8wWd9bXkEUUepNLdAH8SlABQAUAFABQB/pEfsKcf8Ge/7Tx9f2e/2vv1k1ge/wDn060Aa/8AwSmOf+Da/wDaIP8A1R7x0Py8BaOPb0//AF9aAP8ANrvP+P67/wCvuf8A9HPQB90f8E1Np/ba+AK/xnxrZYPX17Z/p+PagD+rP/g9VJHxS/ZNP93wCxH1PiL4h54/4CKAPhj/AIO19C1e3/ay/YV8Sz2FzHoOr/8ABOL4NaHpuptE62d5q3h74h/FnUNbsIJjmOS50608UaBcXcSMWhi1Wzdwqzx7gD+hj/gzKZP+HZvxvjFsVkT9s/x6Xu/KwJlb4PfA8JbCfaPMNqUklMW5vJ+2B9q+flwD+umgD/Dr/bv8M6/4K/bg/bK8G+LLlbzxT4S/as/aH8M+JbxLg3aXWv6D8XfF+lazcpdNlrlZ9RtbmVbhjmYMJDktQB/ah/wRH/aH/wCDdbxp+3f+zB4I/Yw/YS/at+Dv7a934b+IcPgf4tfFPxp4j8S+CNP13SfgR47v/idJeRv+1j460WebX/Adj4503TL7/hTlnaNdahC1ppnheWW3ewAPzv8A+CzHx7/4N69S8ef8FDfhz4E/Yn/az0b/AIKJwfGv46aFqHx8h8ZaxB8J7r9pPTfivrUXxD8Zy6VrX7UnijSz4K1nxfbeJbh9OtfgZZfatNvPsuiaP4UkmstS0oAr/wDBmIgb/gqN8c2PWP8AYL+KTryRgn9oH9l+PnkZ+WQjByO+AQDQB/puUAfwT+LpSn/B7p4R+ySDzI10mK42ZJiFz/wTO1Ezxv6NLa3IPYbZl69WANn/AIPeVP8AwjX/AATpbBw2uftNJn1KWHwPOB9N4J+q46GgD/P/AOV9R+NAC5XIOCBxnn/9r+XPocfKAf6T3/Bl/cRyfsSftPW0f/LH9oPTJm5z81x4KtU6bV7Ww579OMfMAfIP/BwTpFzL/wAHKX/BGy9voRNoWqp+wlo8Uczb7ea5sf29viRNrELwNmMK1nrOlrMcfvUdUfKolAH971AH8G3/AAe6aJ4ludA/4J3eI7axv5PB+i6z+0pomsanHFKdLs/Eviax+Ct94bsbuYDyEv8AUtL8JeK7jTonIlkt9K1NogUimKgH8a/7APjX9iX4fftO+DfFP/BQv4RfEf45/stWOj+MIvGnw2+FOp3ukeM9a1m88ManaeDLixv9O+JvwfvYrXSfFM2manqCweP9HMlpayxyRanCZNMuwD+/f4HfH7/ggxrH/BBn9rP4k/Dj9jz48eHf+CZ/hX4+6ZoXx/8A2eNV1DxI3xm8WfGW48U/s5toms6f4h/4aU1nWbxn1PxH8Eruy1OL466Rb2Ol6E2nzRWdvptxps4B/CR/wUs+JX/BOL4o/HTw3rv/AATE/Z5+Ln7N3wGs/hro+leJvB/xk8U6l4l8R618TYfEPii61jxNYjVvit8arzTNJn8O3fhbS4rYePZrea60q6uotD0l5ZZtQAP77P8Agz2+GXjTwf8A8EzvFPjzxJYXVp4b+Lnxx8X678Pbm4BEWq+H/CsjeB9XvrE7iDaxeMdB8Saa4CptvtPvM7t26gD7h/4ObbN77/gh7+3BCkkMTJa/s9XhadyiFNP/AGrfgXfyRqwVyZpo7ZobZMASXEkUbMisXUA/n8/4N/21B/8Ag3W/4K7+Y1ydITRP2wILJWS6+yjV4v2QtFm1gxs0ItPMNhqHh4SNHO8so+RkX7NmgDq/+DLhfN+Gn7ZVv/z38QQLj1xoHhBPx/13tjPfPygH8O/7UnH7Q3xfHp461z/0o/H+f50Aec/DT/ko3gD/ALHbwr/6fbCgD/RE/wCDhv8A5QsfsOf9iP8ADH/1XPgegDxn/gud/wAqvX/BIA/9Up/YI/X9iy5/w9PyoA/z66ACgAoAKAJIpZYJY54ZHhmhkSWGWJ2jkiljYPHJG6kMjowDI6kMrAEEEA0Af7sf7HHxwi/aZ/ZJ/Zi/aIiuLa5f44fAH4RfFW8a0a2MUGqeO/AWg+JNYsHjtP8AR7a603VdRvNOvrFAjWF7a3FlJFFLA8SAH0jQAUAFABQAUAfzGf8AB3D+z1J8av8Agj3458eWXlf2p+zB8Z/hF8cYoltWmv8AUNJ1HVb/AOCGv6fazRxO8Fvbaf8AGH/hKdSEjxWrWnhcyylpre2VgD/J6oAKACgD+4P/AIMmv2lYfCf7Rv7XX7KesalZ29n8ZPhl4O+LXg+3v79YJJvF3we1nU9F1nSNCspJVF3qOueE/iLc65qSQRS3H9l+APtJ229jOygH7v8A/B2j+xBZ/tPf8E5rH48aXaPJ45/Y18Yz+P7e5gj825f4a+PoNP8ACPxD02JFUyCP+17f4f8Aia9mz5Vvp/hW7mmQxqZYAD/KiZOMj8uD+QyCPyPX6UARgZOP6f8A1x/P86AFZdv+f/rt/P8AP+EAbQA45U4z+XH9T/P8qAFV8AgjPpz/APYn/PYZzQA5JAu7I68//W/yfyoAltbuezuIrq3keGeCRZYZY2w8ciHKup2j5gQCD8vPrigD+9n/AINxf+DkTQvBvh/wl+wf/wAFD/iU1lo1ndWXhr9nb9obxbMTY+GtOl8u10r4V/FXXH4s/DFi/lWngrxxqb/ZPDFo0fh/xLeWnhi00u/0EA/v21nRfC3jzwxqWgeIdJ0Dxl4M8W6Ncabq+i6zYad4i8MeJvD2s2bQ3dhqWm30V5pWs6NqthcNFcWt1Dc2N9ZztHIksMjCgD+QP/go7/wZ+/smfH6TxP8AEn9hLxQn7KHxR1RrnUU+F+uPq3iD9nbVtUmMkrRaZbW8WpeMfhZBdXUrSSr4fHizwxplvHFYaB4E0q2UKgB/Hd+0l/wbgf8ABY39mW81F9W/Y88ZfGPw5ZSOtr4t/ZuvdN+OFlrESEhriw8J+DZbj4o2sXG4JrngDSLgrhhAVBagD869W/YB/bw0O/j0zXP2J/2uNG1OaTyodO1X9m/4yaffSyj/AJZx2l34NhuJJAB9xYmbjJHGFAPfvhB/wRg/4Kv/AB01i30T4ff8E+P2qvOufL8nVfHfwk8TfCLwm3mNtXd43+Ldp4G8Gx44Z/N11PLQiSTah30Af0m/sDf8GYfx+8Z61pXi/wD4KI/GLwz8GfAkfkXV38IfgfrFp49+Leq8r5+lax45uNLl+GvgnbnK6loLfFP7QEkhFpZF0vFAP7tf2L/2Cf2S/wDgn18Lo/hF+yX8GfDHwo8MTNa3PiLUbCKbU/GfjrVbWJ4o9c8feN9XlvvE/i/VVEswtZNZ1O4tdJgnew0O103TFisoAD40/wCCuv8AwWT/AGd/+CVPwjn1LxZqdj4y+PviyxuIPhb8ILCVrq7kvJoZBbeKvHRs5Vm8PeC7CbEhMslvqniWZDpmgxlF1TVtFAP8j/8Aa6/bA+N/7ZPxq+Ifxm+NvxA13x34j8deJ73X7i51aVRDbJKypY6fptlDFHa6XpOlWUdvp2kaVYwwWOlaba2un2cENtBEigHyukmM57575/DoP5/gKAGhwCSR19D9f9k/0+h6UAIXPPv+P9Bj8vzxQAmDjOev5/zOfyH40AJQA/YcZzz6Y/8As/6fh2oAQKT9PX/JH8/fnFAH6Gf8Etv2LJP2/f24fgL+y80l3BpPxC8baZH4ru7CTZe2PgXSHbXfHupWzqGYT6Z4O0zW9QixszJbKN6Z3qAf7R3xT+IHgb9mz4E/ET4o65bQaN8N/gP8KPFXjrVLHTkhtYNN8GfDPwlfa7c2OnQnEEK22jaK1rYwD5FKwxKDlRQB/hT/ABe+JPin4y/Fn4ofF/xzqD6v42+KvxE8a/EjxhqsrF5NT8U+OfEmp+J/EGoSMxLM97q2qXdyzMSS0pJJJzQB53QAUAf0Ef8ABr58CrT44/8ABZ/9ll9X0xdU8O/ByD4k/HLWYnYKtte+A/h/r6+BdQBYMDJpvxO1fwRqCRqN7/ZWwUCs6gH+vhQAUAFABQAUAfnl/wAFafjpa/s2f8Ey/wBuv4yz6hLpV/4Y/Zi+LOm+Fb+FUd4PiB428K33gL4bgiS4tgIpvH/ifw3BO6S+fHDJJJbRXFwsdu4B/iKUAFAH/9b/AD/6AP6YP+DTD9olPgZ/wWH+Gvg6/vksdC/aa+FPxW+AuoyXDL9kGotpNn8W/CasrBtt7qHiv4U6P4d06aICf7RrxtN6W15dbgD/AFmKACgAoAKACgAoA/ySv+Dqr9kWD9l3/grn8WPF3h/RLTRfAX7WPhXwt+0t4cg04381qvibxMl54T+LrXdzfS3BOu678WfB/i/x9qlnBO1tZW/jjTBaW9jZTWllAAfzeUAFAEkUskEiTQu0csbB0kQkMjDoykEEEfX86AP9kH/g3q/bgn/bw/4JW/s6/EHxLrA1j4q/CfS7j9nb4xzvJcT30/jT4RwWOkaPrmq3V3LLPfaz41+G9z4D8d65egrDLrvibU4oVRYDGoB/E3/wdkf8E2bL9l79tDXP2vPBUL2vw8/bB1A+ObzT4o1Sx0r4r2kGn6d8ULWDC7nl17U2sPH95LKX36j40vo4sR24RAD+SVpFIGAMj04z/wCOH/PrklgBivz83I/L+St/n1/hAFd1IwB+p/qo/wA+vFADSny7s/5/76Pr6c9sZNADKACgAoAUHBB9P8+/8vzoA+9/2OP+Cl/7an7BPiyw8YfsufG3X/hzdWstv/aGipFaax4S8T2FvKZDo/izwprEV5ofiLSpd8gEGo2cstnJIbzTJ7HUIoL2IA/vr/4Jxf8AB3n+yd8a/Cnh7wp+37YWn7MfxcEUFjqfj/wlpniTxR8EvEF78sf9oNp1tHr3jj4fteSuoGn3a+M9HtEWW8vvFmn24WCIA/q0+Cv7QvwI/aR8IWvj79n/AOMnwx+NPgy8jjeHxL8MPG/h3xtpKNIufs93deHtQv1sL2I5jubC++zX1pMslvdW0M8bxqAew0AFAHF/ED4k/Dv4TeF9R8b/ABT8feC/hp4L0iMy6t4v+IHinQ/BvhfTIgpYy6jr/iK+07SbKMKrMXubqNQqk5AU0AfzWf8ABQH/AIOtv+Cdf7Kvh3X9F/Zu8SW37aPxmtobq10rSfh1qM+lfCHTtTRSsM/iD4sXWmXNjrWnozJcxD4dab4ug1FEezl1jRnkW8gAP8/P/goX/wAFpP29v+Cl+u3U/wC0P8UIbP4cx38t54Y+CHw9sJvC3wm8IKwdYvsGgm9v9R1zVIYZpov+El8Yav4k8StDPNapq0OnmKyiAPycY5OcY/z+H+fXrQA2gAoAKAFAyCfT/PqP5H8KAHoyrnI/Uj+St/n1ydoAruP4ePzP81X+f5ZG4Acsij7w5/P8vkH+fXGKAP7Tv+DOb/gnrbfFz9pvxx+3941097jwr+zHp2p+C/hglxFmyvPjL8RNDudJvNSiLq8N0/gz4dX+vNc27KJrHU/GXhXVYJY5raPeAf04/wDB0d+2pqH7In/BKn4neGfBviD+w/il+1NrOmfs/eFpLLUYLXWrPwdryS6r8XtZtrNj9qutMk8AabqHgPUrq1VTpl78QtFnaaOSS3SUA/yPp55rmWSe4leaaVi8ksjF3dj1ZmPJJoAioAKAP6Wv+DUT9kC1/ag/4K0fD7x74k0y01LwJ+yJ4I8T/tHavb6lDftZXvjPS5dO8EfCWztbqxCpb6/ovxB8ZaT8S9IivJ4LW6h+HGpJL9qRGsbsA/1nqACgAoAKACgAoA/xyf8Ag47/AGhIv2jf+Cy37auv6fNO+g/DHx5pf7PeiWs84uBp8vwH8M6P8NfGMMLiKDbBefEnQfG2spBsJtjqj25luDEbicA/D2gAoAKACgAoA/0iP2F/+VPb9pv3/Z9/a7H53OsD1/8AifT3oA1P+CURz/wbXftEn/qkPj8fl4G0kf0oA/zbrz/j+u/+vuf/ANHPQB90/wDBNHH/AA29+z9nr/wm9jj8+f8AP/1qAP6sf+D1TP8AwtL9lL0HgBPzbxF8Sv8A4n/OKAPW/wDg7A/ZL8UePv2IP2Fv2zfDGi6lq2k/BLwd4Z+GfxKvreR3svCvhf4iaN4Wi8O61fw/dW31PxrFpHh5btmLRXupabbfObxmUA5f/gy6/bQ0LS/+Gpf2BfF2v6DpWpeIdd0f9pj4J6TPBHZax4p1c6DaeAvjlp6arc6iqatc6Z4f8K/B/WtA8M6fpp1KHTLT4heIJZp9O0+6OngH99FAH+eV/wAHQ3/BC34pWHxp8Y/8FJP2Qfh34g+IXgH4p/8AFQftRfDD4f8AhWHUda+GPjzStJgh1n4z6P4e8KaXFqOp+AvHlhpr+J/inqk1jqmreGviCPFfxA8T67d6D40dPBwB/H/+yZ+1T8Z/2Jf2hPh1+0/+z3r+n+Gfi98LbnxBceE9Y1bQdJ8T6ZDH4q8Ja/4F8R2d9oeuWt3p17bat4U8T65pEvmQrc2q3xvNPubPUbe0vIADEvT8eP2x/wBoLxLrGn+G/Gvxx/aI/aE+I/jHx3quieAfB194k8afED4heN9X1fxr4tvdF8GeC9Kmubm7v9Qu9X1mfT9C0gW1lbLcPDawWVsREAf6gP8Awbe/8EZ/H3/BLD4FfE3x9+0Pfaef2n/2nP8AhBp/G/gXSLvw/r+ifBbwb4CTxNP4a8B2nivSIrxdd8Yanf8AjDVdT+JmpaF4h1HwRdXeneEtG8NjUY/Ck3i/xWAf0ReP/Hng/wCFngXxp8TfiH4h03wj4A+HXhPxF468ceK9Zm+z6R4Z8IeEtIvNf8SeINUuArmDTtH0bT7zUL2UI5jtreVgrEYoA/z6v+CInizx/wD8FX/+Dj39on/gpdDoeoaB8Lfhjp3xG+IEcup+Eki/s7wr4g8Ct+zJ+zT8MvEd7pGs6ponh/4nXfwsiHibVLyHVNWs/EV18LPiC2mI8F19psgD6M/4PegB4P8A+Ccbdz4k/akA+o0v4CY9PX/9fAoA/wA/bBb3/wA/p9KAJ4wiqd45x/kZ9OPUdcDHJYA/0iv+DLV0P7GH7U6DG9fj9oTnGM7H8HEJ+GY3x264oA8H/wCDxvwb8R/hL8R/+Cav7ePwuivdI1r4UeNPF3g6Lx7Bp8F3Z+FPiP4W13wX8Y/glFctdRz2ct9dXnhz4la1pun3kEsF3F4Z1PfE8UcyOAf2P/sl/tM/Df8AbK/Zq+Cn7UXwjvkvfAPxt8AaH440eA32nahfaBeX0HkeI/BevT6TdXunxeLPAXie21nwV4wsLa7nXSvFOgaxpjyGWzkCgHzT/wAFS/8Agmn8HP8Agqh+yl4n/Zt+Kuo3/hDWYr2Lxj8Ifipotlb6lrXwq+KWkWd7baD4pj0e7lt7XxJoFzb399oHjTwpNe6XL4i8I6xrOn6P4g8KeJH0TxboIB/kHftpfsR/tI/sAfHbxP8As9ftO/DzU/A3jfQJ55tI1TyLy48F/EXwv9qnttM8f/DLxRPZ2dp4w8E639nl+x6rZxxXWn30N94d8SadoXizRtc0HTwDY8Hft8ftMeA/2JPix/wT18MeMdKsP2X/AI2/FTRfjH8RPCLeFPD1zrer+MtD/wCEFktng8XXNjJ4g0/Sprz4YfD3ULrTbO8ijN34VtPIeC21HXrfVQDH/Yv/AGJ/2hf29/jt4K+AH7OvgbU/FPifxZ4h0bR9V8QtYaq3gr4d6Tqk8ouvGfxE1/TtP1BPDnhbRdPtNT1e/uXhnv7u00q9ttE07VtU+z6fOAf7Mv7E37Inww/YR/Ze+EH7KnwfW/fwN8JPDEOiWuo6q8R1XxFrV1NLqnirxfq8dskNhBrXjPxRfav4r1yHTLaz07+2dYv5LS0gikVFAP53v+Dvn9sXw78Hf+CdOlfsl2Uuk6h8Q/2wviF4Viu9Hu0vnv8ARPhH8E/Fnhn4oeJPGVjNaMtnZ6gfiRo/wp8J2NrrB26xo/iHxbcaVb3M/h69uNNAOB/4JR/AHW/gN/wavftE6h4m0/XdH139oD9mz9uP4/TaRrttFayWuh+Lfhh4t8KeBNQ0uJLaCZtC8W/DvwN4R8b6TcXcl5Le2vidbyG5Wwnsra1APk3/AIMq2B8IftZQnpL4iDEeoTS/h2nv0849u/OcYoA/h6/aqiaH9on4xxv96Px9r0bcfxLdFT39V6Y49sfMAeafDT/ko3gD/sdvCv8A6fbCgD/RD/4OGuP+CK/7Dp9PBHwy/wDVdeCv8PQ/hjDAHjv/AAXQH/HLz/wSD9vhZ+wOP/NLLz/CgD/PooAKACgAoAKAP9Zr/g00/aRT47/8EfPhn4Ivb5LvxJ+zB8Tvih8B9X82cNqDaWdZh+K3g2eaBpGkSwtfCnxO0zwzpc6xR20sfhme2jMlzZXrKAf0vUAFABQAUAFAHiX7SvwK8KftP/s8/HH9nHxyxi8I/HX4T+P/AIT6/dx2lvfXOl6f498L6n4al1rT7e6xCdW0NtRXV9IlLRPbapZWlzDNBNCkyAH+Fb8T/hx4w+DvxK+Ifwj+Iej3Ph3x/wDCzxx4s+HPjjQLxSl3ofi/wRr1/wCGvEukXKMAVuNN1nTL2zmUgESQsMDpQBw1ABQB9if8E/v2ufFv7CX7Zn7On7V3g+XUmufg38T/AA54l8Q6Rpd4tjc+LPAMtydI+JHgg3TxzRwQ+NvAGp+JPCk87xuIItYeYIzRrtAP9srxn4X+FP7Wv7PHiXwhqNzZeOPgn+0j8H9T0SbUNLmV7LxR8Nfix4Olto9U0i7aNtqap4c11L/Sr4R74WltrqMLIibQD/Fc/wCCiX7Fnif/AIJ/ftTfEf8AZo8XXr6pqfgLXdS02PVHiMC6xpkVxu0bXIITuaOz13SJbHWLJWZmNpfQMeSQwB8MvID90Y/z6bB/P8+aAFV1x83X6kfoEP8AP8uaAGMQzDAxzj1/+J/z6dKAEZduOc5/z/eb1/8A14+UAbQAUAFAFm0uZLS4iuYWKTQyJJE6/eSRG3Kw9wQCOmDz2wwB/Qv/AME1f+DlD/goD/wTzuPDnge+13Tf2jf2b9NktbO5+CfxUurxZtB0hJE85Phh8QbVLnX/AADdJFuFrYTW3iTwTG8txcy+DLi+m+1xAH99v7GX/ByT/wAEqv2vdK0C01D9oHw9+zZ8TNVigjvPhv8AtEajY+AIrbUZAsb2+lfEi/lj+GuswTXTGDS1k8S6Zr18piebw7YTTi2UA/dfRNc0TxLpVjrvhzWNL1/Q9Ut47vTdZ0TULTVdK1G1lGYrmx1GxlntLu3kBzHNbzSRuOVY0AalABQB8J/ta/8ABTX9gv8AYZ057v8Aai/ah+Fnwx1MxyPa+DJtc/4SP4j6iUQsBp/w58Jw6742uYnYCIXv9hx6dDIy/abyFNzKAfxef8FVf+Dvrxv4k067+F3/AATK0iL4d6XftPZ6z8f/AIh6LYax8RJbJ0aNh4D8HTSah4X8HvN8wXW9f/4SzWDbTLNYWHhfVYI7lAD+Kv42ftHfGn9ojxFe+L/jV8QfEnxF8UandyX+o6/4o1S71fV9Qvpzulu73UL6W4urm4kPLzTu7t0LDqwB4VQAUAFABQAuOAex/wA+pz+Q/GgCVXUDDDke5/oh/n+fNADS/PHT0/8Ar7ePyb60AP8AMUgDHPr35P8Au9vrz7fwgH+hn/wZ/f8ABMy38ITePf8Ago14z33d3qnhG5+D3wisp0VoLS61u403WfiD4mg3Krx3tnpVponhnT7mJpIpbPxH4ntZAskXygH2r/weG/tyT/s+/sAeCv2UfB2tnT/iB+2Z4+XT/EUVttN3b/A34STaV4t8bOtzDcx3Wl3GveOrv4Y+H4t8D22u+G5/G+mM5SG4icA/y8KACgAoA/0Yf+DJ/wDZBtvDXwL/AGqf24/EGl2x174pePNJ/Z4+G97c215Fqmn+CPhrp9h40+Id9p1wwSxutB8b+L/F3hPS52jNxPFrPwluIT9lVHF2Af3L0AFABQAUAFAH8kX/AAeSftJp8Kv+CY/gz4BadqTQa/8AtT/H3whompaYsnl/2h8OPhDBcfE/xHdMA4aZNP8AH+m/CWMwmNot1+k7yJJBAk4B/lyUAFAH/9f/AD/6APd/2XPjrr/7MH7SnwC/aO8LiWTXvgV8Y/hx8WdNtonVP7Qm8BeLdJ8SvpUu8iOS11eHTZdMvYJs29zaXc9vcK0MsisAf7r/AIP8W+HPH3hLwv478Hatba/4R8a+HdE8W+FtdsvM+x614c8R6ba6xoerWnnRxTfZtS0y8tbyDzYo5PKmTzI0fKqAdFQAUAFABQAUAfx/f8Hj/wCxNqfx2/YM+Gn7WvhDTXv/ABN+xj8QLyTxhHAIFm/4Uv8AG2bw54T8T6l5eftuozeHviDonwvuVtoI5003QdR8Wa3N9ms7K+uFAP8AMIoAKACgD+sj/g0f/wCCjUn7K37eVz+yT4+10WfwY/bbttO8H6St7MiWHhz9obw2L26+FGpxSSrK8C+Ore98Q/C6ewsEjk1vxN4o8A3GoXAtPDiKgB/dx/wW5/4Jr6X/AMFQv2EfHnwMsmjsPix4Q1Cy+KvwP1siNWh8f+FYLoN4buJXMeNM8deH7vV/Ck6yzx2dpqWoaPr1ykzaFClAH+N98SfAmq/DDx74t8Aa9bz2mteENdv9A1S1u4ZLa7tb/T5jb3Nvc28qrLbz286tFPBIiyRyoySBGDLQBwjgYBHr/n/OOfagB3DLgYyB/n+76Y4bn26MAREnoe3+fx/pQAlABQAUAKpwQaAJT8w+U47H/PH5ZH1P8QAiqw7jHcY6/wDoXt/F+BxlQD6c+Bf7ZH7RH7NTmb4JfEnX/AVydxF5oV9eafdoWOWMVzZ3NvPGScE7HXoD82DtAPvDw/8A8F9f+CuWhLHHpv7bvxu8uEBYodQ8aa7rUMaIBtjSHW7/AFCJY1HAjEZQLwFAwKANHXP+Dgj/AIK/ayGF7+298ZYQw5/sjxLf+HyO3B0C40wr9U2n6ZBYA+F/2gf26/2qP2pYoofj58YfGPxO8kOI5vFmuarrlynmMGfFxqt5ezDeyqWw/wAxAJHFAHySQzDrgHoOv/xP16j2FAD0+X7xBA/D+YP/ALN9RxQBG5DNkDA/z7D+X0zQAygAoAKACgCUYQYPU/5x3z+nrx0YAamCTxxjp170AenfB34V+LPjl8UvAHwg8AaPe+IPG3xI8W6D4J8KaHpsX2jUNY8ReJNSt9J0jTbKIlA1xe311BbxBmCb3Bd1QF1AP9pL/glP+wD4P/4Jn/sO/Bv9lXw1La6p4g8OadceKfix4stowh8a/F7xe0Wp+ONfMnlxSTWFrdC28L+GWnjW5h8H+HPDtnc7p7Z3YA/zXf8Ag5+/4KL6p+3D/wAFIvHXw78JeJH1H9n39kgXfwP+GdlY3jTaJrXi3TrqOb4xfEKKOO6vNPubrxH44t38M6frWmSraa34G8B+B70RLM07uAfzfUAFABQB/qBf8Gcf7F2u/AL9gf4oftQ+L7K70vX/ANs74h6LqPhrT7uzuLWR/hH8FoPEvh3wRrTfaCpkGv8Airxd8Sr+yeGAW8+hnRr+G6uEvgluAf17UAFABQAUAFAHiH7THx28Lfsv/s7fHT9o/wAbIs3hT4E/CX4g/FnXLL7bFp0uq2PgLwtqfiV9EsruaK4WPU9dfTk0fSkW2upp9SvrW3t7S7uJYreUA/wmvGXi3X/H/i/xV478V6hLq3inxr4k1zxb4l1SfmfUtf8AEep3WsaxqEx5zLeajeXFxJz9+Q9aAOboAKACgAoAKAP9If8AYa4/4M9f2mD6/s/ftce3W+1ge/8AnjjOaAND/gk4d3/BtX+0Uf8Aqk3xGH/fPg3TV/pQB/m53n/H9d/9fc//AKOegD7q/wCCZwz+3H+z16Hxzp4+nzf57fnmgD+rP/g9Tx/ws79lX1HgS3H5+IPigf8APH5YoA/s91b4B+Av2sv+Ce4/Zw+KGn22peCPjT+zfongfWobq3S5+z/2z4OsYbDVrMMPMt9V0PVFsNZ0fULN7bUtM1Wxs9T0u8sdRtLa5gAP8j34q/DP9sD/AIIuf8FArKxa9174YftA/s4eO7Hxp8OPG+nxXunaT438L/ab230jxPpDM/2XxN8OfiNoA1Xw54o0OeXUtC1zSL3xZ4A8T297CNd0xgD/AFT/APgkx/wVc+An/BV79nDTvix8NLy08L/FjwnBpeifH/4F32oRz+KfhR44ntmLNEr+VP4g+HXimS2vNR+Hfjy1t1sPEGmxXelajHo3jfw54x8J+HQD9TqAPh74k/8ABMz/AIJ0/GLx1qPxO+Kn7Cv7JPxB+Iet6vJr/iLxr4s/Z9+FuteJfFWszBBLqPi/V73wxJeeLrqZY0WaTxLJqvmqirJlQNoB7d8Ev2YP2af2aLPXtP8A2cf2ePgZ+z/YeKbiyu/E9j8EvhL4B+FVn4jutNS4i0651628CeH9Bh1e4sI7u6jsptQS4ktUubhIGRZpA4B7TfX1lpdleanqd5a6fpunWtxfahf31xFaWVjZWkTz3V5eXU7xwW1rbQRvNcXEzpFDEjySOqKzUAf5/n/BfL/grr4t/wCCn3xY8G/8Eb/+CXdufjZ4e+InxD0Lw98WfHngsxX1n8b/AB5oGtQazofw88Ca/Pcw6DZfBT4c6no3/Cf/ABL+LF5NF4f1e58M2etWXiPQfhb4I8Q678QwD+sn/gkV/wAEvPhR/wAEpP2S/D3wN8Grp/iT4qeJzY+Mv2hvizHC5vviX8UJtPit7v7DcXVvb3tl8PvB8Rk8P/Drw4bezh03Rlutb1Czfxj4p8X61rIB+fP/AAcTf8Ebf2lP+Cu+gfsm6X+zv4++CHgS4+BGr/GXUPFsnxn1/wAd6HDqUPxFsvhlb6Mnh5vA/wAPPiBJdSWkngvUzqY1GPS1iS4sTavdNJcJbgH8wq/8GXn/AAUxXP8AxkH+wx/4X/x9/wDocD+pH86AG/8AEF3/AMFMicn9oT9hj/wv/j5+mP2ceP1/mFAP65f+Df8A/wCCUvxj/wCCTv7MfxY+FHx48a/DHxv8RPiN8YJfGkd/8IdX8U6z4QtfCNj4W0TS9Etprvxl4J8Ca2niA6sfEsmowJplzpqaedHe1vTcyX0SAH3f/wAFOf2GvB//AAUc/Yh+O37KXiaLRbbXfHHhS41L4VeKdbi/c+APjP4ZV9Z+GHjP7fBpmqatpmm2Xie2tdM8XyaDarq+r+ANW8W+F4pGtdeu4JQD+HX/AIIH/wDBUXxz/wAEbv2mviv/AMEsP+Cl1trvwU+Fuo/EWSOw1DxxDbtYfs3/ABw1W20pDqGt6zBLLGnwI+Mnh9tA1mLxtpOoa34C0q6l8M/FHSZLPwL468fePUAP9G7TNT03W9N0/WdG1Cx1bR9WsbTU9K1XTLuC/wBN1PTb+CO6sdQ0++tZJba8sry2liuLW6t5ZILiCWOaGR43VmAPIfj3+zZ+z5+1N4I/4Vt+0l8FPhd8dfAiX7avZ+F/ir4I8PeN9L0jXTpWqaHF4k0CLX7C+bw74ps9J1vWLDTfFGhPp3iDS4NSvRp2pWpuJC4B+Qcn/Bsd/wAEPZL6TUD+xDbrPJO9y0Uf7Qn7VUdiJHcyMsemr8chp8UAJIS1itoraNMRxxIiolAH6vfsz/sj/s0fsbfD9/hd+y78FvAfwT8CXGrT6/f6F4H0dLAaxr9zZ2Onz67r+pTPcav4g1uXT9M06wfVtbv7/UGstPsrQ3P2e1gRQDJ/bC/bD+Af7CvwI8W/tD/tGeM7Twh4D8LwtBZ2qy2cniXxt4nmtLy70fwL4F0i7vLEa94u11bC7eysjdWthp+n2ep+IvEWpaJ4V0TXdc00A/zHPCdl+1J/wc3/APBX+Lxf4o8NXGifDRb7QovFFno9xf3fhH9nP9kvwXrt9eaX4LXxRcR2U174l8Qf2lraxaitrpt34t+J/i/xL4o0nwxoGgLcaN4eAP8AR+/4KGeFtB8E/wDBLf8AbM8G+FtOsNG8M+Ef2G/j34W8OaRpdlbafpmlaDoXwJ8VaTpGm6dYWiw2ljY2On2tva2lnaxRW9tbxRwwqkSIlAH8o3/BlaMeGP2qG/va/cp+Wm/C9v8AH/IFAH8SH7YcbQftSfHy2Ybfs3xS8XQ7emPK1SdMe2NuP59KAPIvhp/yUbwB/wBjt4V/9PthQB/oh/8ABw1z/wAEVP2Hz6eCfhkP/MdeDPp6eh+tAHj/APwXQH/HLx/wSF9vhd+wMP8AzSy+/wAP85oA/wA+agAoAKACgAoA/tu/4MpP2r4fBH7UX7Un7HOvX8MGnfHn4X+H/i94FS8mnyfHfwT1S80vXND0aBJfIF94l8DfEPUNf1N5bd2ksPhnB5dzbGDyL8A/0iqACgAoAKACgAoA/wAoX/g7M/Yivv2XP+CoviT426D4d/sr4T/tq+GbL4zeG76w067ttDX4o6Hbab4T+OWgLfXGYb/xNP4mg0f4reJltpXS2X4waQSsIuEgQA/mBoAKACgD/Us/4NG/+Ci7ftUfsIan+yV8Qde+3fGT9iW+0/wvov2+5aTU/Ef7PHix768+GGoI91ePPfP4B1O08R/DO6t9Os4dO8OeFNF+GcNzK17rq7wD4/8A+DuD/gk3P8WtP8M/8FIPhmGg1LwH4St/hz8etJtoAUvdMs7vPw+8fyMqbvOt/tUvgbXLiWQj7OngeC3iAjvZKAP85sqE+U4z/kEe56f3fYdTQBEcKw9Ov0/z1/yKAFYZ+Zf8Dx+XT6c+2MUAMJJ5P+f8/wCetACUAFABQA9CATn/AD+QP8u3bNADmUt0Ix1Hf+q/z/AdWAHxu8TJJu5jZWXHZlIIP5gdz9TQB96fCH/gp1+2z8BdBt/DXwj+O/jjwJpFoytBb+G9f1jRijIoRX3adfWp3BVVQ2c4VcA4oA+m7D/gvn/wVvtLY29v+258dTCyBAJ/iB4mu5EQdBFPe6rcTxYxtBilQgDAwpCqAcJ4k/4LY/8ABTfxUJI/FH7W3xh8SRyKyvHrnjvxXq0TKwwU8q+1mePYVONgUIBwFxxQB8AfFr44fEj44a7/AMJH8SfEN14i1jLEXVyzM+W65LOx6e4/3utAHkxVjyWBI/z/ALP6Bvx4oAkDBQd2CT+H/spPfsB+tAEB6n60AJQAUAFACgEnA/z/AC/n7cZoAkYgLt6kfh+P+Sc57YJYAEwACfx//Xzj8vzzQB9d/sS/sg+Pv23/AI/eCvgD8NITP4t8b6pZaVpaYPlrNd3CRG4uZdpFvZWkbPdX13IBFaWUM9zMVihdlAP9oz9iL9lTwX+w7+yf8D/2XPA9z9u0T4PeBNM8P3/iCaJbabxP4lZX1Lxh4uvIyzfZ5PEfiW81XWBatLImnW11Dp0Un2azhCgH+Sx/wX2/4KJn/gpJ/wAFI/jH8U/C+s/2r8DfhdP/AMKJ/Z5MEol0+9+GXw+1LU4ZfGtk/wBksJZYfih4xvfFHxGsnv7VdUsdD8S6L4evZJV0G3KgH4tUAFAGhpOk6nr+q6ZoWiafeatrOtahZaTpGlafby3d/qep6jcx2dhp9jaQK011eXl1NDbW1vCrSzTSJHGpdlDAH+2//wAEo/2R7j9hP/gnV+yT+yvqTA+I/hh8KbGbxyqK6ww/Enx9q2q/Ez4m21tvd3e0tfiB4y8S21nK/lvNaxRTNb2xc28QB+hNABQAUAFABQB/l7/8HlP7VUvxc/4KQfD79mbTb+eXw3+yJ8FtFtdU02SRzFZ/FH46xaZ8SvE93BHxEi3/AMNk+DETsoMry2DiSRkWFIgD+Q+gAoA//9D/AD/6ACgD/Xd/4Ne/2wF/ax/4JGfAzSNX1X+0fH37Ld7rH7LvjFJrkSXMemfDuHT7/wCFciW7n7THp8fwe8Q+BNEguH8y3udR0HWI7aX/AEWa2tAD+hugAoAKACgAoA86+MHwr8G/HT4S/FH4JfEWwl1X4ffGL4deNvhX470uC5ezn1Lwb8QvDWp+EvE9hDdx5ktZbzRNXvreO5jG+B5BKmWUUAf4cf7ZP7LXxF/Ym/am+O37KXxWtJYPG/wN+Iuu+CL69aw1DTbTxNpFrMt54R8d6Ja6pbWeoHwv8Q/B97oPjrwld3NrA+oeGPEOk34iVLlAoB80UAFAGroeuax4Y1rSPEfh3VL/AETX9A1Kx1nRNZ0u6msdT0nVtNuYrzT9S069tnjuLO+sbuGG5tLq3kjmt5445YnV1VlAP9j7/gg7/wAFQrD/AIKmfsH+Cvih4mvrBP2ifha9t8Kv2lNDthZ2zSePtHskOm/ESx021S2W08PfFbQ0g8V2aW9hZ6VpniNvF3hDSzdQ+E5LqUA/kk/4Oyf+CM1z8IPiZr//AAU5+AWiXMnws+MWv6Xb/tG+FNIsGlt/AHxe1V4tOt/iKiWsebTwv8VLgW/9tTTRmGw+JUl1Pc3zyeOtI0+yAP4jmiaL/WqykfwspGM+oPI+mPfmgB6vGB0H5gf0bv7L+PO0Agcc7h0Pv/8Ar7e/55oAZQAUAFABQA71KggD3/8Arn19fyoAejjB3fzz/QdPT5s/7OM0ANI3ElR9e36f/q/XLACo+0+3+fzz9ePfNABJJu47f56cZ/En2x0NACAbTlh/+v6f/r/qoBI7rtAA59QR6f7nH5/j3oAiGerZK/X8PUd/f86AEOM8dP8AP1/n+dACUAFABQA5Rk57Dk/5yPz5+lAExaPb0578/wBNxz+Q/mKAEWMynEQJY8YUEk/h+I6Dn2waAP7/AP8A4NHP+CNlzYy2f/BVT9ojw3PbyNba74e/ZC8H67YGJit2tzoPi348z2lzGJAj2p1Pwb8N3mXbPHceKfFUdsEXwZrLgH7w/wDByN/wVB1j/gm5+wPrlt8J9cbSP2mf2krm/wDhT8HtStJpotS8CaPLaxH4kfFmzkh8podR8IaBfW2keFJ0vLe7svHXirwxr0MGo6foGr2tAH+RDeXl1qF1cXt7PJc3d1K81xPKxeSWWRtzyOx5LMSSSeSeTQBWoAKAPpn9jT9ln4jftsftSfA79lb4U6deah41+NXj7SfCVpJZ2j339haJ+91Pxj4yv4EZMaJ4F8Hafr/jLxBOzpHa6JoV/cyOiQs1AH+5D8KPhl4N+Cnwu+G3wa+HWl/2H8PvhJ4B8HfDLwLoomkuP7H8G+AvDuneFfDGl/aJi0s/9n6JpVjaedKzSS+TvclmJoA76gAoAKACgAoA/lA/4PA/2v0+Av8AwTK0v9njRNT+yeNf2yvijovgqS1ikEN4fhV8LLnTPiR8RNRtZQfN8r/hIrX4ZeFNShjXZdaX4yvLaeRYZXhuAD/LGoAKACgAoAKACgD/AEh/2Hf+VPP9pX3/AGf/ANrX9dS1gf56enH3qALX/BJY7v8Ag2o/aMP/AFSz4mj/AL58KWK+/p/+rpQB/m83n/H9d/8AX3P/AOjnoA+7P+CZfP7cv7PC9j4703/0PHTj/wBC/LrQB/Vj/wAHqPPxN/ZZ9R4GtB+B174pH+f1/XCgH93H7NnlSfs9/AyQthv+FQfDeVTju/hDSHJHJwctnIDfQcCgD8+P+CtX/BH79m//AIK0fCCDwp8VZbvwB8XPAVhrMvwY+O/hqwtLzxJ4D1PUIEd9O1rTrye0t/GPgLUr62spfEfhC51DSpL+CAS6NrvhrXY7LXbQA/zMPjn+x3/wVP8A+CGX7R6fEGCH4p/BTxJ4H1KzTwh+038GZPEN58HvHOjXWpWN5ZWL+LTpdv4f13w14kvNPs7fXvhb8T9IgXWxbvo3ivwXdWZe1nAP3W/Y7/4POf2j/AemaN4T/bZ/Zs8D/H+2s4vDelT/ABX+EGtn4OfEOazsoXt/EnijxV4LvdO8VfDvxp4q1hvJv4NN8Hp8D/C1tcrc20Nla2tzANPAP12tP+Dzv/gmLJChvfgJ+3da3Bx5kcHw3+AF5CpwM7J2/aZtHdQcjJt0JAztGdtAHIfEf/g9J/YA0jwjq978J/2Yf2vvHPjyKANoHhvx/pnwb+GHhHUrnzEDQ6z428P/ABY+LOs6FAIi8iXFj8P/ABHI0irEbZFZplAP5av+Cm3/AAcf/txf8FHPDvin4SQx6R+zp+zn4nu7Jrz4V/DvVtR1LX9Z0uzNtcjQfG/xGe30K48WaXNqtlaarLaQeGvD8Bnto7fyjZSXdvcAH5mf8E7v24fiD/wTl/a9+E37X/wz8LeFPG/ij4XyeKrc+D/Gy6iPD3iHRPG/gzxB4D8R6fPd6Rd2Wq6XfroniW9u9E1aznddP1u20+41DT9b0lL/AEPUgD+vP/iN91vdc5/4JqaSY3ixZr/w1zd7oJvNuCZLl/8AhmsrdxGBrWLyoo7JhLDcTeeUuY7e1APJ73/g9i/aMm0+RNM/Yd+CVhqhmjMN3ffEnx1rGnrbq0vmpJYW+naHcPNIrQLHKNSjSJopXaCYXCJbgHGz/wDB6t+2ac/Zv2R/2YoR2866+Ks+PqY/HNsD+CjPbGKAMqT/AIPUP25pDiP9lv8AZUhBPBW0+LTOPqZPiayk/wDAAD6LndQBTuP+D0D9u8gFP2cv2Yos/wDPPTviM2PcGXx9N+o/P+IAef8Ag9E/buWxlt1/Zs/Zba5khnji1CbTvicbiCWUMIphFF8R4bJ2t2KtGj2zxvtAnSTJ3AH8rf7U37S/xZ/bB+PPxD/aN+N3iTUPGHxP+Jurx6x4o17Upo5Jria3s7fTdPs7WG2hs7HTdI0fSrOw0bQdD0qxsdG0DRLDT9F0Ww0/SdPs7KAA/SH/AIJrf8F7f+Cgf/BMax07wF8KfHOkfFL9nyzur24/4Z2+NNpf+KfAGjtq2p/2pq938PdUsNS0fxl8NL+6urnWNRFj4W8QW/gm88Ra5qXiXxP4K8TarMzsAf2A/AT/AIPOv2FPGPhqCT9of9nL9oz4H+OfNuftmmeBD4J+N3gQWwvkt7GSy8YXGt/CzxTPez2TjUL6zuvhrY2th5VzZ2up6tKlu92AfTUv/B3T/wAEho7d5o9Y/aOnkVSVtY/gm63Eh/uoZvFUVqGPQb7pE/2hndQB+eP7Wv8AwejfBO18FHTf2Hf2X/ix4h+IeoR6zaTeKP2mV8G+BvCPhST7IY9D1nTPDXw38dfErVvHga+fz7zSdS1n4eCO1gWNb6aW6YWQB/NXoPw5/wCCzH/Bxn8fdL8VaonxD+OGl6Frd54e/wCFmeKbQfDz9kz9nTT9Sm8LDxNZ2F9Zafp/w88K3lposvhfW/EnhfwXpviD4yePNH0ex1qfQvHOr2SXLAH+lH/wSe/4JU/AX/gk7+zvF8HvhTe3Pjjx54sl0/xB8afjVrWnw6ZrvxN8YW9oYFntdKiub6Lwz4M0ZZbi28H+EbbUtS/sewlkm1PWPEGu3uq65qAB7X/wUuign/4J0ft6xkbgv7GX7UEw5K/PB8EPHU0bfK2TtkjViNpBAwQVNAH8iH/BlfIw8M/tRx/wt4ivCfqNK+GGPTHAPr6YHWgD+Kj9uGD7N+2B+0pDjHk/Gfx9CR6GLX7xMdT/AHfw9+rAHhvw0/5KN4A/7Hbwr/6fbCgD/RD/AODhr/lCn+w//wBiV8Mv/VdeDaAPIf8Aguj/AMqvH/BIg/8AVMP2Bf1/Yr1D/D0/KgD/AD5KACgAoAKACgD7o/4Jm/tb3v7Cf7e/7K/7VlvcXkOlfCT4t+HtQ8cRWBk+2ah8LvEJn8H/ABY0i2EayFrnWPhr4h8VabbAxToLm6hdoJgvlsAf7gmnajp+safY6tpN9Z6ppWqWdrqOmanp11Be6fqOn3sEdzZX1jeW0kttd2d3bSxXFrdW8skE8EkcsUjo6swBcoAKACgAoAKAP5t/+Dpj9gkftnf8EvvHnxC8KaIdT+Mn7Gt/N+0P4JezsrefVdR8BaXZHT/jn4VS8mniltdKl+HbXHxFuLWyjurzWde+F3hfSre2Z7kOgB/kn+v+c/56/wCRQAUAFAH6Rf8ABJ//AIKJePv+CX/7bXwq/aj8Irf6r4V068/4Q742eBbKYxj4jfBTxNd2UfjnwuEN1Z28ms2sNrZ+K/Bct9cDTtP8eeG/DGp6jDeWNncWc4B/stahZfAz9tf9mme0abSPir+zx+018I1MN5ZvOum+Mfhr8TPDSzWeo2EzxwX+nT3ej6pDe2Fz5dnq2jX6wzqtlqVmPIAP8dH/AIK4f8Ev/ib/AMEsP2svE37P/i251HxT4L1BbnxX8HviNNp32a38e/DK+v7iHQdYlMMYtItesRHLovizT4MRad4k07UobYy6a1hd3QB+W5UIcOMnPOf8/wCH9WAJN8eMADPbkf8A1z1/2/z+7QBWIwSPy+n+f88UAJQAUAFACjGeRkf59x/P88UAKdw55APQZ6UASb1289e/f6joPzwPT5v4QCIjuBx/n6/z/PNAEqSbRg/1/p/9f27hQCNiXb/6+f6DH649eKAHoQh+Yfr29M/N356fXP8ACAEjgn5ePof8FX+f5Y+YAacgfNkntz09e49ux/DNADKACgAoAKAJEGPmPTp/nkenTHvkUAPZo+MD+v8AVvbv+f8ACAOjtppyBBG8pOMJGjOTnjgLk/8Ajv1IoA/0kP8Ag05/4I46j+z94Om/4KQ/HWymTx58YPBqaJ+zp4S1GzNvN4S+HWsjzNf+Jt3DcIJ01fx5AItF8JPst2tvBY1jU0N9Y+NLB7QA+vv+DqT/AIKuH9hr9jf/AIZc+EniFLP9pf8AbJ0XXvCiXFhdW41T4a/ADy5NI+JXjh1UzXWn6t40Fw3w18D3D29o8hv/ABx4l0PVrbWvAEUUoB/lUUAFABQB/Sj/AMGr/wCwdq37X/8AwVE+HXxY1vwze6n8Gf2LHsPj/wCOdb8q6i0m0+JGnvfL+z5oD6pDiK3165+JGnReP9L02Vs6vovww8Ux+W9vbXbxAH+tPQAUAFABQAUAcl4+8deEfhd4F8a/Ezx/rlp4Y8B/Drwl4j8deNvEuoCY2Hh7wj4R0e98QeJNcvRbRT3BtNJ0bT7y/uRbwTTGG3cRRSOVRgD/AAw/2wf2jfEv7Xv7VH7Qv7UHi6E2eu/Hj4v+PPidNpPnzXMPh6x8VeIb7UtE8K2M1xLcTtpnhPQ5dO8NaUs088kem6VaxvNKymRgD5woAKAP/9H/AD/6ACgD+xH/AIM2f227f4J/t0fE/wDY98Xa0bLwd+2B8Plv/BVvP5TWw+OHwXh1fxLodoktzPDHpcXiL4Z6n8Tbe6ltt9xrOuaL4M0hrW6kNnJZAH+nPQAUAFABQAUAFAH8E3/B5l/wTWm1jRPhV/wU7+FPhOSS68LWum/A/wDaruNGsLVIv+EeutSSP4IfFHXY9P0qCeS4sdb1bU/hR4m8V69qt/cXNrq3wW8K6fBZWOiL5oB/nwUAFABQB+t3/BHH/gq/8XP+CT/7Vnhz4seF7jUfEPwT8YXmmeGf2i/hLHMpsviB8Onuz597ptvcTwWlp4/8Fm4uNf8AAOuGW1ltdTW70K+uz4V8S+J9N1QA/wBgDwp4r/Zw/bw/Zm0zxT4Y1Hwd8ev2Z/2jfh5JJa3SJ/aPhrxn4M8R201lfWF9Z3McF9peqWFwt1pes6RqEGm+JfCPiXTbzS9TtdH8RaPcW9oAf5NX/Bez/gk18SP+CX/7XesWUGjalq/7MPxgu7/xH+z18S1tmksbzTo2STWPh34kuoIktbLx/wCB5LiG31G2/dJruiz6T4p0+CCDUrjTdIAPwqKjoo5HXn/Pt0/HpQBHz09P8/hQAAZ4oAUqRzj9c0AJQAEY4oAcGwpHr7//AGJ/mP60AKu3ByP8f6e/Q+/FACKcEemfXt79f8+nWgCeYxlRtHzYHP8AUDnrx/8AWwRQAyLZk7v8P8988fnxQAxyC3HQdP8AP/12z60AB27Rxz/h6/8A185/DKgCqy7cH/P+fx/XCgDMZOBx9ef6j+f50ABBBwf8/wA/8+mcUAAUnp+f+SM/nx70ABUqcH/P5/5/OgBKAHDbzn8P8/4jH0oA/o4/4N2v+CLnjL/gpx+0hafFH4m6HqWkfsVfAnxBZ3vxX8TzJcWUfxO8VW8cOo6X8EvB18vlyXGoanFLaah491TT5Fbwj4QnjL3dhr3iPwmLsA/1Gv2kf2i/2df+CfP7L/iv42/FzVNF+FvwJ+Bvg6wtLTS9FsbKyjjs9Ot7fQ/Bnw88BeHYGsbW51rV7hdN8MeEPDtobW1+0TWsMk1jpsFxeWoB/jzf8FVf+Covx3/4Kl/tM+LfjV8Ur6TR/A9vqF5pXwc+FFjey3Ph34XfD6C4b+xtCs5HjgXVNcuYFjv/ABd4me0s5/EniCa7vY7LS9LXS9E0sA/MSgAoAKAP9DD/AIMz/wDgmvc+G/C/xV/4Ka/FXwnLBf8Ajqzvvgp+y1c6vaW5QeD7HVpF+NHxJ0eG7tZpkl1nxJo2k/DXw94i025sLu1s/D3xT0KZbzTfET7QD+8igAoAKACgAoAKAP8AJ2/4Ow/22If2qv8Agqb4r+FHhbWodV+Gv7GXhWx+AekGwmuH065+JhmPij42ai0NyqPBrek+MtSh+Fut+UkdrLJ8LbWS28+Ii9vQD+ZCgAoAKACgAoAKAP8ASH/Yf4/4M8v2kj6/AD9rL266vrA9/wDPHGc0ATf8EkDu/wCDab9o0/8AVMfioP8Avnw1ar/SgD/N9vP+P67/AOvuf/0c9AH3X/wTLOP26P2dvfx5pY/8i/59P6MAf1Y/8HqH/JTf2W/bwRZ/+nz4on+vv+uFAP2v/Y6/4OSP+CRXh39kv9mDQPjJ+2Lp/hP4vaH+z58HNG+KXhif4N/tGaxL4c+IemfD3w/Z+NNFk1bQ/g/qWiam+l+I4dRsjfaPqGo6ZdmETWF9e2bxXDgH0pB/wcy/8EQkVh/w3JpJDgghvgR+1AchhyCG+CSfl398jaAYus/8HJP/AAQr1rSr7SdW/bP8O6vpl9Z3Nnc6Ve/s/ftKXVrcW13by21xatBd/BCS0Mc8M0sMscqtE8bsj7kZtwB+FHxr1X/gzL+NWs3/AIpm+ImlfCzXdYubq61dPgz8Lv2qPBmlXct06F2g8M3HwW1bwdoADGSaKLwpomhRoXkAUAQpEAfNF/8AAj/gzbWGWew/a4+Mk0yoGS1lh/altDIQctGJB+zFfxJIVyIz9xn2q8kSkyKAZ9j8Mf8Ag0Gs4/Ii/aZ+KgTduL3umfHTVpQTxxPf/sdXNxtGAQvnbQc8AncoBbm+Hn/BolK+4/tS/Ect/fl8J/G2Qn0yf+GNi3AHq345G0Ai/wCFa/8ABokx/wCTrvHsZ/2vAvx1kx+K/sdLntz8vpjuoA1vhh/waLM3/J3XjZBz974c/H2Qfkn7IK5x/vfnnDAB/wAKu/4NGgcJ+2N4uQHru+Fn7Qz4/wC+f2SFHX8/bgsAI/wr/wCDRw/d/bP8Ur6j/hT/AO0a/wD76ioP4fpkCgBh+Ef/AAaR9V/bV8SDuP8AizX7QrH8Q37MsJ/MqfUDPygELfCT/g0qP/N7HiXjp/xZD9oJ/wCf7PEROPf1+ooArt8JP+DTDt+214mx/wBkH+Pz4/P4FRZ4+npnpQBC3wm/4NOOi/tueJsD/q3z49v/AD+DcePzz6sDg0AVv+FR/wDBp7uP/GbviTHv+zp8eWH5/wDCq4yfyHoM5O4Agl+FH/BqRyqftveIxjoR+zX8dn/U/DuH8uP945IoAyLr4M/8GpVznd+3F4vUnvB+zp+0LbDt0Fr4Vt8fp79aAPev2b9H/wCDQH4A+LrX4geJfj5q3x51qL7ckPhX4lfBL9oTXfhtFbT/AGXyP7U8C+JPhhr9pf6rb3FvPcW97DrQsfsd3HZPpsbx3DzgH9EGh/8ABzB/wQy8N6LpHhrw9+1FbaB4a8PaZp+i6B4d0b9nz45aZoeiaLpNrDY6VpGkaRY/C630/TdM0yyt7e00+xs4obaztoIoIIoo41SgDZb/AIOfv+CJ8hG79r25UAY/5IX+0AePw+GWf0/DtQB8bft8/wDByl/wSH+In7HP7Vfwh+GX7Q/i3x747+Ln7Ofxt+GXg3SNA+CHxcsYpvFPxD+F3ivwloS32p+MvCnhfSbGxi1bWbE39zLfxpBDHLLEs2SrgH58/wDBlkceHP2nh6+Jb0f+Ub4Zn+n+eKAP4wP2/YzB+23+1bbkY+z/AB8+J8OPTyvFeppjoMYx6n8KAPnn4af8lG8Af9jt4V/9PthQB/oif8HDP/KFH9iA9h4M+GX6fDrwf9PT/wDX1oA8j/4LpD/jl3/4JFe3wz/YEH/mlep/4f5zQB/nw0AFABQAUAFABQB/rzf8Gx/7cx/bV/4JUfBzTfEesW+ofFX9lST/AIZd+IELTWi6lPpPw70fSW+EviG4sUK3zW2q/CfUPCekT6/eo58ReLfDPjC5N5c39tqSxAH9CVABQAUAFABQBXu7S1v7W5sb62t72yvbea0vLO7hjuLW7tbiNobi2ubeZXint54neKaGVHjljdkdWViKAP8AGR/4Lmf8E4NQ/wCCY/8AwUK+LfwT0fSru1+CPja5f4v/ALOGpyiaS2ufhD411C+m0/wyl5PdXk9zf/DPXbfW/htqM99Oupal/wAIva+JJ7aG08QWDSgH4+/5/wA9P8+vWgAoAKAP7oP+DT7/AILbj4a+KtG/4JfftR+LoLb4d+OtXk/4ZF8c6/qH2eDwb8RNcv5J7/4GahdXj/Zo9A+JGqXcuqfDw+bavY/EW51Dw1HFq03xC0hNAAP7HP8Agq9/wTX+G3/BS/8AZg8TfCzX9N0Cy+LfhvS9c1f4F/EDVrQF/CfjK6sVX+y76+hgnvovCPit7Sx0/wATQW8Vz5PkadrsVje6hodhbsAf4z/xx+C3xP8A2ePi58Q/gj8aPBWtfD34ofDLxVqvhTxn4Q1+3+zajo+r6dcFGXcjSW17YXlu0GoaRq2nz3Wla3pN3Y6vpN5e6Ze2d1KAeSkZyV6D/PTr+f8AhQA2gBQCelAAQR1oAACen1oASgBxbKgenv8A/Yj+Z/rQAp27Rxz7e3r/APXzn9VAHwFQ4D/dPv8A5/z/AN9KAJKULnYMD/Puf6f0oAepjEf+1/X168+3T6cYYAgBG7J9cn/PH+ex6UAOfbnj8cf/AFv8PzoAcWUjnn09fz4/z2PAoAYFLZx2/wA9cj+R/CgBtADghPP+f5j/AOv7dVAGkY4oAKAHAAjA+9/n8On0P6lgD+rn/g1+/wCCQ+oft3fHLxJ+0F8bvAc1z+yP8Gbu1sNQ1DWbWWHTfil8SE+z6hbfDjQJJEQahZadZSW+q+Pr6zkYaVpV3pekCW21HxLZXVoAf6Pv7af7YnwA/wCCc37K3j79pL426nY+Ffhn8KvD0NnoHhfR0srPVvGHiI2zWXgn4WfDzRQbe3uvEfiS7gg0nRrCFIdN0ewiu9c1ibSvC+h6xqungH+Mn+33+3N8bf8Agov+1H8Sv2qPjxqUM3ivx3qXl6J4b01nXw38PPA+mbrXwh8PfCds+DBoPhbSRDZpcSg6hrmotqPiXXri+8Ra3q+o3YB8Z0AFACqrMwVQWZiFVVBLMxOAABkkk4AAGSeBmgD/AGF/+DdT/gm7N/wTg/4JwfDrw34+8Iy+GP2kPj5dN8c/2hYdWsrWHxJomveI7aK28C/DPUJG0ux1rToPhr8PrfQ9P1Twnqt5qkOhfEvVfiZqGnS2yeIri2QA/eCgAoAKACgAoA/lp/4O2/25F/Zd/wCCZt38A/Depiy+Jn7bvin/AIVNYJDM8GoWfwk8IvpXiz40aza7ZFSa1vbOTwl8NNWt5Y5lk0z4nXLKscscc8QB/lO0AFABQB//0v8AP/oAKAPXfgB8bvHn7NXxy+EP7Qnwv1BNL+InwT+JHg34oeDLyaPz7RfEPgnX7HxBptvqVoxEd/pN7PYLZavptwHtdT0y4u7C7iltrmWNwD/cb/ZT/aO8Afte/s3fBL9p34XXIuPAvxw+HHhj4haHC1xHc3WkHXdPim1TwzqksKrGNc8J6yNR8M6/CqJ9m1rSb+2KK0LKoB9AUAFABQAUAFAHnPxf+Efw4+Pnwt+IPwU+MHhPTvHXwu+KnhHXvAnj7whqrXcVj4g8LeJNPm0zV9Pe60+5stT0+aW1uHaz1XSb6w1jSbxLfUtIv7HUrW1u4AD/ABTf+Cnn7AXxG/4Jo/tn/GD9lP4gLqGoad4T1ubWPhZ44vLNLOL4m/B7Xrm5uvh748tkt3mso7vVNHRbLxNp1lc3kHh/xjpviLw211PNo8sjAH5/0AFABQB/UT/wbkf8F4dS/wCCZ/xSi/Zr/aN1a/1T9hr4y+KorjVdSYXWoah+zj8QNX+z2H/C0tCsoRNcX/gLVvJsrb4q+FbGGS/jsbeDx14UhuNe0XVfC/j4A/0qf2u/2Sv2Z/8AgpV+yv4j+BXxm07R/iR8G/i14d07xB4U8YeFtS02+vNEvrzTjf8Agj4sfCzxdarqVjba1psN/Fqvh3XrA32kazpd5PpupQaz4X1vVNM1AA/yIP8Agq5/wSd/aJ/4JQftCXnwj+LVhceJvh14ml1HVPgj8c9K0q4tfBvxY8J2s6r5kBMt1FoXjbQYrizt/G3ge7vp9Q8PXtxb3Vtcat4a1Xw94h1cA/LGQAcEfN/nr/k+g6EqAR8jB5+tACncRk9Ov/18f4/XtQAqLu4H3uo/z35/+t3oAkddo+cYPToM/wCIPt09e9AEFABQAUAFABQAUAFABQBLGCeFGXPb/Dr29uvXPy0AOkXbkOMMOn1+nPf3+ueKAI13AZHT/P0P5fr0oAMM/J6fn/Vevr+HPWgB4CHgcknjn8/egD9qv+CL3/BFn46f8FbfjjHpemQ6x8PP2X/h/q9i/wAdfj1Jpwa00i1IhvD4B8ANeRGx8RfFLX7F0+w2GLrT/ClhdR+J/FEQsjpWl+IQD/Wj+F/wx/Ze/wCCdX7Kul+BfBdp4O+Af7Mn7OfgK+vbu/1W/g0vQfDXhrQ7afVfEni/xd4h1BxJqOsancfbte8UeI9Vnn1XXtavLy/vJrm+uyXAP8sD/gv3/wAFvvG//BWD46/8IT8PbnU/Cv7FHwW8R6ivwW8FSpPYX3xA1uOObSrv42/EKzco8viPXLN7q28HaHeRLH4A8I30ml21vD4g13xrqWvAH89dABQAUAfoT/wS+/4J7fFX/gpr+2N8Mf2YPhnpupjStWv4fEvxe8a2cP8AoPww+DeiahYJ438c6reyWt1aWL29ve2uh+GkvYmi1jxprfhvQIkluNVhjcA/2sPhV8Lfh/8AA/4Z+Afg58KPC+neCfhn8LvCHh/wF4C8I6UbltP8O+E/C2l22jaHpNvNez3V9dCz0+0gikvdQu7zUb6VZLvULy7vJp7hwDv6ACgAoAKACgD4d/4KSftp+Fv+Cev7EX7Q/wC1v4nXTry4+FPgK/uvA/h7VHkFp4x+KevSReHPhd4Onjtrq0v5LDxD471bQrLW5dOmF7pvh5tX1iMCPTpXUA/xB/FXijxD448UeJPGni3V73xB4r8X69rHijxNr2pS+fqOt+Idf1C51bWtXv5yAZr3UtSu7m8upSB5k80j4GcUAYNABQAUAFABQAUAf6RH7EXH/Bnl+0d7/AH9q/8AI65rA9/8+mc0AH/BIo7v+DaP9o7/ALJr8Wx6/d8Pwj2/u/h74xQB/nBXn/H9d/8AX3P/AOjnoA+1f+CdXiLQfCX7Z3wG8SeJtQj0rQ9I8a6fealfyqzrbWsL75ZdikFiigkIOWPygjJoA/0zf+CkP7Jf/BJj/gqpffD/AMS/tAftR6LZt4P0Kwg8Ov4H+JHh/SN9hJLq+qW0l39otbq5SZv+EhuxNbu0Ekfyw3EKSRyIoB+YK/8ABvD/AMECh1/ax18j/sq3g3/5Qg/r9c5oAef+DeP/AIIEDr+1d4h/D4seDf5f2Bn9SD075UAX/iHj/wCCA2Of2q/Eh+nxY8HA/wDqOE/oKAD/AIh5P+CAXf8Aaq8Ufh8WfB//AMzLfr+v8IAv/EPL/wAEAB1/ap8Vn6fFrwf/APMq36/r/CAH/EPP/wAG/o6/tT+Lfw+LXhA/y8JjH5n8MGgBf+Ien/g367/tS+MPw+LnhH/5j2/l+f8ACAL/AMQ9f/BvuP8Am6Pxn+Hxc8I/z/4Qo/z/ACoAP+Ie3/g30HX9qHxsfp8XfCX8/wDhCCP0/KgBf+Ie/wD4N8h1/af8cfh8XfCX8x4GOfyH40AL/wAQ+H/Bvd3/AGnvHf4fF7wl/TwA3/oR/DpQAf8AEPl/wb2f9HO+Pv8Aw73hP/531ACj/g30/wCDenv+038Qfw+L3hMfz+Hp/l+VAC/8Q+v/AAbzf9HNfEQ/91f8KD+fw1b/AD68bQA/4h9/+DePv+0v8R/w+MHhX/52dAC/8Q/P/BvD3/aW+JP4fGDwr/L/AIVnQAv/ABD9f8G7vf8AaU+Jn4fGDwr/APOxb/0E/h1oAP8AiH8/4N2x1/aT+J5+nxh8K/yHwrOfzGPfNAC/8Q/3/BuuOv7SPxSP0+MXhb/51FACH/ggD/wbqDr+0j8VffHxi8Lf/OkY/wA/w5oAcP8AggJ/wboAc/tHfFdvf/hcXhfP/qn29f8A9ecqAN/4cDf8G5wP/JxvxaPt/wALi8M4/MfB4f59eRQB+on7B3wt/wCCOv8AwSl8L+NLn9n79oiS00XV7e91DxRd+NfEyeLb2VXktJp7kR+G/AWjX13cpHY2dtDttbu4FrbwW0cbpCioAf5eH7d3inwt45/bN/aj8a+CL+bVPB3i347fEzxH4V1G5tjZXN94e1nxVqeoaPdXNmXc2lxNp9xbyT225vs8rNEXfZvYA8E+Gn/JRvAH/Y7eFf8A0+2FAH+iH/wcM/8AKE/9iL/sTPhl/wCq68IUAeTf8F0v+VXX/gkZ6D4a/sBj/wA0r1Uf09/qetAH+e/QAUAFABQAUAFAH9R3/Bpr+38v7JH/AAUj074A+M9fXSvhD+3FpumfB2/W7luF06y+Nmk3F/qHwF1VobeK4kl1DXfEGp658JtMjEIh+3/FG0u76e2srCW5twD/AFaqACgAoAKACgAoA/An/g4p/wCCVSf8FP8A9hTWYfh9oyXv7Un7NK+I/iz+zvJEsjX/AIplOl2zfEX4MQ+Xa3byH4s6DoemQaDAoskk+JXhn4dyalq+neH4daeUA/yBLm2ubK5uLO8t57S7tJ5ba6tbmKSC5trmCRop7e4glVZYZ4ZUaOWKRVkjkVkdQykKAQUAFAEkUssEsc8EkkM0MiSwzRO0csUsbB45I5FIZJEcBkdSGVgCCCAaAP8AUj/4Nqv+C9mnft+fD3R/2Mf2qfFsNt+2z8LPDGzwj4q16+An/aj+HfhqwLXHiK1vLqTff/GTwdpNqbn4j6K7yan4q0S3m+J2k/2jDbfECHweAe//APBwR/wQb8Kf8FSvhovxo+B9tofgz9t34W6HLF4Y1edbXTNH+OnhPT45Z4/hZ471FjDFZ6zbM0rfDvxlfO0OjXs0vh7XpU8N6kmp+GQD/KV+IXw78bfCrxx4t+GvxE8K694I8eeA/EGqeFvGHhDxNpd3o3iDw54g0W7lsdT0jV9Mv44LuxvbO6ieKaCaJXBXIBQq9AHDPtzx+P8An/631zQA0Fl9cn2/pQArBurf5/LpQBIiFsGMcj73f6/56flQAkgA4/i/D9fX+eaAIqACgAoAKACgAoAKACgCwiMw+QZA+96j/wCv+WO2cgUARyYBx/F3/wA/l27dsigAy6j2+v8AUflyD+HRgAC/xMeOp9fz3f8Asvt70AP2BxhBlu+Mf4jPHv8AnQB+4v8AwRM/4Io/GL/grb8a/LV9X+HX7LPwz1vTT8c/jUNPzsiPk3zfDf4dyXkL6drPxM1/T3QosiXmm+DNLu4vE/iO3uI30PQvEgB/rI+FfC37MX/BPT9lm10DRIvBn7P37L/7Nvw9urme5u510zw34P8ACHh+3mv9X1zWtRnMt5qmr6lctdarrOq3cl/4g8U+ItRubu5l1LW9UZ7gA/ygv+C8X/BaTx7/AMFb/wBoyMeGRrHgv9kD4M6lq+mfs/fDO9ka3v8AW2nb7Hqfxk+IttFI0E3j/wAZ20MY0/SQ01h8PPCrWvhXSpLzVZ/GHinxgAfg/QAUAFAH9Tf/AAavf8Eqbz9t/wDbSsf2o/ip4SXU/wBl/wDY61zSfFt//a8Lf2L8Q/jzGn9q/C/wJBE7ImsWnhK8it/iX4ytVW806K10jwv4d8S2cum+O7eC6AP9V2gAoAKACgAoAKAP8hD/AIOXf+CgKft4f8FPfilbeEdci1f4KfsuLc/s3/CmXT72G90XWLjwXrF+3xN8b6fcWcs+m6jF4r+I8+uwaTr+nyzQa54J0DwZcRzywRQGgD+fagAoAKAP/9P/AD/6ACgAoA/0Nf8AgzK/4KRpr/gn4q/8Exvib4izq3gR9Z+O37Ma6pfnNx4M1vUof+FzfDPRheX0cEf/AAj3i3UbL4paDoGj2FxqOpDxt8WvEV9Iun+Hy0QB/eHQAUAFABQAUAFAH4N/8F/f+CPmi/8ABWH9kp7HwLZ6Tpf7W/wKXWfGP7O3iq9ltdPTxFLc2aN4n+C3iPVLyW3s7Twz8SksNNWx1S/ntoPDHjTSfDWuTX1roC+J7LWQD/II8UeF/EngjxN4i8GeMtB1jwr4u8I65q3hjxT4Y8Q6dd6Rr3hzxHoN/caXreha3pN/Fb32mavpGp2tzp+pafeQQXVleW81tcRRyxuigGFQAUAFAH9fH/Buz/wcZah+wfdeHf2MP20db1fxB+xzrOri1+HXxKm+2azrv7MWp6xds9xBNZxLc6hrXwX1DULh9Q1bRdPjn1XwTeT32u+HLLUbS61DQ5wD/RK/aX/Zi/ZW/wCCjv7NV98J/jT4c8I/G/4FfFXQdN8S+GPEGiapY6nFEup6abzwl8TvhX460WW8Gm6vDY6iuo+GfF3h2+lgvdOvZLeR9S0DVb+xvQD/AC/f+Cwn/BuJ+0//AMEyrvxX8XPBWo3Hx7/ZAiv3uNF+K2naY8XizwLp13PssNE+Mmg2Eb22ialbSSR6dF4x00Dwd4jma0nhPh7VtSHhOwAP5xiPlx7fT/Hv7/nQA4Y2bT149+2Pb39c+gxmgBiho3DDt6jBH6n+Q/UUAOlYyZYn3Hfp/wB8/wBffPVgCvQAUAFABQAUAFABQAUAPR2Rgw7cf5/w4+o4NADmLStubp+f/sw/n+edzAEgwFK46/yH555/3fxzigBE4Qg9Tj+ef88+3NAH9Rv/AARW/wCDZ349/wDBROTwV+0J+0bc678AP2MruW11i21JrFrH4q/G/SVkEgsvhdpuq2slvo3hjUolMcvxQ1uzuNKEcyHwppHiydb59KAP9MTwL4D/AGVf+CeP7Mdt4X8I6d8O/wBmv9mH4B+Ebm9uZ7q9tfDvhHwnoFgpuNV8Q+JNf1a5NxqWsapdu99rfiLXdQ1DxD4m128lu9QvdR1e/LzgH+ZP/wAHBf8AwcGeL/8Agp34sv8A9m39nS51zwL+wp4F8SJcwR3AutI8UftJeJdCut2m+PvH2nt5VxpPgTTLyJdQ+HXw5vVE0M6WnjfxrD/wli6DoHw/AP5fqACgAoA6Dwn4U8TeO/FPhvwR4L0HVvFXjDxjr2keF/CnhnQbG41PXPEXiPX7+30rRND0fTbSOa61DVNV1K6trGwsraKSe6up4oYUZ3C0Af7A3/BA/wD4JBaD/wAEmv2SI9B8XRaRrX7VXxvOieNf2jfGGn/Z7qHS9RtbCT/hGvhB4c1OCWaK+8JfDCPUdVt11OF3TxJ4r1jxR4kiki0rUNF0vSgD90qACgAoAKACgAoA/wA4v/g8q/4KPRfEj4z/AAw/4Ju/DbXhceFPgSbH4v8A7QH9n3O+3vvjB4p0OWP4eeDr3y2AMvgH4e6zd+IryLMtvLffEmzgnWLUfDjKgB/D3QAUAFABQAUAFABQB/pEfsSY/wCIPH9ov3+Af7Vg/PxDrC/j+npx96gBn/BIU7v+DaH9pA/9U5+MI/750RV/pQB/nC3n/H9d/wDX3P8A+jnoAW3urqzuYrizuZ7S4iO6K4tpXhmjbn5kkjZXRsd1OfpnNAHdf8LX+J8CokfxG8chFVVVV8Wa6FVVGFVV+3AAKMAADAHAyDQAp+L3xSbA/wCFjeOgDxx4s10e3/P8f6fQ4zQA1/iv8UgMj4k+O/8Awrde4/8AJ4dPx65yM4oAX/hbnxScbf8AhZHjsH/sbNe9en/IQGfzH44+YAT/AIWt8U/+ik+O/wDwq9e/+WVAB/wtb4p/9FJ8d/8AhV69/wDLKgA/4Wt8U/8AopPjv/wq9e/+WVAB/wALW+Kf/RSfHf8A4Vevf/LKgA/4Wt8U/wDopPjv/wAKvXv/AJZUAH/C1vin/wBFJ8d/+FXr3/yyoAP+FrfFP/opPjv/AMKvXv8A5ZUAH/C1vin/ANFJ8d/+FXr3/wAsqAD/AIWt8U/+ik+O/wDwq9e/+WVAB/wtb4p/9FJ8d/8AhV69/wDLKgA/4Wt8U/8AopPjv/wq9e/+WVAB/wALW+Kf/RSfHf8A4Vevf/LKgA/4Wt8U/wDopPjv/wAKvXv/AJZUAH/C1vin/wBFJ8d/+FXr3/yyoAP+FrfFP/opPjv/AMKvXv8A5ZUAH/C1vin/ANFJ8d/+FXr3/wAsqAGn4tfFMZX/AIWR46PPX/hLNez/AOnD6+v45yoA5fiv8UiuT8SfHYPb/irde/l9uGfXqvHc5zQAJ8Xfikqkf8LH8dHPf/hLNd/+T/p/gOWoAY3xQ+Jl3FLDcfETxtLDIpWSGXxVrkkTqeqvG16ysvqGO3pndyFAODnkkmleaaWSeaRi8ksrtJI7nqzu2WZj6kknvjNAHYfDT/ko3gD/ALHbwr/6fbCgD/RD/wCDhj/lCd+xGf8AqTvhn+vw78Jf4en5UAeTf8F0f+VXT/gkf6j4c/sCr+X7Fusj39PX86AP89+gAoAKACgAoAKAL+larqehapput6LqF7pOs6Pf2eq6Tqum3M1lqOmanp9xFd2GoWF5bvHcWl7ZXUMVza3MEkc0E8ccsTq6qygH+0d/wRb/AOCjGh/8FO/2APg5+0PLqWmyfF7StOX4Y/tHaBYrBbyeH/jh4Ks7O08U3h0+1tLOy03S/H9jPpHxQ8M6dp63FlpPhzxppmhNezalpOpRwAH6t0AFABQAUAFABQB/m9f8HZn/AARdu/gz8R9c/wCCof7OPha4k+EHxd8RwN+1h4Z0ewMlv8NfjH4m1JLS1+MIWygC2fg74x6zeWtn4tu75cad8YL8X1xqt5N8UdN0zQQD+Iz/AD/n/I9/VgAoAKAOt8BePPGvwt8beEviT8N/FWveBvH/AID8RaR4t8F+MvC2p3ei+I/C/ibQL6DU9F13RNWsZYLzT9T0y/t4Luzu7eVJYZolZTxigD/Vh/4ICf8ABwT8O/8Agp/4J0f9nz4/6loHw9/b08F+HmbVNExZ6L4b/aM0TQrFptT+IvwvtFMNpbeLLSxt5dW+InwzsY0l0qGO/wDF3g+1m8Fwa1ZeCgD1D/gt1/wQA+B//BVvwlc/ErwHd6F8EP20PDelpB4Y+Lq6Y3/COfEuy0618nTfBHxrstMga/1TTI4Y4rDQvHFhDd+KvB8KwRpbeI9Ask8LzgH+YB+27/wT3/ab/wCCe/xLm+Ff7TXgefwZ4pR2eyYN9r0fXbDfIkGteHNagzp2vaJdtDKLbU9Nnnt2kjlt5PKuoLi3QA+JmGSuOxH/ANf9R/TvQA9sOAMHOMevI9B8v8/xH8QAkTNFnkc9e3/xQH6579cUAMk5O49Scfz75/p+PagCKgAoAKACgAoAKACgAoAlSV4gQM8/h/n8M/7poAApJ3N1zn/J3f0b680APflQAOnv3yM/T8z+HSgCeG3kvJbe0gG6aeVIY19XlcKg6dycd/qM0Af1Q/8ABIn/AINff2kP249f8EfGT9ozVbn4F/shyS2Wt3+sQQEfE34rabHIkzaD8M9M1C3ktNNsdRjU2158QtbtrjRtMWUvouleK7+2u9PsgD/St8DeA/2Wf+Ce37MsPhrwnp3w8/Zu/Zk+Ang+91K9uLm7tPDnhHwn4e02NrzWvEniXXdSn82/1TUJzNqOveItbvr3XfEWs3U15qF5fapes8oB/mJf8HBf/BwB4u/4Kh+OZ/2ff2erzxB4H/YT+Hmv/adLsbpbrRfEf7RXirSbgiy+JHxB0xzHc6b4Q02dDc/DX4eX6LcWO5PGXjG3XxbPpGg+AgD+Y+gAoAKAPsX9gn9h/wCNn/BRP9qf4X/sofAXS4rnxl8Q9TkfVvEOoho/DPw78DaPH9v8Z/EfxheAqLXw74S0WOa9kt43Op+INUfS/CXhq11TxX4g0PSL8A/2hf2IP2OPg5+wJ+y78JP2U/gXpH9n+BvhX4at9Nl1W5Rf7c8ceLLv/TvGXxE8VThnFz4o8ceI59Q8Q6ssJj03TpL1NF0G003w9pek6ZZAH1dQAUAFABQAUAfhv/wcI/8ABSuH/gmn/wAE6/iT4x8H+Ik0j9ov45rd/A39nOCzvo7fXtK8X+KtLux4n+KNhFBf2uq2sHwk8GrqvijT9ftrTUNMsfiG/wAOdB1uJIPFNuXAP8dBmLEsxLMxLMzEksSckknkknkk8k8mgBKACgAoA//U/wA/+gAoAKAPo79kT9qP4p/sVftL/Bn9qf4L6rJpPxG+C3jbTvFui/6RcW1nrViqTab4n8H621qyTzeGfHXhW/1vwZ4qs43Q3/hzXdUsty+eTQB/ttfsgftSfDH9tf8AZk+Cv7VPwcv2vvh58bPA+m+MNGjmkjkvtDv3efTPFHg/WWhAhXxD4H8Wafrng3xJFAXt4de0LUYYJZoUSVwD6QoAKACgAoAKACgD+En/AIOlv+CCep/EsfED/gqH+yJ4fe/8baTo9nrP7Vfwa8PaM8l74s0TQrEWeofHXwhbaajNc+INC0a1sZviZoyWQfVtE06/8ei8fV7HXYtZAP8AO9oAKACgAoA/ow/4Im/8HD37Qn/BKrVtL+D/AMQbXW/j5+xRqmtPcax8I7nVgPFvwnbV7xp9a8VfArV9Vm+xaTNJdXE+u6v8N9UmtfBXi7U2v5YrvwZ4i1/VPGSgH+o1+zB+1f8Asr/8FCfgLafFj9n/AMe+DPjZ8IvG2mXGieItKkitL240uTUbHy9Z8B/EzwRq0T33h/WRZXTQ6r4Y8T6bF9u026ivbeO/0TUrK+uwD+Tv/grl/wAGivw8+Nmp678df+CZ+q+Fvgl4+uvtOo6/+zP4qkm0/wCD/ia7dmuJ5vhh4khjurj4Y6ncP5qQeE9Vtb/wFPPcW9tpl/8AD3SLFopwD+Bn9qn9j79on9ij4nXnwe/aa+Fvin4UfEG0ie5XRvEumy2sWp2CTNbrq2gamvm6V4j0OeVGFprmg32paReBc2t9KoBcA+ZWd2+XBz9f5fKM/p7Z6UARnco2njP+f/18/nmgBtABQAUAFABQAUAFABQAoyflHfnH+f8AP6UAPBZRsxz9f5//AKx74x8wB9d/sdfsL/tTft7/ABNi+Ev7K3we8WfFfxcq282rS6LY+T4a8KWFzIYotW8a+L9Qe08MeDtIeRHji1LxJqumWs8y/ZraS4u3jt3AP9CX/gkT/wAGmnwI/ZTvvDvx1/b91Hwp+1B8dLA22qaB8IbGxmvf2ePhzqKFJopdYtNatbe9+MniGzZFKSeI9L0jwLYyyXMK+EfENxa6b4jQA/pQ/bP/AG6P2Wv+CePwW1L4x/tLfEbQ/h/4V0rTrxPCvhS2lsZvHHxA1LS4IFh8I/DLwZ9ptLzxJrLtcWFs0dr9m0XQLe6i1TxPqugeH4LvVrUA/wAqb/gsz/wXi/aX/wCCtfjFfCt9HP8ABv8AZP8AB2vTal8PPgBoGsTXdvql9A0kFj44+LGsxR2a+OvG4tmZdMjktLfw34Ntp7i08L6Vb39/4h13xEAfhJQAUAFABQB/ogf8Guv/AAQK1L4cJ8P/APgpz+2F4dutL8b6lYP4g/ZY+DWu6bcWepeE9I1KCNdK+N/jCG5aGe01vXdNmu5fAHh6azDWWg31p4tu5/tOpadZ2QB/dxQAUAFABQAUAFAHwn/wUq/bq+Hv/BOD9i742/tafEB7C8f4f+G5LT4e+ELu9itbj4jfFnxCTpPw58B2Ef2iC9uV1nxFPbXHiGXSku7/AEHwXp3ifxY1pLYeH710AP8AE3+LvxW8e/Hb4p/EX40fFPxDd+K/iR8VvGviT4g+OfEd8R9p1nxR4s1a71vWr5kX93bxy315Mbe0gVLaythFaWsUVvDHGoB53QAUAFABQAUAFABQB/pEfsTD/jjw/aH9/gJ+1T+vibWBn/OPqM5oAr/8EgDn/g2f/aRP/VPfjOPy0oj29P8A9fWgD/OKvP8Aj+u/+vuf/wBHPQBXfqPp/WgByJvBYnp2z+n+RxnPPNADGOT06cf54H9frQBN/KgCBRk4/wDr/wBV/n+WPmAH+X7/AKf/AGygA8v3/T/7ZQAeX7/p/wDbKADy/f8AT/7ZQAeX7/p/9soAPL9/0/8AtlAB5fv+n/2ygA8v3/T/AO2UAHl+/wCn/wBsoAPL9/0/+2UAHl+/6f8A2ygA8v3/AE/+2UAHl+/6f/bKADy/f9P/ALZQAeX7/p/9soAPL9/0/wDtlADCMHHXH+fU/wA/yoAl3ZUnoR7/AJdl/l+X8QAxOTjGc0AOdPLxgnn3/rx/L/BQCKgDtvhp/wAlG8Af9jt4V/8AT7YUAf6If/Bwvz/wRM/YkPp4P+GQ/wDMd+FPp6eh+tAHk/8AwXP/AOVXL/gkj7fD79gZfy/Yv10f09PyoA/z3qACgAoAKACgAoAKAP6Rf+DZX/gqlb/8E6v26LH4e/FXxIdI/Zb/AGtH0P4Y/FG4vpwmjeAvHkV1cxfCb4sXHnTwW1jY6Jruq3XhPxlqM00NpYeB/F2teIr5L6bwvpVugB/rZ0AFABQAUAFABQBw/wATPhr4D+Mvw78b/Cb4peFtJ8b/AA4+JPhbXPBPjnwhrsBuNI8SeFvEmnT6VrWj38SvHL5F7YXM0JlglguYGZZ7WeC4jjmUA/yAf+C5n/BGv4j/APBJD9pWXSNPGseMf2Uvi5qOua1+zn8U7tWu7pNKt7t5rr4V/EG+gsbGxi+Jvgizns1vrm2trXTfGOhzaf4s0e3spbnXPDnhgA/D2gAoAKAOh8JeLfFXgLxR4d8ceBvEuv8Ag3xp4Q1vTPEvhPxb4V1fUPD/AIm8M+ItEvItR0bXvD+u6VcWmp6PrOk6hb299pup6fdW95ZXcEVzbTRTRo9AH+jR/wAEOf8Ag6t8FfHSLwj+yr/wUy8QaF8NvjV5dhoPgP8Aaou/7O8PfDD4rTqEtLfTPi8kf2PSPhf4/uCIpY/F0CWnw28UO94uoJ4A1K00628VgH9Uf7a/7BH7Kn/BRD4RS/CT9p/4Z6N4/wDD224vfCXie3ENl438A6teW4jTxH4A8XQwy3uiX5VYJJ4B9q0LW4oILTxBpOr6cGs3AP8ANz/4KY/8Gr37b37HniPxh8QPgAlv+09+zVBLf61p3ibwrZS2vxN8F6Kpa4/s/wCIfw9iNzcs+mQeasvirwhLrfh25tLRtV1WPwrJdJo9uAfy86xpV3oOpXuk3sRhvtPuJLa6hPBjmjO11PB5Bz29AAODQBkkvJng8def/rDH+Tx0UAYSeh7f5/z19e+FAEoAKACgAoAKACgAoAKAHYZ+euPw/wA/WgB4YkgY6dck8foMfju/DrQB9h/sk/sJftOftxeME8B/sy/DDXvib4pZl87T9Ftt0dlCzxxtfarqExh03RdLhaRPtWraveWWm2itvu7qFAHoA/v7/wCCOf8AwaifDD9mxNF+OH/BRhPBXx2+McN1Z6z4b+BmkK+tfCDwBcQMlzav421K7ihHxQ8Q28oiFxo0dpB8P7GaK5tph47tJ7e+twD+mn9tb9uz9lL/AIJwfAjUvjb+058Q9F+HHgfRbObT/CPhewjt7rxp8QNasLNDp3gP4WeCLaW3vPEniC5U21tFa2gtdD8P2cn9s+KdW8OeF7HUdbsAD/K3/wCCz/8AwXp/aT/4K1+Nm8KKuo/BX9kDwnq32v4efs+aPrDznX720kP2Tx/8ZtXtBbw+N/HEgAk0nTPLHhLwBaEaf4YsJ9Zn8SeMfFYB+DdABQAUAdV4G8DeMvid408J/Dn4d+F9e8b+PfHfiLRvCPgvwd4X0u71rxJ4p8UeIdQt9K0LQNC0iwinvdT1bVtSurexsLG1hlnubmaOKNGZgKAP9bT/AIN+v+CIvh//AIJM/AzUvGfxLuNP8U/tj/HXw/oR+MeuWJs7zRvhtoVuU1a0+DPgrU7fzjqGn6Tqkkdz4z8RQXTWXi/xJptjc2MQ0fRNFllAP6GqACgAoAKACgCre3tlplld6lqN3a6fp+n2txe39/e3EVpZWVlaRNPdXd3dTskFta20EbzXFxM6RQxI0kjKisaAP8eL/g4O/wCCoUn/AAU9/b78Y+KvA+uzaj+zP8Cf7T+D/wCzdBE9ymma34Y0rUm/4Sn4sRWlzDaTR3fxc8R2z+IbOW80+w1aDwPZ+BdA1i2F/wCH5HYA/C6gAoAKACgD/9X/AD/6ACgAoAKAP7Pf+DRf/grPB+zv8d9S/wCCc3xv8Sy2vwf/AGmvEkGqfs/6lqMvmWPgn9o+8Wz0tfBwlmuIRp+ifGvTLe10qzSIXm34l6J4S0/T9Ohk8b6/qcQB/pd0AFABQAUAFABQAUAf5vX/AAcw/wDBvJefAXVfiR/wUd/Yl8J6YnwA1jVIPEP7QXwB8I6VewXfwV1fVVlOvfFfwHo9pBPYH4PanrEf9oeMtAsp7Fvhhq2vJeeH9EPwwW/X4cAH8RlABQAUAFAH3v8A8E8f+Cj37Sv/AATN+ONv8c/2b/FLadqs1jJpHinwdrE+pXXgHx9okkdwi6N438N2eoafBr1jaTXH9oaaZpUudK1SC21LTbm1vIElUA/0N/8AglN/wdefsn/tpX+lfCD9r7StE/Y3+PE9sUsvFWs+Ion/AGcfHt1bwxPINO8b65PBffC/WLthey2/h/4gyXPh8Q2tvaWfxJ1jXtSstEoA/o4+Pn7Mn7LP7bnwutvBP7Qfwk+Fn7Q3wv1q1TV9CTxTpGleJ7KCPU7WNrfxH4I8T2rnUvD1/dWTxtZeJ/CGsabqRtnVrTUhE+aAP46f+Civ/Bml4J8az6h4/wD+CcHxj0/4Zar+/uG+BHx3k1fVPBlyzN5v2fwt8WNEs9V8T6DHCieRZaX4r8K+L3vbiZXvvGOmwRu7AH8kX7UH/BC//gqT+yLba3rHxq/ZS8bWPhPQFuZ77x34Ol0/4ieBRYW5JGoSeK/A91rukafbzQqLiKDWbjTdRSHIurG3miuIYgD8j5I3ikkikBWSN2jdT1V0YqwPuCCKAGUAFABQAUAFABQA+OKSZ0jiRnkkdY0RV3FnchVUAcksSAAOpNAH7Jfsp/8ABAj/AIKs/tfw6JrPwq/ZX8V6N4M1z7PLB8QvitcWnwq8FJptyFYavb6l40fTLvxBYRowaRfCOneIL9hkQWMzjZQB/Xp/wTy/4M1vgd8L59K8f/8ABQ/4un9oHxTGkFxJ8E/hA2t+DfhDY3A2maz13x/erpnxH8c2rYOx9E034VPC42ynUYSVYA/ry+G3wo/Zn/Yw+D8nhj4YeCfhD+zV8EPA9lNquo22g6d4Y+G3gXRLeOOJL7xD4j1Hbpmnm7mWOOTVvEuv3k1/fTf6TqWoTTuzsAfy+/8ABWv/AIOx/gD+yDrE/wAGf2GvD3hT9rD4vi1D658UrrXJZP2fPAsspjeGz0688PXcGr/FrXPI3m8h8Pat4d8J6Ubmxkj8X6/fwav4esgD/P8Av+Chf/BRv9oz/gpZ8al+N/7RWvW19r9poln4c0LRdFhk0/w14a0KzknuY9L0LS2ln+x2sl/eX+oyq08ztd31wwkEPlQwAHwPQAUAFABQB/ch/wAGyP8Awb023xsn8Ef8FI/24vCizfCDSNTj1z9mL4AeJdLdo/i1rGmSRy6f8Z/iXp+oWvkS/CjRr5fN+H3hBlmf4ma9ZN4j8SCz+G+j6bpXxZAP9GigAoAKACgAoAKACgD/ACof+Dpj/grVbft6/tdw/szfBjxH/aX7Lv7H+ta/4ZtNR0rUob7QPiv8dxNcaR8QPiTZz2IFnqfhzw1BCPh78P7sT6rbS2tl4v8AF2g6q+kfEJbW3AP5ZaACgAoAKACgAoAKACgD/SI/Yo4/4M8P2hPf4DftTfr4r1cfrz6fplgCP/gjlbXN9/wbS/tGWtnbz3d1ceBPjVDb21tDJPcTymwkVI4YYlaSWRiMKiKzMeAORuAP88O8+FfxO+3XR/4V147/AOPuc/8AIpa/085v+of+uPwOaAK7/Cr4n5H/ABbnx30/6FHX/wD5A/x+g/iAE/4VX8UV/wCac+O//CR1/wDrpv8An8qAF/4VV8T3P/JOPHQ9f+KR1/n/AMp/9fz6UAOk+E3xPQA/8K68dnP/AFKWvn/2wH+PsMUAMPws+J5AH/CuPHfHf/hEdf7cf8+NADf+FVfE/wD6Jz47/wDCR1//AOQaAD/hVXxP/wCic+O//CR1/wD+QaAD/hVXxP8A+ic+O/8Awkdf/wDkGgA/4VV8T/8AonPjv/wkdf8A/kGgA/4VV8T/APonPjv/AMJHX/8A5A/r+dAB/wAKq+J//ROfHf8A4SOv/wDyDQAf8Kq+J/8A0Tnx3/4SOv8A/wAg0AH/AAqr4n/9E58d/wDhI6//APINAB/wqr4n/wDROfHf/hI6/wD/ACDQAf8ACqvif/0Tnx3/AOEjr/8A8g0AH/Cqvif2+HPjs/8Aco6//wDK9v5fn/CAH/Cqvif/ANE58d/+Ejr/AP8AINAB/wAKq+J//ROfHf8A4SOv/wDyDQAf8Kq+J/8A0Tnx3/4SOv8A/wAg0AH/AAqr4n/9E58d/wDhI6//APINAB/wqr4n/wDROfHf/hI6/wD/ACDQA8fCr4nbD/xbnx3/AOEj4g9OP+Yeen1/KgByfCb4nsuf+FdeO/8Awkdf/wDkA5/T+ZoAP+FWfE5Bj/hXPjsn/sUdf/P/AI8PbHX8Oc0AM/4VX8UWz/xbnx3/AOEjr/5D/iXf1+pFADf+FVfE/wD6Jz47/wDCR1//AOQaAO0+G3ws+JqfEXwE7/DvxyqJ408LM7N4T15VRV1yxZmZjYYVVXkknAAySOdoB/oGf8HD0E1t/wAET/2K4LiKWC4g8KfDWGaCaNo5YpU+HvhdZI5Y3CvHIjKVZGUMrAghSCKAPI/+C53P/Brh/wAElD/1IX7BA/8ANMfEH+H4fjQB/nvUAFABQAUAFABQAUAFAH+q1/wa3f8ABXlP29f2UY/2V/jP4l+3ftX/ALI/hfRtEnutQki/tP4rfADTxp3hvwJ8RTKXFzqviLwjI+n/AA/+JF7LFNc3F9/wh3izWdTv9a8fXi2oB/U9QAUAFABQAUAFAHy5+2V+xx8A/wBvX9njx/8Asx/tJeD4vF3w18faeYmkt2trTxP4O8RW0c39gePvAet3Fpff8I5448KXcxvtC1cWl3bMTcaXrOnax4d1LWNG1AA/x7/+Csv/AASm+P3/AASW/aYv/gh8XAvi34f+J4tQ8S/AX446PYS2XhX4w/D+G9+zLfLaNNeHwt488OSSW2mfEX4eX19d6h4V1ea1vdPv/EfgfxD4K8a+KQD8uqACgAoAKAP6av8AgkD/AMHNP7U3/BNbw/oHwK+LGiXn7U37K2mXVpb6T4M8SeJrqy+JHwn0VUe3ksvhJ41v11CGDw/bRvBdQ/DzxNaah4aU6fFYeF73wEdT1jVLoA/0fP8Agn3/AMFUv2Jf+CmvgGPxp+yv8XdP13XrOwivfGPwe8WC18LfGr4du62onh8X+AJr67uTZW1zdw2H/CWeGLzxL4D1G/EtrovivVHhlEQB8u/t0f8ABvz/AME1P27NU8Q+PPFnwS0j4UfGrxCt1Pf/ABc+EFra+EtU1rVrhWY6r4z8L2sQ8I+ML6acrLqOr3+lW3iq/VfJbxNGuxkAP4X/ANu//g08/wCCk/7OXi3xDr/7Pfhjwx+1h8GmuLm60bV/hdqP9m/EfS9NX/VQeJfhP4gki1t9Tchtlv4C1H4gWvlBHnvbaV/IQA/n2+N/7Hf7R/7OZlX41fC3xL8P54HMVxaeIbG4069tpBwYrizuoobiCRcjKSxo475zQB8yUAFABQAUAFABQAUAbOg6Bq3ibVbPRNEtJL7U7+VYbS1jHzzSOcKq9ckkjoM/XNAH6c/Av/giz/wU0/aNu9OtPg1+yp4/8YQao0Yh1tYrPRPClr5mNrat4y8RXOkeFNGXBB3arrNoDhsbiuGAP69v+Cav/Bnj4e8NaFZ+Mf8AgpR420TxF4hu5Y7xPg18FdXvbmy0+3ISSOx8V/EvUdOsRLdDD22p6b4R0We3XcW0vxq+EmoA/sX/AGbv2T/2WP2HPhdJ8PP2bfhB8OfgL8N9LgfVdbTw3p9tpbaidPtnafxD448W6lNPrvifUbWyjf7T4i8Xazqd/FZxbZb1LaFFUA/m7/4Kl/8AB2h+yJ+yHdeIfhF+xhp2lftk/HnT/P0+98YaZqr237NfgPVF+1xOL3xtpkyaj8WdRsZorKd9I+GzxeEr6zvJYj8U9N1fT7nSKAP85T9s39tv9pX9vr42a58fP2ofif4g+JPjrVl+xaYmo3Pk+HPBnh6Oea4s/CXgTwzaiHQ/CHhexmuJ54dH0OytLee/ub3V7/7ZrGo6jqF0AfJ9ABQAUAXdN03UdZ1HT9H0fT73VtX1a9tdN0vS9NtZ77UdS1G+njtbHT9PsbWOa5vL28uZYre1tbeKWe4nkjhhjeR1SgD/AFE/+Dbb/ggAf+Ce3h2z/bN/ay0PSdQ/bL+IvhD7J4J8FXljbagP2YPBXiiyQ6vpsV3dQy+R8aPFOlztoXjfW9JMT+FvDtzrXw70nU7zTtf8Yy60Af1sUAFABQAUAFABQB/HF/wdo/8ABXaL9mL9nyP/AIJ7fArxdHB8fv2nfDd3J8bL/RLyddV+F37Od/v0+80W6mhRILTXvjpKupeGYbQXVzeWvw70zxnNqmm6enivwdqt0Af5klABQAUAFABQB//W/wA/+gAoAKACgC3p+oX+k39lqml3t3pup6bd22oadqOn3M1nf2F/ZzJcWd7ZXlu8dxa3drcRRz21zA6TQTIksTq6q1AH+vF/wbv/APBYDSf+CpH7INjonxK1/TE/bD/Z3sNF8F/HfQjIbfUvHekRWcVl4R+PWnWj/uJrL4gR2txbeMYtNYRaF8RNO16NtL0Hw9rnguPUgD+gugAoAKACgAoAKAKt9Y2OqWN5pmp2drqOm6ja3FjqGn31vDd2N9Y3cL293Z3lpcJJBdWt1BI8FxbzRyQzQu8ciMjMrAH+dX/wcE/8Gw2q/CeT4h/ty/8ABOHwn/a3wlMmp+MPjT+yh4Z0ub+1/hPbJAl9rXjr4J2NvJct4g+HXnDUtS8RfDeytrPU/hvBsufBlrrfgdrjSPh6AfwykY4PBHBB7UAFABQAUAOV2RgyMyMOjKSrD6EYI/P8sUAfqv8A8E4/+CzX7eH/AATH8WW178BPi/rWsfC+SS8k8Qfs+/Ee+1bxh8Edfe/MT3V8vgu51S3HhfX5J7e1nk8VeBdQ8J+KLlbSLT73WbrR5r3TboA/tS/Yw/4PQf2RfiQ+k+Fv22vgh8Qf2bfENxNZ2d18TfhxHN8X/hINwf7dret6DZR2fxV8J2cTeUtvo/h7w78WL11MjvfAhY3AP6pv2Y/23/2Q/wBs3wvZ+Lv2W/2i/hN8bNKu7FdQlsvBfi7TbvxVo9u7FQvinwLdyWfjbwfeAgF9O8VeH9G1CNGikktVSWN3APHP2jP+CTn/AATX/aym1C/+P37FH7PnjnxBqpkOpeNLfwDpng34iXplLFzcfEjwEnhjx5KdzPIhbxEfLld5Y9sju7gH4o/HH/gzt/4JSfE6WW9+GusftIfs83eXa20/wD8R9E8V+GIy33VubD4p+DfG/iO5jj4CeV4us3IB815id6gH5u+N/wDgxy8K3F3LP8Nf+CjfiDRrD5vK0vxz+zJpvie7P9wSa7oHxv8AB8I2jhyvh1t/3lEeNjAHget/8GP3x5tvM/4Rr9vv4RasefLOufBTxl4f3em77B428S+X+Hm49+KAJtD/AODHr43XGz/hJf8AgoF8K9JzjzP7D+Bfi7xBs9dn2/x/4Z8zHbJiz7ZNAH0J4B/4Mc/AFndJN8Uf+CivjDxJZFlMmneAf2b9F8FXSqMb0TWfEPxg8fxOx52yNoUYXjMT0AfpX8DP+DPv/gkn8Kpob34iJ+0R+0bchkkubH4o/FSz8OeHndBzHa2Pwc8KfDLWre2cjLR3HiO/mySBcbSqqAft7+zl/wAEzf8Agn3+yPJZXv7Of7HX7P3ws17TxGtr4y0X4b+Hr74hoIseUJfiPr1rq3jy52Nl1+0+I5cSF5RiR3ZgDpf2pP2/v2Lf2KfDup+Jf2pP2lvhP8HbfSrSO9l0LxD4mtr7x5f28zRCM+H/AIZ+H11j4i+KJSs0cv2bw14W1e5FuWuWiW3R5FAP5Of2y/8Ag9R/Z98IS6l4X/YY/Zy8afGLVIHu7SL4qfHKVPh18PxNBcFLbUtA8A6HqGo+PfFWj39uBKg8R6p8KtXtHbbcaY+0qwB/GP8A8FHv+CuP7aH/AAU8+IEXir9ob4oayvgzSWibwf8ABXwjfaj4e+D/AIMeJJE+3aP4Igv5rG61+4E0wvPFmuy6x4qu4HjsJtafTLPT7K0APzGd3kYtI7Ox6s7FmP1Lc0ANoAKACgBQCSAASScADkknoAO5JoA/u1/4N4P+DZW4+IFx8P8A9vL/AIKR+BY0+GyR6d4x+Af7Jvi7Td83xGmYx3ugfEf4+6HfwBIfhzCgg1bwv8JL+F5fiPK9nqHxEt7b4eW8/g34mAH+hxY2Nlpllaabptpa6fp2n2tvY2FhY28VpZWVlaRJBa2lpawJHBbWttBGkNvbwokUMSJHGioqrQBaoAKACgAoAKACgD+V/wD4Ohv+CxY/4J//ALMv/DKvwO8TS6f+13+1X4T1K0tdR01lTUfg/wDAPU5dW8M+LfiVHdLItzpvivxdd2WreBPhndWsaXFlfW3jHxfY6npur+BtKh1IA/yp6ACgAoAKACgAoAKACgAoA/0iv2Kh/wAceHx/wMZ+BH7UX4/8Vhq4z+OP85oA/LP/AIIq/wDBwP8As2fsC/sTW/7MPxp+Gn/CbMmu6xqcmNSNrbXlrrNxc/a7DVbG78O+IbDULUxRWpij8uADzbhZ1nDJ5AB+lrf8HNv/AAShzuH7FHw2OeSx8PeCN3qT/wAklJP/AI99RnFADT/wc6/8EpB939iz4cf+E94K4/H/AIVQvt0x/WgA/wCInn/glSOn7F/w6H/cv+DP6fCofzP8zQAo/wCDnz/glcPu/sZfDsfTQfBw/l8LP8/nQA7/AIigP+CWfb9jb4egf9gLwh/T4Xj+X5c0AL/xFBf8Etx939jn4fD/ALgXhIfy+GA/n+WTQA7/AIihv+CXY6fse+AAP+wH4T/p8Mv8f1IUAX/iKJ/4JgD7v7IPgEf9wTwr/T4af4fU87QB3/EUZ/wTEH3f2RfAY/7gvhf+nw3/AM/nQA4f8HR//BMgdP2SfAi+40Xwz26dPhwCPyPWgB3/ABFH/wDBM4Ebf2TfAoX+9/Y3hofp/wAK7HTJ/wDr5xQA/wD4ilv+CaI6fsp+CB7f2N4e59P+aeDH6/UYzQAn/EU1/wAE1x939lTwSP8AuEeH/wAOnw+/z+dAE6f8HS//AATdcZX9lnwUv/cJ0H16ceABjn8/bkKAIf8Ag6d/4Jwx/wDNrngsDPbSdDz6jgeA+P8Avr3wedoA9f8Ag6f/AOCcrfd/Zh8G8f8AUL0Tt6f8UJkfn9P9oAUf8HUn/BOhSR/wzL4QUj00vRvT28D49e/sOu6gAX/g6o/4J3ZO39mnwiuOn/Es0kZ9/wDkSfp29+c0AB/4OrP+CeS/d/Zr8Jdumm6V/TwUOn0P6GgBf+IrD/gnuOn7N3hQf9w7TP6eDF/p+OKAFH/B1n/wT8HT9nLwqPpp+mj+Xg8/zH480AO/4itv2AB0/Z18Lj/twsP6eEf6D9PmAHD/AIOuv2BR939nrwyv0sbL+X/CJ/8AxPr2xQAo/wCDr79gofd/Z+8ND6WNoP5eFB6ds/0oAd/xFg/sHj7vwB8OD/tytv8A5l1/p+OKAHD/AIOxP2E1+78BfDw+lnAP5eGv6/nmgB6/8HY37C/QfArw+p/684sf+o53+g/HigCZP+Dsb9h6PDr8D9AjKnKFLVAwIOVIK+Hsg55BHTqOtAH42f8ABbn/AIL4fB//AIKO/s+eE/gd8NfB1r4ettG1463NO0l3c3T3jGG0ghtnktLOK0sYrNDugSOTzpmSR3VYIkQA/R//AILm/wDKrf8A8El/bwN+wSPX/mzPxIPb09D+nzgH+e7QAUAFABQAUAFABQAUAfVn7Ef7Yvxh/YH/AGoPhJ+1b8DNTSz8d/CnxLb6t/ZN9Ldr4f8AGvhq5BsvFnw/8WwWU9tc3nhXxr4fnv8AQNait57e+t7e8Go6Td2Gs2Om6hagH+0T+wX+258F/wDgof8Ass/C79qz4Faqtz4S+IWkj+2fDlzd2tx4i+HPjnTRHb+L/hx4xgtjmy8SeFdVL20u+KKDWdLl0rxPo/2nw9r2j312AfYdABQAUAFABQAUAfG/7dX7BP7Mv/BRr4A+JP2dP2pPAcXi/wAG6wk974d8QadLDpXj74Y+MBZXNppHxD+GfihrW9k8OeMNBa5aW2kns9T8P63am58O+MvD/ifwhqmteHdSAP8AI5/4K1/8Ed/2nP8Agkj8a38EfFizbxz8FvF2p6kfgf8AtFeHdKubPwX8TdFtmaeKw1Ozee+bwN8SdMsGibxV8PdT1G9m0+4W4vPDms+LPCbab4q1QA/JWgAoAKACgDrfA3j7x18MPFehePPhp408WfDzxx4X1CDV/DXjLwP4i1jwn4q8ParatvttT0PxDoN5YavpOoW7fNBeWF5BcRNyki5+YA/rd/4J1f8AB4J+2N+znp2j/Dr9trwdbftl/DvT1tNPs/iAl/YeBP2gNE02CK0s4/7Q8SW2nS+FfiYLG0t5JwfFmh6d4z17Uria61/4lTs4dQD+0b9ir/g4O/4JTftzQaTp3w+/ac8N/Cf4kanHbg/B39pF7H4K+Por+8vfsNloml3viPU5fh346128kaKWHSfhn488b3gt5VknjhdLiKAA/TX47/sy/s7ftR+EZ/Av7RXwS+F3xt8I3MbKNG+JXgrQPF1tbGQf8fOlzavZXNzpF4ud0OoaVPZ3sLHfDcxMdzAH4SfGf/g1D/4I9/FGe8v/AAf8JPH/AMCdRunlnC/DH4l+Ib/RPtUu4lm0P4kSeO4re1DtvWx0a40a3iAENqtvCoSgD8SPj1/wZF63d6xqGqfs5ftzeGLbSZ9zab4S+K3wZ1jTZLHrshufGPhTxz4i+3gnGbiPwXp5UHAtpCodgD88fE//AAZif8FVNGuLiPQfij+xb4wskZja3Gn/ABS+K2lXc8fVTNZ698DNOhtpz0aNL64iU8C5kALKAeN6t/waHf8ABZHT5RDZeC/2f9cjLhTcaX8dtEiiAJx5hGt6Vo8+wD5jiBpMcCMkAKAdJon/AAZ3/wDBXzVQn2//AIZb8NFuv9tfGvVZxHn+/wD8I58PfEBOO/l7+mRngUAfSfw2/wCDJ39vrWZY2+K/7Uv7JfgCydxu/wCELn+LfxL1SKPPzGSy1X4c/DbTjKOSscWtyow25nUkhQD9iP2cv+DL/wDY58D6Var+0p+0R8TfjhrKlJbp/h/4V0b4OaYSG3G1C6trHxUvZ4P+WUlwk9hPKmXjW1kYbAD9tP2ZP+CB/wDwSW/ZM1fTvFHww/Y3+Hes+NdLeOe18afFibXPjBrkF7DjytRsLX4i6p4h8OaFfxMqyRXHhzQdHaGVRNEVmG+gD9HfjD8ef2fv2X/A6eNPjx8XvhN8A/h5ZMNOtfEPxO8b+FPhx4Z8+KBpYdI0y78R6jpNjc37wRMLPR9Oaa+uNoitLWVyi0Afyyfty/8AB4z+wb8Do9W8KfsceCPG/wC2L49ihaG08YTWmp/CL4G6feSQXEZkk1rxfpMXxH8UT6TfrA1xp2k/D7S9B1y08w6T4/hR4btgD+G//goV/wAFtP8Agoh/wUr1XVbT4+/HHV9D+Et3dtNpn7PHwnkvvh98E9LtkuRd2VtqPhfTr+41Dx9c6bcL52na58UNb8b+IdPZ5I7DVra1KWyAH5NEknJJJPUnk0AJQAUAFAHT+CfBPjH4leMPDHw9+HnhXxF458eeNte0rwt4O8GeEdG1DxF4p8VeJdcvIdO0bQPD2g6Tb3ep6xrGq39xBZafptha3F3eXMsUEETyOi0Af6bX/Bvb/wAG3eifsIxeH/2wv229C8NeM/2wr6ys9T+G/wAOX+x+IvC/7McF1As5vGvMT6V4g+NhEgtr3xFprXejeBvLuLHwfqep3k9x4jnAP696ACgAoAKACgAoA+Ov29v23/gl/wAE7v2WPil+1X8eNct9P8KfD7RZx4e8OJcPF4g+J3xDv7a5TwP8LPBtvDa31xdeJ/G2tRRabBcCym0zw3pY1bxn4quNJ8GeGvEeuaWAf4qv7Wv7UXxY/bU/aT+Mv7VHxv1SHVPib8bfHGq+NPEKWM2syaHoMN0yWugeC/CUXiDWPEGtaf4H8BeG7TSPBXgbRtR1zVrnRPCGgaJpD6jefYhcSgHztQAUAFABQAUAf//X/wA/+gAoAKACgAoA+2P+Cev7eHxr/wCCbv7Vfw2/as+Bd+g8ReC7yTT/ABT4Sv55Y/DfxN+HestDD4x+HHiuKNZBLo3iPT4lNveCCa88O+ILPRPFujeTr3h/S7q3AP8AZt/Yf/bS+Bn/AAUC/Zn+Gn7Un7PniSHXfAvxC0iGS/0qWSMeI/h/4ytIIB4s+G3jfT0O7SvGHg3VJX03VIP3lhqUAsfEXh691bwtreh61qQB9Z0AFABQAUAFABQAUAfxsf8ABbv/AINYvB/7Y3ijVP2lf+CfNv8AC/4E/HK+sNW1T4kfCXUhf+FPhj8ZfESPd6kuuaG+l2WraR4C+IWvtKum3UsOnaJ4I1q/itNT8QHStS1HXvFTgH+cr+0D+zt8cP2VPiz4s+Bf7Rfww8W/CD4s+CL37F4i8F+MtMfTtStw+XstT0+dXn07XvDusW4XUPD3ijQL7U/DfiPSprbV9B1XUdMure7lAPGKACgAoAKACgDZ0bxFr/h27t9Q0DXNX0O/s5kubS+0jUbvTbu1uIzujntrmzlimgmjYbkkidXUjIYHG0A/XH9lb/gvh/wVj/ZM8Q6Hf+Df20vjL488KaU+n29z8Ovjh4jn+OXgu/0KwkhP/CPW2n/FL/hJr7wxp00EC2fn+CdS8L6taWjPHpup2bFXQA/op8Ff8Hufxc07T9Ng8f8A7E/w98V6hBZWkeqX3hv4keIfBq398kMa3t1bWt7ovi+OwguLgSy29qWu2tYmjhe4unja4cA+gdE/4PifhxKiDxH/AME7vGVhIMCR9F/aS0fVkbHV0ivvgtorJk8iJppNvTzX4agD1jRP+D3L9kW4Kf8ACSfsXftE6UCfnOh+Mvhx4gKjvsGoXPhkP/wIx5744oAg1v8A4Pdf2T7cv/wjn7FH7QWqgZ8s6348+Hnh8sO28WC+JvLzxnBkx74FAHk+u/8AB8V4CjjdfDX/AATs8VXUpyI5tc/aV0uwjj/us9tYfBPUmm94xdwdciQ4xQB4P4m/4PcvizfrPH4W/Yo8B+HUeOQQy6h8Stc8QXsMhUiNxMPD+kWb7GILCTTmDYwAoJ3AH83P7W3/AAXL/wCCo/7YfiXxPqPxB/bI+Nvhjwb4ia6tv+FWfCfxlqnwh+Gttoc0zSQaDc+EvhvP4c0/xDY2kflwJc+LR4h1e7WGKbU9TvrwvdOAflHqGtaxq0ks2qarqOoyzyvNNLfXtzdyTTSMWkllknkdpJZGYs7uWdmOWYknaAZlABQAUAFABQB7l+zj+zV8d/2uvjD4P+Af7Nvww8T/ABd+Lfjq/Sw8O+D/AAtbQvO6741utX1rVL+ey0Lwt4X0eKT7b4i8X+KNT0fwr4Z0xJ9W8QaxpumW1xdoAf6Lf/BE7/g1c8JfsdeMNH/aT/b/AJPhn8dPjVpNtpWr/Dr4TaKt74p+GHwr8QMsN62reIJdc0jSrDxv410CcC2tJF0/UPCmm6gkl/o8+oS2dhrFwAf2V0AFABQAUAFABQAUAfnv/wAFNf8Ago/8C/8Aglz+yv4w/aY+Nk51e4tN3h74WfC7TtTttN8UfGH4m31pcz+H/A2gXE8F5/Z1tL9nm1LxT4mbTtSg8JeFbHVddfTNWubWz0XVAD/GY/ax/am+M37av7Q3xR/ad+P3ieXxX8Uvix4kn1/Xbz97HpulWiRxWOg+FPDdjLPcHSfCfhDQrXTvDfhfSFnlGnaJpllbPNPMklxOAfO1ABQAUAFABQAUAFABQAUAf6Rf7Fh/448Pj3jv8Cf2nlPfr411Zfbsf/rnGaAP83lGGAO+f89vp3/PPygCbmU4OSP5/jg/qOPagBWAc5XA/X+qH16j+QoAb5beo/L/AO2UAHlt6j8v/tlAB5beo/L/AO2UAHlt6j8v/tlAB5beo/L/AO2UAHlt6j8v/tlAB5beo/L/AO2UAIVI56/QY/8AZm/z65+UA+jP2XP2d/E/7UHxa0D4R+EWZNa17P2ZkjEh4ngh+4Tz81wnp36ZAoA/o4i/4NOf2zLiJJlvrpEcKQW0yIA78bRkynk9B6+p4oAmH/Bpp+2aDgX9yzDBIXTImIz0OBICAe3X6jpQAp/4NNv20cEpe3g+mlxnp/wP+v55+UAYv/Bpv+2g2Q15eH/uFRdf+++D+X8gwAp/4NM/20kHF7eAHn/kFRdD/wBtPz/WgDL1b/g1J/bJ0TSNW1i5u7wwaXpt9qU2dLjx5Vjay3UnPmLj5Yj0/TrQB/NF8b/hZq/wT+Jfin4Za8S2reF742N4Suw+YOTlfmA44wG/PJCgHk4QkZ6fUf8A2S/y9+M/MAL5beo/L/7ZQAeW3qPy/wDtlAB5beo/L/7ZQAeW3qPy/wDtlAB5beo/L/7ZQAeW3qPy/wDtlAB5beo/L/7ZQA5QE+9jn/Pq3f8APocZBoATczHAPH8h9eD+Q/IUAT2n/H3aADBFzAD/AN/Vz/nGfpQB/oMf8FyyP+IWz/gk17+Cv2Ch+I/Y18Ue3sfT6mgD/PcoAKACgAoAKACgAoAKACgD99f+CA3/AAWf8U/8Emf2lpLPx1Nq/iX9jz4432k6J8evBVqbu+ufCF3FLHa6L8bvA+mRSYbxd4Nhke31/S4YZV8beCpb/Q5bd9e0/wAG6toAB/ru+CvGnhP4keDfCXxD8BeIdK8W+BvHvhnQfGngzxXoV3FqGh+J/CfijSrTXPDviHRr+BmhvtK1rR76z1LTruFmiubO5hmjYo6lgDpqACgAoAKACgAoA8Q/aL/Zs+BH7W3wj8VfAj9pH4X+Fvi98JvGlstvr/g7xZaSzWkkkW42eq6VqFlPZ614c8RaVKxudE8UeG9S0nxHoV6EvtH1SxvESdQD/MU/4LKf8Gw37T37BOp+P/jt+ytpHib9pX9jLS11LxRcXekW66z8Z/gj4Xt47jUNQj+JvhbS7WC68S+FfCunwz3GofFHwnpsulWeiWV1r3jXSPBlnbS3DgH8sNABQAUAFABQAUAfeX7Mv/BUP/god+xydIt/2bP2xvj18MNA0O6W907wJZePNU8QfC1Lldn7y7+E3i+TxD8M9TDqiJLHqfhS8imjURyxvGSlAH9CP7K3/B5d/wAFEPha2naR+078Nvgl+1N4egnMuo6+mgS/Bj4p30TbAbZNc8BN/wAK0tIkClomj+EElwJJHMs80apGoB+wfwy/4PdP2TdVuIV+Mn7FP7QfgO1Yjz5vhp46+Hfxami45Mdt4oX4LJNg/wB65gyOcZGKAPrjQf8Ag8i/4JHauIjqGgfteeFvMxvGvfBnwZcGDPaX/hGfi74jBK9/JMvtnigD3PQP+Dsf/gihrMDS6j+0B8SfCcixFxba/wDs9fGO4nkYDIhVvC3hTxNbCVj8oMlwkOfvSoMtQBxfiP8A4O8P+CNmiM66Z44+PvjAJna/hz4EeILZZcdNg8Xan4WYbsceasfvt5NAHgvjD/g9G/4Je6NZ3X/CJfBn9tHxpqixk2MR+Hfwi8N6NcTZ4S71TUfjjPqdlGRk+bB4e1FhwPKOSygH5+/F7/g+Aik0TWbL4C/sDmy8RvEV8P8AiX4ufGo6vottMJFxLrHgbwd4H0O+vomiDg29l8RdNdJGVvtLqhWUA/A/9pb/AIOh/wDgsl+0c2vafaftIaf+z14Q11lP/CH/ALNvgXw/8O20lEJKJonxH1OPxZ8bNN4J8xofihul6SMwCKoB+GnxR+MPxa+OHiu98efGn4o/ET4u+ONSYtqPjL4n+NfEnj3xTfszFi154g8Valquq3JLMW/fXb8nPOflAPOaACgAoAKACgD7X/YW/wCCef7Wv/BR74vQfBj9k34U6r8QNet1tbvxd4nuJE0T4d/DXQrp5wPEXxF8cagE0XwzprR2l82nWks0/iDxLcWc2k+EdE8Qa4YdLnAP9Qf/AIIj/wDBv18Cf+CTvhx/iV41ufDPx0/bL8RWs1trPxpOhypo/wANtHvrA2OoeC/gzbazGdQ0Wwv4p7+DxD4yktdL8T+LLG7bS72DTNEVtIlAP6GqACgAoAKACgAoAKAP8lT/AIOX/wDgrfqP/BRr9tLWfhH8J/Gp1X9jj9lLW9c8BfCuDQdV8Pan4R+KnxIsrmXSfiT8fbXWPDFxqdl4s0fxHe2g8M/CjVf+Ej13Ql+GWiaf4u8L2fhjU/id47stSAP5sqACgAoAKACgAoA//9D/AD/6ACgAoAKACgAoA/dD/ghR/wAFnPH/APwSQ/aSW+18eIPG37I/xdvtO0n9oX4VaXcJLe20USvZ6V8Wvh/aXkkdjF8QvA6zmeTTnmsbPx94aS98G6rf6VdTeHfFPhYA/wBeD4P/ABf+GPx/+F/gb40/BjxtoXxG+FnxK8O6f4r8D+NfDV19r0fX9C1KPfb3UDOkVxa3ELrLZ6lpl/b2mq6PqdteaTq1lZanZXdpAAekUAFABQAUAfDX/BQH/goR+zV/wTh/Z/8AFPx4/aL+Imi+FLSwt107wV4VYtqnjD4g+NdTivF8OeF/CfhKwlGt65cX1zZ3NxqM9pFHY6LoenazrusX+naRpOoX1qAfyQaF/wAHrPgHUvGul6Xq37Nms+H/AATfaxZ2d54mvtKFxeaNplzeRQTarqGlaP8AEvWLiWDT7Z3vLyPSIdVv3jhkjsNOvblooHAP7Wv2ff2gPhb+018J/A/xi+EfjDw54w8JeOfCmgeK7G68O61a6zDa22v2IvIILiWARyqVdbiCKWe2thd/ZpJ4IzEQVAPkn/go9/wSp/Y6/wCConwul8BftL/DmzvPFmj6Rqtj8MvjT4dVdJ+K3wp1HUEZ477wx4ig2Pf6Sl95V9f+DPESat4P1mWNZNQ0d7tLe8twD/NJ/wCCkH/Bs7/wUc/YFTxn8Q/DfgGb9qL9nDwxJeX7/Fr4K2z674g0Dwza6dNrFxrfxA+FEDz+PvDWmaJptrqEvifxTYaRrngjQI9NuL7WPEunWV1p8lwAfzu0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/RP/wAE4v8Ag2Y/4KO/t72/gr4j+JfAZ/Ze/Zz8VPZajB8U/jTG+h+JPEHhe6sV1WDXPAfwpkI8ea7pmtafNYyeGfE2qaToPhDX4tWsdS0bXdU0yG/uLUA/0s/+CcP/AASt/Y//AOCXvwqtfh9+zZ8OtPs/FuqaJpNh8T/jRrkI1H4o/FjVNOTzJ9S8T6/cPPLYaXLqDz32neDdCaw8KaGZVXT9MWcS3dwAfSf7Vf7VfwO/Yw+BnxB/aF/aD8faB8P/AId/Dzw7ea7qOoa3eSR3GpzxS2tjpuh6Hp1nb3+sa3rmu63qOk6FpOlaLpeqaleapq1ha21lNNPGjAH8M3jb/g988a2fjHUoPhz+wx4V8Q+AIrkLpGqeNPidq/hDxffWhEZMuo6HoemeNtG0u4VvORYbfX9WjlURTGWEl4EAP7Bf+CYn/BTz9nH/AIKl/s7aX8cvgVr/ANm1mxvbzw78TPhZr4t9N8ffDbxXpv2Z5rLX9DS91BDpmqaff6XrWia5o2pa74eu7TVE02LXrnWdL1mysAD9H6ACgAoAKAPAP2ov2n/gn+xr8CfiJ+0h+0N410/wF8Kfhlokus+IdavCJLu7mLLb6V4e8PaaHS513xV4k1KW10Xw34fsQ99rGr3lrZW6hpC6AH+PZ/wWE/4K0fG3/grb+05efFrx5JqHhL4N+Bm1jw7+zp8EE1A3GifC/wAEX11bPd397HA/2LVPiT44Om6XqfxF8WhGuNUurDR/D9lLB4S8J+E9J0oA/JmgAoAKACgAoAKACgAoAKACgD/SL/Ysx/xB4fHf3+Bv7TYP1PjrVl/lj1/TCgH+bsvLD6/y59v8+vSgB0gIP4Y/z+f40AMyR0z+eP8AP+fWgAy3qfzoAMt6n86ADLep/OgAy3qfzoAMt6n86ADLep/OgAy3qfzoAcrYPOcfX/6x/wA884wwB+vn/BD+N5P+CgnwqC9CX9/+YlpXOfp3w38qAP8AVC/4KQ+OPGnw1/Y88XeI/AfifXPB3iRNZ8BWEHiDw1ql9out2Vte+JdNivFsdT064tby0a6gDWs7QyoXtpZojlZCF/DPpKZ1m/D3gpxrm+RZnj8mzXCLh1YXMssxdfA47DfWeK8iwlf2GKw06dei62Gr1qFR05xcqVWcHeMpI/FvpD5vmuQ+D3GGa5JmOOynM8KsgWGzDLsVWwWNw/1jifJcLX9hisPKFak6uHr1qM3TlFyp1Jwekmpfjj8C/wDgrp+0T8N5bTTPijBpXxs8MRBYnfVxb+GvHFrbpbCCBLLxVpFhJZXuyVVu7yXxJ4e13U9RkDxPrFr5oni/hXgH6Y/iTwzKjheLKeE46ymNoOWMVPLM+pU4UvZwjQzbB4d0K/LK1atPNMvx+LxMrxeMo83PD+KuBvpa+IXDkqWG4op4XjXK42i5YtU8tzulTjS9nTjRzTB0HRr8skqtWWZZdjMViZc0HjKPNzx/dj9nT9tz9n79pyGKz8AeLf7O8YeS8918OfFsMOg+NoUj+2u72dh9qu9P8Rww2li97dXHhPU9dh061mtW1b+zZ5lt1/vzw18dfDnxThCjw7nH1bOnCVSrw1nMYZfntOMfbyk6OH9rWw2ZwhRoOvWq5Pi8fDDUZ0njXhqk1Tj/AHL4d+Nfh/4mRjRyDNvq+cOEp1OHc3jDAZ1CMfbSk6ND2tWhmMIUqLrVamVYnGww9KdN4t4ec/Zn1yjJ0A5zjOfTg9j34PIweOea/YT9ZIJIpyR6E8ZGeP8AvsevX9BigDk/iXEU+HXjkt/0JvifPbJ/sW+/+uP5dDQB/izf8FLWib9tL43gD5v+Emkzzn+EdRhf6/hnNAHwSSQSATgE96AEy3qfzoAMt6n86ADLep/OgAy3qfzoAMt6n86ADLep/OgAy3qfzoATJPX/AB/z/n0oAkjBJP8An3/p0x+VAE1pgXttkf8ALzCf/Iqkf55+hxigD/QZ/wCC5WD/AMGtf/BJw/8AUn/sGAf+Ib+LP8PT8qAP89ygAoAKACgAoAKACgAoAKACgD+vP/g2z/4OB7v9hTxPoX7Ef7YHi26uv2M/G+vSR/Dfx7rVxNd/8Mv+NPEWoPcXTyTSSNLB8FPFusXk1/4r01M2ngnxFe3fjvT4rW11Txt/aQB/p9WF/Y6pY2Wp6Ze2mo6bqNpb3+n6hYXEN3Y39jeQpcWl7ZXdu8lvdWl1BJHPb3EEkkM0LpJG7IyswBboAKACgAoA/Aj/AILOf8F8P2ef+CTei+GfCVsujfGv9pPxlDqWoaR8EdB1eKa+0DQrBLy1t/EfxGvrO7ij8D+HtT161fRLG5u5bzxHfXVrqL6D4P8AEFnpWv3uggH43fsJ/wDB5L4H+O/7QPgr4Vfta/AfwX+zD4A8b67pfhy3+LOn+O9Y8VeFPDd9q8slpDqHjzU9U0vRm8JeH7e7kshPrx0vWNJtEmmufEV94X0S1vNftAD+3nTNV0vW7C31TRtSsNX0y7VntNR0y8t7+wukSR4na3u7SSa3mVJY5ImaORgsiOhwysFAP5If+Cxn/Bql+zz+2RH4s+Pn7C6eFv2YP2n7trzXdb8ApbTaf+z98adYmlaa9bUNI06K5Pwi8Y6jvMyeJfBulz+E9Vv4mHiTwWuq67qfjqyAP86j9sH9hX9rX9gj4kyfCn9rX4HeNfg34rk+0yaJPr1nDeeEvGVjaGJZ9W8A+OtFn1LwZ450mBriGK7v/CuuatDp13IdP1JrPUYp7OAA+S6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgC1Y2N9ql7Z6ZplndajqWo3VvY6fp9jbzXd7fXt3KkFrZ2dpbpJPc3VzPIkNvbwo800rpHGjOyrQB/Wn/wAEtP8Ag00/bJ/al8R+C/iV+3Lo/iD9kL9m+4lh1jVfCmsNY2P7S3jXR4nOdF0rwFf2upyfCa51GWOSzuNS+Kem2Ov6NDnUYfAOsQy2QuAD/SK/ZX/ZA/Zn/Yj+FGmfBH9lT4N+D/gt8NNMnkvP7C8LW13NfaxqkqrHNrni7xTrd5q3i7xv4jmgjgtZvEnjHXdc16WytbOyk1F7SztYYAD4z/4Kuf8ABW/9mz/glT8FrXx98VvFOj6r8SPFeqy6J8Nvg5pc41fx94zvbCwi1XWLqy8M2V3Z3Fvouj2Nzpqap4g13U/DfhvTbrX9AtrvXV1DWdF0vVAD+bv4U/8AB6d8HvEHxC8M6J8UvgB4i8D+AtU1qyste8X22htf/wDCPaXPcpHc6re2ukfELxLrD21pblpp/wCxvDniHUVCk2mj6hIFt5QD+2v4dfEn4ffF3wZ4d+Ivwt8a+F/iH4D8W6Rpev8Ahnxf4N1vT/EPh7XNG1rTbTWNJ1HTdV0y4ubS5tr/AEq/sdQtnjl/eWt1BMAElQ0AdtQAUAFABQB/G7/wdPf8FwV/ZL+GGtf8E7f2XvGGjv8AtL/HHwZdWH7QPijSns9Y1P4CfBDxro8ttL4Wi5ns/Dnxc+Mfh7UHGmSXiyeJ/Avww1BvHWlWGga742+E/juwAP8AMpoAKACgAoAKACgAoA//0f8AP/oAKACgAoAKACgAoA/pU/4N+/8Agvd41/4JZ/EmH4JfHC917xt+wt8TPEKXHizQLcXOra58CvFGpyRQXHxV+HengyTXOlTYif4h+B7FQ2v2UI13QoD4psDZeIgD/Vw+HPxG8B/F3wH4R+KHwv8AF2gePvh3490DTfFPgzxn4V1O21jw94l8PaxbJd6bq2k6lZyS291aXUEisrI+5G3RSqkqOiAHaUAFABQB/l6/8Hl+ofEWf/gpX8ONP1ibXW+Fen/s+eGZfAcF0H/4RyLxnfaleN8SX0YlRGdWm0q3+Gw18IzMLWLw/wCYFBTcAfyI0Af6CH/BmZ4z+K97pHxO8Kahd+ILn4b6NeeJ7bQbW4s5JNF0/SbpNH1u++wTvAY4LaXxtd3Mk11DKudVup7FpczSQMAf30UAFAH8+v8AwUH/AODaP/gmP+3tL4m8aw/DW6/Zg+OuuxaheL8W/wBncab4UstT8RS6fcRafqHjv4VXFjc/DjxZZtqz2+reJ5tK0Xwd468U+XcwyfEHTbq8fUogD+DL9uv/AINiP+Cpn7GOoeItZ8K/COf9rP4Q6QZ7qx+JP7OdtdeLdcl0mMW7i41z4QKD8TdIvbaO4/4mkWlaH4l0ax+y31xD4gvdOtXv2AP55bq1ubG5uLK9tp7O8tJ5ba7tLqGS3ubW5gcxT29xBKqywzwyo0csUiq8bqUZQysFAIKACgAoAKACgAoAKACgAoAKACgAoAntbW5vrm3srK3nvLy7mitrW0tYZLi5ubid1jht7eCJWlmmmkZY4oo1Z5HZVVSxUMAf0K/sQ/8ABsV/wVS/bEuPDGveI/g3cfsufCXXZNPuLr4g/tBY8Ja7Bol7JMG1PS/hLPLF8SdRlWGA3Ftbanovh+2vYJ7O4i1BbS8guGAP70f2Av8Ag2f/AOCYP7CieGPFdz8Mbz9pz446D/ZWoyfF79oKW38SQ2XiOzt7V7u98FfDCxhsvhz4V0saxBPqGgx6lonivxhottPFp93461wwveXAB/QXQAUAfwcf8Hrt54pk8Bfs0aVZrqknhODxFo2taulvFO+mwaglp8V9Ls7vUJI1MUJzfR2sL3BVDPcwRqTNLEtAH+edQB/X5/wZq3/xDtf+Ch3xFsNJN2nww1X4T3x8bFFT7JN4t0vTvEsngJJ2I8wvDp9743dBGTEpkUzgO9qWAP8AT8oAKACgDyr44/HH4Sfs1fCTx98d/jv4+8P/AAw+Efww8P3Pibxx448T3L2+laJpVu8VvEBHBFc3+qatqmoXFno3h7w9o1nqPiDxP4g1HTPDvh3S9U13VNP066AP8kn/AILr/wDBcL4of8FdfjXa6R4cttZ+G37Gvwi1rUz8C/hHeyQQ614gv5kfT7r4xfFw2FzdWmo/ETxDYAwaPoFveX/h34W+G7qXwx4audT1fVPHXjfx2AfglQAUAFABQAUAFABQAUAFABQAUAf6Rn7F2P8AiDw+OXv8D/2l8+5PxA1Ue/sP8MZoA/zeExj/AGv8/j6e360AKRnAfrk+o/yfr+HWgCNgAePT/P8Anj9MsANoAKACgAoAKACgAoAKAP1//wCCHblf+Cgfwo5/56e3/MS0v/Dvx+dAH+op/wAFV2Z/2KPF+7lP+Ek+Hh69x4jsCvp0bBzz/IV+BfSijTn4EcfqorxWGyOS1t+8hxRkk6T+VWMHbrt1Pwz6SkYS8EuOVU+H2GSyWtvfhxLk0qX3VFF267Pqfyh45J7kAflk/wDsx/yK/wAZD/Ios2l3d6fd21/Y3NxZXtlcQ3dleWk8ltd2l1bSLNb3NtcQss1vcQTIksM0TLJFIiyRsHUFdaNathq1LEYerVoYihVp1qFejUnSrUa1KanSq0qsHGdOrTnFTp1ISjOE4qUWmkzSjWq4erSr0KtShXoVIVqNajOVOrRq05KdOrSqQcZ06lOcVOE4SjKMoqUWmkz9T/2cv+Csnx3+EwsfD/xWT/heHgyBYrdLnXL42HxE0uFdsYktvGP2e7PiERK09zNF4ssdU1TUJvKgTxHpdsrbf6z8M/pf+IHCCoZdxdH/AF8ySmo041cfiPq3EmEguWPNTzn2Vf8AtJRTnVnDOKGLxeJqclNZng6SP6k8OvpXcdcKexy/iqP+u+TQUKaqY6v9X4hwsFyx5qecKnUeYcqc6lSGbUMVisRU5ILM8JTV5fuh+z5+3n+zf+0lJaaR4K8a/wBheNbrIj+HvjuCDw14vmfN6yw6VC13d6J4mnNpp9xqE0HhPW9duNPsPKm1SGyLhE/vfw5+kB4Y+J0qODyLPPqGeVvh4bz+nTyvOpyviGoYSDrVsDmtT2OGqYmpTyfH5hUw2HcKmLhRcuSP9w+H/jp4ceI8qWEyTOvqOdVfh4ezyEMtzecv3zUMLTdWvgszqeyw9TETp5Tj8dUw9DlqYqFBycD6P+Iplk+H3jwNyB4N8UY/8El9+Hr/AJBr9pP18/xYf+ClylP21fjj1/5GeT2/g+p7fTPpxQB8H0AFABQAUAFABQAUAFAD0UHOe2P6/wCen5UAOz2TB9ev59v0P4HNAFi32/arX1+0Q+n/AD1Xr36frQB/oLf8FyQD/wAGtP8AwSfPp4T/AGDQP/EOfGA/Hpjp+WaAP89ygAoAKACgAoAKACgAoAKACgAoA/tH/wCDcb/g45n/AGVZ/B37B/7d/jG5vP2Zby5tdA+Bvxy8QXUt1dfs9Xd1KsNj4I8b30zST3HwSuJ5Fi0jWJWeb4VTOIJyfh44/wCEHAP9KexvrHVLGz1PTLy11HTdRtbe+0/ULG4hu7G+sbuFLi0vLO7t3kgurW6gkSe3uIZJIZoXSSN2RlZgC1QAUAFAH+H5/wAFRdS+Imr/APBQ/wDbDvvinJqsnix/jt42gjfWVKXx8HWV/wDYvhtgEZ+wr8OLfwoukkg7tKFk3OTQB8FnGeBgf5+v8/zoA/2B/wDg208U+LfEn/BLP4FJ4sGrXcth4c8JjTdb1SS4la/0+XwL4Xt7azilnjJmNha2FtcvN9pmeVNUheREykk4B++FAHiH7Q/7NXwE/az+F2t/BX9pL4T+C/jN8LvEDw3Go+D/ABxpEOqWCahapPHZazpVxmLUdA8Q6ctzc/2X4j0G803XdLM8z6dqFs8rswB/FL/wUn/4MzvBmtReIfif/wAExPihd+DtYkuJtQH7MHxw1m41nwfIlzeXMz6d8NvjPcC48U+HrXS7I2dlpOgfE+08dXeqz/abvVvilpiLFbuAfxI/taf8E/8A9tD9hXX7Tw9+1p+zd8VPgk+q3t3p/h7xB4s8NXR8CeLrywtrS7v7fwX8RdM/tDwJ4xn0+1v7GbUoPDXiHU59MF3Amow2cz7GAPj6gAoAKACgAoAKACgAoAKACgAoAKACgDb8NeGfEnjPxBo3hPwf4f1vxX4q8R6jaaP4e8M+GtKv9d8Qa7q9/MtvY6Vo2jaXb3Wo6nqN7O6QWljZW09zcTOscMTu21gD+m//AIJ7/wDBqB/wUc/a31bRPEv7RWg/8MQfBS4EV3qGt/FnTF1D4yanZHy2az8N/BC21Gw8QaXqbbxHN/ws3UPh/HZJ5tzDDq08A024AP72f+Cdv/BBn/gnD/wTUk0jxX8Gfg+3j/43abA0Z/aF+N13aeP/AIpQzyNukufDG7TdM8G/DqUK0lot18O/CXhjVbnTXay1jU9VDzSSgH7K0AFAH+Q7/wAHQGveNtX/AOCufxws/Fk98+kaDp9jpvgGG6Ro4IvCZ8QeKLmR7IH5ZopPEk3iCNroDc5gFuSUtYwoB/PVxj3z+Y/+t+H45+UA/wBOv/gzL8ceOfFf7AXxk0TxU1+/h/4f/GO38LfD6S8W58qbw5c2OreKL57OacstxBb+JPEGs6Ypt28i3XTkslVGtXRQD+wygAoAKAP59P8Agvx/wW88Cf8ABJn4ER+D/AF9ofi39tz41+HNTb4JfDyWSy1OP4faA81zo8/x4+JekNJK9n4N0fU4L+w8C6XqVsq/E/xro2p6FpUV1ofhL4ian4YAP8kDx/4+8a/FTxx4u+JfxI8U6744+IHj7xHrPi/xp4x8Tajc6v4h8UeJ/EF/Nqmt67rWp3kkt1falqeoXM93d3M0jPJNKxJwQKAORoAKACgAoAKACgAoA//S/wA/+gAoAKACgAoAKACgAoA/pJ/4IM/8HAnxQ/4JXeNLT4L/ABjbxF8U/wBhnxrrpufEngi3mOoeKfgnrOq3AOo/ET4RxXc8cTWs8rte+Mvh41xa6X4lYS6vpUuleJnurrWQD/Vf+Cvxq+FH7Rnwq8DfHD4G+PfDnxP+E/xK0KDxH4J8c+FL5b/Rdc0qeSW3kMblYriy1DTr63u9J1zRdSt7LWvD2uWGpaDrun6drOnX1lAAeoUAFAH5Q/8ABV//AIJI/szf8FUPgH4h8BfFXwu+l/FnRLT+2fg98Y/DE66b448C+LdOUPDDbzTyromsaD4qson8K+KNG8T2Op6Xc6Td22p26WPiTw14S13QAD+KHwr/AMGaX7Xtv460uLxl8T9B1X4fRaqF1ibQY/COga9e6QCw32U13488SRadcMSjsJdM1EmNXiRY3kSeIA/v2/Yo/Ye+AP7CvwX8E/CP4HfDzw74Nt/DnhLSNA1a+0kXFzc6teWyfatUupdSv8393/aOsS3F/eX12F1TXLnytU8RXGp60Z9QcA+xqACgAoAKAPyo/a6/4Ik/8EwP24fEfiHxz+0J+yj4L1z4j+KHt5tZ+JXhLVPFPw68cXt1bzmZr271nwNrehJf315vlTUbzU7W+uL8TPLcyS3SQ3EAB/M5+29/wZXfCm80C58Uf8E/v2ifiB4e8VwvLNL8K/2iJvDvi/w1qxmlmMVv4c+IHhbQPBWreF7eyVrWPyPEmj+Nbm5hW6um1n7QlvY3AB/Mx+0H/wAG1/8AwWW/Z30qbxBq37HXin4qeH4Lb7TLe/s/+IfCvxr1hT9tt7L7IngPwJq+q/Ee6vA13bXDR6f4OvYDZtc3Ud1JBpuqSWQB+J/jTwR4z+G/irXPAvxE8I+J/AXjbwxfy6V4k8HeNNA1Xwt4q8PanBjz9O1zw9rlpY6vpN/DuHm2d/aQXEe4b41zQBzFABQAUAFABQAUAfSXwN/Y2/a5/acNz/wzl+y/+0H8d4rFkGo3fwi+DvxB+Ien6YJJEhWTVtS8K+HtVsNKh82SOMz6hc2sCs6B5FyDQB+tfwi/4Nhf+C0fxbt5L1f2TZPhtZR2tjeLL8WviT8NvBF3PFfrI8MUGj3Xii51oXkaRObyzutPtZ9Ofy4tSW0lnt1lAP6Pv2F/+DLP4XWnh6DxV/wUK+P/AI917xdNcRy23wo/Z3vvD3hXwxpcNu8Pmw+KfH/iXw54v1fxLHqBF1GLXwvp3g2eztvsl2Nde5nuNOsAD+ln9lr/AIIb/wDBLL9jjWPD/ir4HfskeCNM8c+GZnudK+IHi7VfFnxB8ZQ3LXsV9FONW8aa9raxy2z28ENs1vbW/l20bxkMbq+a6AP1koAKACgAoA+Q/wBs39ib9n/9uX4NeM/hB8d/h14e8c6X4l8L6poVlLrC3NvNp1zPtu9MuodRsGTULKXTNXgtdS07UbMjVtAvk/tjw5c6brcVvfIAfwN+Nf8Agzb/AGnp/idey+BvHdjp3wpl1sS21jqmpeDdS8SQaK90XmtrfWG8UWEayxWzeTZzXmgXk0e1HuxfuHaUA/tl/wCCYX/BMD9nn/gm5+z/AOB/hz8M/h9o+l+O7TTrm78ceNZZzrHiTxH4m1kRf2tquray6ot5q09vBbWNxdwxmKytIv8AhHtBltfCFlpGkWgB+ndABQB88ftUftWfAP8AYr+CHjL9oj9pX4i6L8M/hX4ItPO1LW9XlZ7vU9SmSU6Z4Y8L6PbiTU/E/i7XZYXtdC8N6LbXWq6lOH8mAww3E0AB/k5f8FuP+C6vx1/4K6fEy28O2kGp/CX9jz4b67d33wi+BcF8ftWu6on2yyt/iv8AGS4s7qex8S/Eu60q6nsdI0+3km8MfDbRLy90Lwklzqes+NvGHjYA/BugAoAKACgAoAKACgAoAKACgAoAKAP9I39i4f8AHHj8bv8Aa+CX7Sf6/EXVFx+NAH+bmDjBHX/9f17Y7fnzQA8bmIY9Afr+XK/yP44+YAaxBPHp/n/PP64UAbQAUAFABQAUAFABQAUAfr9/wQ82n/goF8KQMbvn4/7iWlfh1/H8zQB/qL/8FVEZf2IvGGeW/wCEl+HX5DxLYZP4Lk8DgDvivwD6UcZz8B+PlBNtUMhk7fyQ4qyKdR+ihGTfl6H4Z9JWMpeCXHKgm2qGRydlf3YcTZLOb66KEZNvotdNz+UKv8Zj/IoQqCQSOVO4exwVz+TEd+vsCpffz0f5/mg/X+v6/wCCLQBveGfC3iXxrrun+GPB/h/WfFPiPVpjb6XoXh/TLzV9X1CYI0jR2mn2EU91OUiR5ZPLicRwxvLJtjRmX0MqynNM9x+GyrJcux2bZnjJ+zwuX5dha2NxmImouTjRw2HhUq1HGEZTlyx92EZTk4xTlHvyzK8yzrHYfLMoy/GZpmOLn7PDYHL8NWxeLxE0nJxpYehCpVm1GMpS5YvlhGUnaKbj/Vn+yR8Nf2ofhh+zF8RNF/aZ8bL4i1Ofwzr0vgzwzfaj/wAJP4m8D6Inh/VvtuneIvG4uruLW5Ly6lhGl6Pb3er2fhrTrGKC1166h1BND8N/7G/R64X8VeFeDamB8U89WZ4udelLJMrr4n+1c0yHARhUdbDZnnyrVY4+VatOKwuCpVMZRyvDYeFOjmValiIZflf+tHgLw34ncM8JVMH4mZ0swxM69OWTZbWxH9p5nkmCjGp7XD5jnarVoY2VarOP1XB06uLpZZhqEKdLMKtOvDA5b/kkf8FLjn9tb44hs4HieT89nfjP4fN79xX72fuJ8G0AFABQAUAFABQAUAFAD0IGR64/z/k/nQAhDLz+GRx+mT+efy5oAsWWPtVvn/nvDj/v4P8A63f86AP9Bn/guR/yq0f8EocdB4Y/YPX8v2OvGo9f9n3+ox8wB/nuUAFABQAUAFABQAUAFABQAUAFABQB/Xf/AMG/v/Byf4q/YRu/CP7If7bet6/46/Ywubq20XwP8Rnh1HxJ44/ZeF1MI4PJs7VLzWvGPwVtpJPM1Twfp8F/4l8F2Xm6h8P7TVYbRfAmsgH+mv8ADv4i+A/i54G8K/E34X+MfDfxA+HnjjRbLxH4P8a+ENYsdf8ADXiTQtRiE1lqmj6xp01xZX1pOh+WWCVgrq8Um2WN0UA7KgAoA/lU/wCC4/8AwbbfCb/golq+jfH39my0svgv+07Esuk+OdU0kaefCPxT0UNFNo914v8ADGqahotj/wAJH4cjiudH0jxNouv6Hepod5Y6JrGneJNJ0HwzB4ZAPxb/AGNP+DOD4qWPx78D6v8AtmeNrTXPgZo2s6fqvizwr4L1DQvD+oeKbPTr62vrjQb3W9L8U+LNXs9L1i0t7nSbxNG0/TtVk+3RyWniLQmha+QA/wBBb4c/DTwF8IvCWl+A/hp4U0fwZ4Q0aPytM0HRLb7NZWqbUQBQWklkKRRw28TTSyNFawW1pGVtra3jQA7mgAoAKAOE+J3wv+HPxp8A+KvhX8W/BHhj4kfDfxvpUuieLfBHjLRrHX/DXiDS5Xjm+y6lpWowz2twIbiGC8tJSgnsr62tb6zlgvLaCeIA/mo/ao/4NE/+CUvx8k1zXPhNp3xc/ZM8Xagl3cWB+EXjRfEPw9g1e4ijWKfUfh98TbDxfIdHhnR7g6F4Q8UeBot08kFpdWNqtvBAAfzFftl/8Gcn/BQj4HXV5rH7Knj74cftleBoLGa9FvB9k+B3xYge0s7a5vLabwJ4w8R654S1DdNJd2+j/wBgfE3V9U1gWJkk0LSru8tNNnAPwS+PH/BKH/gpV+zLaatqvxv/AGHP2mPBPhvQlR9Y8a/8Kn8VeJPh7pyyjMbXXxF8JWGveBog3IGfEA+YMvDI60Afn66PG7RyKySIxR0dSroykhlZWwyspGCCMggg4xQA2gAoAKACgAoAKAPaPgz+zf8AtDftHa63hf8AZ8+BHxk+OniRI5JpNB+D/wAMvGnxJ1eGCFDLNcT6f4N0TWbqC3giVpZ7iaKOGCJWllkSNWdQD9h/gV/wbLf8Fm/joLe7h/ZJ1L4T6LPFaXD6v8cfGvgj4aS28N41wI/N8LatrknjgXEf2aX7TZjwv9ps91sb2K1W8tGuAD+nf9kv/gyd+AXhuz07XP22f2r/AIjfFPX2tLO5u/AP7PejaP8AC/wXpmqpOrXmm3njnxpp/jnxX410KW3V4ku9O8NfCrVt8okUQeTsuAD+nz9i/wD4JMf8E8/+CfV3/bX7KH7Mvgn4b+MpNH/sS9+It5d+IvG/xHv7GSNUvUl8beOtZ8R6/ZpqZDPqFppF5punTB3gjsYrTZboAfotQAUAFABQB/Pj/wAFwf8AghH8F/8Agqf8NNP8UeEbOL4a/tVeCNSnvPCPxO0ZrZIdf0jV44oNc8K+NtBv7iz0jxFpM9zb2OuWjrqfhrV9M1a2vb6y13bq2u6V4iAP5Y/hB/wZmftVX3xI8M23xq+LekaV8LzrFsviu78IReErbxHJoplC3H9l3s/jDxbFpd15beYLqTwv4j8pUcLpd47IqgH+g3+yr+yT+z5+xR8G/CvwF/Zp+HOlfDX4aeENPt7DTtIsJby+vb2SLzJLnVdb1nU57rVNZ1nVb+4v9Z1jUr66lm1DW9U1XVpv9N1K8lnAPo+gAoA/A7/gu7/wXB+F3/BI74IQ6F4Wl8NfEP8AbW+LmiXUvwO+DN7cy3Vt4a0KSW/0qb45/Fm0sJobvSvhnoWrWV3pvh3SpbvTdZ+LPi+wvvC/hGWPSPDPxL8X/D0A/wAlL46/Hf4w/tN/Fzx38efj98RPE3xW+L/xL1k69418eeLr43+s6zfJaW2nWMC7Vis9M0XQ9HsdO8P+GPDmj2un+HvCnhnStI8M+G9L0rQNJ03TbUA8loAKACgAoAKACgAoAKAP/9P/AD/6ACgAoAKACgAoAKACgAoA/Zb/AIJC/wDBbD9qL/gkh8T/ALZ4Bu5vib+zn4v1m1vfi9+zd4l1e4tPC3iYYhtbnxR4K1Iw3zfD34lQafClva+KtOsLyx1WK2sLHxfoXiXTtP02308A/wBXT/gn5/wUi/ZN/wCCmvwXj+Nn7KnxA/4SPTrCSxsfHfgHxDDaaJ8U/hRr9/DPNbeHfiR4Oh1DUm0W9ultL7+ytW0+/wBY8KeJE0+/uPC3iLXLSxuLlAD7uoAKACgAoAKACgAoAKACgAoAKAPC/jr+zD+zl+0/4dj8J/tF/Ar4T/HDw7Bv+yaX8UfAXhrxpDpzPJFLJJpUmvabez6VNI8MRkm02a1mkCbHZkJVgD8v9Y/4N1/+CPGt6jrOpXX7GHw7tm1eQypY6P8Ab9B0fR2821ZBo2j6Nc2Om2oS3tvsWJ7a786Ga4urnz9UddQUA89v/wDg2N/4IvakWNz+yVboXJJFh8QviDpIGf7o0rxFZBAOwUADsF6MAedap/waj/8ABFjU7qW4T9n3x7pkcpQrZaX8cvihBawbUVT5Rm8QXF3+8ZTK/m3UgDuwjEcQSJAA0r/g1H/4IsaXdRXD/s/ePdUjj3brPVfjh8Tp7WXcjovmmDX7e6/dswlXy7iLLogk3RF0cA9GsP8Ag2O/4Iv6aVa2/ZKtnKkEfb/iD4/1YHH95dW8Q3yuPUMMHpgc0Ael6L/wbyf8EhPDlxo9/oP7HngbTtT0h7qQX7XOq6qNRe43CM6npWuXmqeH5zZxs8dn5Oj2vlsVuZPNvYre5iAP1z+G/wANvAfwg8E6B8N/hj4V0jwT4E8LW09p4d8LaDbfZNI0i2ur251G4hs7fLeWk19eXV1JyS008rnljQB29ABQAUAFABQAUAFABQAUAFABQB+YX/BTz/grb+yJ/wAEp/hHN49/aD8YR6n8RNe0u8n+EnwA8KXNtd/FT4sapBJ9mjGl6axaLw34Rs7vJ8Q/EDxIbLw3o8FvPaWcmt+KZ9F8L6yAf5Q3/BUf/grb+1f/AMFYPjJH8Rfj94ij0T4f+FbjUoPg78BvClxcwfDb4UaJfTFpPsNq/ly+JvGmpwrAvin4h6+k3iHXWgtrC2/sbwtpnh/wxooB+XtABQAUAFABQAUAFABQAUAFABQAUAFAH+kd+xh/yp4/Gn3+Cv7Rw/P4maovHrn8PT3YA/zd44ty7j93OM84/wA8eoH16qAIzbflXp/ntg8/U/kTuoAioAKACgAoAKACgAoAKACgD9ff+CHAP/Dwj4UN2Hmc/wDcS0vt3oA/1IP+CqzH/hinxgcZT/hIfAK5Pq2v2ag9u545wO+7B3fhn0lp+z8DfEGTtrlmBhre37zO8sprbqnK66XtfRM/FvpET5PBjjxu2uXYKGu37zOMtgvneWnmfydV/i0f5AGhpWk6pr2qadomh6bqGs61q97a6ZpOkaVZ3Oo6pqmpX0yW1lp+nWFnHLd3t7eXEsUFraW0Uk9xM6RRRu7KrdGDweLzDFYbA4DC4jHY7GV6WFweDwdCpicVi8TXnGlQw+Gw9GM6tevWqSjTpUaUJ1Kk5RhCMpNI6MJhMVj8Vh8FgcNiMZjcXXpYbCYTCUamIxWKxFacadHD4fD0Yzq1q9apKNOlSpQnUqTlGMIyk0j9ev2af+CQvxR+IcemeKfj7q83wj8JXKW92nhLT0tdQ+Jmp2koilEd1FOs+i+CWmt5iUfVk1vW7G6hls9V8JWT/On9meF30NOK+JI4bNvEPGz4OyeqqdaOT4aNHEcUYqjNQmo1o1FVwOROdOd08Wsfj6FWnOhi8noS98/rjw2+iPxRxDHDZpx7i58JZVUVOqspw8aWI4lxNKfLLlqxmp4LJXOnO6eKjjsbQqwlRxWVUZJzP3y+Cn7OnwY/Z50EaB8JPAej+F0lgSHU9aWI3/ijXtkslwH1/wAT37XGtasFuJpZba1uLv8As/TRK1vpVnZWax26f6FcDeGvBHhvl/8AZ3B/D+CymM4RhisbGDxGa5hacqnNmGaYh1cdi0qk5zpUatd4fDczp4SlRoqFKH958F+HfBvh9gPqHCeRYPK4zgoYnGKDr5nj7Sc+bH5nXdTG4pKpOc6dKrW+r4fmdPC0aFFQpR7/AOIDrH4A8etKSB/whnijb+Oh3w4J2jJPJJz6DPRvuj7U/wAV/wD4KZbT+2t8cWXofE8g/wDHPXP9Px7UAfBlABQAUAFABQAUAFABQAUATKwbhuPxzx7DC/z9xj+IAsQxFLm2bt58JHv+8X8vyb6UAf6C/wDwXG/5VZf+CUvt4b/YQH4j9j3xx9euPXj3oA/z2qACgAoAKACgAoAKACgAoAKACgAoAKAP3Q/4I6/8F5P2qP8Agkt4ui8MaPNcfGX9k3xLrial8Qv2c/E2qyQWNnc3D7b/AMYfCTXp4ryX4deN3idn1AWlvceFfGIjgh8XaFfX9loWuaAAf6ov7A3/AAUY/ZO/4KV/BmD42fsp/Ee38W6Ramxs/G3grV47fRvib8LNfv4JpofDXxJ8Gi7vLnw/qUv2W+XTr+3utU8MeI47C9vfCfiHX9Nt3vaAPuOgAoAKACgAoAKACgAoAKACgAoA+Iv2t/8AgnD+xL+3NYwW/wC09+zr8N/idqtn5Q0/xfqXh+wtvG+nxwqka21v4ttIItaksvITyF0+8urqwiRvMgtY7lIZkAPy38V/8Gr3/BF3xW8cj/s4+J/D8imUyt4U+LvxC0JLjzDGV8y3t9Ze2iEOxhEtpDajEsgl8zEPlAHj2sf8Gg3/AARy1Pd9i8L/ALRPh7dnH9j/AB01GfZnpt/t/wAP63nHbeX991AHnl1/wZpf8ElriUSQ+NP2y7BA2TBa/GL4cvER/dJvvgjeT7fpMG/2utAHQ6V/wZ2f8EhNOKm7m/aq10Dquq/GvRIQ3+9/Ynw40Y8/7BX2xigD1LRv+DS7/gi9pM9rPN8G/ixrZtpY5JItZ+O/xAlgvFjZWaC6isb7Tk8qUKUkNstvLtdvKlifY6gH038Of+DdD/gj58MPEug+KPD/AOx/4R1C+8O3kd/p9t4r1bX/ABXp0l1B81vJqFvrmo3kmpJDMEnFvezzWszoI7qGe2eWCUA/avSdJ0rQNK0zQtC0zT9F0TRdPs9J0fR9Js7bTtK0nStOtorPT9M0zT7OKG0sNPsLSGG1s7O1hitrW2iiggiSJERQDQoAKACgAoAKACgAoAKACgAoAKAP5Zf+C7v/AAci/CD/AIJy6Fr/AOzl+yrq3hL41/tzapDqGlarDbzweIPh1+zDGmbSTWvijPaTGz1z4ntcGZPC/wAHra4e60x7O48TfFJtA0VfCfhr4mAH+Xt8b/jl8X/2lPit41+OXx7+Iviv4sfFz4i6qms+M/H3jTVZ9Y1/W7uCytdL0+GS4mIjs9K0TRtP03w/4c0LTobPRPDXhvS9J8O+H9O0zQ9K07T7UA8qoAKACgAoAKACgAoAKACgD//U/wA/+gAoAKACgAoAKACgAoAKACgD6Q/ZS/a6/aM/Yi+Mvhz4+fsv/FPxJ8J/ib4afZFq+hTxyadrmkyTQz3vhnxf4evo7nQfGPhPVHt4DqfhrxHp+o6RdvBb3ElqLq1tJ4gD/TN/4I6f8HQf7Mf/AAUDHhn4H/tSf8Ip+yp+15qMkemafYXupS6d8B/jBqUixpbJ8MvF3iXVby68K+KdTuS9ta/DLx1qk+pXdxLplh4Q8XeO9Vv57DTQD+pugAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+PT/gsj/wAHW/wF/ZNt/Fn7P/8AwT/ufCv7Sv7SQtb3RNY+MEV1/avwB+Cesi6NrcG2u7ZRb/Gvxpp1vFO9tpXhnUYvh9o+o3mn3Wu+K/EF5o2v/Dy4AP8AN1+Pv7Qnxt/al+K3iv44/tD/ABO8XfF74seNrxLzxJ428aarNqmrXggjFvY6faq2yz0fQtHs0h03QPDmjWun6B4e0m3tdJ0TTbDTbW3tYgDxygAoAKACgAoAKACgAoAKACgAoAKACgAoA/0kf2MAP+IPP4x/7XwX/aK/M/FHUx/P6fjjNAH+bvDMQvlH7p5/yO/X0+uc0ANkCK42nI6+n07nv/8AXz1YAZJjIwc/5/z/AJNAEdABQAUAFABQAUAFAAP0/wA/X+X50Afr/wD8EOmH/Dwj4Uqfu/OM5/6iWk9tv/s388UAf6oX/BSvwR4t+In7Ifizwr4G0LUvEuuS6x4L1O20bR7S51DVL6DRtatdUu4rCws45rq9u/s1tL5Fnbxyz3UuyCFWkkRa/GvpB8O5pxX4N8dZJkuDqZhmdbLsJjcNgqMatTEYr+x82y7Oa1DC0aMZVsRjKmHwFWODwtKE6mKxXssPCEpVVGX5H475BmfE/hJxrk+T4WeOzGtl+FxmHwdKNSpXxP8AZOaYDN61HDUaMZ1a+LqUMDVjhMNShOpicS6VCEZSqJH49/s2f8Elfjf8UZ9M8Q/GcyfBbwJMtlfPp98lte/EnWbG4SC6NtaeHBI8PhOeS3aa0uZvGLWus6LfeWZvB+qRrLGv8GeGH0PeO+K6mFzLjdy4H4fmqFd4auqdfifG4eoqdX2dHLE6lPJ5ypudGrPOpUcdgcRyupkmKjGcI/xD4b/RP424nnhsw4ycuDMimqFZ4etGnX4kxlCoqdX2dLLryp5TOVNzpVJZxKnjMFXSdTKMVFSifvn8Af2TPgL+zTpyQfCvwNp9jrsliLHVfHWr41vx3rcckGmR3y3viW8jNzZWOpXGkWOo3fh7QY9G8KrqcZvbLQbOR2Nf6F+Hng/4feF+GVPhLIMPh8fOh7DF59jLY7iDHxlDCxrrEZpWj7Wjh8VUweHxNbLcvjg8pjiouvQwFCcmf3pwD4T8CeG2GVPhbI6FDHSo+xxWeYy2Nz3GxlDCxrqvmVZOrRoYmphKGIq5fgI4LKliYutRwFKcnI+jy2D83yknof8AHr+eD+hb9NP0Ya5K7SDnPXt0PqQccH09ucKaAOU+JaRyfDrxz5hx/wAUZ4n/APTLfegHt069SBQB/iuf8FLsD9tT44KOg8Tyf+g/59f1woB8IUAFABQAUAFABQAUAFACgA5ycf5/z6f0YAmhVCSXOMdP6dx3+vt6UASNcOGTb/yyYMp7ZRt3I4BHqPl9NxoA/wBBH/gtxK1x/wAGrH/BJyeTHmS+F/2CpGwMDfJ+x145ZsDsMk4HOB3OM0Af58dABQAUAFABQAUAFABQAUAFABQAUAFABQB9G/sr/tb/ALRn7E3xi8O/Hr9l74reJ/hH8TvDbhINb8PXMT2WsaY00M934b8W+Hr+K78P+MfCmpSW8B1Pwx4n0zVdDvmhgluLF5ra3kiAP9Jj/gj9/wAHU37NP7asfhf4G/tqP4V/ZU/ahuks9I03xReai+nfs+fGHWJCkMI8OeI9ZuriT4YeKNSlJSPwd451OfR725+z23hzxvq+rapbeG7UA/rToAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDC8UeKPDPgfwz4i8aeNPEWheEPBvhDQtX8UeLfFvijV9P8P+GfC/hnw/p9xq2veIvEWvatcWmlaJoWiaVaXepavq+pXdrp+m6fa3F5eXENtDJIoB/nu/8ABd3/AIOqdf8AGOp6/wDsn/8ABKb4i6h4d8BW9jcaR8Vf2yvDsOp6F4v8X6nfWwhvvCn7Ol5fR6frfgvw1oEc09lqnxmS0sPGHiPxIjz/AApufDXhXw/pHxC+JgB/COSSSSSSTkk8kk9ST3JNACUAFABQAUAFABQAUAFABQAUAf/V/wA/+gAoAKACgAoAKACgAoAKACgAoAKAP6pf+CSn/B09+1t+wfa+G/gt+1Fb63+1/wDsv6YNO0rTF1/XHPx7+FGg2cX2OCz+H3jzWLp7bxd4d0y0KC08BfEJrlIbfT9L0Twr408CaLBNbzgH+jP+wv8A8FK/2LP+CjvgBPHv7Jfxw8MfEKWzsLS88XfD26lbw98Wfh3Ncx2wls/Hfw31j7N4l0aO2vrhtKi8RQWmoeDNdv7W6PhXxNr9lEt64B92UAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB+aP/AAUK/wCCun7CP/BMbwo+s/tQ/GKwsvG13p51Dwt8DfAi2njH44+NYzu8h9E8CQX9l/ZWm3JSaODxV431Twl4LNxE9pL4kivDFbygH+br/wAFa/8Ag5Y/bP8A+ClMHiX4P+AJJ/2Wf2SNUlls7j4T+BdZkn8cfEnSk8+GMfGP4lQQ2Gqa3p99DcTNeeAPDUOg+ApUktbbxBpnjC/0nT9fUA/m/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/01f2Avh/J8Sv+DOb4haNoWn317rviT9kL9vbX103T0ury+1bX/h98UvjydMstMsrWC6uZ7zU4vAWl2lrptrDI97ezeRHse6LIAf5lYx3OP8/Rv5fnxtAJkjVkLE8/j/k+/K/jwVAISMHAOf8AP+e7fXrQAlABQAUAFABQAUAFABQB9Pfsl/tF63+yp8ZPDvxm8OQNdat4fz5EC+VubM9vccecfL+9bj7xHHpQB/Tza/8AB3f+0/AsYXwjcny9gG+LQpFPl7SMpJIysCVGUZdrDKtlSyUAPb/g7s/aaOT/AMIlcgksflTRVGWJZsAOFXJ5OFx7jANAAn/B3d+04vP/AAid2SD/AHdFPQ+vmYOPcewzmgBH/wCDu79p2X73hK7GOg26L/8AHM++ec9O2VAEX/g7v/acPB8JXfy9Dt0X8MYkH4Z6ep60AY/iD/g7d/aa17RNX0WbwpdrDqumahpkrY0XAjvrWW1c8OCQFmY8H6DkKoB/LB8dPivqXxz+Kni34oazE0GoeKr831zEwTKyMMYPluF4H90kfTNAHj5GCR6f59/5/nQAlABQAUAFABQAUAFADlAJ5OB7/wCf659M0APdUUDawJ74P/127fn79FAGkgDA5z1P8vUflt/HkUAf6M3/AAcH/Czxp8GP+DZv/gm98IfiP4fPhL4j/CM/sL/Dz4h+F7m90u6ufDvjfwd+yH8QfDPjDQnutLvLzTNSu9L8S2F9aXNxo95qFncPbzXlrdXNn/pVAH+ctQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/Rd/wSu/4OWv27f+Cbtr4c+FXiq/T9qv8AZZ0d4rW3+DvxT1m6i8VeBtI/0WOS2+EXxZ+zal4i8J2ttbWcFvpvhLxFaeNPh5pcBvRofhHQ9Q1O61egD/RK/wCCcX/Bcr/gnt/wU307S9J+CXxat/BXxruLRZdU/Zz+Lzaf4K+LlrcpF5l4vhzT5dQutD+I+n2wV5n1L4ea14kFpZ+VLrltodzKbNAD9gKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/BD/go/wD8HHX/AATa/wCCeGm+JPDLfFHTv2m/2iNLttXtNN+AX7PutaR4uutO8T2P/CR6bFpXxX+JdnPeeAPhJBp/ivQYdD8Z6Tqepa58WfDVlqlp4g0z4R+KbMCGUA/zhP8AgqX/AMFx/wBuH/gqv4nvrL4t+M3+Gv7Pdnq0974L/Zg+GOpappXww0q3iurWXR9Q8dO06aj8XPG1gmn2Vz/wlXjU3FlpOsy6xefD7wz8PtL1u80JgD8caACgAoAKACgAoAKACgAoAKACgAoA/9b/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKAPQPhd8V/if8EfHXh/4n/Bz4heNPhZ8RvCl4t/4a8c/D7xLq/hHxXod2BtM2m67od3Zaja+ZGWinSK4EdzA8lvOkkLyJQB/ZV/wTi/4PJfj78KE0H4cf8FGPhoP2jPBNt9lsD8dPhbaaF4Q+OGlWabI2vPEvg130b4cfEqWKJFRGsJvhlqr/AL291PVPEF85EoB/c5+xP/wU4/YX/wCChvhiHxF+yd+0V4C+JOppZC91v4cy358MfF7wmqRwNdf8JR8K/Ey6X430yytbif7CviFNGufCuqXVvdf2Fr2rW8LXFAH3lQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfml+3n/wV6/4J+f8ABN3Srtv2oP2gfDOiePEsVvtL+CXg118dfG7XFnt0utP+z/DvQJZtT0Ky1WKRTp3iPxrL4W8JTnIbxBHtYqAfwt/8FHP+DxH9rL4/W2ufDb9gvwJB+yD8Nr+G7025+KviKXSfHn7RfiCwnXUrOWbSLiS2n8AfCKPUNMvoFlg0HTfG3jfQtY0621vwp8VtHmb7PEAfyB+OfHfjf4n+MPEfxC+JXjHxV8QvH3jDVrvXvFvjfxx4h1bxX4v8Ua5qEhmv9Z8ReJNeu7/Wda1W9mJlu9Q1K9uru4kJeaZ2OaAOUoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP7lP+DXP/gvV8HP2Y/h1af8ABOD9sjX77wf4Du/iDq+s/s5/GPUILWXwD4Eh8f3Nzq3iz4bfEi7S4t7vwv4ZvvH1xdeKPDvi9tO1jS7HV/Hfit/G+qeGPCul2ep2gB+6P7Q3/Bsl/wAERP2h9c8Y/tN2Gp+IPgr4W8Y6nf61ql/8DvjV4L8N/AOz17UtRj0y6udJ0/WNE8S+GvDdhN4lZoP+Ec8MaxoOg2up3kuj6Tp2mx/YrK1APj9f+DWX/giLtIT9sjxMVP8AF/wv74RN39RFj27fj0UAh/4hYP8AgiQen7ZXiX/w/XwjP8kH8/zoAP8AiFd/4Imn7v7ZPiU/912+Ex4/DP8An06UAH/EKz/wRTP3f2yfEv1/4Xl8KD/J1/Q/iOrACf8AEKt/wRZP3f2yfEn/AIe34Vn+U/8An8TQAf8AEKl/wRfP3f2yPEn/AIen4Wn+V0P5flg0AH/EKf8A8EZT0/bH8Sf+Hk+F5/leL/P8udwAn/EKZ/wRqP3f2x/Ef/h4Phkf5X3+fwoAP+IUj/gjgen7Y3iP/wAO38ND/LUv8/nQAn/EKL/wR2P3f2xvEX/h2Phsf5al/n8KAF/4hQv+CPh4X9sXxH16f8LU+HJ/lq3X8+nHqoA8f8GoX/BIIKVX9sTxD/4c74dtj/ysD09vx4NAEf8AxCdf8EiD0/bF8RE5/wCilfD0/wAtd6n6/nzQAn/EJv8A8Ejf4f2xPEP1/wCFjeAP/mg/r+WaAFP/AAaa/wDBJNun7YfiH/w4XgJv0/4SJf5/TH8QAn/EJf8A8EmT939sLxD/AOF74Fb+XiT/AD+dAAP+DS7/AIJP5+X9sLxAe3/I8+Bz1+niX+n5YoAU/wDBpX/wSlcYX9sHxB+HjXwU38vE6f559qAG/wDEJL/wSqPT9sHxB/4WHgw/y8V/5/OgBP8AiEi/4JYH7v7YGv8A/hWeDj/LxcP5fng0AH/EI9/wS2P3f2v9fPf/AJGfwiePw8Yep68/QZoAT/iEb/4Jdn7v7X+vH/uY/CZ/l40HT/OOqgFS+/4NDv8AgmNe20kFv+2d4q02V8bbyx1zwTJcxYbJ8tb/AMVX1odwG1vNtZcA5Xa2GUAxF/4M9f8AgmzgAft4fENj/ebU/haS312akg+uFHtjk0Acl4u/4M3v2DtUsETwT/wUb8ZeFNVWQE3esaN8LfFumyQYO9H0yLxd4buxNu2GOaPWkjRRIr20pdHiAPMj/wAGX/7OBzs/4KvR+2fgj4EbHPfHx+54/wB3nntigDC1D/gy0+DkzJ/Y/wDwV18PWaDPmLqH7NfhbVWfn5djWv7VGjhMdDlZcnkADigCC7/4MrvhXIyGw/4K8eF7aMKvmLd/sveHL5mfHzFHh/az09UUkEqpSUqOCzYy4B+ov7A//Bqb+wT+wL8T9H/as/aG+P2tftOX3wmk03x34H/4WHo/hX4R/A3wXq/h0JrifEPxXoyeIfE8vie48P3NjBrHh86541tPBujwx3V1rug+JLhNN1HSgD8df+Dsz/gs1+zt+1F4c+Gn7AP7KHjjwl8a/Dfgbx3D8Y/jh8YPB8i694ItfGmmeH9b8MeAPh98OfHWn6u+g+Mfsmh+MPFuvfETVND03WPDlvc33gTR9B8Yza7pfxB8PaQAfw4UAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAFqxvr3TL2z1LTby60/UdPuoL6wv7G4ltL2xvbSVJ7W7s7qB457a6tp40mguIXSWGVEkjdXVWoA/po/4J3f8HVn/BRv9i5dC8EfGnV7b9tr4JaZ9mtD4a+NGtX1t8W9H0qHYGg8KfHW3ttU8SST+WoijPxJ0r4m2ltbqtrp1rp0e10AP7k/2Bv+Dkv/AIJd/t4nQ/C9p8YP+GbfjLqsdpbt8JP2k20r4fXF9rE0caS2Pg/4hnU774Z+L1uNQMlpoNjB4o07xlrEf2aaTwZp1xcixgAP3zoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8B/aG/ar/Zp/ZK8HDx9+058efhP8B/CU0eqtpurfFLx14e8Hf8JDc6Np76pqGk+ErDWb+21Pxj4hSyj8y28M+FrLWPEGoSPBbafplzdXFvDKAfyZftxf8AB57+yR8LJNX8IfsKfBPxn+1T4kWz1izs/iv8RZdU+CHwYsNSudAim8M6/o/hzVtFvvjB8QbDTPENy1t4q8J6/wCGvgdc3drpk8OgeMymo2+r2QB/HF+3b/wXv/4Kh/8ABQm01/wr8Zf2i9W8E/B7xBNqy3HwF+A9n/wqP4WSaPrVtY21/wCFfEUeg3U3jr4neFj9giuLXR/jH44+I8NhdS3U9g1s1zNuAPxvoAKACgAoAKACgAoAKACgAoAKACgAoAKAP//X/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKAN/wALeK/FPgbxFo/i/wAE+Jdf8HeLPD19DqegeKPC2s6j4f8AEWh6lbnMGoaPrWk3NnqWm30BJMN3ZXME8Z5SRc5oA/qD/YM/4O3f+CkX7KlppHgr9oRfDP7cPwv0+SxhB+K95d+GPjjp2l2vn+dY6R8bdAtbuXWp75rlpr3V/it4M+J+vO9tZQWer6fZxSW84B/Xp+x5/wAHX3/BKD9pyLStG+Jfjzxf+yD8Qb0QwTaD8fPD8ieCpNQfHnLpfxY8GP4k8HQaTDnKar48l+HskoVs6fCwRWAP6Jfhr8Vfhf8AGbwnY+PPg/8AEjwF8V/A2psyab4z+GvjDw9468J6g6RxSulj4i8L6jquj3bJFPBIywXjkRzROQFdDQB3tABQAUAFABQAUAFABQAUAFABQAUAFABQB5Z8W/jn8EvgD4a/4TP47/GL4WfBTwf5jQ/8JX8W/iD4S+HHhrzk2Fov7d8Y6vo2l+YokjLJ9q3LvQkfMoYA/m//AGxf+DuT/glp+znbaro3wP1T4hftmfEK1t5o7LT/AITeHrvwh8M4NXhuTGbHxD8VfiNa6Gv2CS3RrmLXPh14R+J9jI0trCAS109kAfx7ft3/APB1X/wVB/bAbUPDXwr8aWH7FHwsnaSODw7+ztfarpvxLvbbzXktpPEHx1v5v+E6j1S2EhhN18OV+GOm3UKRfa9EnmRpnAP5stV1XVNd1O/1rW9Sv9Y1jVby41DVNW1W8uNQ1PUr+8lae7vr+/u5Jrq8vLqeR5ri5uJZJppXaSR2dmagChQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA+OSSF1kikeKRDuSSNijqfVWUqQfoR/OgDX/wCEk8Q/9B3WP/Ble/8Ax+gBf+El8Rf9B3Wcf9hK9/8Aj9ACf8JJ4h/6Dusf+DK9/wDj9AB/wkniH/oO6x/4Mr3/AOP0AH/CSeIf+g7rH/gyvf8A4/QAf8JJ4h/6Dusf+DK9/wDj9AB/wkniH/oO6x/4Mr3/AOP0AH/CSeIf+g7rH/gyvf8A4/QAf8JJ4h/6Dusf+DK9/wDj9AB/wkniH/oO6x/4Mr3/AOP0AH/CSeIf+g7rH/gyvf8A4/QAf8JJ4h/6Dusf+DK9/wDj9AB/wkniH/oO6x/4Mr3/AOP0AH/CSeIf+g7rH/gyvf8A4/QAf8JJ4h/6Dusf+DK9/wDj9AB/wkniH/oO6x/4Mr3/AOP0AH/CSeIf+g7rH/gyvf8A4/QAf8JJ4h/6Dusf+DK9/wDj9AB/wkniH/oO6x/4Mr3/AOP0AH/CSeIf+g7rH/gyvf8A4/QAf8JJ4h/6Dusf+DK9/wDj9AB/wkniH/oO6x/4Mr3/AOP0AH/CSeIf+g7rH/gyvf8A4/QAf8JJ4h/6Dusf+DK9/wDj9AB/wkniH/oO6x/4Mr3/AOP0AH/CSeIf+g7rH/gyvf8A4/QAf8JJ4h/6Dusf+DK9/wDj9AB/wkniH/oO6x/4Mr3/AOP0AKfEviI9de1k/XU70/8Atf8Az+FADT4j8QEEHXNXIIIIOo3hBB4IIM+CCOoP9aAMhmZ2LuzOzHLMxLMx9SSSSfcn8uaAG0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH6rfsTf8ABbH/AIKZ/wDBP+Kw0T9nn9qLxrF8OrFIbdPg78SvsfxX+E8enxTRTtp+i+EPHcOsxeB47h7eJbm++HV34Q1mWEPB/aaQzTRuAf1Zfso/8HuVjJFpmi/twfsZT21yZz/a3xI/ZZ8VCezMDiFESy+DXxX1RLmA27CeaW5l+OV6blJYoY7GB7Z5roA/pE/Zj/4OHv8Agj9+1SulWfhD9sz4e/DXxXqUSmXwV+0LHqXwG1fT7x2kEWlPr3xHtdF+H2tanOFQ28HhPxr4hjuJJ4bSCaW/Z7WIA/ZTw/4h8P8AizRtO8R+Fdc0fxL4e1e3F3pOveH9TstZ0bU7VmZFudO1TTp7mxvbcsjqJraeWMsrANkMKANigAoAKACgAoAKACgAoAKACgAoAhuLi3s7ee7u54bW1tYZbi5ubiVILe3t4EMk0880hWOGGGNWkllkZUjRS7kKCaAPzT/aC/4LMf8ABK39l/RdS1r4w/t5fs32D6PrsXhrVfDHgP4gaf8AGj4jadrEjXKPbXnws+Cw+IHxKt4bOS0mi1TUJPCa6dpE3lQ6pdWctzbrKAfg9+1Z/wAHnv8AwT9+FMut6H+yz8Fvjh+1r4i0rV9Lt9P8R6pHYfs9fBvxLolzZm41XVNH8VeL7LxX8Xra/wBKuHhsItI8Qfs/6JFqM63sqarb2cFncakAfy5/tpf8HWv/AAVd/asTW/DXw3+IHhj9jf4ZatZaro7+HP2c9HfTvH97pN5qUV7p13qfxu8V3HiD4k6L4t0m3gj08eJPhFqnwjgvIHuml0SIzsigH86Pjrx545+KHi/xF8QviX4z8V/EPx94v1W613xZ438c+ItX8W+L/FGt3zmW91jxF4l1681DWda1W8kJkutQ1K9uru4c75pnYlqAOUoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA//9D/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA9S+Enxx+NXwC8Tw+NvgX8Xvid8GPGMBj8rxV8KvHnin4feIkEL+ZEo1nwnqukagURyWEZuGTLH5cM24A/ez9mr/AIOsf+Cxn7PS6Tp3iH4z+Bf2mPC2j2klla+HP2jfhpo/iG5kil+0kz6h4++Htz8NPirrmoQy3P2i3vfEXjzWXR7e1tpUn02E2DgH7wfs7/8AB734TuW03TP2sv2GfEWjqskQ1fxr+zv8S9M8SGWNignk034YfEqw8KiB4QJJIorn4u3K3BZIXmtdhuJQD9nfgz/wdc/8EW/ixaRv4i+Pvj/4EatPJbRweH/jN8EfiRFdyNcLM0hk1z4XaN8UvBVlHZmJUuZdR8VWUTNcQ/ZZLlRM0AB+l/w0/wCCt/8AwS8+L1raXHgD/goL+yBqs99K0Vroup/H/wCG3hTxVK6pC5P/AAh/i7xDoXipEInjVZZNGSJpfMhRjNDMigH3P4R8beDPH+jp4h8B+LvDHjbQJJmt49c8I6/pXiTR5J0jimeBNT0a6vLJpkiuIJWjWcusc0TkBJENAHT0AFABQAUAcT44+Jfw4+GOnR6v8SfiB4J+Hukzed5WqeOPFWheE9Ol+ziNrjy73Xr+wtn8hZomm2ynyhLGX2h1LAHwd8T/APgsb/wSp+D0Msvjr/goV+yPBPA0yXGleGPjf4G+IXiK2eBUZ0ufDHw91bxT4ht2IkXylm02IzkOsAcxSBQD8zPjR/wdp/8ABGT4UxyDwp8XPi5+0Hewo5m0/wCC/wADvGdtIk6SSRm1j1H40J8HNAu5CEWVLmx1e60945Y9l4XEqIAfi1+0J/we+u0GpaX+yl+wmkVyZAdI8cftCfFRp4FhCTqU1L4WfDfRreR5HdraUS23xiRY0Se3MMzSx3VuAfgp+0t/wdCf8Fkf2kV1XToP2kNP/Z68KarLJK3hX9mnwTovw3awDecscWl/ELUT4q+M1jFBHO0caxfEwmTbFPctcXUEM6AH4Y/Ez4sfFP40+LNQ8e/GP4l+P/iz451eSSbVfGnxL8ZeIvHfizU5pZXmll1DxF4p1LVtYvZJJpJJZHuLyVnlkeRiWZmoA8/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPcfgr+05+0h+zbrJ8Rfs8/H740fAzXHcvNqvwi+J3jT4dXtzuj8mRLyfwlrWkNewzQE29xBdedBcWzPbTRSwO8bgH7V/Aj/g6W/wCCzvwPhsdPvf2kdB+OGg2GwQ6N8d/hd4I8XTSquNy33jDw/pnhD4kaj5oUB3v/ABrcyry0Mkbu7MAfrV8JP+D3v9prR3h/4Xt+w18CfiGgRxcf8Kk+JPxA+DTySGNljkhHjKz+OwhRJikjwuZ2ljVoRPCzrcIAfoX8NP8Ag9z/AGPdVkgHxi/Yv/aU8CRMkhuZPhr4q+F/xYeGQQuYkgi8Uax8GVuI3uBHFJK8ts8ULPMsMzotvKAfUGif8Hln/BJXVdn27wb+2V4a3Y3f238Hvh3P5ef7/wDwjnxs8QZx38vf0yM5xQB6/of/AAdw/wDBGPVzGt78T/jZ4baQqNutfAPxvcFC3Zh4bTxDuOTjEYkJP3c8UAeu3X/B0r/wQ7ttGGqr+2FrVzcG3hn/ALEh/Zn/AGq01QSyNGs1mbi7+CtpoJubNmdblhrP2QtBMLa5uD5QlAPG9b/4O5v+CM2k7xY/Ej45eJChIA0X4C+MLffj+7/wkb6ARn/poE99tAHkOt/8HmP/AASY0rf9h8C/toeJdudv9ifB/wCGdv5n+5/wkfxz0DGe3mbPcj+IA+XPij/we7fskaRNMvwW/Yp/aM+IECxobeX4oeNPhn8IJZZjCjSJND4UvPjekEaXBkiSVJ7h5IUjnaGJ3NugB8BfFr/g97/aU1gN/wAKJ/YY+B3w5Pkoqf8AC2viX49+NAFwAPMkb/hDrH4CEwsclIBtdAQGuJdu6gD8uPid/wAHYn/BbHx74ovdf8KftC/Dr4J6TdTTSQeCPhj+zz8FtW8Mackr7kt7O7+M3g/4t+M5Irdf3cLah4vv52TJnmmcb6APx8/aU/4KC/tx/tiQXGnftQ/taftAfHDw5N4sh8dweBfH/wAUfFmsfDTR/GFtp2qaRaeIfDPwwOqR/DzwnqdjpOua3pdhP4Y8L6R9h07WdWsrRYLbUbyKcA+QCzN95mP1JP8AP/P5igBtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH/9H/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgC1aX17YTLcWN3dWU6/dntLiW2mXv8ssLo45A6H+QoA9H0f44fGrw9t/sD4v/ABR0PZ9z+x/H/ivTdmOm37Fq8G3HsPyxQB6lpH7cX7avh/b/AGD+1/8AtR6Js+5/ZH7QHxY03Zjpt+xeLIduPbH44zQBDq/7bP7ZviDd/b37XH7Tut787/7X+PfxU1Lfnru+2eK5t2c87uvoedoB5bq/xo+MXiHd/b3xY+Jet787/wC1/HfijU9+eu77bqku7Pfdn8cmgDzu4urm8lae7uJ7qd+XmuJXnlf/AHpJGZz+J/PGaAIKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD7E+Pn/BPv9tT9lv4S/Cr47ftC/s2fFL4SfCX41ytbfDjxr4x0E6fp2sXx0wa3aaVqlss0up+D9a1nRBc634c0XxnYeHtV8T6Npmt6r4ds9U0/QtaubAA+O6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP/9L/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/ql/wCCFfwT/wCCfXwvH7Pn7SXxP1Hwv+3B/wAFEPj78Yr74XfsWf8ABPjw4uqXmh/BXxh4f8RjR2/aD/a2vrXw34nHg7wv4egMPxG0zxHfeGPE2j+CPhrZ6n8TvCfhj4meOPD2pR/BYA/pi/4OPP8AhU3/AAUH/wCCbH7cnw6+Cvii88b/ABl/4JYfHD4N/Fv4n+FvCv8AZlyllqT+CZovGsepSyXE0svhnwl8Gfi38Q/FGv3Vk0E1h4x+F2v+F5TNqXhjXNPQA/y+KACgAoAKACgAoAKAJYIJ7qeG1tYZbm5uZY4Le3gjeaeeeZxHFDDDGGklllkZUjjjVnd2CqCxAoA/1Qvgt+wN/wAE4v2HP+CR3jL9h39tT4UaR8ah8CPgp8NP21v28NK0/wAP3njXxP4X8b/HVviP4O1j40eB/Efhy30XXtOl+F2m/Cn4peCvCnir4d3Gk+PtN+D3wwe5KX2qeIb1fEQB/Av/AMFTP+Cdfw2/Yl1/4S/Fb9mr9p34dftX/sYftZQ+PPFn7LnxJ8Na5DdfEmw8LeCW8GP4g8F/HHw3a6TpVn4a+Ingu88eaZ4W1Z4LXSZ9a1TR9Yuta8EfDHxHBrHw48LAH5QUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB//T/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP7F/8Agi78JvA3/BJD9gj4z/8ABef9qbQ9Ku/iD4z8K+IPgn/wTn+FXiKDTW1Dxf4y8U/21pNx40ht7rGs6RJ401Dw3qui2+raPc6T4g0r4B+GvjR4pt7DxL4f8b+HBOAfyxt+1P8AtKjXPjv4jsvj38XdE1b9qK68S3X7R8vhj4geJ/Clp8cz4x1TWda8UWvxU0vw1qWlaV440vW9U8Ra9eX2jeILK/0mSTWNRUWSx3c6OAeCUAFABQAUAFABQAUAei/CD4qeNfgV8Wvhd8bvhrqUGjfEX4OfEXwT8VPAOr3WnWGr22leNfh74l0zxd4V1K40nVLe60zVILHXdHsLqbTtRtbmwvY4mtru3mt5ZI3AP6Mv+CUX/BXb4gfGX/gqB8VIP+Cjfj7Uvid8H/8Agqv8Mm/Yl/aXUXlv8PfB+lad4x0KH4cfBzW7bw94Li8M+HfD2n+EY768+G0mvQf2NP4W8JfFT4kfEK/1e98TT6vqGsgH4s/8FCf2J/iP/wAE8v2v/jT+yb8TBdXuofDPxRPF4U8Wy6cumWnxG+G2sKNW+HvxF0y1ivNTtba38WeFrrTtQvtLttV1Q+GteOseE9QvpNY0DUkQA+LqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA//U/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/bX/AIIY/wDBIzxr/wAFWP2rtK0PW7LUtE/ZU+Duo6J4s/aX8fwpdQCbw/5813pXwm8L31vcWLr44+KL6dc6Lb30F5G/g3w0PEHjl4tQutC0vw94hAPZP+Din/gpd4G/bf8A2p/C/wABv2Zj4Z0r9h/9h/QJvgt+z5o/w+tdC034d+ItSsLbStG8ZePPBmneGrG00a18CLD4b8P/AA/+FlhpVxqHhqH4feCNK8TeF00eLxvq2mqAfzzUAFABQAUAFABQAUAFABQAoJBBBIIIIIOCCOQQRyCD0I/pQB/bB4s8IeHv+DmT/gmP4N+IvgbUdFf/AILL/wDBPH4f23g74keFtRgsNO8S/tX/AAd0x7qSyvbTUftRm1S68WM7+KvDerTGLR/Cfx8vviV4EvvC/gnwf8XfCfjugD+K7V9I1XQNV1PQtd0zUNE1zRNQvdI1nRtXsrnTdV0jVdNuZbPUdM1PTryKG7sNQsLuGa1vbK6hiubW5ilgniSVHRQDPoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP//V/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/Ubwn/wV5/a2+Gv/AATruP8Agmd8Hv8AhW/wU+CXiLxf4p8V/FL4h/Cjw5r/AIS+Pnxsh8ZT3p8Q+Ffir8Q4PF0+naz4a1TSX8P+DtTGi+FfD3iDW/h34K8L/DjX/EGreBU1zw9rQB+XNABQAUAFABQAUAFABQAUAFABQB7D8Bv2gPjN+zB8UPDfxo+APxE8RfC34oeEZ5J9A8XeGbiGK+tDMuyaCe3u7e807U7GcBTPp2qWN7YTukTy2zvDG6AH1B/wUt/bsh/4KO/tLt+1Nf8AwF8AfAP4g+K/hr8O9A+Mdj8NtY8Q6n4d+J3xX8J6K2keJ/i+th4hlnm8KyeLII9M0+y8JWlzqS6LoegaPHrPiPxl4sm8ReNPEIB+f1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB//W/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgByI8rpHGjSSSMqRxopd3dztVEVcszMxCqqjJJwMk0AfU9j+wp+27qlpa3+mfscftU6jY31vDd2V7Y/s9fFy7tLy0uY1mt7m1uIPCEkNxbzxOksM8TvFLG6vGxVgWANNP8Agn3+3rJjy/2I/wBrx89Nn7NfxlbP0x4M/r+VAFlP+Cdv/BQKT/V/sL/tivn+5+zJ8a2/l4IP+fTrQBaT/gm//wAFD5P9X+wX+2e+f7n7Lnxwb/0HwMc/p9KALSf8E0v+Cjcn+r/YA/bZf/c/ZV+Orfy8Bn+X0xigC0n/AATE/wCClEn+r/4J6ftxv/ufsm/Htv5eAf8AD29GALSf8Etv+Cmsn+r/AOCdP7dr5/ufsi/tAN/L4ff57daALSf8Eqf+CoUmPL/4Ju/t7vnps/Y9/aFbP02/Ds5/z0zigCyn/BJz/gqa+Nv/AATU/b8wehP7HX7Q6g/i3w6A/Uj1K4oAtJ/wSQ/4Kpv93/gmt+3oP9/9kb49x/8AozwCv6j8Rg0AWk/4JCf8FWH+7/wTZ/bqH+/+yp8b4/8A0Z4KX/PUDNAFpP8Agjz/AMFXn+7/AME3P24B/v8A7MXxhj/9GeEE/wA+mcUAWk/4I2/8FY36f8E3v21h/v8A7N/xVj/9D8Mpj/x7+YoAtJ/wRi/4K0PjH/BOH9swf7/7PvxIj/PfoCY/H8u1AFpP+CK3/BW58bf+Ccn7YYz/AH/gV47j/PzNJTH44/D7tAFlP+CJf/BXN/u/8E5v2uR/v/BjxdH/AOjLBf5D8M4UAtJ/wQ//AOCvD/d/4J0/tXj/AH/hN4hj/wDRkC/+y/TnCgFpP+CGf/BX5+n/AATs/alH+/8ADPVI/wD0Pb/P6443gFpP+CFH/BYOT7v/AATv/abGf7/gG4j/APRlwv6hcd80AWk/4IOf8FiHxj/gnj+0iM/3/B8Uf5779cfiBjpzn5QC0n/BBH/gsdJjb/wT0/aIGf7/AId02P8APzNXXH/jv45woBZT/ggL/wAFk3+7/wAE9/j8M/39K0CP/wBGa+uP89cFWALSf8G/X/BZh/u/8E+fjoP9+38KR/8AozxOv/oX49mALSf8G93/AAWefp/wT8+NQ/35vA0f/ofi9f8APpnFAFpP+DeL/gtG/wB3/gn/APGAf7+qfDmP/wBGeN1/lz/s0AWk/wCDdf8A4LUPjb+wF8Vhn+/4h+Fsf5+Z4/XH4/pgigC0n/BuX/wWufG39gT4mj/f8X/CCP8APzPiMuP8jnrQBZT/AINwP+C2b/d/YH+IY/3/AB78E4//AEZ8TUx+J/LmgC0n/Btp/wAFuH+7+wV45H+/8SvgNH/6M+Kq/wBf1xQBaT/g2p/4LfP939gzxeP9/wCLH7PMf/oz4ur/AFx6HPygFpP+DZ3/AILhv0/YP8Sj/f8AjN+zZH/6H8ZV/r7ZwQwBaT/g2R/4LkPjb+wlrYz/AH/jn+zBH+fmfGxMf59cUAWk/wCDYb/guc+Nv7CupDP9/wDaB/ZTj/PzPjouP0/pQBZT/g16/wCC6b9P2F7gf7/7R/7I0f8A6H8fE/UfyoAtJ/wa4f8ABdVuv7Dqp7v+0x+yB+eF+Pzn8Ov160AWk/4NaP8Agug33v2KrOP/AH/2lv2TD/6L+OT/AOex6sAWk/4NYP8AguW3X9jjSY/9/wDaT/ZZP/oHxnk/z0zyVALSf8GrH/BcZuv7I3h+P/f/AGkf2ZT/AOgfFx/0z9T/AAgFpP8Ag1R/4LgN1/ZT8Kx/7/7R37ORx/3x8UJP0Dfj/CAWk/4NSf8Agt22N37MPgyP/f8A2i/2fz+fl/ER/wCv9KALKf8ABqD/AMFtmxu/Zv8AAUf+/wDtEfAw4+vl+OZP0H5YoAtJ/wAGnX/BbBvvfs+fDiP/AH/2hvgyf/Rfix//AK/oOKALSf8ABpl/wWrbr8CvhdH/AL/7QfwmP/oHiJ/89hQB+bv/AAUC/wCCRX7eP/BMWLwDqP7XfwhtfBnhr4nXGqaf4L8Y+GvGfhLx74V1PWtFggu9T8P3Op+FNW1F9F1y3srmK+t7DXLbTX1WzW7udGbUItN1RrQA/NKgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA//9f/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPr/AP4J/ftAeA/2VP23P2Vv2kfih4Km+IXw9+CXxy+HnxH8XeErOCyu9T1DRfDHiGz1G7utEtNSuLTTbzxFogiGveHLTUbyysLrXdM063vb2ztpZLmAA/05Lb/g7S/4Ir3Fpa3Mvxt+K9lNcW8M0un3P7PvxSe7sZJY1d7S6ez0W7sHuLZmMMz2V7eWjSIxt7meEpIwAj/8Haf/AARXX7vxr+LEn+5+z98UB/6M0ZP8+v8ACAVX/wCDtr/gi6v3fi98YpP9z4A/EMf+jLGP+v49KAKr/wDB3F/wRiXO34ofGyT/AHPgH43Gfp5ip+uPfGMMAVn/AODur/gjQudvxD+O0mP7nwG8VDP08y6j/wA+nRgCq/8Awd5f8EbV+741+P8AJ/ufAnXf/amqx/rj8Mk0Afqj/wAE5P8AgrR+xj/wVP0L4naz+yZ4y8S6zc/CDVvD+meO/DfjfwreeDfE+lweK7O/uvDeuRaXdz3QvNB1mTR9dsLTULe4crqGiajbXUNti1e6APP/ANrD/gul/wAEtP2HPjV4g/Z3/ao/aZv/AITfGDwzp2gaxq3hS9+AP7TPieD+yfE+k22taHqel+J/BHwb8S+ENf0+9sblVa80HXtTt7TUIL/R72W21fTNSsbQA+bv+Io3/ghR/wBHzD/xGb9sL/5wFAB/xFG/8EKP+j5h/wCIzfthf/OAoAP+Io3/AIIUf9HzD/xGb9sL/wCcBQAf8RRv/BCj/o+Yf+Izfthf/OAoAP8AiKN/4IUf9HzD/wARm/bC/wDnAUAH/EUb/wAEKP8Ao+Yf+Izfthf/ADgKAD/iKN/4IUf9HzD/AMRm/bC/+cBQB+nH7Ff7fX7J/wDwUP8Ahv4g+L37H3xNv/i38NvC/i+58Bax4sn+GfxZ+HGnJ4ustJ0rXL7RtPT4r+BvA15rctjpmuaRc31xoltqFlZm/tre5uYrlzCoBL8Bf26v2bv2lfj3+1b+zX8JPGy+IPit+xp4w8KeCfjVpBigitbPVvFugtq9tN4eu47udtasNG1S013wT4mmMNpPoXjfwxrei3lqsaade6kAeGftRf8ABY7/AIJrfsV/Fm/+Bv7Uf7Ufh34PfFXTtG0XxFceEvEPgf4rXs8mheIrZrrRtXsdT0DwJq+h6pYXiRzwi50zU7yKC+tL7TbpodRsLy1twD52/wCIkD/giZ/0fx8Pf/CB+Nv/AM7OgA/4iQP+CJn/AEfx8Pf/AAgfjb/87OgA/wCIkD/giZ/0fx8Pf/CB+Nv/AM7OgCzL/wAHGv8AwRRht7W5f9vr4aNHeCYwrF4O+MM9wggk8p/tVpB8OZLqxLNzCL2GA3Mf763EkWHYArf8RIH/AARM/wCj+Ph7/wCED8bf/nZ0AH/ESB/wRM/6P4+Hv/hA/G3/AOdnQAf8RIH/AARM/wCj+Ph7/wCED8bf/nZ0Aff/AOx/+3p+yV+3z4T8WeOv2RPjDp3xp8H+BvENv4S8UeI9G8M+ONB0rTPEtzpsOsJoq3PjLwz4cW/1CLS7qzvryDTPtjWFtf6fJffZxqFl54B498Pv+CpX7LPxL/4KM/GP/gmN4a13UpP2g/gt8L9E+JGvXsy6Yvg3Wrq8XTLzxJ4C8OanHqct5qHjXwRoPiTwnr3iPTP7PiWKz1bVIYZXufCfiOKyAPef2kf23f2Qv2PZfCEP7U37SPwd+AM3xAj1yXwTD8VPHOieD5fFEXhltJTxBJoserXML30ekNrujrfPCrLA2o2oY5lUKAfMX/D7H/gkb/0ka/ZD/wDD2eDf/k6gA/4fY/8ABI3/AKSNfsh/+Hs8G/8AydQAf8Psf+CRv/SRr9kP/wAPZ4N/+TqANyH/AILH/wDBJ2fRLnxAn/BSL9idbC0l8mW3m/aT+E9vrbPvhjzbeGrjxRD4kvIt1wh8+z0ieDYs0nmGO2uHiAMP/h9j/wAEjf8ApI1+yH/4ezwb/wDJ1AB/w+x/4JG/9JGv2Q//AA9ng3/5OoAP+H2P/BI3/pI1+yH/AOHs8G//ACdQB73+zx/wUM/Yb/a18Y6p8Pf2ZP2rvgX8dvHGieG7rxhrHhX4YfELQfFut6b4WstT0rRrvXryw0q5mmg0y31XXNH0+S6dVjW61G1izulAYA/Oz/gs9/wXc+C3/BHM/BPQPFXws1v48fEv40jxNrFn8PfDHjXTPBl94X8D+GTaWUnjLXNQv9C8QhLTWNevRonh+z+wQnVZtL8RzQ3Q/sK5icA/CF/+D4r4TjPl/wDBO/4iN6b/ANonw2mfrt+E8uP1+tAFV/8Ag+N+Ggz5f/BOfx03pv8A2ldAT88fBqTH6/p8wBVf/g+P8Aj/AFf/AATg8YN6b/2oNFj/AJfAyXH15+nSgCq//B8l4NH+r/4JseJm/wB/9qzSk/l+z9J/n0oAqv8A8Hyvhof6v/gmhrjf7/7W9gn8v2cJP8889FAKr/8AB8xo4/1f/BMjUm/3/wBsO1T/ANB/Zjk/r/PcAfg7/wAFuf8Ag4T+IP8AwWK8EfCX4RQ/s7aB+zp8JPhb4xuPiRJoo+Il18VvFninx62g6p4X0/UbzxS3gz4e2GmaJpOha7rdvaaHZ+GZbie81Ka8vtZuUhsrW1AP506ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/0P8AP/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP2i/4II/8FHJv+Caf/BRb4T/ABU8S6zLp3wK+J8qfBL9oiCSVxp9v8NfG2paekPjS5i3FBL8MvFVroPjt7iKCW/l0TRte0OyKDXbgOAf2M/8HhX/AATjh+Pn7LPgP/goX8L9Gi1H4ifsuRW/hX4rT6TClzc+Jv2dPGerq+na08tuJ5r+L4XePNWi1a1W3C21p4X8eeOddv7gWmkRFAD/ADRKACgAoAKACgAoA7/4U/C/xz8bfid8Pfg58MtBu/FPxF+KfjXwz8PvA3hyxGbrW/Ffi/WLPQdC02In5I/tWpX1tE88pWG3jZp5nSGJ3UA/1wPiv4n+En/BuZ/wQ9h07wtLomo+KPgZ8LLXwN4CaaBIl+Mf7WnxM+2XEuv3FnL5V3f6fqvxD1PXvH+sabI73mk/DTw7qOn20ht9DtloA/zo/wDgix/wVA8W/sD/APBTnwH+1D8SvF2sav4C+M3ifWPAv7WOqandz3t34j8DfFrxBb6h4q8e6yxLS6hrHg3xn/ZXxTaVFa+1Gbw/faVG6x61dBgD+zX/AIO+P+CdFp+0r+x74K/b/wDhTpVvrPxH/ZQt47Px9e6Kkd7N4u/Zo8a6hDNPqa3NoZn1O3+GPi6/s/FunNCfsNh4S8V/EXXLiZobeM0Af5k9ABQAUAFABQAUAdD4R8J+JfH3izwx4F8GaJqHiXxh408Q6L4T8KeHNJga61XX/EviPUrbR9C0TTLVcNc6hquqXlrY2cCndNczxRjBYUAf67/w60D4R/8ABuV/wQ8lvfEEeh6p4o+BHwruPFvjARSiJPjN+1t8TWtYY9GhuYvKvr3TNY+I+qaP4N0y+RJr7Q/hh4dsb2eM2vh+4ZAD/Lc/Z7/b5+PfwE/b18F/8FDLbxLfeKPjponxx1D42eMtT1C7e2b4iX3i7WdQvPih4e1yeBXaHSfiNomveJfDGspbIPs+la7crZCFooCgB/pu/wDBaL9lL4df8Fuv+COWm/Gb9nOFPGfjnRfAOi/td/sp6la20cmv6zKvhdtT8V/CyWC3aW4i1nxr4On1nwhd+F2uI1tPifpHhddW2zeHmRAD/JGIIJBBBBwQeCCOoI7EGgBKACgAoAKACgAoA/1Lv+DVn9gHQP2EP+Cc/iH9tL42waf4Q+I37WOiR/GLXtf8SCPT1+H37MXgvTdS1T4dR393djbpmn+INKn174u6zfQzxW97oHiLwjFqkK3XhpPKAP8AP/8A+Cu/7f2v/wDBS39vn45ftQXk+oR+BtU1v/hCfgjoF/5kb+F/gj4KmutM8A6cbOTJ0/UNZtWu/GviazRmiTxh4q8RSQnypUVQD80aACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/9H/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/wBWn/g2t/bj8H/8FPP+CWOtfspfH/7D488f/s7eEpf2X/jV4Z8QSm7l+IfwE8W+GdT0H4ZeINWjaVri5tNb8Bwaz8NdZupZ5NQv9Z8B6rrV5LHLrVszAH+cV/wU2/Yb8Yf8E5v23vj1+yZ4s+3Xlj8PPFs918O/E19EEbxt8JvEqDXvhr4uWSOOO0lu9T8K3thDr8ViZLbS/FVnr2h+YbjS7hVAPgugAoAKACgAoA/tl/4M3/8Agm7/AMLZ/aA+If8AwUZ+JOg/aPAf7OX234Z/Av7fbb7PWfjn4s0Jf+Et8S2nmI8M/wDwrP4d6ylmokUBNc+I+j6pYTLf+G5AgB4l/wAHen/BSP8A4aW/bN0D9iX4c699s+EP7Gf2uLxx9gud+neJf2jvE9lD/wAJa0/lOYbv/hV3hxrDwHaCVFutF8VXnxMsCWjuRtAP5B6AP9VH/g2I/bv8K/8ABRz/AIJja7+yF8eGsPHHxC/Zi8M/8M6/Ezw14jf7afiL+zh4y8P6ponwy1LVIJJBJfWEng+3174Ta2u555B4Lt9T1KZLjxHAZQD/ADuf+CqH7CHir/gm7+3V8eP2UtfXULrw/wCDfE0mt/CnxLfph/Gfwc8Wbtb+HHiQzqiW9zftoFxDo3iU2e62svGGjeItJVy+nSUAfnpQAUAFABQAUAf2B/8ABoL/AME3f+GkP2xfEf7cXxG0H7Z8JP2OPs8XgD7fbeZp3iT9o7xTp8v/AAjrQearQXf/AAqzwrNe+NLsIUutI8Vax8NNTiJDNtAPVv8Ag8c/4KRf8Lg/aI+H/wDwTs+G2vfaPh/+zT9k+I3xu+wXO+y1v48+LtDP/CNeHrry3eC4/wCFYfDvWGkEkT5i1/4jeItI1C3jv/DkewA/imoA/wBDz/gzN/4KRf8ACS+Bvin/AMEy/iXr27WPh7/bHxw/Zs/tC5+a58Ea1qcP/C3fh7pvmtHGP+Ec8WanZfEPR9OtxcX19F4y8fX7+Xp/h/CAH88n/BzH/wAE3P8Ah37/AMFG/GXiLwPoP9lfs+ftZf2x8dvhH9jtvI0fQNf1PVB/wt34cWWxY7aD/hEPGl//AG1pelWcS2uj+CPGngqwjLPFIFAP53qACgAoAKACgD9Xf+CK3/BPHU/+CmX/AAUI+C37PF1Y3svwp0u/PxS/aD1W086JdI+CngS8sLvxTaNeQES6fe+Nr+60X4b6HfRiRrHXvGWm37xG2tbl1AP7o/8Ag7Y/4KHaZ+yJ+wt4U/YU+EF9ZeHPiT+1xYP4Z1jSvDwh0/8A4Qf9l/wWbO08VWtvZ2IjTSbLx/qCaT8NNKsjbx2GpeEIviLY22x9MAUA/wAv+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/9L/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/aL/AIII/wDBRyb/AIJp/wDBRb4T/FTxLrMunfAr4nyp8Ev2iIJJXGn2/wANfG2paekPjS5i3FBL8MvFVroPjt7iKCW/l0TRte0OyKDXbgOAf2M/8HhX/BOOH4+fss+A/wDgoX8L9Gi1H4ifsuRW/hX4rT6TClzc+Jv2dPGerq+na08tuJ5r+L4XePNWi1a1W3C21p4X8eeOddv7gWmkRFAD/NEoAKACgAoA7/4U/C/xz8bfid8Pfg58MtBu/FPxF+KfjXwz8PvA3hyxGbrW/Ffi/WLPQdC02In5I/tWpX1tE88pWG3jZp5nSGJ3UA/1wPiv4n+En/BuZ/wQ9h07wtLomo+KPgZ8LLXwN4CaaBIl+Mf7WnxM+2XEuv3FnL5V3f6fqvxD1PXvH+sabI73mk/DTw7qOn20ht9DtloA/wAh/wAVeKfEXjnxR4k8a+MNZ1DxH4t8Ya/rHinxR4h1a4e71XXvEXiDULjVtb1nU7uTMl1qGqand3N9e3Eh3zXM8sjZZjQBgUAfsJ/wQt/4KL3f/BM7/gol8H/jZrWq3Fn8FfG1x/wpz9omyRpGtZfhH461DT4b/wASTWyZaa4+HPiC00D4i2iQo13dr4YudGhZYdYuQwB/ap/wd8f8E6LT9pX9j3wV+3/8KdKt9Z+I/wCyhbx2fj690VI72bxd+zR411CGafU1ubQzPqdv8MfF1/Z+LdOaE/YbDwl4r+IuuXEzQ28ZoA/zJ6ACgAoAKAOh8I+E/Evj7xZ4Y8C+DNE1DxL4w8aeIdF8J+FPDmkwNdarr/iXxHqVto+haJplquGudQ1XVLy1sbOBTumuZ4oxgsKAP9d/4daB8I/+Dcr/AIIeS3viCPQ9U8UfAj4V3Hi3xgIpREnxm/a2+JrWsMejQ3MXlX17pmsfEfVNH8G6ZfIk19ofww8O2N7PGbXw/cMgB/kdfFH4l+N/jP8AErx/8XviXr954p+IfxQ8Z+JfiB448SX7BrzXfFni/WLzXtf1W42/Ikl7ql/cz+VEFhiDiKFEiREUA4SgD6i/Yq/au+In7Dv7VfwM/au+FkzL4x+Cnj7SfFkOnG5ktLXxPoP73TfGPgnVJ4leWPRfHPhC/wBc8I6y0SmZdM1m6eApOsbqAf6jH/BaL9lL4df8Fuv+COWm/Gb9nOFPGfjnRfAOi/td/sp6la20cmv6zKvhdtT8V/CyWC3aW4i1nxr4On1nwhd+F2uI1tPifpHhddW2zeHmRAD/ACRiCCQQQQcEHggjqCOxBoASgAoAKACgD/Uu/wCDVn9gHQP2EP8AgnP4h/bS+NsGn+EPiN+1jokfxi17X/Egj09fh9+zF4L03UtU+HUd/d3Y26Zp/iDSp9e+Lus30M8Vve6B4i8IxapCt14aTygD/P8A/wDgrv8At/a//wAFLf2+fjl+1BeT6hH4G1TW/wDhCfgjoF/5kb+F/gj4KmutM8A6cbOTJ0/UNZtWu/GviazRmiTxh4q8RSQnypUVQD80aACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP/9P/AD/6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP9Wn/g2t/bj8H/APBTz/gljrX7KXx/+w+PPH/7O3hKX9l/41eGfEEpu5fiH8BPFvhnU9B+GXiDVo2la4ubTW/AcGs/DXWbqWeTUL/WfAeq61eSxy61bMwB/nFf8FNv2G/GH/BOb9t749fsmeLPt15Y/DzxbPdfDvxNfRBG8bfCbxKg174a+LlkjjjtJbvU/Ct7YQ6/FYmS20vxVZ69ofmG40u4VQD4LoAKACgD+2X/AIM3/wDgm7/wtn9oD4h/8FGfiToP2jwH+zl9t+GfwL+322+z1n45+LNCX/hLfEtp5iPDP/wrP4d6ylmokUBNc+I+j6pYTLf+G5AgB4l/wd6f8FI/+Glv2zdA/Yl+HOvfbPhD+xn9ri8cfYLnfp3iX9o7xPZQ/wDCWtP5TmG7/wCFXeHGsPAdoJUW60XxVefEywJaO5G0A/kHoAKACgD/AFUf+DYj9u/wr/wUc/4Jja7+yF8eGsPHHxC/Zi8M/wDDOvxM8NeI3+2n4i/s4eMvD+qaJ8MtS1SCSQSX1hJ4Pt9e+E2trueeQeC7fU9SmS48RwGUA/zuf+CqH7CHir/gm7+3V8eP2UtfXULrw/4N8TSa38KfEt+mH8Z/BzxZu1v4ceJDOqJb3N+2gXEOjeJTZ7ray8YaN4i0lXL6dJQB+elABQAUAf2B/wDBoL/wTd/4aQ/bF8R/txfEbQftnwk/Y4+zxeAPt9t5mneJP2jvFOny/wDCOtB5qtBd/wDCrPCs1740uwhS60jxVrHw01OIkM20A9W/4PHP+CkX/C4P2iPh/wD8E7Phtr32j4f/ALNP2T4jfG77Bc77LW/jz4u0M/8ACNeHrry3eC4/4Vh8O9YaQSRPmLX/AIjeItI1C3jv/DkewA/imoAKACgD/Q8/4Mzf+CkX/CS+Bvin/wAEy/iXr27WPh7/AGx8cP2bP7QufmufBGtanD/wt34e6b5rRxj/AIRzxZqdl8Q9H063FxfX0XjLx9fv5en+H8IAfzyf8HMf/BNz/h37/wAFG/GXiLwPoP8AZX7Pn7WX9sfHb4R/Y7byNH0DX9T1Qf8AC3fhxZbFjtoP+EQ8aX/9taXpVnEtro/gjxp4KsIyzxSBQD+d6gAoAKAP1d/4Irf8E8dT/wCCmX/BQj4Lfs8XVjey/CnS78/FL9oPVbTzol0j4KeBLywu/FNo15ARLp9742v7rRfhvod9GJGsde8ZabfvEba1uXUA/uj/AODtj/godpn7In7C3hT9hT4QX1l4c+JP7XFg/hnWNK8PCHT/APhB/wBl/wAFmztPFVrb2diI00my8f6gmk/DTSrI28dhqXhCL4i2NtsfTAFAP8v+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA//U/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD9ov+CCP/AAUcm/4Jp/8ABRb4T/FTxLrMunfAr4nyp8Ev2iIJJXGn2/w18balp6Q+NLmLcUEvwy8VWug+O3uIoJb+XRNG17Q7IoNduA4B/Yz/AMHhX/BOOH4+fss+A/8AgoX8L9Gi1H4ifsuRW/hX4rT6TClzc+Jv2dPGerq+na08tuJ5r+L4XePNWi1a1W3C21p4X8eeOddv7gWmkRFAD/NEoAKAO/8AhT8L/HPxt+J3w9+Dnwy0G78U/EX4p+NfDPw+8DeHLEZutb8V+L9Ys9B0LTYifkj+1alfW0TzylYbeNmnmdIYndQD/XA+K/if4Sf8G5n/AAQ9h07wtLomo+KPgZ8LLXwN4CaaBIl+Mf7WnxM+2XEuv3FnL5V3f6fqvxD1PXvH+sabI73mk/DTw7qOn20ht9DtloA/yH/FXinxF458UeJPGvjDWdQ8R+LfGGv6x4p8UeIdWuHu9V17xF4g1C41bW9Z1O7kzJdahqmp3dzfXtxId81zPLI2WY0AYFABQAUAfsJ/wQt/4KL3f/BM7/gol8H/AI2a1qtxZ/BXxtcf8Kc/aJskaRrWX4R+OtQ0+G/8STWyZaa4+HPiC00D4i2iQo13dr4YudGhZYdYuQwB/ap/wd8f8E6LT9pX9j3wV+3/APCnSrfWfiP+yhbx2fj690VI72bxd+zR411CGafU1ubQzPqdv8MfF1/Z+LdOaE/YbDwl4r+IuuXEzQ28ZoA/zJ6ACgDofCPhPxL4+8WeGPAvgzRNQ8S+MPGniHRfCfhTw5pMDXWq6/4l8R6lbaPoWiaZarhrnUNV1S8tbGzgU7prmeKMYLCgD/Xf+HWgfCP/AINyv+CHkt74gj0PVPFHwI+Fdx4t8YCKURJ8Zv2tvia1rDHo0NzF5V9e6ZrHxH1TR/BumXyJNfaH8MPDtjezxm18P3DIAf5HXxR+Jfjf4z/Erx/8XviXr954p+IfxQ8Z+JfiB448SX7BrzXfFni/WLzXtf1W42/Ikl7ql/cz+VEFhiDiKFEiREUA4SgAoAKAPqL9ir9q74ifsO/tV/Az9q74WTMvjH4KePtJ8WQ6cbmS0tfE+g/vdN8Y+CdUniV5Y9F8c+EL/XPCOstEpmXTNZungKTrG6gH+ox/wWi/ZS+HX/Bbr/gjlpvxm/ZzhTxn450XwDov7Xf7KepWttHJr+syr4XbU/Ffwslgt2luItZ8a+Dp9Z8IXfhdriNbT4n6R4XXVts3h5kQA/yRiCCQQQQcEHggjqCOxBoASgAoA/1Lv+DVn9gHQP2EP+Cc/iH9tL42waf4Q+I37WOiR/GLXtf8SCPT1+H37MXgvTdS1T4dR393djbpmn+INKn174u6zfQzxW97oHiLwjFqkK3XhpPKAP8AP/8A+Cu/7f2v/wDBS39vn45ftQXk+oR+BtU1v/hCfgjoF/5kb+F/gj4KmutM8A6cbOTJ0/UNZtWu/GviazRmiTxh4q8RSQnypUVQD80aACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD//V/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/1af8Ag2t/bj8H/wDBTz/gljrX7KXx/wDsPjzx/wDs7eEpf2X/AI1eGfEEpu5fiH8BPFvhnU9B+GXiDVo2la4ubTW/AcGs/DXWbqWeTUL/AFnwHqutXkscutWzMAf5xX/BTb9hvxh/wTm/be+PX7Jniz7deWPw88Wz3Xw78TX0QRvG3wm8SoNe+Gvi5ZI447SW71Pwre2EOvxWJkttL8VWevaH5huNLuFUA+C6AP7Zf+DN/wD4Ju/8LZ/aA+If/BRn4k6D9o8B/s5fbfhn8C/t9tvs9Z+OfizQl/4S3xLaeYjwz/8ACs/h3rKWaiRQE1z4j6PqlhMt/wCG5AgB4l/wd6f8FI/+Glv2zdA/Yl+HOvfbPhD+xn9ri8cfYLnfp3iX9o7xPZQ/8Ja0/lOYbv8A4Vd4caw8B2glRbrRfFV58TLAlo7kbQD+QegAoAKACgAoA/1Uf+DYj9u/wr/wUc/4Jja7+yF8eGsPHHxC/Zi8M/8ADOvxM8NeI3+2n4i/s4eMvD+qaJ8MtS1SCSQSX1hJ4Pt9e+E2trueeQeC7fU9SmS48RwGUA/zuf8Agqh+wh4q/wCCbv7dXx4/ZS19dQuvD/g3xNJrfwp8S36Yfxn8HPFm7W/hx4kM6olvc37aBcQ6N4lNnutrLxho3iLSVcvp0lAH56UAf2B/8Ggv/BN3/hpD9sXxH+3F8RtB+2fCT9jj7PF4A+323mad4k/aO8U6fL/wjrQearQXf/CrPCs1740uwhS60jxVrHw01OIkM20A9W/4PHP+CkX/AAuD9oj4f/8ABOz4ba99o+H/AOzT9k+I3xu+wXO+y1v48+LtDP8AwjXh668t3guP+FYfDvWGkEkT5i1/4jeItI1C3jv/AA5HsAP4pqACgAoAKACgD/Q8/wCDM3/gpF/wkvgb4p/8Ey/iXr27WPh7/bHxw/Zs/tC5+a58Ea1qcP8Awt34e6b5rRxj/hHPFmp2XxD0fTrcXF9fReMvH1+/l6f4fwgB/PJ/wcx/8E3P+Hfv/BRvxl4i8D6D/ZX7Pn7WX9sfHb4R/Y7byNH0DX9T1Qf8Ld+HFlsWO2g/4RDxpf8A9taXpVnEtro/gjxp4KsIyzxSBQD+d6gD9Xf+CK3/AATx1P8A4KZf8FCPgt+zxdWN7L8KdLvz8Uv2g9VtPOiXSPgp4EvLC78U2jXkBEun3vja/utF+G+h30Ykax17xlpt+8RtrW5dQD+6P/g7Y/4KHaZ+yJ+wt4U/YU+EF9ZeHPiT+1xYP4Z1jSvDwh0//hB/2X/BZs7TxVa29nYiNNJsvH+oJpPw00qyNvHYal4Qi+ItjbbH0wBQD/L/AKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA//W/wA/+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/aL/ggj/wUcm/4Jp/8FFvhP8VPEusy6d8CvifKnwS/aIgklcafb/DXxtqWnpD40uYtxQS/DLxVa6D47e4iglv5dE0bXtDsig124DgH9jP/AAeFf8E44fj5+yz4D/4KF/C/RotR+In7LkVv4V+K0+kwpc3Pib9nTxnq6vp2tPLbiea/i+F3jzVotWtVtwttaeF/HnjnXb+4FppERQA/zg/hT8L/ABz8bfid8Pfg58MtBu/FPxF+KfjXwz8PvA3hyxGbrW/Ffi/WLPQdC02In5I/tWpX1tE88pWG3jZp5nSGJ3UA/wBcD4r+J/hJ/wAG5n/BD2HTvC0uiaj4o+BnwstfA3gJpoEiX4x/tafEz7ZcS6/cWcvlXd/p+q/EPU9e8f6xpsjveaT8NPDuo6fbSG30O2WgD/If8VeKfEXjnxR4k8a+MNZ1DxH4t8Ya/rHinxR4h1a4e71XXvEXiDULjVtb1nU7uTMl1qGqand3N9e3Eh3zXM8sjZZjQBgUAFABQAUAFAH7Cf8ABC3/AIKL3f8AwTO/4KJfB/42a1qtxZ/BXxtcf8Kc/aJskaRrWX4R+OtQ0+G/8STWyZaa4+HPiC00D4i2iQo13dr4YudGhZYdYuQwB/ap/wAHfH/BOi0/aV/Y98Fft/8Awp0q31n4j/soW8dn4+vdFSO9m8Xfs0eNdQhmn1Nbm0Mz6nb/AAx8XX9n4t05oT9hsPCXiv4i65cTNDbxmgD/ADSPCPhPxL4+8WeGPAvgzRNQ8S+MPGniHRfCfhTw5pMDXWq6/wCJfEepW2j6FommWq4a51DVdUvLWxs4FO6a5nijGCwoA/13/h1oHwj/AODcr/gh5Le+II9D1TxR8CPhXceLfGAilESfGb9rb4mtawx6NDcxeVfXumax8R9U0fwbpl8iTX2h/DDw7Y3s8ZtfD9wyAH+R18UfiX43+M/xK8f/ABe+Jev3nin4h/FDxn4l+IHjjxJfsGvNd8WeL9YvNe1/Vbjb8iSXuqX9zP5UQWGIOIoUSJERQDhKACgAoAKACgD6i/Yq/au+In7Dv7VfwM/au+FkzL4x+Cnj7SfFkOnG5ktLXxPoP73TfGPgnVJ4leWPRfHPhC/1zwjrLRKZl0zWbp4Ck6xuoB/qMf8ABaL9lL4df8Fuv+COWm/Gb9nOFPGfjnRfAOi/td/sp6la20cmv6zKvhdtT8V/CyWC3aW4i1nxr4On1nwhd+F2uI1tPifpHhddW2zeHmRAD/JGIIJBBBBwQeCCOoI7EGgD/Ut/4NWf2AdA/YQ/4Jz+If20vjbBp/hD4jftY6JH8Yte1/xII9PX4ffsxeC9N1LVPh1Hf3d2Numaf4g0qfXvi7rN9DPFb3ugeIvCMWqQrdeGk8oA/wA//wD4K7/t/a//AMFLf2+fjl+1BeT6hH4G1TW/+EJ+COgX/mRv4X+CPgqa60zwDpxs5MnT9Q1m1a78a+JrNGaJPGHirxFJCfKlRVAPzRoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD//1/8AP/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/Vp/4Nrf24/B//AAU8/wCCWOtfspfH/wCw+PPH/wCzt4Sl/Zf+NXhnxBKbuX4h/ATxb4Z1PQfhl4g1aNpWuLm01vwHBrPw11m6lnk1C/1nwHqutXkscutWzMAfnf8A8EFv+Dfnxh+yB/wVe/a9+M3x10C+1T4a/sX+LdU+Hv7I/ibXbEC1+J+s/FHQE17QvinZSeQNOvLvwN8EfE+m6brsNqslrpPxG8dzW9jdDV/A10kAB+T3/B3p/wAFI/8Ahpb9s3QP2Jfhzr32z4Q/sZ/a4vHH2C536d4l/aO8T2UP/CWtP5TmG7/4Vd4caw8B2glRbrRfFV58TLAlo7kbQD+QegAoAKACgAoAKACgD/VR/wCDYj9u/wAK/wDBRz/gmNrv7IXx4aw8cfEL9mLwz/wzr8TPDXiN/tp+Iv7OHjLw/qmifDLUtUgkkEl9YSeD7fXvhNra7nnkHgu31PUpkuPEcBlAPy8/4Iq/8G93ir9m3/gtf+0341+Mvh/UNW+An7A/iaPVv2avEuvWW+x+K/ir4rafca18FvE0Fw0X2DVL/wCF3w2vp9b8YfYT/wAU18Wh4Wjt5Gawm2gHyV/weOf8FIv+FwftEfD/AP4J2fDbXvtHw/8A2afsnxG+N32C532Wt/HnxdoZ/wCEa8PXXlu8Fx/wrD4d6w0gkifMWv8AxG8RaRqFvHf+HI9gB/FNQAUAFABQAUAFABQB/oef8GZv/BSL/hJfA3xT/wCCZfxL17drHw9/tj44fs2f2hc/Nc+CNa1OH/hbvw903zWjjH/COeLNTsviHo+nW4uL6+i8ZePr9/L0/wAP4QA+QP2uv+Dc/U/GP/BxH4I+DPhHwne6f+xN+09f61+2R4n1XSLaa00XwV8MvC+v6fd/tDfC20vLQRR6Rez/ABD1nRfCPg+HT4Wt/DOjfGb4cDY8On3rRAH7B/8AB2x/wUO0z9kT9hbwp+wp8IL6y8OfEn9riwfwzrGleHhDp/8Awg/7L/gs2dp4qtbezsRGmk2Xj/UE0n4aaVZG3jsNS8IRfEWxttj6YAoB/l/0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAF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","boardlogo":"data:image/png;base64,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","boardlogotext":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOIAAAAkCAYAAACUoeZ+AAAABmJLR0QAAAAAAAD5Q7t/AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAB3RJTUUH4AoIFwUvmlv9hQAAAB1pVFh0Q29tbWVudAAAAAA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"},"boardevents":[{"id":"Model View Koopa (MP3)","activationType":-4,"executionType":1,"custom":true,"parameterValues":{"ModelSpace":87}},{"id":"Last 5 Turns Event","activationType":-3,"executionType":1,"custom":true}]}