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Item Space Helper":{"language":0,"code":"; NAME: Multiple Item Space Helper\n; GAMES: MP2_USA\n; EXECUTION: Direct\n\n; This event is designed to shift the player's main item to a reserve\n; slot if one is open when landing on an Item Space. This way, the\n; player can land on an Item Space with an item in their main slot\n; and still be able to play the Item Minigame, as long as they still\n; have at least one open reserve slot.\n\nADDIU SP SP -32\nSW RA 28(SP)\n\n;===Check Multiple Item Slots Flag===\nLUI T0 0x800F ; 0x800F0000\nORI T0 T0 0x8CE2 ; 0x800F8CE2, Multiple Item Slots Flag\nLBU T0 0(T0) ; Load flag into T0\nBEQZ T0 exit ; If flag is OFF, exit\nNOP\n; else, check item slots\n\n;===Check Main Item Slot===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\n\nLBU T0 0x19(V0) ; Load main item value into T0\nLI T1 0xFF ; No item index\nBEQ T0 T1 exit ; If main slot is open, exit\nNOP\n; else, main slot is full\n\n;===Check Reserve Slots===\nLBU T2 0x1E(V0) ; Load reserve item value #1 into T2\nBEQL T2 T1 MoveItem ; If reseve slot is open, move item\nLI T3 0x1E ; Empty slot offset at 0x1E\n\nLBU T2 0x1F(V0) ; Load reserve item value #2 into T2\nBNE T2 T1 exit ; If reserve slot isn't open, exit\nLI T3 0x1F ; 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Display AxeMessage\n\n;===Get Axe===\nLBU T0 0x1D(S0) ; Load current axes from offset of player struct\nADDIU T0 T0 0x01 ; Add 1 to axes\nSB T0 0x1D(S0) ; Store total axes into offset of player struct\n\n;===Play Happy Voice and Animation===\nLBU A0 4(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x103 ; Add character value to Mario's happy voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x103 = Happy Voice, 0xFC = Sad Voice, 0x111 = Scream\n\nLI A0 -1 ; Set current player\nLI A1 5 ; Set joy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for animation\n\nJ exit\nNOP\n\n;===No Space Message===\nNoSpace:\nLUI A0 hi(NoSpaceMessage)\nJAL CallMessage\nADDIU A0 A0 lo(NoSpaceMessage) ; Display NoSpaceMessage\n\nexit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -32\nSW RA 28(SP)\n\n; A0 = Message Address\n\nMOVE A1 A0 ; Copy A0 to A1\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\n; Pass message address on A1\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Message Text===\n.align 16\nAxeMessage:\n.ascii \"You found an\"\n.byte 0x06 ; Blue font\n.ascii \" axe\"\n.byte 0x08 ; White font\n.ascii \" lying around\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoSpaceMessage:\n.ascii \"You found an\"\n.byte 0x06 ; Blue font\n.ascii \" axe\"\n.byte 0x08 ; White font\n.ascii \" lying around\"\n.byte 0x85 ; Period (.)\n.ascii \" But\"\n.byte 0x0A ; New line (writes below)\n.ascii \"you don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have space for another one\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to continue\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"},"Duel Minigame Randomizer (WL)":{"language":0,"code":"; NAME: Duel Minigame Randomizer (WL)\n; GAMES: MP2_USA\n; EXECUTION: Direct\n; PARAM: Number|Selector\n\n; This event is designed to fix or randomize the Duel Minigame that\n; will be played. For randomization, set the parameter \"Selector\" to\n; zero. To fix the Duel Minigame to a specific one, set \"Selector\" to\n; a value from 1-6 accordingly:\n; 1. Western Land\n; 2. Pirate Land\n; 3. Horror Land\n; 4. Space Land\n; 5. Mystery Land\n; 6. Bowser Land\n\n; When randomizing the Duel Minigame, refer to the Chances Array\n; below to set the percent chance of each Duel Minigame appearing.\n\n; Credit goes to Rain for originally porting the GetRand function!\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\nSW S1 28(SP)\n\n;===Get Duel Minigame Arrays===\nLUI S0 0x800C ; 0x800C0000\nORI S0 S0 0xCD5C ; 0x800CCD5C, Duel Minigame Pointer\nLUI S1 hi(MinigamesArray)\nADDIU S1 S1 lo(MinigamesArray) ; Load MinigamesArray into S1\n\n;===Check Selector===\nLI T0 Selector\nBNEZ T0 SelectMinigame ; If T0 = 1-6, select the minigame\nNOP\n; else, randomize the minigame\n\n;===Randomize Minigame===\nJAL GetRand\nLI A0 99 ; Get random byte (0-99) at V0\n\nLUI T0 hi(ChancesArray)\nADDIU T0 T0 lo(ChancesArray) ; Load ChancesArray into T0\nRandomizeLoop:\nLBU T1 0(T0) ; Load duel minigame chance into T1\nSLT T2 V0 T1 ; If V0 < T1, T2 = 1\nBNEZL T2 SetMinigame ; If T2 = 1, set minigame\nLBU S1 0(S1) ; Load duel minigame index into S1\n; else, check the next duel minigame chance\n\nADDIU T0 T0 1 ; Add 1 to check next duel minigame chance\nJ RandomizeLoop\nADDIU S1 S1 1 ; Add 1 to get next duel minigame index\n\n;===Select Minigame===\nSelectMinigame:\nADDIU T0 T0 -1 ; Subtract 1 to get MinigamesArray offset\nADDU S1 S1 T0 ; Add to get selected duel minigame\nLBU S1 0(S1) ; Load selected duel minigame index into S1\n\n;===Set Minigame===\nSetMinigame:\nSW S1 0(S0) ; Store duel minigame index into duel minigame pointer\n\nLW RA 36(SP)\nLW S0 32(SP)\nLW S1 28(SP)\nJR RA\nADDIU SP SP 40\n\n;===Chances Array===\n.align 16\nChancesArray:\n.byte 14 ; Western Land minigame (0-13) 14%\n.byte 28 ; Pirate Land minigame (14-27) 14%\n.byte 58 ; Horror Land minigame (28-57) 30%\n.byte 72 ; Space Land minigame (58-71) 14%\n.byte 86 ; Mystery Land minigame (73-85) 14%\n.byte 100 ; Bowser Land minigame (86-99) 14%\n\n; To set the % chances, each byte holds the % chance of the adjacent\n; Duel Minigame plus the total of all bytes before it (e.g. byte 32\n; for Pirate Land = 16% chance for Pirate Land plus the 16% chance\n; for Western Land before it). The final byte will always be 100 (the\n; sum of all chances will add up to 100%).\n\n;===Minigames Array===\n.align 16\nMinigamesArray:\n.byte 0x3F ; Western Land minigame index\n.byte 0x42 ; Pirate Land minigame index\n.byte 0x44 ; Horror Land minigame index\n.byte 0x46 ; Space Land minigame index\n.byte 0x48 ; Mystery Land minigame index\n.byte 0x4A ; Bowser Land minigame index\n\n; Do not change these values; they are the in-game indexes for each\n; of the Duel Minigames. Ensure that the order of Duel Minigame\n; chances above matches the order of the Duel Minigames here.\n\n;===Mini Func to Get Random Byte===\n.align 4\nGetRand:\n\n; A0 = max byte\n\nADDIU sp, sp, -0x18\nSW ra, 0x0010 (sp)\nBLTZL a0, label1_func0\nSUBU a0, r0, a0\nlabel1_func0:\nBEQZ a0, End1\nDADDU v0, r0, r0\nADDIU v0, r0, 0x0001\nBNEL a0, v0, label2_func0\nADDIU v0, r0, 0x0064\nJAL Function1\nADDIU a0, r0, 0x03E8\nSLTI v0, v0, 0x01F5\nJ End1\nXORI v0, v0, 0x0001\nlabel2_func0:\nBEQ a0, v0, label3_func0\nNOP\nJAL Function1\nNOP\nJ End1\nNOP\nlabel3_func0:\nJAL Function1\nADDIU a0, r0, 0x03F1\nLUI v1, 0x6666\nORI v1, v1, 0x6667\nMULT v0, v1\nSRA v0, v0, 31\nMFHI a1\nSRA v1, a1, 2\nSUBU v0, v1, v0\nEnd1:\nLW ra, 0x0010 (sp)\nJR RA\nADDIU sp, sp, 0x18\n//\nFunction1:\nADDIU sp, sp, -0x20\nSW s0, 0x0010 (sp)\nADDIU s0, r0, 0xFFFF\nSW s1, 0x0014 (sp)\nADDIU s1, a0, 0x0001\nBNEZ s1, label1_func1\nDIVU s0, s1\nBREAK 0x01C00\nlabel1_func1:\nMFLO s0\nBNEZ s0, label2_func1\nSW ra, 0x0018 (sp)\nADDIU s0, r0, 0x0001\nlabel2_func1:\nJAL Function2\nNOP\nBNEZ s0, label3_func1\nDIVU v0, s0\nBREAK 0x01C00\nlabel3_func1:\nMFLO v1\nSLTU v0, v1, s1\nBEQZ v0, label2_func1\nDADDU v0, v1, r0\nLW ra, 0x0018 (sp)\nLW s1, 0x0014 (sp)\nLW s0, 0x0010 (sp)\nJR RA\nADDIU sp, sp, 0x20\n//\nFunction2:\nLUI v0, 0x800D\nLW v0, 0x99B4 (v0)\nLUI v1, 0x41C6\nORI v1, v1, 0x4E6D\nMULT v0, v1\nMFLO v0\nADDIU v0, v0, 0x3039\nLUI v1, 0x800D\nJR RA\nSW v0, 0x99B4 (v1)"},"Item Minigame Randomizer (WL)":{"language":0,"code":"; NAME: Item Minigame Randomizer (WL)\n; GAMES: MP2_USA\n; EXECUTION: Direct\n; PARAM: Number|Selector\n\n; This event is designed to fix or randomize the Item Minigame that\n; will be played. For randomization, set the parameter \"Selector\" to\n; zero. To fix the Item Minigame to a specific one, set \"Selector\" to\n; a value from 1-6 accordingly:\n; 1. Western Land\n; 2. Pirate Land\n; 3. Horror Land\n; 4. Space Land\n; 5. Mystery Land\n; 6. Bowser Land\n\n; When randomizing the Item Minigame, refer to the Chances Array\n; below to set the percent chance of each Item Minigame appearing.\n\n; Credit goes to Rain for originally porting the GetRand function!\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\nSW S1 28(SP)\n\n;===Get Item Minigame Arrays===\nLUI S0 0x800C ; 0x800C0000\nORI S0 S0 0xCCFC ; 0x800CCCFC, Item Minigame Pointer\nLUI S1 hi(MinigamesArray)\nADDIU S1 S1 lo(MinigamesArray) ; Load MinigamesArray into S1\n\n;===Check Selector===\nLI T0 Selector\nBNEZ T0 SelectMinigame ; If T0 = 1-6, select the minigame\nNOP\n; else, randomize the minigame\n\n;===Randomize Minigame===\nJAL GetRand\nLI A0 99 ; Get random byte (0-99) at V0\n\nLUI T0 hi(ChancesArray)\nADDIU T0 T0 lo(ChancesArray) ; Load ChancesArray into T0\nRandomizeLoop:\nLBU T1 0(T0) ; Load item minigame chance into T1\nSLT T2 V0 T1 ; If V0 < T1, T2 = 1\nBNEZL T2 SetMinigame ; If T2 = 1, set minigame\nLBU S1 0(S1) ; Load item minigame index into S1\n; else, check the next item minigame chance\n\nADDIU T0 T0 1 ; Add 1 to check next item minigame chance\nJ RandomizeLoop\nADDIU S1 S1 1 ; Add 1 to get next item minigame index\n\n;===Select Minigame===\nSelectMinigame:\nADDIU T0 T0 -1 ; Subtract 1 to get MinigamesArray offset\nADDU S1 S1 T0 ; Add to get selected item minigame\nLBU S1 0(S1) ; Load selected item minigame index into S1\n\n;===Set Minigame===\nSetMinigame:\nSB S1 0(S0) ; Store item minigame index into item minigame pointer\n\nLW RA 36(SP)\nLW S0 32(SP)\nLW S1 28(SP)\nJR RA\nADDIU SP SP 40\n\n;===Chances Array===\n.align 16\nChancesArray:\n.byte 14 ; Western Land minigame (0-13) 14%\n.byte 28 ; Pirate Land minigame (14-27) 14%\n.byte 58 ; Horror Land minigame (28-57) 30%\n.byte 72 ; Space Land minigame (58-71) 14%\n.byte 86 ; Mystery Land minigame (72-85) 14%\n.byte 100 ; Bowser Land minigame (86-99) 14%\n\n; To set the % chances, each byte holds the % chance of the adjacent\n; Item Minigame plus the total of all bytes before it (e.g. byte 32\n; for Pirate Land = 16% chance for Pirate Land plus the 16% chance\n; for Western Land before it). The final byte will always be 100 (the\n; sum of all chances will add up to 100%).\n\n;===Minigames Array===\n.align 16\nMinigamesArray:\n.byte 0x05 ; Western Land minigame index\n.byte 0x02 ; Pirate Land minigame index\n.byte 0x03 ; Horror Land minigame index\n.byte 0x04 ; Space Land minigame index\n.byte 0x06 ; Mystery Land minigame index\n.byte 0x01 ; Bowser Land minigame index\n\n; Do not change these values; they are the in-game indexes for each\n; of the Item Minigames. Ensure that the order of Item Minigame\n; chances above matches the order of the Item Minigames here.\n\n;===Mini Func to Get Random Byte===\n.align 4\nGetRand:\n\n; A0 = max byte\n\nADDIU sp, sp, -0x18\nSW ra, 0x0010 (sp)\nBLTZL a0, label1_func0\nSUBU a0, r0, a0\nlabel1_func0:\nBEQZ a0, End1\nDADDU v0, r0, r0\nADDIU v0, r0, 0x0001\nBNEL a0, v0, label2_func0\nADDIU v0, r0, 0x0064\nJAL Function1\nADDIU a0, r0, 0x03E8\nSLTI v0, v0, 0x01F5\nJ End1\nXORI v0, v0, 0x0001\nlabel2_func0:\nBEQ a0, v0, label3_func0\nNOP\nJAL Function1\nNOP\nJ End1\nNOP\nlabel3_func0:\nJAL Function1\nADDIU a0, r0, 0x03F1\nLUI v1, 0x6666\nORI v1, v1, 0x6667\nMULT v0, v1\nSRA v0, v0, 31\nMFHI a1\nSRA v1, a1, 2\nSUBU v0, v1, v0\nEnd1:\nLW ra, 0x0010 (sp)\nJR RA\nADDIU sp, sp, 0x18\n//\nFunction1:\nADDIU sp, sp, -0x20\nSW s0, 0x0010 (sp)\nADDIU s0, r0, 0xFFFF\nSW s1, 0x0014 (sp)\nADDIU s1, a0, 0x0001\nBNEZ s1, label1_func1\nDIVU s0, s1\nBREAK 0x01C00\nlabel1_func1:\nMFLO s0\nBNEZ s0, label2_func1\nSW ra, 0x0018 (sp)\nADDIU s0, r0, 0x0001\nlabel2_func1:\nJAL Function2\nNOP\nBNEZ s0, label3_func1\nDIVU v0, s0\nBREAK 0x01C00\nlabel3_func1:\nMFLO v1\nSLTU v0, v1, s1\nBEQZ v0, label2_func1\nDADDU v0, v1, r0\nLW ra, 0x0018 (sp)\nLW s1, 0x0014 (sp)\nLW s0, 0x0010 (sp)\nJR RA\nADDIU sp, sp, 0x20\n//\nFunction2:\nLUI v0, 0x800D\nLW v0, 0x99B4 (v0)\nLUI v1, 0x41C6\nORI v1, v1, 0x4E6D\nMULT v0, v1\nMFLO v0\nADDIU v0, v0, 0x3039\nLUI v1, 0x800D\nJR RA\nSW v0, 0x99B4 (v1)"},"Item Shop (MP2) v1.2":{"language":0,"code":"; NAME: Item Shop (MP2) v1.2\n; GAMES: MP2_USA\n; EXECUTION: Direct\n; PARAM: Space|ShopSpace\n\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\nSW S3 44(SP)\nSW S4 40(SP)\nSW S5 36(SP)\n\n; S0 = Current Player Struct\n; S1 = Prompt Choice / Selected Item\n; S2 = Item Table / Item Index\n; S3 = Price Table / Price\n; S4 = Shop Table\n; S5 = Empty Item Slot (Offset) / Sad Message Address\n\n;===Check for Bowser===\nJAL GetCurrentPlayerIndex ; Get current player index at V0\nNOP\nSLTI T0 V0 4 ; If V0 < 4, T0 = 1\nBEQZ T0 epilogue ; If T0 = 1, player is Bowser, go to epilogue\nNOP\n\n;===Hide Dice Roll===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\nJAL 0x80046D2C ; HideDiceRoll\nLBU A0 0x1C(S0) ; Pass current player index on A0\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Toward ShopSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotateCharacterModel\nLI A2 ShopSpace ; Face ShopSpace\n\nJAL SleepProcess\nLI A0 8 ; Wait 8 frames for player to rotate\n\n;===Check Current Turn===\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns)\nLHU T0 0(T0) ; Load total turns into T0\n\nLUI T1 hi(current_turn)\nADDIU T1 T1 lo(current_turn)\nLHU T1 0(T1) ; Load current turn into T1\n\nBEQ T0 T1 LastTurn ; If it's the last turn, go to LastTurn\nNOP\n\n;===Check Player's Coins===\nLBU A0 0x1C(S0) ; Pass current player index on A0\nJAL PlayerHasCoins\nLI A1 10 ; Check for 10 coins\n\nBEQZ V0 NoCoinsToShop ; If not enough coins, go to NoCoinsToShop\nNOP\n\n;===Check Player's Inventory===\nLBU T0 0x19(S0) ; Load item value from offset of player struct\nLI T1 0xFF ; No item index\nBEQL T0 T1 StartShop ; If player has no item, start shop\nLI S5 0 ; Set main slot as open (on likely)\n; else, player already has item\n\nLUI T0 0x800F ; 0x800F0000\nORI T0 T0 0x8CE2 ; 0x800F8CE2, Multiple Item Slots Flag\nLBU T0 0(T0) ; Load flag into T0\nBEQZ T0 TooManyItems ; If multiple item slots are OFF, go to TooManyItems\nNOP\n; else, multiple item slots are ON\n\nLBU T0 0x1E(S0) ; Load reserve item #1 from offset of player struct\nBEQL T0 T1 StartShop ; If reserve slot is open, start shop\nLI S5 1 ; Set reserve slot #1 as open (on likely)\nLBU T0 0x1F(S0) ; Load reserve item #2 from offset of player struct\nBNE T0 T1 TooManyItems ; If reserve slot is full, go to TooManyItems\nLI S5 2 ; Set reserve slot #2 as open\n\n;===Get Player Placement and Item Tables===\nStartShop:\nJAL GetTurnTierWithPlacement\nLBU A0 0x1C(S0) ; Pass current player index on A0\nSLL V0 V0 2 ; Shift left by 2 (multiply by 4)\n\nLUI T0 hi(ItemTableArray)\nADDIU T0 T0 lo(ItemTableArray) ; Load ItemTableArray into T0\nADDU T0 T0 V0 ; Add distance between tables\nLW S2 0(T0) ; Load current item table address into S2\n\nLUI T0 hi(PriceTableArray)\nADDIU T0 T0 lo(PriceTableArray) ; Load PriceTableArray into T0\nADDU T0 T0 V0 ; Add distance between tables\nLW S3 0(T0) ; Load current price table address into S3\n\nLUI T0 hi(ShopTableArray)\nADDIU T0 T0 lo(ShopTableArray) ; Load ShopTableArray into T0\nADDU T0 T0 V0 ; Add distance between tables\nLW S4 0(T0) ; Load current shop table address into S4\n\n;===Greeting Message===\nJAL PlaySound\nLI A0 0xE6 ; Koopa voice\n\nGreeting:\nLI A0 1 ; Display prompt\nLUI A1 hi(GreetingPrompt)\nJAL CallMessage\nADDIU A1 A1 lo(GreetingPrompt) ; Display GreetingPrompt\n\n; Get the selection from the player.\nJAL GetRandPromptSelection\nNOP\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\n; Change the player's destination based on the choice.\nBEQZ S1 PrepareMainPrompt ; If S1 = 0, prepare main prompt\nNOP\nLI T0 1\nBEQ S1 T0 SayNo ; If S1 = 1, say no\nNOP\n; else pick \"View map\"\nJAL 0x80103A64 ; ViewBoardMap\nNOP\nJ Greeting\nNOP\n\n;===Prepare Main Prompt===\nPrepareMainPrompt:\nJAL PlayerIsCPU\nLBU A0 0x1C(S0) ; Pass current player index on A0\n\nBNEZ V0 AIShop ; If V0 = 1, go to AIShop\nNOP\n\nLBU A0 0x1C(S0) ; Pass current player index on A0\nMOVE A1 S3 ; Pass price table on A1\nJAL PreparePrompt\nMOVE A2 S4 ; Pass shop table on A2\n\n;===Display Main Prompt===\nMainPrompt:\nLI A0 1 ; Display prompt\nLUI A1 hi(PromptPlaceholder)\nJAL CallMessage\nADDIU A1 A1 lo(PromptPlaceholder) ; Display ShopPrompt with strings\n\nJAL DisableItems\nLBU A0 5(S2) ; Pass no. items for sale on A0\n\n; Get the selection from the player.\nJAL GetRandPromptSelection\nNOP\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\n; Change the player's destination based on the choice.\nLBU T2 5(S2) ; Load no. items for sale into T2\nSLT T0 S1 T2 ; If S1 < T2, T0 = 1\nBNEZ T0 PickItem ; If T0 = 1, pick item\nNOP\nBNE S1 T2 Greeting ; If S1 =/= T2, go to Greeting\nNOP\n; else pick \"Item Descriptions\"\nJAL 0x8004E484 ; GetItemDescriptions\nLBU A0 0x1C(S0) ; Pass current player index on A0\nJ MainPrompt\nNOP\n\n;===Pick Item===\nPickItem:\nADDU S2 S1 S2 ; Add to get selected item\nLBU S2 0(S2) ; Load item index into S2\nADDU S3 S1 S3 ; Add to get selected item price\nLBU S3 0(S3) ; Load price into S3\n\n;===Pay Coins===\nLBU A0 0x1C(S0) ; Pass current player index on A0\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S3 ; Subtract price\n\nLBU A0 0x1C(S0) ; Pass current player index on A0\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S3 ; Subtract price\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Receive Item===\nBEQL S5 R0 ReceiveItem ; If S6 = 0, receive item\nSB S2 0x19(S0) ; Store item into main slot (on likely)\n\nLI T0 1\nBEQL S5 T0 ReceiveItem ; If S6 = 1, receive item\nSB S2 0x1E(S0) ; Store item into reserve slot #1 (on likely)\nSB S2 0x1F(S0) ; Store item into reserve slot #2\n\nReceiveItem:\nJAL PlaySound\nLI A0 0x340 ; Turn Start sound\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for sound\n\n;===Happy Voice and Animation===\nLBU A0 4(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x103 ; Add character value to Mario's happy voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x103 = Happy Voice, 0xFC = Sad Voice, 0x111 = Scream\n\nLI A0 -1 ; Set current player\nLI A1 5 ; Set joy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for animation\n\n;===Prepare Got Item Message===\nLUI A0 hi(MessagePlaceholder)\nADDIU A0 A0 lo(MessagePlaceholder) ; Parse destination\nLUI A1 hi(GotItemMessage)\nADDIU A1 A1 lo(GotItemMessage) ; String formatter (%s)\nLUI A2 hi(ItemStrings)\nADDIU A2 A2 lo(ItemStrings)\nSLL S2 S2 5 ; Shift left by 5 (multiply by 32)\nADDU A2 A2 S2 ; Add to get selected item string\nJAL sprintf\nLI A3 0 ; Terminator byte\n\nJAL PlaySound\nLI A0 0xE6 ; Koopa voice\n\nLI A0 0 ; Display message\nLUI A1 hi(MessagePlaceholder)\nJAL CallMessage\nADDIU A1 A1 lo(MessagePlaceholder) ; Display GotItemMessage with strings\n\nJ exit\nNOP\n\n;===AI Shop===\nAIShop:\nLBU A0 0x1C(S0) ; Pass current player index on A0\nJAL CheckPrices\nMOVE A1 S3 ; Pass price table on A1\n\nLBU A0 0(V0) ; Load 0th logic from price array\nLBU T0 1(V0) ; Load 1st logic from price array\nADDU A0 A0 T0 ; Add to get possible items to purchase\nLBU T0 2(V0) ; Load 2nd logic from price array\nADDU A0 A0 T0 ; Add to get possible items to purchase\nLBU T0 3(V0) ; Load 3rd logic from price array\nADDU A0 A0 T0 ; Add to get possible items to purchase\nLBU T0 4(V0) ; Load 4th logic from price array\nADDU A0 A0 T0 ; Add to get possible items to purchase\nLUI V0 0x800F ; 0x800F0000\nORI V0 V0 0x8CF8 ; 0x800F8CF8, GetRand Pointer\nLW V0 0(V0) ; Load GetRand address into V0\nJALR V0 ; Call GetRand\nADDIU A0 A0 -1 ; Subtract 1 to get possible items to purchase\n\nJ PickItem\nMOVE S1 V0 ; Copy V0 to S1\n\n;===Say No Message===\nSayNo:\nJAL PlaySound\nLI A0 0xE6 ; Koopa voice\n\nLI A0 0 ; Display message\nLUI A1 hi(NothingMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NothingMessage) ; Display NothingMessage\n\nJ exit\nNOP\n\n;===Too Many Items Message===\nTooManyItems:\nLUI S5 hi(TooManyItemsMessage)\nJ SadMessage\nADDIU S5 S5 lo(TooManyItemsMessage) ; Display TooManyItemsMessage\n\n;===No Coins to Shop Message===\nNoCoinsToShop:\nLUI S5 hi(NoCoinsToShopMessage)\nJ SadMessage\nADDIU S5 S5 lo(NoCoinsToShopMessage) ; Display NoCoinsToShopMessage\n\n;===Last Turn Message===\nLastTurn:\nLUI S5 hi(LastTurnMessage)\nADDIU S5 S5 lo(LastTurnMessage) ; Display LastTurnMessage\n\nSadMessage:\nJAL PlaySound\nLI A0 0xE6 ; Koopa voice\n\nLI A0 0 ; Display message\nJAL CallMessage\nMOVE A1 S5 ; Pass sad message address on A1\n\n;===Show Dice Roll===\nexit:\nJAL 0x8004655C ; ShowDiceRoll\nLBU A0 0x1C(S0) ; Pass current player index on A0\n\nJAL SleepProcess\nLI A0 10 ; Wait 10 frames for dice roll to show\n\nepilogue:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nLW S3 44(SP)\nLW S4 40(SP)\nLW S5 36(SP)\nJR RA\nADDIU SP SP 64\n\n;===Mini Func to Get Turn Tier with Placement===\n.align 4\nGetTurnTierWithPlacement:\nADDIU SP SP -32\nSW RA 28(SP)\n\n; A0 = Current Player Index\n; V0 = Tier Score (0-11)\n\nLUI V0 0x800F ; 0x800F0000\nORI V0 V0 0x8CF0 ; 0x800F8CF0, GetPlayerPlacement Pointer\nLW V0 0(V0) ; Load GetPlayerPlacement address into V0\n; Passing current player index on A0\nJALR V0 ; Call GetPlayerPlacement\nNOP\n\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns)\nLHU T0 0(T0) ; Load total turns into T0\nLUI T1 hi(current_turn)\nADDIU T1 T1 lo(current_turn)\nLHU T1 0(T1) ; Load current turn into T1\n\nSLTI T3 T1 6 ; ON if current turn is less than 6\nBNE T3 R0 addplacing ; If it's less than 6, then it's Early Game, exit\nLI T7 0 ; Early Game Value on T7\n\nSUB T2 T0 T1\nSLTI T3 T2 5 ; ON if Total Turns - Current Turn = 4 or less\nBNE T3 R0 addplacing ; If it's 4 or less, it's Late Game, exit\nLI T7 8 ; Late Game Value on T7\n\nLI T7 4 ; Mid Game Value on T7\n\naddplacing:\nADDU V0 V0 T7 ; Add Placement to Turn Tier (0-11)\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; A0 / S0 = Message or Prompt\n; A1 = Message Address\n\nMOVE S0 A0 ; Copy A0 to S0\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x1 ; Character image (-1 for none, 0x1 for Red 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\n; Pass message address on A1\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nBNEZ S0 CallMessageExit ; If displaying a prompt, exit\nNOP\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\nCallMessageExit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Prepare Prompt===\n.align 4\nPreparePrompt:\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; A0 / S0 = Current Player Index\n; A1 / S1 = Price Table\n; A2 / S2 = Shop Table\n\nMOVE S0 A0 ; Copy A0 to S0\nMOVE S1 A1 ; Copy A1 to S1\nJAL SetupPrices\nMOVE S2 A2 ; Copy A2 to S2\n\nLUI A2 hi(BlackColour)\nADDIU A2 A2 lo(BlackColour) ; Default to black colour\nMOVE T4 A2 ; Copy A2 to T4\nMOVE T6 A2 ; Copy A2 to T6\nLUI T1 hi(BlueColour)\nADDIU T1 T1 lo(BlueColour) ; Prepare blue colour\n\nLBU T0 0(V0) ; Load 2nd item setup flag into T0\nBNEZL T0 GetColour3 ; If T0 = 1, get blue colour\nMOVE A2 T1 ; Get blue colour (on likely)\n\nGetColour3:\nLBU T0 1(V0) ; Load 3rd item setup flag into T0\nBNEZL T0 GetColour4 ; If T0 = 1, get blue colour\nMOVE T4 T1 ; Get blue colour (on likely)\n\nGetColour4:\nLBU T0 2(V0) ; Load 4th item setup flag into T0\nBNEZL T0 PrintPrompt ; If T0 = 1, get blue colour\nMOVE T6 T1 ; Get blue colour (on likely)\n\nPrintPrompt:\nLUI A0 hi(PromptPlaceholder)\nADDIU A0 A0 lo(PromptPlaceholder) ; Parse destination\nLUI A1 hi(ShopPrompt)\nADDIU A1 A1 lo(ShopPrompt) ; String formatter (%s)\n; Passing 2nd item colour on A2\nLW A3 0(S2) ; Pass shop table string #1 on A3\nSW T4 16(SP) ; Pass 3rd item colour on A4\nLW T5 4(S2) ; Pass shop table string #2 on T5\nSW T5 20(SP) ; Pass shop table string #2 on A5\nSW T6 24(SP) ; Pass 4th item colour on A6\nLW T7 8(S2) ; Pass shop table string #3 on T7\nSW T7 28(SP) ; Pass shop table string #3 on A7\nJAL sprintf\nSW R0 32(SP) ; Terminator byte\n\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\n\n.align 4\nBlackColour:\n.byte 0x01,0\n\n.align 4\nBlueColour:\n.byte 0x06,0\n\n;===Mini Func to Setup Prices===\n.align 4\nSetupPrices:\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; A0 / S0 = Current Player Index\n; A1 / S1 = Price Table\n; S2 = Loop Counter\n; S3 / V0 = Price Setup Array\n\nMOVE S0 A0 ; Copy A0 to S0\nMOVE S1 A1 ; Copy A1 to S1\nLI S2 0 ; Start counter at 0\nLUI S3 hi(PriceSetup)\nADDIU S3 S3 lo(PriceSetup)\nSetupPricesLoop:\nMOVE A0 S0 ; Pass current player index on A0\nJAL PlayerHasCoins\nLBU A1 2(S1) ; Pass nth item price on A1\nSB V0 0(S3) ; Store setup flag into array\nLI T0 2\nBEQ S2 T0 FinishSetupPrices ; If all items checked, finish\nNOP\nADDIU S1 S1 1 ; Add 1 to get next item price\nADDIU S2 S2 1 ; Add 1 to loop counter\nJ SetupPricesLoop\nADDIU S3 S3 1 ; Add 1 to store next price\n\nFinishSetupPrices:\nADDIU V0 S3 -2 ; Pass price setup array on V0\n\nLW RA 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW S3 28(SP)\nJR RA\nADDIU SP SP 48\n\n.align 4\nPriceSetup:\n.fill 3\n\n;===Mini Func to Disable Items===\n.align 4\nDisableItems:\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n; A0 / S0 = No. Items for Sale\n; S1 = Price Setup Array\n; S2 = Option Counter\n\nMOVE S0 A0 ; Copy A0 to S0\nLUI S1 hi(PriceSetup)\nADDIU S1 S1 lo(PriceSetup)\nLI S2 2 ; Start with 2nd option\nDisableItemsLoop:\nBEQ S0 S2 DisableItemsExit ; If all items checked, exit\nNOP\nLBU T0 0(S1) ; Load logic from price setup\nBNEZ T0 SkipDisabling ; If logic enabled, skip disabling\nNOP\nLI A0 2 ; Window ID\nJAL 0x8008D854 ; DisablePromptOption\nMOVE A1 S2 ; Disable nth option\n\nSkipDisabling:\nADDIU S1 S1 1 ; Add 1 to get next logic\nJ DisableItemsLoop\nADDIU S2 S2 1 ; Add 1 to check next option\n\nDisableItemsExit:\nLW RA 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nJR RA\nADDIU SP SP 48\n\n;===Mini Func to Check Prices===\n.align 4\nCheckPrices:\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n; A0 / S0 = Current Player Index\n; A1 / S1 = Price Table\n; S2 / V0 = Price Array\n\nMOVE S0 A0 ; Copy A0 to S0\nMOVE S1 A1 ; Copy A1 to S1\nLUI S2 hi(PriceArray)\nADDIU S2 S2 lo(PriceArray)\nCheckPricesLoop:\nMOVE A0 S0 ; Pass current player index on A0\nJAL PlayerHasCoins\nLBU A1 0(S1) ; Pass price on A1\nSB V0 0(S2) ; Store logic into PriceArray\nLBU T0 1(S1) ; Load next price into T0\nBEQZ T0 CheckPricesExit ; If T0 = 0, exit\nADDIU S2 S2 1 ; Add 1 to store next logic\nJ CheckPricesLoop\nADDIU S1 S1 1 ; Add 1 to check next price\n\nCheckPricesExit:\nLUI V0 hi(PriceArray)\nADDIU V0 V0 lo(PriceArray)\n\nLW RA 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nJR RA\nADDIU SP SP 48\n\n.align 4\nPriceArray:\n.fill 5\n\n;===Item Tables===\n.align 16\nItemTableArray:\n.word ItemTableA ; 1st place, early game\n.word ItemTableA ; 2nd place, early game\n.word ItemTableB ; 3rd place, early game\n.word ItemTableB ; 4th place, early game\n.word ItemTableB ; 1st place, mid game\n.word ItemTableC ; 2nd place, mid game\n.word ItemTableD ; 3rd place, mid game\n.word ItemTableD ; 4th place, mid game\n.word ItemTableE ; 1st place, late game\n.word ItemTableF ; 2nd place, late game\n.word ItemTableG ; 3rd place, late game\n.word ItemTableG ; 4th place, late game\n\n.align 16\nItemTableA:\n.byte 0x00 ; Mushroom\n.byte 0x01 ; Skeleton Key\n.byte 0xFF ; Placeholder\n.byte 0xFF ; Placeholder\n.byte 0xFF ; Placeholder\n.byte 2 ; Two items\n\n.align 16\nItemTableB:\n.byte 0x00 ; Mushroom\n.byte 0x01 ; Skeleton Key\n.byte 0x06 ; Golden Mushroom\n.byte 0xFF ; Placeholder\n.byte 0xFF ; Placeholder\n.byte 3 ; Three items\n\n.align 16\nItemTableC:\n.byte 0x00 ; Mushroom\n.byte 0x01 ; Skeleton Key\n.byte 0x02 ; Plunder Chest\n.byte 0x06 ; Golden Mushroom\n.byte 0xFF ; Placeholder\n.byte 4 ; Four items\n\n.align 16\nItemTableD:\n.byte 0x00 ; Mushroom\n.byte 0x01 ; Skeleton Key\n.byte 0x04 ; Dueling Glove\n.byte 0x06 ; Golden Mushroom\n.byte 0xFF ; Placeholder\n.byte 4 ; Four items\n\n.align 16\nItemTableE:\n.byte 0x00 ; Mushroom\n.byte 0x01 ; Skeleton Key\n.byte 0x02 ; Plunder Chest\n.byte 0x04 ; Dueling Glove\n.byte 0x06 ; Golden Mushroom\n.byte 5 ; Five items\n\n.align 16\nItemTableF:\n.byte 0x00 ; Mushroom\n.byte 0x01 ; Skeleton Key\n.byte 0x04 ; Dueling Glove\n.byte 0x05 ; Warp Block\n.byte 0x06 ; Golden Mushroom\n.byte 5 ; Five items\n\n.align 16\nItemTableG:\n.byte 0x00 ; Mushroom\n.byte 0x01 ; Skeleton Key\n.byte 0x05 ; Warp Block\n.byte 0x06 ; Golden Mushroom\n.byte 0x09 ; Magic Lamp\n.byte 5 ; Five items\n\n;===Price Tables===\n.align 16\nPriceTableArray:\n.word PriceTableA ; 1st place, early game\n.word PriceTableA ; 2nd place, early game\n.word PriceTableB ; 3rd place, early game\n.word PriceTableB ; 4th place, early game\n.word PriceTableB ; 1st place, mid game\n.word PriceTableC ; 2nd place, mid game\n.word PriceTableC ; 3rd place, mid game\n.word PriceTableC ; 4th place, mid game\n.word PriceTableD ; 1st place, late game\n.word PriceTableD ; 2nd place, late game\n.word PriceTableE ; 3rd place, late game\n.word PriceTableE ; 4th place, late game\n\n.align 16\nPriceTableA:\n.byte 10 ; Mushroom price\n.byte 10 ; Skeleton Key price\n.byte 0 ; Placeholder\n.byte 0 ; Placeholder\n.byte 0 ; Placeholder\n\n.align 16\nPriceTableB:\n.byte 10 ; Mushroom price\n.byte 10 ; Skeleton Key price\n.byte 20 ; Golden Mushroom price\n.byte 0 ; Placeholder\n.byte 0 ; Placeholder\n\n.align 16\nPriceTableC:\n.byte 10 ; Mushroom price\n.byte 10 ; Skeleton Key price\n.byte 15 ; Plunder Chest/Dueling Glove price\n.byte 20 ; Golden Mushroom price\n.byte 0 ; Placeholder\n\n.align 16\nPriceTableD:\n.byte 10 ; Mushroom price\n.byte 10 ; Skeleton Key price\n.byte 15 ; Plunder Chest/Dueling Glove price\n.byte 15 ; Dueling Glove/Warp Block price\n.byte 20 ; Golden Mushroom price\n.byte 0 ; Terminator\n\n.align 16\nPriceTableE:\n.byte 10 ; Mushroom price\n.byte 10 ; Skeleton Key price\n.byte 15 ; Warp Block price\n.byte 20 ; Golden Mushroom price\n.byte 30 ; Magic Lamp price\n.byte 0 ; Terminator\n\n;===Shop Tables===\n.align 16\nShopTableArray:\n.word ShopTableA ; 1st place, early game\n.word ShopTableA ; 2nd place, early game\n.word ShopTableB ; 3rd place, early game\n.word ShopTableB ; 4th place, early game\n.word ShopTableB ; 1st place, mid game\n.word ShopTableC ; 2nd place, mid game\n.word ShopTableD ; 3rd place, mid game\n.word ShopTableD ; 4th place, mid game\n.word ShopTableE ; 1st place, late game\n.word ShopTableF ; 2nd place, late game\n.word ShopTableG ; 3rd place, late game\n.word ShopTableG ; 4th place, late game\n\n.align 16\nShopTableA:\n.word NullString\n.word NullString\n.word NullString\n\n.align 16\nShopTableB:\n.word GoldenMushroomString\n.word NullString\n.word NullString\n\n.align 16\nShopTableC:\n.word PlunderChestString\n.word GoldenMushroomString\n.word NullString\n\n.align 16\nShopTableD:\n.word DuelingGloveString\n.word GoldenMushroomString\n.word NullString\n\n.align 16\nShopTableE:\n.word PlunderChestString\n.word DuelingGloveString\n.word GoldenMushroomString\n\n.align 16\nShopTableF:\n.word DuelingGloveString\n.word WarpBlockString\n.word GoldenMushroomString\n\n.align 16\nShopTableG:\n.word WarpBlockString\n.word GoldenMushroomString\n.word MagicLampString\n\n;===Message Text===\n.align 16\nGreetingPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Welcome\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"This is the Item Shop\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"What would you like to do\"\n.byte 0xC3,0x0A ; Question mark (?), New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Buy an item\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Nothing\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"View map\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nShopPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Which Item would you like\"\n.byte 0xC3,0x0A ; Question mark (?), New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x06,0x0C ; Blue font, Start option\n.ascii \"Mushroom\"\n.byte 0x0E,0x0E,0x0E,0x0E ; Mushroom tab formatters x4\n.byte 0x08,0x29,0x3E ; White font,Coin icon, Multiply (x)\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x06,0x0C ; Blue font, Start option\n.ascii \"Skeleton Key\"\n.byte 0x0E,0x0E,0x0E ; Skeleton Key tab formatters x3\n.byte 0x08,0x29,0x3E ; White font,Coin icon, Multiply (x)\n.ascii \"10\"\n.byte 0x0D ; End option\n.ascii \"%s\" ; Font colour #1\n.ascii \"%s\" ; Shop table string #1\n.ascii \"%s\" ; Font colour #2\n.ascii \"%s\" ; Shop table string #2\n.ascii \"%s\" ; Font colour #3\n.ascii \"%s\" ; Shop table string #3\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x08,0x0C ; White font, Start option\n.ascii \"Item Explanations\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Back\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nGotItemMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Hope you enjoy your\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"shiny new\"\n.byte 0x06 ; Blue font\n.ascii \"%s\" ; Item string\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNothingMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Nothing\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Well\"\n.byte 0x82 ; Comma (,)\n.ascii \" please come again\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Have a nice day\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nTooManyItemsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Welcome\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"This is the Item Shop\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"It\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s nice of you to drop in\"\n.byte 0x82,0x0A ; Comma (,), New line (writes below)\n.ascii \"but you already have an Item\"\n.byte 0xC2,0x0A ; Exclamation mark (!), New line (writes below)\n.ascii \"You can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t buy another one\"\n.byte 0xC2,0x0A ; Exclamation mark (!), New line (writes below)\n.ascii \"Use your Item\"\n.byte 0x82 ; Comma (,)\n.ascii \" then come back\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoCoinsToShopMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Welcome\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"This is the Item Shop\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"It\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s nice of you to drop in\"\n.byte 0x82,0x0A ; Comma (,), New line (writes below)\n.ascii \"but you don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough money\"\n.byte 0x85,0x0A ; Period (.), New line (writes below)\n.ascii \"Come back after saving up a bit\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nLastTurnMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"The Item Shop is now\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"closed for the day\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Please come again\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black font\n; .byte 0x03 ; Red font\n; .byte 0x04 ; Purple font\n; .byte 0x05 ; Green font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow font\n; .byte 0x08 ; White font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation mark (!)\n; .byte 0xC3 ; Question mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; Minus (-)\n; .byte 0x3E ; Multiply (x)\n; .byte 0xFF,0 ; Wait, press A to confirm\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n\n;===Item Strings===\n.align 32\nItemStrings:\n.asciiz \" Mushroom\" ; 0x00\n.align 32\n.asciiz \" Skeleton Key\" ; 0x01\n.align 32\n.asciiz \" Plunder Chest\" ; 0x02\n.align 32\n.asciiz \" Bowser Bomb\" ; 0x03\n.align 32\n.asciiz \" Dueling Glove\" ; 0x04\n.align 32\n.asciiz \" Warp Block\" ; 0x05\n.align 32\n.asciiz \" Golden Mushroom\" ; 0x06\n.align 32\n.asciiz \" Boo Bell\" ; 0x07\n.align 32\n.asciiz \" Bowser Suit\" ; 0x08\n.align 32\n.asciiz \" Magic Lamp\" ; 0x09\n\n;===Shop Strings===\n.align 16\nPlunderChestString:\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Plunder Chest\"\n.byte 0x0E,0x0E,0x0E ; Plunder Chest tab formatters x3\n.byte 0x08,0x29,0x3E ; White font,Coin icon, Multiply (x)\n.ascii \"15\"\n.byte 0x0D,0 ; End option\n\n.align 16\nDuelingGloveString:\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Dueling Glove\"\n.byte 0x0E,0x0E,0x0E ; Dueling Glove tab formatters x3\n.byte 0x08,0x29,0x3E ; White font,Coin icon, Multiply (x)\n.ascii \"15\"\n.byte 0x0D,0 ; End option\n\n.align 16\nWarpBlockString:\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Warp Block\"\n.byte 0x0E,0x0E,0x0E,0x0E ; Warp Block tab formatters x4\n.byte 0x08,0x29,0x3E ; White font,Coin icon, Multiply (x)\n.ascii \"15\"\n.byte 0x0D,0 ; End option\n\n.align 16\nGoldenMushroomString:\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Golden Mushroom\"\n.byte 0x0E ; Golden Mushroom tab formatters x1\n.byte 0x08,0x29,0x3E ; White font,Coin icon, Multiply (x)\n.ascii \"20\"\n.byte 0x0D,0; End option\n\n.align 16\nMagicLampString:\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Magic Lamp\"\n.byte 0x0E,0x0E,0x0E,0x0E ; Magic Lamp tab formatters x4\n.byte 0x08,0x29,0x3E ; White font,Coin icon, Multiply (x)\n.ascii \"30\"\n.byte 0x0D,0; End option\n\n.align 16\nNullString:\n.byte 0x08,0 ; White font\n\n;===Message Placeholders===\n.align 16\nPromptPlaceholder:\n.fill 0x1024,0\n\n.align 16\nMessagePlaceholder:\n.fill 0x1024,0"},"Wiggler's Veggie Hustle (WL) (MP2) v2":{"language":0,"code":"; NAME: Wiggler's Veggie Hustle (WL) (MP2) v2\n; GAMES: MP2_USA\n; EXECUTION: Direct\n; PARAM: Space|WigglerSpace\n; PARAM: Space|VeggieSpace\n; PARAM: Boolean|StartingPrompt\n\n; This event is designed to activate a quick-time event where the\n; player must rapidly press A or B to earn coins. The player will\n; earn one coin for every two button presses. The button to press is\n; selected at random. For CPUs, they will randomly earn a number of\n; coins according to their difficulty level.\n\n; At the beginning and end of the event, the player will face the\n; space determined by the parameter \"WigglerSpace\". During the quick-\n; time event, the player will face the space determined by the\n; parameter \"VeggieSpace\". Set the parameter \"StartingPrompt\" to 1 if\n; if you want the player to select yes or no to start the event. Set\n; it to 0 if you want the event to be forced.\n\nADDIU SP SP -56\nSW RA 52(SP)\nSW S0 48(SP)\nSW S1 44(SP)\nSW S2 40(SP)\nSW S3 36(SP)\nSW S4 32(SP)\nSW S5 28(SP)\n\n; S0 = Current Player Struct\n; S1 = Prompt Choice / Window ID\n; S2 = No. Presses / Coin Prize\n; S3 = A or B to Press (0 or 1)\n; S4 = Button Deactivator Flag\n; S5 = Timer / CPU Sound Loop Counter\n\n;===Check for Bowser===\nJAL GetCurrentPlayerIndex ; Get current player index at V0\nNOP\nSLTI T0 V0 4 ; If V0 < 4, T0 = 1\nBEQZ T0 epilogue ; If T0 = 0, player is Bowser, go to epilogue\nNOP\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Toward WigglerSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotateCharacterModel\nLI A2 WigglerSpace ; Face WigglerSpace\n\nJAL SleepProcess\nLI A0 8 ; Rotate in 8 frames\n\n;===Check StartingPrompt===\nLI T0 StartingPrompt\nBEQZ T0 StartGreeting ; If StartingPrompt = 0, start greeting\nNOP\n; else, ask the player\n\n;===Greeting Prompt===\nStartPrompt:\nLI A0 1 ; Display prompt\nLUI A1 hi(GreetingPrompt)\nADDIU A1 A1 lo(GreetingPrompt) ; Display GreetingPrompt\nJAL CallMessage\nLI A2 0 ; No string\n\n; Get the selection, either from the player or CPU.\nJAL GetRandPromptSelection\nNOP\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\n; Change the player's destination based on the choice.\nBEQZ S1 SayYes ; If S1 = 0, say yes\nNOP\nLI T0 1\nBEQ S1 T0 SayNo ; If S1 = 1, say no\nNOP\n; else pick \"View map\nJAL 0x80103A64 ; ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Greeting Message===\nStartGreeting:\nLI A0 0 ; Display message\nLUI A1 hi(GreetingMessage)\nADDIU A1 A1 lo(GreetingMessage) ; Display GreetingMessage\nJAL CallMessage\nLI A2 0 ; No string\n\n;===Rotate Toward VeggieSpace===\nSayYes:\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotateCharacterModel\nLI A2 VeggieSpace ; Face VeggieSpace\n\nJAL SleepProcess\nLI A0 8 ; Wait 8 frames for player to rotate\n\n;===Starting Message===\nLI A0 0 ; Display message\nLUI A1 hi(StartingMessage)\nADDIU A1 A1 lo(StartingMessage) ; Display StartingMessage\nJAL CallMessage\nLI A2 0 ; No string\n\n;===Fade Out===\nLI A0 4 ; Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\n;===Randomize Starting Time===\nJAL GetRandomByte ; Get random byte (0-255) at V0\nNOP\n\nJAL SleepProcess\nSRL A0 V0 1 ; Divide V0 by 2 (wait that many frames)\n\n;===Decide Button to Press and Format String===\nJAL 0x8005694C ; RNGPercentChance\nLI A0 50 ; 50% chance of V0 = 1\nMOVE S3 V0 ; Copy V0 to S3\n\nLUI A2 hi(ButtonPointer)\nADDIU A2 A2 lo(ButtonPointer) ; Load Button Pointer string into A2\nSLL V0 V0 4 ; Shift left by 4 (multiply by 16)\nADDU A2 A2 V0 ; Add distance between Button Pointers\nLUI A0 hi(ActionMessageHolder)\nADDIU A0 A0 lo(ActionMessageHolder) ; Parse destination\nLUI A1 hi(ActionMessage)\nADDIU A1 A1 lo(ActionMessage) ; String formatter (%s)\nJAL sprintf ; Converts string to text\nLI A3 0 ; Terminator byte\n\n;===Fade In===\nLI A0 4 ; Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Display Action Message===\nJAL PlaySound\nLI A0 0x12 ; Train whistle\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x16 ; Character image (-1 for none, 0x16 for Wiggler)\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(ActionMessageHolder)\nADDIU A1 A1 lo(ActionMessageHolder) ; Display ActionMessage with strings\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nMOVE S1 A0 ; Copy A0 to S1\n\n;===Get Current Player Struct===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Convert Button Presses to Points===\nLI S2 0 ; Start at 0 points\nLI S4 0 ; Start flag at 0\nLI S5 0 ; Start timer at 0\n\nJAL PlayerIsCPU\nLBU A0 0x1C(S0) ; Pass current player index on A0\n\nBNEZ V0 CalculateHaul ; If player is CPU, calculate haul\nNOP\n\nButtonLoop:\nLBU A0 3(S0) ; Pass current player controller port on A0\nJAL DetectABInput\nMOVE A1 S3 ; Pass button flag on A1\n\nBEQZ V0 NoPress ; If V0 = 0, no press registered\nNOP\n\nJAL PlaySound\nLI A0 0x334 ; Pickup sound\n\nBNEZ S4 CountPress ; If S4 = 1, count the button press\nNOP\n\nJ NoPress\nLI S4 1 ; Count the next press\n\nCountPress:\nADDIU S2 S2 1 ; Add 1 point\nLI S4 0 ; Don't count the next press\n\nNoPress:\nJAL SleepVProcess\nNOP\n\nADDIU S5 S5 1 ; Add 1 to the timer\nSLTI T0 S5 150 ; ON if timer hasn't run out\nBEQZ T0 exitloop\nNOP\n\nJ ButtonLoop\nNOP\n\n;===Calculate CPU's Presses Haul===\nCalculateHaul:\nJAL GetRandomByte ; Get random byte (0-255) at V0\nNOP\n\nLBU T0 1(S0) ; Load CPU difficulty from offset of player struct\nSLL T1 T0 3 ; Shift left by 3 (multiply by 8)\nSLL T2 T0 1 ; Shift left by 1 (multiply by 2)\nADDU T1 T1 T2 ; Add together (net multiply by 10)\nADDIU T1 T1 5 ; Add base 5 presses\n\nLI T0 6\nDIVU V0 T0 ; Divide V0 by T0\nMFHI S2 ; Move the remainder into S2\nADDU S2 S2 T1 ; Add to base presses\n\nSRL S5 S2 1 ; Divide presses by 2\n\nCPUSoundLoop:\nJAL PlaySound\nLI A0 0x334 ; Pickup sound\n\nJAL SleepProcess\nLI A0 2 ; Wait 2 frames per sound\n\nBEQZ S5 exitloop\nNOP\nJ CPUSoundLoop\nADDIU S5 S5 -1\n\n;===Exit Loop and Close Action Message===\nexitloop:\nMOVE A0 S1 ; Copy S1 to A0 (window ID)\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\n;===Check Results===\nJAL PlaySound\nLI A0 0xE ; Whistle\n\nJAL SleepProcess\nLI A0 10 ; Wait 10 frames for sound\n\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotateCharacterModel\nLI A2 WigglerSpace ; Face WigglerSpace\n\nJAL SleepProcess\nLI A0 8 ; Wait 8 frames for player to rotate\n\nBEQZ S2 NoPrize ; If S2 = 0, go to NoPrize\nNOP\n\n;===Get Prize===\nSLL T2 S2 1 ; Shift left by 1 (multiply by 2)\nADDU T2 T2 S2 ; Add together (net multiply by 3)\nSRL S2 T2 1 ; Shift right by 1 (divide by 2, net multiply by 1.5)\n\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Parse destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String formatter\nJAL sprintf ; Converts a number to a text string\nMOVE A2 S2 ; Convert coin prize to text string\n\nLI A0 0 ; Display message\nLUI A1 hi(PrizeMessage)\nADDIU A1 A1 lo(PrizeMessage) ; Display PrizeMessage\nLUI A2 hi(CoinString)\nJAL CallMessage\nADDIU A2 A2 lo(CoinString) ; Pass CoinString on A0\n\n;===Coin Change===\nLBU A0 0x1C(S0) ; Pass current player index on A0\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S2 ; Pass coin prize on A1\n\nLBU A0 0x1C(S0) ; Pass current player index on A0\nJAL ShowPlayerCoinChange\nMOVE A1 S2 ; Pass coin prize on A1\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Happy Voice and Animation===\nLBU A0 4(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x103 ; Add character value to Mario's happy voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x103 = Happy Voice, 0xFC = Sad Voice, 0x111 = Scream\n\nLI A0 -1 ; Set current player\nLI A1 5 ; Set joy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for animation\n\nJ epilogue\nNOP\n\n;===No Prize===\nNoPrize:\nLI A0 0 ; Display message\nLUI A1 hi(NoPrizeMessage)\nADDIU A1 A1 lo(NoPrizeMessage) ; Display NoPrizeMessage\nJAL CallMessage\nLI A2 0 ; No string\n\nLBU A0 4(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0xFC ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x103 = Happy Voice, 0xFC = Sad Voice, 0x111 = Scream\n\nLI A0 -1 ; Set current player\nLI A1 3 ; Set lose animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 80 ; Wait 80 frames for animation\n\nJ epilogue\nNOP\n\n;===Say No Message===\nSayNo:\nLI A0 0 ; Display message\nLUI A1 hi(SayNoMessage)\nADDIU A1 A1 lo(SayNoMessage) ; Display SayNoMessage\nJAL CallMessage\nLI A2 0 ; No string\n\nepilogue:\nLW RA 52(SP)\nLW S0 48(SP)\nLW S1 44(SP)\nLW S2 40(SP)\nLW S3 36(SP)\nLW S4 32(SP)\nLW S5 28(SP)\nJR RA\nADDIU SP SP 56\n\n;===Prep for Displaying Coin String===\n.align 16\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\n.align 16\nCoinString:\n.fill 8\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; A0 = Message or Prompt\n; A1 = Message Address\n; A2 = String #1\n\nMOVE S0 A0 ; Copy A0 to S0\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x16 ; Character image (-1 for none, 0x16 for Wiggler)\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\n; Pass message address on A1\n; Pass string #1 on A2\nJAL ShowMessage\nLI A3 0\n\nBNEZ S0 CallMessageExit ; If displaying a prompt, exit\nNOP\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\nCallMessageExit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Detect A/B Input===\n.align 4\nDetectABInput:\nADDIU SP SP -32\nSW RA 28(SP)\n\n; A0 = Current Player Controller Port\n; A1 = A or B to Press (0 or 1)\n; V0 = Press Detected (0 or 1)\n\nLUI T0 0x800F ; 0x800F0000\nORI T0 T0 0x8F94 ; 0x800F8F94, Controller 1 Button Input Address\nSLL A0 A0 3 ; Shift left by 3 (multiply by 8)\nADDU T0 T0 A0 ; Add to get current player's button input address\nLBU T0 0(T0) ; Load player button input into T0\n\nLI T1 0x80\nSRLV T1 T1 A1 ; Shift right by 0 or 1 (0x80 for A, 0x40 for B)\nBEQ T0 T1 DetectABInputexit\nLI V0 1 ; Button press detected\n; else, no button press detected\nJ DetectABInputexit\nLI V0 0 ; No button press detected\n\nDetectABInputexit:\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Message Text===\n.align 16\nGreetingPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Howdy\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Ya look like a burly one\"\n.byte 0xC2 ; Exclamatioin mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"How\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s \"\n.byte 0x5C ; Apostrophe (')\n.ascii \"bout ya help me pick some\"\n.byte 0x05 ; Green font\n.ascii \" veggies\"\n.byte 0x08,0xC3 ; White font, Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Ah\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m sure it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s worth yer weight\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes ma\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"am\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Sorry\"\n.byte 0x82 ; Comma (,)\n.ascii \" ah must decline\"\n.byte 0x85 ; Period (.)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + 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\nGreetingMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Howdy\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Ya look like a burly one\"\n.byte 0xC2 ; Exclamatioin mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"How\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s \"\n.byte 0x5C ; Apostrophe (')\n.ascii \"bout ya help me pick some\"\n.byte 0x05 ; Green font\n.ascii \" veggies\"\n.byte 0x08,0xC3 ; White font, Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Ah\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m sure it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s worth yer weight\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nStartingMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Awright\"\n.byte 0x82 ; Comma (,)\n.ascii \" when I say GO\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x03 ; Red font\n.ascii \"keep pressin\"\n.byte 0x5C,0x08 ; Apostrophe ('), White font\n.ascii \" that there button that I\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"tell ya to press\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Now get ready\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.ascii \"and\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nActionMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"GO\"\n.byte 0xC2,0xC2 ; Two exclamation marks (!!)\n.ascii \" Keep pressin\"\n.byte 0x5C,0x10 ; Apostrophe ('), Space\n.ascii \"%s\" ; A or B button\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"ta pull them veggies\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0 ; End message\n\n.align 16\nPrizeMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Well\"\n.byte 0x82 ; Comma (,)\n.ascii \" ain\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t that just the\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"bee\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s knees\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Ya did a darn\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"tootin\"\n.byte 0x5C ; Apostrophe (')\n.ascii \" fine job\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Ah\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m impressed\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I hope these \"\n.byte 0x07,0x11 ; Yellow font, String #1 stored in A2 (CoinString)\n.ascii \" coins\"\n.byte 0x08,0x5C ; White font, Apostrophe (')\n.ascii \"ll do\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to do\n\n.align 16\nNoPrizeMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Ah\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m sorry\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.ascii \" Ya didn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t pull up\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"a\"\n.byte 0x03 ; Red font\n.ascii \" single veggie\"\n.byte 0x08,0x85 ; White font, Period (.)\n.ascii \" I shouldn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ta\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"over\"\n.byte 0x3D ; Dash (-)\n.ascii \"estimated ya\"\n.byte 0x85 ; Period (.)\n.ascii \" Eat more veggies\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"before ya come back\"\n.byte 0x82 ; Comma (,)\n.ascii \" ya hear\"\n.byte 0xC3 ; Question mark (?)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nSayNoMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Aw\"\n.byte 0x82 ; Comma (,)\n.ascii \" fiddlesticks\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Well\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"come again\"\n.byte 0x82 ; Comma (,)\n.ascii \" ya hear\"\n.byte 0xC3 ; Question mark (?)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black font\n; .byte 0x03 ; Red font\n; .byte 0x04 ; Purple font\n; .byte 0x05 ; Green font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow font\n; .byte 0x08 ; White font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation mark (!)\n; .byte 0xC3 ; Question mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; Minus (-)\n; .byte 0x3E ; Multiply (x)\n; .byte 0xFF,0 ; Wait, press A to confirm\n\n;===Button Pointers===\n.align 16\nButtonPointer:\n.byte 0x21,0 ; A button\n\n.align 16\n.byte 0x22,0 ; B button\n\n;===Action Message Placeholder===\n.align 16\nActionMessageHolder:\n.fill 0x1024,0"},"Buy Axe v2.1":{"language":0,"code":"; NAME: Buy Axe v2.1\n; GAMES: MP2_USA\n; EXECUTION: Direct\n; PARAM: Space|AxeTent\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n; S0 = Current Player Struct\n; S1 = Prompt Choice / No. Axes / Bad Exit Message\n; S2 = Coin Logic Array / Price\n\n;===Check for Bowser===\nJAL GetCurrentPlayerIndex ; Get current player index at V0\nNOP\nSLTI T0 V0 4 ; If V0 < 4, T0 = 1\nBEQZ T0 epilogue ; If T0 = 0, player is Bowser, go to epilogue\nNOP\n\n;===Hide Dice Roll===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\nJAL 0x80046D2C ; HideDiceRoll\nLBU A0 0x1C(S0) ; Pass current player index on A0\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Toward AxeTent===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotateCharacterModel\nLI A2 AxeTent ; Face AxeTent\n\nJAL SleepProcess\nLI A0 8 ; Wait 8 frames for player to rotate\n\n;===Check for Axes===\nLBU T0 0x1D(S0) ; Load current axes from offset of player struct\nLI T1 3 ; Check for 3 axes\nBEQ T0 T1 NoSpace ; If player has 3 axes, go to NoSpace\nNOP\n\n;===Check for Coins===\nLBU A0 0x1C(S0) ; Pass current player index on A0\nJAL PlayerHasCoins\nLI A1 5 ; Check for 5 coins\n\nBEQZ V0 NoCoins ; If V0 = 0, go to NoCoins\nNOP\n\nLUI S2 hi(CoinLogic)\nADDIU S2 S2 lo(CoinLogic) ; Load CoinLogic into S2\n\nLBU A0 0x1C(S0) ; Pass current player index on A0\nJAL PlayerHasCoins\nLI A1 15 ; Check for 15 coins\n\nLBU T0 0x1D(S0) ; Load current axes from offset of player struct\nSLTI T0 T0 2 ; If T0 < 2, T0 = 1\nAND V0 V0 T0 ; If both logics are ON, V0 = 1\nSB V0 0(S2) ; Store 2-axe logic into coin logic array\n\nLBU A0 0x1C(S0) ; Pass current player index on A0\nJAL PlayerHasCoins\nLI A1 30 ; Check for 30 coins\n\nLBU T0 0x1D(S0) ; Load current axes from offset of player struct\nBEQL T0 R0 StoreAxeLogic ; If T0 = 0, store axe logic\nLI T0 1 ; Turn logic ON (on likely)\nLI T0 0 ; Turn logic OFF\nStoreAxeLogic:\nAND V0 V0 T0 ; If both logics are ON, V0 = 1\nSB V0 1(S2) ; Store 3-axe logic into coin logic array\n\n;===Get Axe Strings===\nLUI A2 hi(BlackColour)\nADDIU A2 A2 lo(BlackColour) ; Default to black font\nMOVE A3 A2 ; Copy A2 to A3\nLUI T1 hi(WhiteColour)\nADDIU T1 T1 lo(WhiteColour) ; Load white colour pointer into T1\n\nLBU T0 0(S2) ; Load 2-axe logic into T0\nBNEZL T0 GetAxeLogic ; If T0 = 1, get axe logic\nMOVE A2 T1 ; Set to white font (on likely)\nGetAxeLogic:\nLBU T0 1(S2) ; Load 3-axe logic into T1\nBNEZL T0 PreparePrompt ; If T0 = 1, prepare prompt\nMOVE A3 T1 ; Set to white font (on likely)\n\n;===Prepare Prompt===\nPreparePrompt:\nLUI A0 hi(PromptPlaceholder)\nADDIU A0 A0 lo(PromptPlaceholder) ; Parse destination\nLUI A1 hi(MainPrompt)\nADDIU A1 A1 lo(MainPrompt) ; String formatter (%s)\n; Pass 2-axe string colour on A2\n; Pass 3-axe string colour on A3\nJAL sprintf\nSW R0 16(SP) ; Terminator byte\n\n;===Display Main Prompt===\nJAL PlaySound\nLI A0 0x145 ; Baby Bowser roar\n\nStartPrompt:\nLI A0 1 ; Display prompt\nLUI A1 hi(PromptPlaceholder)\nJAL CallMessage\nADDIU A1 A1 lo(PromptPlaceholder) ; Display MainPrompt with strings\n\nJAL DisablePromptOptions\nMOVE A0 S2 ; Pass coin logic array on A0\n\nJAL PlayerIsCPU\nLBU A0 0x1C(S0) ; Pass current player index on A0\n\nBEQZ V0 WaitOnPrompt ; If V0 = 0, wait on prompt\nNOP\nJAL SleepProcess\nLI A0 10 ; Wait 10 frames for textbox to show\n\nJAL PlaySound\nLI A0 3 ; Selection sound\n\nLI V0 0 ; Default to 0th option\nLBU T0 0(S2) ; Load 2-axe logic into T0\nADDU V0 T0 V0 ; Add logic to aim for 1st option\nLBU T0 1(S2) ; Load 3-axe logic into T0\nADDU V0 T0 V0 ; Add logic to aim for 2nd option\n\nJ GetSelection\nNOP\n\n; Get the selection, either from the player or CPU.\nWaitOnPrompt:\nJAL GetRandPromptSelection\nNOP\nGetSelection:\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\n; Change the player's destination based on the choice.\nBEQL S1 R0 BuyAxe ; If S1 = 0, buy axe\nLI S2 5 ; Pay 5 coins\nLI T0 1\nBEQL S1 T0 BuyAxe ; If S1 = 1, buy axe\nLI S2 15 ; Pay 15 coins\nLI T0 2\nBEQL S1 T0 BuyAxe ; If S1 = 2, buy axe\nLI S2 30 ; Pay 30 coins\nLI T0 3\nBEQ S1 T0 exit ; If S1 = 3, exit\nNOP\n; else pick \"View map\"\nJAL 0x80103A64 ; ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Buy Axe===\nBuyAxe:\nLBU A0 0x1C(S0) ; Pass current player index on A0\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S2 ; Pay price\n\nLBU A0 0x1C(S0) ; Pass current player index on A0\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S2 ; Pay price\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Get Axes===\nADDIU S1 S1 1 ; Add 1 to get no. of axes bought\nLBU T0 0x1D(S0) ; Load current axes from offset of player struct\nADDU T0 S1 T0 ; Add axes\nSB T0 0x1D(S0) ; Store new axes into offset of player struct\n\n;===Happy Voice and Animation===\nLBU A0 4(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x103 ; Add character value to Mario's happy voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x103 = Happy Voice, 0xFC = Sad Voice, 0x111 = Scream\n\nLI A0 -1 ; Set current player\nLI A1 5 ; Set joy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for animation\n\nJ exit\nNOP\n\n;===No Coins Message===\nNoCoins:\nLUI S1 hi(NoCoinsMessage)\nJ BadExit\nADDIU S1 S1 lo(NoCoinsMessage) ; Display NoCoinsMessage\n\n;===No Space Message===\nNoSpace:\nLUI S1 hi(NoSpaceMessage)\nADDIU S1 S1 lo(NoSpaceMessage) ; Display NoSpaceMessage\n\n;===Bad Exit===\nBadExit:\nJAL PlaySound\nLI A0 0x145 ; Baby Bowser roar\n\nLI A0 0 ; Display message\nJAL CallMessage\nMOVE A1 S1 ; Pass message address on A1\n\n;===Show Dice Roll===\nexit:\nJAL 0x8004655C ; ShowDiceRoll\nLBU A0 0x1C(S0) ; Pass current player index on A0\n\nJAL SleepProcess\nLI A0 10 ; Wait 10 frames for dice roll to show\n\nepilogue:\nLW RA 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nJR RA\nADDIU SP SP 48\n\n.align 4\nCoinLogic:\n.fill 2\n\n.align 4\nBlackColour:\n.byte 0x01,0\n\n.align 4\nWhiteColour:\n.byte 0x08,0\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; A0 / S0 = Message or Prompt\n; A1 = Message Address\n\nMOVE S0 A0 ; Copy A0 to S0\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x5 ; Character image (-1 for none, 0x5 for Baby Bowser)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\n; Pass message address on A1\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nBNEZ S0 CallMessageExit ; If displaying a prompt, exit\nNOP\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\nCallMessageExit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Disable Prompt Options===\n.align 4\nDisablePromptOptions:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\nSW S1 28(SP)\n\n; A0 / S0 = Coin Logic Array\n; S1 = Option Counter\n\nMOVE S0 A0 ; Copy A0 to S0\nLI S1 1 ; Start with 1st option\nDisableLoop:\nLBU T0 0(S0) ; Load nth logic into T0\nBNEZ T0 SkipDisable ; If T0 = 1, skip disable\nLI A0 2 ; Pass window ID on A0\nJAL 0x8008D854 ; DisablePromptOption\nMOVE A1 S1 ; Disable nth option\n\nSkipDisable:\nLI T0 2\nBEQ S1 T0 DisableOptionsExit ; If S1 = 2, exit\nNOP\nADDIU S0 S0 1 ; Add 1 to get next logic\nJ DisableLoop\nADDIU S1 S1 1 ; Add 1 to check next option\n\nDisableOptionsExit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Message Text===\n.align 16\nMainPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Hey pal\"\n.byte 0x82 ; Comma (,)\n.ascii \" wanna buy an\"\n.byte 0x06 ; Blue font\n.ascii \" axe\"\n.byte 0x08 ; White font\n.byte 0xC3,0x0A,0x0A ; Question mark (?), Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Buy 1 axe\"\n.byte 0x0E,0x0E ; Tabs x2\n.byte 0x29,0x3E ; Coin icon, Multiply (x)\n.ascii \" 5\"\n.byte 0x0D ; End option\n.ascii \"%s\" ; 2-axe string colour\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Buy 2 axes\"\n.byte 0x0E,0x0E ; Tab x2\n.byte 0x29,0x3E ; Coin icon, Multiply (x)\n.ascii \"15\"\n.byte 0x0D ; End option\n.ascii \"%s\" ; 3-axe string colour\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Buy 3 axes\"\n.byte 0x0E,0x0E ; Tab x2\n.byte 0x29,0x3E ; Coin icon, Multiply (x)\n.ascii \"30\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.byte 0x08 ; White font\n.ascii \"No thanks\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"View map\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Hey pal\"\n.byte 0x82 ; Comma (,)\n.ascii \" you need\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x07 ; Yellow font\n.ascii \"5 coins\"\n.byte 0x08 ; White font\n.ascii \" to buy an\"\n.byte 0x06 ; Blue font\n.ascii \" axe\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to continue\n\n.align 16\nNoSpaceMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Hey pal\"\n.byte 0x82 ; Comma (,)\n.ascii \" you already have\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"three\"\n.byte 0x06 ; Blue font\n.ascii \" axes\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.ascii \" You can\"\n.byte 0x5C ; Aposrophe (')\n.ascii \"t buy another one\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to continue\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black font\n; .byte 0x03 ; Red font\n; .byte 0x04 ; Purple font\n; .byte 0x05 ; Green font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow font\n; .byte 0x08 ; White font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation mark (!)\n; .byte 0xC3 ; Question mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; Minus (-)\n; .byte 0x3E ; Multiply (x)\n; .byte 0xFF,0 ; Wait, press A to confirm\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n\n;===Prompt Placeholder===\n.align 16\nPromptPlaceholder:\n.fill 0x1024,0"},"Log Path v2.1":{"language":0,"code":"; NAME: Log Path v2.1\n; GAMES: MP2_USA\n; EXECUTION: Direct\n; PARAM: Space|Log\n; PARAM: Space|AxeSpace\n; PARAM: Space|AxeNext\n; PARAM: Space|NoAxeSpace\n; PARAM: Number|NoAxeStar1\n; PARAM: Number|NoAxeStar2\n; PARAM: Number|AxeStar\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\nSW S1 28(SP)\n\n; S0 = Current Player Struct / Bowser Flag\n; S1 = Prompt Choice\n\n;===Check for Bowser===\nJAL GetCurrentPlayerIndex ; Get current player index at V0\nNOP\nSLTI S0 V0 4 ; If V0 < 4, S0 = 1\nBEQZ S0 SayNo ; If T0 = 0, player is Bowser, go to SayNo\nNOP\n\n;===Hide Dice Roll===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\nJAL 0x80046D2C ; HideDiceRoll\nLBU A0 0x1C(S0) ; Pass current player index on A0\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Toward Log===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotateCharacterModel\nLI A2 Log ; Face Log\n\nJAL SleepProcess\nLI A0 8 ; Wait 8 frames for player to rotate\n\n;===Check for Axe===\nLBU T0 0x1D(S0) ; Load current axes from offset of player struct\nBEQZ T0 NoAxe ; If T0 = 0, go to NoAxe\nNOP\n\n;===Display Prompt===\nStartPrompt:\nLI A0 1 ; Display prompt\nLUI A1 hi(LogPrompt)\nJAL CallMessage\nADDIU A1 A1 lo(LogPrompt) ; Display LogPrompt\n\nJAL PlayerIsCPU\nLBU A0 0x1C(S0) ; Pass current player index on A0\n\nBEQZ V0 WaitOnPrompt ; If V0 = 0, wait on prompt\nNOP\nJAL SleepProcess\nLI A0 10 ; Wait 10 frames for textbox to show\n\nJAL PlaySound\nLI A0 3 ; Selection sound\n\nJAL AILogic ; Get AI logic at V0\nNOP\n\nJ GetSelection\nNOP\n\n; Get the selection, either from the player or CPU.\nWaitOnPrompt:\nJAL GetRandPromptSelection\nNOP\nGetSelection:\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\n; Change the player's destination based on the choice.\nBEQZ S1 SayYes ; If V0 = 0, say yes\nNOP\nLI T0 1\nBEQ S1 T0 SayNo ; If V0 = 1, say no\nNOP\n; else pick \"View map\"\nJAL 0x80103A64 ; ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Say Yes===\nSayYes:\nLI A0 0 ; Assigns generic fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\n;===Axe Sounds===\nJAL PlaySound\nLI A0 0xA6 ; Chop sound\n\nJAL SleepProcess\nLI A0 10 ; Wait 10 frames for sound\n\nJAL PlaySound\nLI A0 0xA6 ; Chop sound\n\nJAL SleepProcess\nLI A0 10 ; Wait 10 frames for sound\n\nJAL PlaySound\nLI A0 0xA6 ; Chop sound\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for sound\n\nJAL PlaySound\nLI A0 0x39D ; Chopdown sound\n\nJAL SleepProcess\nLI A0 25 ; Wait 25 frames for sound\n\n;===Remove Axe===\nLBU T0 0x1D(S0) ; Load current axes from offset of player struct\nADDIU T0 T0 -1 ; Subtract 1 axe\nSB T0 0x1D(S0) ; Store new axes into offset of player struct\n\n;===Set Player Towards AxeSpace===\nLI A0 -1 ; Set current player\nLI A1 AxeSpace_chain_index ; Pass chain index on A1\nJAL SetPlayerOntoChain\nLI A2 AxeSpace_chain_space_index ; Pass chain space index on A2\n\nLI A0 -1 ; Set current player\nLI A1 AxeNext_chain_index ; Pass next chain index on A1\nJAL SetNextChainAndSpace\nLI A2 AxeNext_chain_space_index ; Pass next chain space index on A2\n\n;===Set Player Coords===\nJAL GetSpaceData\nLI A0 AxeSpace ; Get pointer to AxeSpace data at V0\n\nLW T0 8(V0) ; Load space x coords into T0\nLW T1 16(V0) ; Load space y coords into T1\n\nLW T2 0x24(S0) ; Load coords pointer from offset of player struct\nSW T0 12(T2) ; Store space x coords into player coords\nSW T1 20(T2) ; Store space y coords into player coords\n\n;===Fade-in===\nLI A0 0 ; Assigns generic fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\nJ exit\nNOP\n\n;===No Axe Message===\nNoAxe:\nLI A0 0 ; Display message\nLUI A1 hi(NoAxeMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoAxeMessage) ; Display NoAxeMessage\n\n;===Set Player Toward No Axe Space===\nSayNo:\nLI A0 -1 ; Set current player\nLI A1 NoAxeSpace_chain_index ; Pass chain index on A1\nJAL SetNextChainAndSpace\nLI A2 NoAxeSpace_chain_space_index ; Pass chain space index on A2\n\nBEQZ S0 epilogue ; If S0 = 0, player is Bowser, go to epilogue\nNOP\n\n;===Show Dice Roll===\nexit:\nJAL 0x8004655C ; ShowDiceRoll\nLBU A0 0x1C(S0) ; Pass current player index on A0\n\nJAL SleepProcess\nLI A0 10 ; Wait 10 frames for dice roll to show\n\nepilogue:\nLW RA 36(SP)\nLW S0 32(SP)\nLW S1 28(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; A0 / S0 = Message or Prompt\n; A1 = Message Address\n\nMOVE S0 A0 ; Copy A0 to S0\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\n; Pass message address on A1\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nBNEZ S0 CallMessageExit ; If displaying a prompt, exit\nNOP\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\nCallMessageExit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Determine AI Logic===\n.align 4\nAILogic:\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T0 0x800F ; 0x800F0000\nORI T0 T0 0x93B2 ; 0x800F93B2, Star Spawn Cycle number\nADDIU T1 T0 2 ; 1st Star Spawn Index in Cycle (0-6)\nLHU T0 0(T0) ; Load current star spawn cycle number (0-6 in order)\nSLL T0 T0 1 ; Shift left by 1 (multiply by 2)\nADDU T0 T0 T1 ; Add to get current star spawn\nLHU T2 0(T0) ; Load current star spawn index into T2\n\nLI T0 NoAxeStar1\nBEQL T0 T2 AILogicExit ; If T0 = T2, exit\nLI V0 1 ; Say no (on likely)\nLI T0 NoAxeStar2\nBEQL T0 T2 AILogicExit ; If T0 = T2, exit\nLI V0 1 ; Say no (on likely)\n\nLI T0 AxeStar\nBEQL T0 T2 AILogicExit ; If T0 = T2, exit\nLI V0 0 ; Say yes (on likely)\n\nJAL 0x8005694C ; RNGPercentChance\nLI A0 25 ; 25% chance of V0 = 1\n\nAILogicExit:\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Message Text===\n.align 16\nLogPrompt:\n.ascii \"You can use your\"\n.byte 0x06 ; Blue font\n.ascii \" axe\"\n.byte 0x08 ; White font\n.ascii \" to get past the log\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A\n.ascii \"Use an axe\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A ; New line + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes please\"\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A ; New line + option indent\n.byte 0x0C ; Start option\n.ascii \"No thanks\"\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A ; New line + option indent\n.byte 0x0C ; Start option\n.ascii \"View map\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nNoAxeMessage:\n.ascii \"If you had an\"\n.byte 0x06 ; Blue font\n.ascii \" axe\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" you could\"\n.byte 0x0A ; New line (writes below)\n.ascii \"get past this log\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black font\n; .byte 0x03 ; Red font\n; .byte 0x04 ; Purple font\n; .byte 0x05 ; Green font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow font\n; .byte 0x08 ; White font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation mark (!)\n; .byte 0xC3 ; Question mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; Minus (-)\n; .byte 0x3E ; Multiply (x)\n; .byte 0xFF,0 ; Wait, press A to confirm\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image"},"Rules of the Board (WL) (MP2) v1.1":{"language":0,"code":"; NAME: Rules of the Board (WL) (MP2) v1.1\n; GAMES: MP2_USA\n; EXECUTION: Direct\n; PARAM: Boolean|ActivateRules\n\n; If you don't want the rules prompt to appear at the start of the\n; game, set the parameter \"ActivateRules\" to \"false\".\n\nADDIU SP SP -32\nSW RA 28(SP)\n\n;===Check to Activate Rules===\nLI T0 ActivateRules\nBEQZ T0 exit ; If ActivateRules is turned OFF, exit\nNOP\n\n;===Check the Turn Count===\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLHU T0 0(T0) ; Load current turn into T0\nLI T1 1\nBNE T0 T1 exit ; If it's not turn 1, exit\nNOP\n\n;===Check for CPU===\nJAL GetCurrentPlayerIndex ; Get current player index at V0\nNOP\nJAL PlayerIsCPU\nMOVE A0 V0 ; Pass current player index on A0\n\nBNEZ V0 exit ; If V0 = 1, player is CPU, exit\nNOP\n\n;===Greeting Prompt===\nJAL PlaySound\nLI A0 0xE6 ; Koopa voice\n\nLI A0 0 ; No string\nLUI A1 hi(GreetingPrompt)\nJAL CallPrompt\nADDIU A1 A1 lo(GreetingPrompt) ; Display GreetingPrompt\n\n; Change the outcome based on the choice.\nBEQZ V0 Bye\nNOP\n; else, pick Rules\n\n;===Greeting Message===\nLUI A0 hi(GreetingMessage)\nJAL CallMessage\nADDIU A0 A0 lo(GreetingMessage) ; Display GreetingMessage\n\nLUI A0 hi(GreetingMessage2)\nJAL CallMessage\nADDIU A0 A0 lo(GreetingMessage2) ; Display GreetingMessage2\n\n;===Rules Prompt===\nRules:\nJAL PlaySound\nLI A0 0xE6 ; Koopa voice\n\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\n\nLUI T0 hi(CharacterStrings)\nADDIU T0 T0 lo(CharacterStrings)\nLBU A0 4(V0) ; Load character value from offset of player struct\nSLL A0 A0 5 ; Shift left by 5 (multiply by 32)\nADDU A0 A0 T0 ; Add to get current character string\nLUI A1 hi(RulesPrompt)\nJAL CallPrompt\nADDIU A1 A1 lo(RulesPrompt) ; Display RulesPrompt\n\n; Change the outcome based on the choice.\nBEQZ V0 LogRules\nNOP\nLI T0 1\nBEQ V0 T0 AxeRules\nNOP\nLI T0 2\nBEQ V0 T0 LocalsRules\nNOP\n; else, pick Bye\nJ Bye\nNOP\n\n;===Log Rules===\nLogRules:\nLUI A0 hi(LogMessage)\nJ RulesDisplay\nADDIU A0 A0 lo(LogMessage) ; Display LogMessage\n\n;===Axe Rules===\nAxeRules:\nLUI A0 hi(AxeMessage)\nJ RulesDisplay\nADDIU A0 A0 lo(AxeMessage) ; Display AxeMessage\n\n;===Locals Rules===\nLocalsRules:\nLUI A0 hi(LocalsMessage)\nJ RulesDisplay\nADDIU A0 A0 lo(LocalsMessage) ; Display LocalsMessage\n\n;===Rules Display===\nRulesDisplay:\nJAL CallMessage\nNOP\n\nJ Rules\nNOP\n\n;===Bye Message===\nBye:\nLUI A0 hi(ByeMessage)\nJAL CallMessage\nADDIU A0 A0 lo(ByeMessage) ; Display ByeMessage\n\nexit:\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Mini Func to Call Prompt===\n.align 4\nCallPrompt:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; A0 = String #1\n; A1 = Prompt Address\n; S0 / V0 = Prompt Choice\n\nMOVE A2 A0 ; Copy A0 to A2\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x1 ; Character image (-1 for none, 0x1 for Red 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\n; Pass prompt address on A1\nJAL ShowMessage\nLI A3 0\n\n; Get the selection, either from the player or CPU.\nJAL GetRandPromptSelection\nNOP\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\nMOVE V0 S0 ; Copy S0 to V0\n\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -32\nSW RA 28(SP)\n\n; A0 = Message Address\n\nMOVE A1 A0 ; Copy A0 to A1\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x1 ; Character image (-1 for none, 0x1 for Red 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\n; Pass message address on A1\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Message Text===\n.align 16\nGreetingPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Welcome\"\n.byte 0x82 ; Comma (,)\n.ascii \" everybody\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"This is\"\n.byte 0x05 ; Green font\n.ascii \" Wooded Land\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Want to know more about this board\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No\"\n.byte 0x82 ; Comma (,)\n.ascii \" just let me roll\"\n.byte 0x85 ; Period (.)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" I love knowledge\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0D ; End option\n.byte 0 ; End prompt\n\n.align 16\nGreetingMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Watch your step in this\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x05 ; Green font\n.ascii \"enchanted forest\"\n.byte 0x08,0x85 ; White font, Period (.)\n.ascii \" Not just\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"for the\"\n.byte 0x04 ; Purple font\n.ascii \" magic enchantments\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"but\"\n.byte 0x03 ; Red font\n.ascii \" trouble\"\n.byte 0x08 ; White font\n.ascii \" is afoot\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nGreetingMessage2:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"There are rumours that the\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x04 ; Purple font\n.ascii \"Wizard Bowser\"\n.byte 0x08 ; White font\n.ascii \" and his goons are\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"cutting down trees to absorb their\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"magic\"\n.byte 0x85 ; Period (.)\n.ascii \" How heinous\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Please\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"become the\"\n.byte 0x07 ; Yellow font\n.ascii \" Super Star\"\n.byte 0x08 ; White font\n.ascii \" and stop them\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nRulesPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Now\"\n.byte 0x82 ; Comma (,)\n.ascii \" \"\n.byte 0x11,0x82 ; String #1 stored in A2 (character name), Comma (,)\n.ascii \" would you like me\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"to explain anything in more detail\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Tell me about\"\n.byte 0x03 ; Red font\n.ascii \" fallen logs\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Tell me about\"\n.byte 0x06 ; Blue font\n.ascii \" axes\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Tell me about the\"\n.byte 0x05 ; Green font\n.ascii \" locals\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m good\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s start the party\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0D ; End option\n.byte 0 ; End prompt\n\n.align 16\nLogMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.byte 0x03 ; Red font\n.ascii \"Fallen logs\"\n.byte 0x08 ; White font\n.ascii \" are blocking some of\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"the paths\"\n.byte 0x85 ; Period (.)\n.ascii \" To get by\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll need to chop through\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"with an\"\n.byte 0x06 ; Blue font\n.ascii \" axe\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nAxeMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"You can carry up to\"\n.byte 0x06 ; Blue font\n.ascii \" three axes\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You can buy more from the\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x03 ; Red font\n.ascii \"axe tent\"\n.byte 0x08 ; White font\n.ascii \" but you might be able to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"find some lying around\"\n.byte 0x82 ; Comma (,)\n.ascii \" too\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nLocalsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"That\"\n.byte 0x04 ; Purple font\n.ascii \" Kamek\"\n.byte 0x08 ; White font\n.ascii \" seems to be brewing up\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x07 ; Yellow font\n.ascii \"coins\"\n.byte 0x08 ; White font\n.ascii \" if you give him an\"\n.byte 0x06 ; Blue font\n.ascii \" item\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x03 ; Red font\n.ascii \"Wiggler\"\n.byte 0x08 ; White font\n.ascii \" looks like she\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll pay well if\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"you help pull up her\"\n.byte 0x05 ; Green font\n.ascii \" vegetables\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nByeMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Remember\"\n.byte 0x82 ; Comma (,)\n.ascii \" shoot for the\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x07 ; Yellow font\n.ascii \"Stars\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" and good luck\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black font\n; .byte 0x03 ; Red font\n; .byte 0x04 ; Purple font\n; .byte 0x05 ; Green font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow font\n; .byte 0x08 ; White font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation mark (!)\n; .byte 0xC3 ; Question mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; Minus (-)\n; .byte 0x3E ; Multiply (x)\n; .byte 0xFF,0 ; Wait, press A to confirm\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n\n;===Character Strings===\n.align 32\nCharacterStrings:\n.asciiz \"MARIO\"\n.align 32\n.asciiz \"LUIGI\"\n.align 32\n.asciiz \"PEACH\"\n.align 32\n.asciiz \"YOSHI\"\n.align 32\n.asciiz \"WARIO\"\n.align 32\n.asciiz \"DK\""},"Kamek's Cauldron (MP2) v1.1":{"language":0,"code":"; NAME: Kamek's Cauldron (MP2) v1.1\n; GAMES: MP2_USA\n; EXECUTION: Direct\n; PARAM: Space|SpaceToFace\n\n; This event is designed to trade the player's item for coins. The\n; coins given for each item depends on the array below in the code.\n; Please refer to the array to edit the prices. During the event, the\n; player will face the space designated by the parameter \"SpaceToFace\".\n\n; If multiple item slots are turned ON, the player will be able to\n; choose which item will be converted to coins. Since this event uses\n; custom AI logic, the cursor will not appear when they select the\n; prompt.\n\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\nSW S3 44(SP)\n\n; S0 = Current Player Struct\n; S1 = Prompt Choice / Item Slot Offset\n; S2 = Item Array\n; S3 = Item String\n\n;===Check for Bowser===\nJAL GetCurrentPlayerIndex ; Get current player index at V0\nNOP\nSLTI T0 V0 4 ; If V0 < 4, T0 = 1\nBEQZ T0 epilogue ; If T0 = 0, player is Bowser, go to epilogue\nNOP\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Toward Space===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotateCharacterModel\nLI A2 SpaceToFace ; Face Space\n\nJAL SleepProcess\nLI A0 8 ; Wait 8 frames for player to rotate\n\n;===Check Inventory===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\nLUI S2 hi(ItemArray)\nADDIU S2 S2 lo(ItemArray) ; Load ItemArray into S2\nLUI S3 hi(ItemStrings)\nADDIU S3 S3 lo(ItemStrings) ; Load ItemStrings into S3\nLUI T3 0x800F ; 0x800F0000\nORI T3 T3 0x8CE2 ; 0x800F8CE2, Multiple Item Slots Flag\nLBU T3 0(T3) ; Load flag into T3\n\nLBU T0 0x19(S0) ; Load item value from offset of player struct\nSB T0 0(S2) ; Store main item into item array\nBEQZ T3 CheckOFF ; If multiple item slots are OFF, check\nNOP\nLBU T1 0x1E(S0) ; Load reserve item #1 from offset of player struct\nSB T1 1(S2) ; Store reserve item #1 into item array\nLBU T2 0x1F(S0) ; Load reserve item #2 from offset of player struct\nSB T2 2(S2) ; Store reserve item #2 into item array\n\nLW T4 0(S2) ; Load item array read into T4\nLUI T3 0xFFFF ; 0xFFFF0000\nORI T3 T3 0xFF00 ; 0xFFFFFF00\nBEQ T3 T4 NoItems ; If player has no items, go to NoItems\nNOP\n; else, player has at least one item\n\n;===Prepare Item Prompt===\nLUI A2 hi(BlackColour)\nADDIU A2 A2 lo(BlackColour) ; Default to black font\nMOVE T4 A2 ; Copy A2 to T4\nMOVE T6 A2 ; Copy A2 to T6\nLUI T9 hi(BlueColour)\nADDIU T9 T9 lo(BlueColour) ; Load blue colour pointer into T9\n\nLUI A3 hi(NullString)\nADDIU A3 A3 lo(NullString) ; Default to NullString\nMOVE T5 A3 ; Copy A3 to T5\nMOVE T7 A3 ; Copy A3 to T7\n\nLI T0 0xFF ; No item index\nLBU T2 0(S2) ; Load main item index into T2\nBEQ T2 T0 ItemStringTwo ; If main item slot is empty, check next slot\nNOP\nMOVE A2 T9 ; Use blue font for main item\nSLL T2 T2 5 ; Multiply item index by 32 (distance between item strings)\nADDU A3 S3 T2 ; Add to get main item string\n\nItemStringTwo:\nLBU T2 1(S2) ; Load reserve item index #1 into T2\nBEQ T2 T0 ItemStringThree ; If reserve slot is empty, check next slot\nNOP\nMOVE T4 T9 ; Use blue font for reserve item #1\nSLL T2 T2 5 ; Multiply item index by 32 (distance between item strings)\nADDU T5 S3 T2 ; Add to get reserve item string #1\n\nItemStringThree:\nLBU T2 2(S2) ; Load reserve item index #2 into T2\nBEQ T2 T0 PrintItemPrompt ; If reserve slot is empty, print item prompt\nNOP\nMOVE T6 T9 ; Use blue font for reserve item #2\nSLL T2 T2 5 ; Multiply item index by 32 (distance between item strings)\nADDU T7 S3 T2 ; Add to get reserve item string #2\n\n;===Print Item Prompt===\nPrintItemPrompt:\nLUI A0 hi(PromptPlaceholder)\nADDIU A0 A0 lo(PromptPlaceholder) ; Parse destination\nLUI A1 hi(ItemPrompt)\nADDIU A1 A1 lo(ItemPrompt) ; String formatter (%s)\n; Pass main item font on A2\n; Pass main item string on A3\nSW T4 16(SP) ; Pass reserve item font #1 on A4\nSW T5 20(SP) ; Pass reserve item string #1 on A5\nSW T6 24(SP) ; Pass reserve item font #2 on A6\nSW T7 28(SP) ; Pass reserve item string #2 on A7\nJAL sprintf ; Convert strings to text\nSW R0 32(SP) ; Terminator byte\n\n;===Start Item Prompt===\nStartPrompt:\nLI A0 1 ; Display prompt\nLUI A1 hi(PromptPlaceholder)\nADDIU A1 A1 lo(PromptPlaceholder) ; Display ItemPrompt with strings\nJAL CallMessage\nLI A2 0 ; No string\n\nJAL DisableItems\nMOVE A0 S2 ; Pass item logic array on A0\n\nJAL PlayerIsCPU\nLBU A0 0x1C(S0) ; Pass current player index on A0\n\nBEQZ V0 WaitOnPrompt ; If V0 = 0, wait on prompt\nNOP\nJAL SleepProcess\nLI A0 10 ; Wait 10 frames for textbox to show\n\nJAL PlaySound\nLI A0 3 ; Selection sound\n\nLI T1 0xFF ; No item index\nLBU T0 2(S2) ; Load reserve item #2 into T0\nBNEL T0 T1 GetSelection ; If player has item, get selection\nLI V0 2 ; Select reserve item #2 (on likely)\n\nLBU T0 1(S2) ; Load reserve item #1 into T0\nBNEL T0 T1 GetSelection ; If player has item, get selection\nLI V0 1 ; Select reserve item #1 (on likely)\n\nJ GetSelection\nLI V0 0 ; Select main item\n\nWaitOnPrompt:\n; Get the selection, either from the player or CPU.\nJAL GetRandPromptSelection\nNOP\nGetSelection:\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\n; Change the outcome based on the choice.\nLI T0 3\nBNE S1 T0 ConvertItem ; If S1 = 0-2, convert item\nNOP\n; else pick \"View map\"\nJAL 0x80103A64 ; ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Check Inventory (Slots OFF)===\nCheckOFF:\nLI T3 0xFF ; No item index\nBEQ T0 T3 NoItems ; If player has no main item, go to NoItems\nNOP\n; else, player has an item\nLI S1 0 ; Convert main item\n\n;===Greeting Message===\nLI A0 0 ; Display message\nLUI A1 hi(GreetingMessage)\nADDIU A1 A1 lo(GreetingMessage) ; Display GreetingMessage\nJAL CallMessage\nLI A2 0 ; No string\n\n;===Convert Item===\nConvertItem:\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL PlaySound\nLI A0 0x36C ; Flash\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for sound\n\n;===Remove Item===\nLI T1 0xFF ; No item index\nBEQL S1 R0 GetPrices ; If S1 = 0, get prices\nSB T1 0x19(S0) ; Store no item into main item slot (on likely)\nLI T0 1\nBEQL S1 T0 GetPrices ; If S1 = 1, get prices\nSB T1 0x1E(S0) ; Store no item into reserve slot #1 (on likely)\nSB T1 0x1F(S0) ; Store no item into reserve slot #2\n\n;===Get Item Price===\nGetPrices:\nADDU S2 S2 S1 ; Add item offset to item logic array\nLBU S2 0(S2) ; Load selected item index into S2\nSLL T2 S2 5 ; Shift left by 5 (multiply by 32)\nADDU S3 S3 T2 ; Add distance between item strings\n\nLUI T2 hi(ItemPriceTable)\nADDIU T2 T2 lo(ItemPriceTable) ; Load ItemPriceTable into T2\nADDU S2 S2 T2 ; Add distance between items\nLBU S2 0(S2) ; Load item price into S2\n\n;===Fade-in===\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Coin Change===\nLBU A0 0x1C(S0) ; Give current player coins\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S2 ; Give coins\n\nLBU A0 0x1C(S0) ; Give current player coins\nJAL ShowPlayerCoinChange\nMOVE A1 S2 ; Give coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Happy Voice and Animation===\nLBU A0 4(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x103 ; Add character value to Mario's happy voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x103 = Happy Voice, 0xFC = Sad Voice, 0x111 = Scream\n\nLI A0 -1 ; Set current player\nLI A1 5 ; Set joy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for animation\n\n;===Prepare Coins Message===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Parse destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String formatter\nJAL sprintf\nMOVE A2 S2 ; Convert coins to text string\n\nLUI A0 hi(MessagePlaceholder)\nADDIU A0 A0 lo(MessagePlaceholder) ; Parse destination\nLUI A1 hi(CoinsMessage)\nADDIU A1 A1 lo(CoinsMessage) ; String formatter (%s)\nMOVE A2 S3 ; Pass item string on A2\nJAL sprintf\nLI A3 0 ; Terminator byte\n\n;===Display Coins Message===\nLI A0 0 ; Display message\nLUI A1 hi(MessagePlaceholder)\nADDIU A1 A1 lo(MessagePlaceholder) ; Display CoinsMessage with strings\nLUI A2 hi(CoinString)\nJAL CallMessage\nADDIU A2 A2 lo(CoinString) ; Pass CoinString on A2\n\nJ epilogue\nNOP\n\n;===No Items Message===\nNoItems:\nLI A0 0 ; Display Message\nLUI A1 hi(NoItemsMessage)\nADDIU A1 A1 lo(NoItemsMessage) ; Display NoItemsMessage\nJAL CallMessage\nLI A2 0 ; No string\n\nepilogue:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nLW S3 44(SP)\nJR RA\nADDIU SP SP 64\n\n.align 4\nItemArray:\n.fill 4\n\n.align 4\nBlackColour:\n.byte 0x01,0\n\n.align 4\nBlueColour:\n.byte 0x06,0\n\n;===Prep for Displaying Coin String===\n.align 16\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\n.align 16\nCoinString:\n.fill 8\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; A0 / S0 = Message or Prompt\n; A1 = Message Address\n; A2 = String #1\n\nMOVE S0 A0 ; Copy A0 to S0\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x22 ; Character image (-1 for none, 0x22 for Kamek)\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\n; Pass message address on A1\n; Pass string #1 on A2\nJAL ShowMessage\nLI A3 0\n\nBNEZ S0 CallMessageExit ; If displaying a prompt, exit\nNOP\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\nCallMessageExit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Disable Items===\n.align 4\nDisableItems:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\nSW S1 28(SP)\n\n; A0 / S0 = Item Logic Array\n; S1 = Option Counter\n\nMOVE S0 A0 ; Copy A0 to S0\nLI S1 0 ; Start with 0th option\nDisableItemsLoop:\nLBU T0 0(S0) ; Load option logic into T0\nLI T1 0xFF ; No item index\nBNE T0 T1 SkipDisable ; If T0 =/= 0xFF, skip disable\nLI A0 2 ; Window ID\nJAL 0x8008D854 ; DisablePromptOption\nMOVE A1 S1 ; Disable nth option\nSkipDisable:\nLI T0 2\nBEQ S1 T0 DisableItemsExit ; If all options checked, exit\nNOP\nADDIU S0 S0 1 ; Add 1 to get next option logic\nJ DisableItemsLoop\nADDIU S1 S1 1 ; Add 1 to check next option\n\nDisableItemsExit:\nLW RA 36(SP)\nLW S0 32(SP)\nLW S1 28(SP)\nJR RA\nADDIU SP SP 40\n\n;===Item Price Table===\n.align 16\nItemPriceTable:\n.byte 20 ; Mushroom price\n.byte 20 ; Skeleton Key price\n.byte 30 ; Plunder Chest price\n.byte 30 ; Bowser Bomb price\n.byte 30 ; Dueling Glove price\n.byte 30 ; Warp Block price\n.byte 40 ; Golden Mushroom price\n.byte 40 ; Boo Bell price\n.byte 40 ; Bowser Suit price\n.byte 60 ; Magic Lamp price\n; To set each item's price, set the corresponding byte number to the\n; price you want (e.g. a Mushroom is converted to 20 coins). Note\n; that the order must match the order of item strings.\n\n;===Message Text===\n.align 16\nItemPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Would you pass me your\"\n.byte 0x06 ; Blue font\n.ascii \" item\"\n.byte 0x08,0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll transform it into\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"something nice within my brew\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Kekeke\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.ascii \" Which\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll it be\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"%s\" ; Main item font colour\n.ascii \"%s\" ; Main item string\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"%s\" ; Reserve item font colour #1\n.ascii \"%s\" ; Reserve item string #1\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"%s\" ; Reserve item font colour #2\n.ascii \"%s\" ; Reserve item string #2\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.byte 0x08 ; White font\n.ascii \"View map\"\n.byte 0x0D ; End option\n.byte 0 ; End prompt\n\n.align 16\nGreetingMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Would you pass me your\"\n.byte 0x06 ; Blue font\n.ascii \" item\"\n.byte 0x08,0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll transform it into\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"something nice within my brew\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Kekeke\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Excellent\"\n.byte 0xC2,0xC2 ; Two exclamation marks (!!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"See\"\n.byte 0x82 ; Comma (,)\n.ascii \" your \"\n.byte 0x06 ; Blue font\n.ascii \"%s\" ; Item string\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x08 ; White font\n.ascii \"turned into \"\n.byte 0x07 ; Yellow font\n.byte 0x11 ; String #1 stored in A2 of ShowMessage (CoinString)\n.ascii \" coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoItemsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Come back with an\"\n.byte 0x06 ; Blue font\n.ascii \" item\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" and\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll turn it into\"\n.byte 0x07 ; Yellow font\n.ascii \" coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black font\n; .byte 0x03 ; Red font\n; .byte 0x04 ; Purple font\n; .byte 0x05 ; Green font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow font\n; .byte 0x08 ; White font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation mark (!)\n; .byte 0xC3 ; Question mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; Minus (-)\n; .byte 0x3E ; Multiply (x)\n; .byte 0xFF,0 ; Wait, press A to confirm\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n\n;===Item Strings===\n.align 32\nNullString:\n.asciiz \"No item available\" ; 0xFF\n.align 32\nItemStrings:\n.asciiz \"Mushroom\" ; 0x00\n.align 32\n.asciiz \"Skeleton Key\" ; 0x01\n.align 32\n.asciiz \"Plunder Chest\" ; 0x02\n.align 32\n.asciiz \"Bowser Bomb\" ; 0x03\n.align 32\n.asciiz \"Dueling Glove\" ; 0x04\n.align 32\n.asciiz \"Warp Block\" ; 0x05\n.align 32\n.asciiz \"Golden Mushroom\" ; 0x06\n.align 32\n.asciiz \"Boo Bell\" ; 0x07\n.align 32\n.asciiz \"Bowser Suit\" ; 0x08\n.align 32\n.asciiz \"Magic Lamp\" ; 0x09\n\n;===Message Placeholders===\n.align 16\nPromptPlaceholder:\n.fill 0x1024,0\n\n.align 16\nMessagePlaceholder:\n.fill 0x1024,0"},"Skeleton Key Prompt v1.3":{"language":0,"code":"; NAME: Skeleton Key Prompt v1.3\n; GAMES: MP2_USA\n; EXECUTION: Direct\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\n\n; This code is designed to allow you to choose to throw away your\n; Skeleton Key. Set it Before Dice Roll to allow the player to\n; throw away their Skeleton Key before they roll.\n\n; S0 = Current Player Struct\n; S1 = Prompt Choice\n\n;===Check for Skeleton Key===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\nLBU T0 0x19(S0) ; Load item index into T0 from offset of player struct\nLI T1 0x01 ; Load Skeleton Key item index into T1\nBNE T0 T1 exit ; If item is not Skeleton Key, exit\nNOP\n\n;===Give Prompt===\nStartPrompt:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 20 ; Character image (-1 for none, 20 is for Key)\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(SkeletonKeyPrompt)\nADDIU A1 A1 lo(SkeletonKeyPrompt) ; Display SkeletonKeyPrompt\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; Get the selection, either from the player or CPU.\nJAL GetRandPromptSelection\nNOP\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x80056144\nNOP\nJAL 0x80056168\nNOP\n\n; Change the player's destination based on the choice.\nBEQZ S1 yes\nNOP\nLI T0 1\nBEQ S1 T0 exit\nNOP\n; else pick \"View map\nJAL 0x80103A64 ; ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Key Says Farewell===\nyes:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 20 ; Character image (-1 for none, 20 is for Key)\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(FarewellKey)\nADDIU A1 A1 lo(FarewellKey) ; Display FarewellKey\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x80056144\nNOP\nJAL 0x80056168\nNOP\n\n;===Remove Key from Inventory===\nLI T0 0xFF ; Load \"no item\" value into T0\nSB T0 0x19(S0) ; Store \"no item\" value into item slot as offset of struct\n\nexit:\nLW RA 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nJR RA\nADDIU SP SP 48\n\n;===Message Text===\n.align 16\nSkeletonKeyPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I am your\"\n.byte 0x06 ; Blue font\n.ascii \" Skeleton Key\"\n.byte 0x08 ; White font\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Do you really want to throw me away\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes please\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No thanks\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"View map\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nFarewellKey:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Okay then\"\n.byte 0x85 ; Period (.)\n.ascii \" Guess this is goodbye\"\n.byte 0x85,0x85,0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to continue\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"},"Switch Item Slots (MP2) v1.4":{"language":0,"code":"; NAME: Switch Item Slots (MP2) v1.4\n; GAMES: MP2_USA\n; EXECUTION: Direct\n\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\nSW S3 44(SP)\nSW S4 40(SP)\n\n; This code is designed to allow the player to switch between their\n; main and reserve item slots, effectively allowing them to have an\n; inventory of three items. The main item slot is the item usable\n; on the player's turn. Select a reserve item slot to switch it with\n; the main item slot, allowing you to open up an empty slot to get\n; another item or to use a different item.\n\n; Set this event as \"Before dice roll\". Ensure that your board also\n; has the \"Setup Item Slots\" event ON. If you are also using the\n; \"Skeleton Key Prompt\" event, it is recommended to add this event\n; to your board first.\n\n; S0 = Current Player Struct\n; S1 = Main Item\n; S2 = Reserve Item #1\n; S3 = Reserve Item #2\n; S4 = Prompt Choice\n\n;===Check Multiple Item Slots Flag===\nLUI T0 0x800F ; 0x800F0000\nORI T0 T0 0x8CE2 ; 0x800F8CE2, Multiple Item Slots Flag\nLBU T0 0(T0) ; Load flag into T0\nBEQZ T0 exit ; If Toggle is OFF, exit\nNOP\n\n;===Get Current Player Struct===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Check Item Slots===\nLI T0 0xFF ; No item index\nLBU S1 0x19(S0) ; Load main item index into S1\nLBU S2 0x1E(S0) ; Load reserve item index #1 into S2\nLBU S3 0x1F(S0) ; Load reserve item index #2 into S3\nBNE S1 T0 PrepareItemPrompt\nNOP\nBNE S2 T0 PrepareItemPrompt\nNOP\nBNE S3 T0 PrepareItemPrompt\nNOP\n; else, player has no items, so exit\nJ exit\nNOP\n\n;===Prepare Item Prompt===\nPrepareItemPrompt:\nLUI A2 hi(WhiteFont)\nADDIU A2 A2 lo(WhiteFont) ; Default to white font\nMOVE T4 A2 ; Copy A2 to T4\nMOVE T6 A2 ; Copy A2 to T6\n\nLUI A3 hi(NullString)\nADDIU A3 A3 lo(NullString) ; Default to NullString\nMOVE T5 A3 ; Copy A3 to T5\nMOVE T7 A3 ; Copy A3 to T7\n\nLUI T8 hi(ItemStrings)\nADDIU T8 T8 lo(ItemStrings)\n\nBEQ S1 T0 ItemStringTwo ; If main item slot is empty, check next slot\nNOP\nLUI A2 hi(BlueFont)\nADDIU A2 A2 lo(BlueFont) ; Use blue font for main item\nSLL T1 S1 5 ; Multiply item index by 32 (distance between item strings)\nADDU A3 T8 T1 ; Add to get main item string\n\nItemStringTwo:\nBEQ S2 T0 ItemStringThree ; If reserve slot is empty, check next slot\nNOP\nLUI T4 hi(BlueFont)\nADDIU T4 T4 lo(BlueFont) ; Use blue font for reserve item #1\nSLL T2 S2 5 ; Multiply item index by 32 (distance between item strings)\nADDU T5 T8 T2 ; Add to get reserve item string #1\n\nItemStringThree:\nBEQ S3 T0 PrintItemPrompt ; If reserve slot is empty, print item prompt\nNOP\nLUI T6 hi(BlueFont)\nADDIU T6 T6 lo(BlueFont) ; Use blue font for reserve item #2\nSLL T3 S3 5 ; Multiply item index by 32 (distance between item strings)\nADDU T7 T8 T3 ; Add to get reserve item string #2\n\n;===Print Item Prompt===\nPrintItemPrompt:\nLUI A0 hi(PromptHolder)\nADDIU A0 A0 lo(PromptHolder) ; Parse destination\nLUI A1 hi(ItemPrompt)\nADDIU A1 A1 lo(ItemPrompt) ; String formatter (%s)\n; Pass main item font on A2\n; Pass main item string on A3\nSW T4 16(SP) ; Pass reserve item font #1 on A4\nSW T5 20(SP) ; Pass reserve item string #1 on A5\nSW T6 24(SP) ; Pass reserve item font #2 on A6\nSW T7 28(SP) ; Pass reserve item string #2 on A7\nJAL sprintf ; Convert strings to text\nSW R0 32(SP) ; Terminator byte\n\n;===Item Prompt===\nStartPrompt:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(PromptHolder)\nADDIU A1 A1 lo(PromptHolder) ; Display ItemPrompt with strings\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; Get the selection, either from the player or CPU.\nJAL GetRandPromptSelection\nNOP\nMOVE S4 V0 ; S4 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\n; Change the player's destination based on the choice.\nBEQZ S4 exit\nNOP\nLI T0 1\nBEQ S4 T0 ReserveOne\nNOP\nLI T0 2\nBEQ S4 T0 ReserveTwo\nNOP\n; else pick \"View map\"\nJAL 0x80103A64 ; ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Switch Main Item and Reserve Item #1===\nReserveOne:\nSB S1 0x1E(S0) ; Store main item into reserve slot #1\nJ exit\nSB S2 0x19(S0) ; Store reserve item #1 into main slot\n\n;===Switch Main Item and Reserve Item #2===\nReserveTwo:\nSB S1 0x1F(S0) ; Store main item into reserve slot #2\nSB S3 0x19(S0) ; Store reserve item #2 into main slot\n\nexit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nLW S3 44(SP)\nLW S4 40(SP)\nJR RA\nADDIU SP SP 64\n\n;===Item Fonts===\n.align 16\nWhiteFont:\n.byte 0x08,0\n\n.align 16\nBlueFont:\n.byte 0x06,0\n\n;===Message Text===\n.align 16\nItemPrompt:\n.byte 0x0B ; Start prompt\n.ascii \"Which item slot do you want to use\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A,0x1A,0x1A ; Two new lines + option indent\n.byte 0x0C ; Start option\n.ascii \"Main item slot\"\n.byte 0x7B ; Colon (:)\n.ascii \"%s\" ; Main item font\n.ascii \"%s\" ; Main item string\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A ; New line + option indent\n.byte 0x0C ; Start option\n.byte 0x08 ; White font\n.ascii \"Reserve item slot 1\"\n.byte 0x7B ; Colon (:)\n.ascii \"%s\" ; Reserve item font #1\n.ascii \"%s\" ; Reserve item string #1\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A ; New line + option indent\n.byte 0x0C ; Start option\n.byte 0x08 ; White font\n.ascii \"Reserve item slot 2\"\n.byte 0x7B ; Colon (:)\n.ascii \"%s\" ; Reserve item font #2\n.ascii \"%s\" ; Reserve item string #2\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A ; New line + option indent\n.byte 0x0C ; Start option\n.byte 0x08 ; White font\n.ascii \"View map\"\n.byte 0x0D ; End option\n.byte 0 ; End prompt\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n\n;===Item Prompt Placeholder===\n.align 16\nPromptHolder:\n.fill 0x1024,0\n\n;===Item Strings===\n.align 32\nNullString:\n.asciiz \" No item\"\n.align 32\nItemStrings:\n.asciiz \" Mushroom\"\n.align 32\n.asciiz \" Skeleton Key\"\n.align 32\n.asciiz \" Plunder Chest\"\n.align 32\n.asciiz \" Bowser Bomb\"\n.align 32\n.asciiz \" Dueling Glove\"\n.align 32\n.asciiz \" Warp Block\"\n.align 32\n.asciiz \" Golden Mushroom\"\n.align 32\n.asciiz \" Boo Bell\"\n.align 32\n.asciiz \" Bowser Suit\"\n.align 32\n.asciiz \" Magic Lamp\""},"Setup Item Slots (MP2) v1.4":{"language":0,"code":"; NAME: Setup Item Slots (MP2) v1.4\n; GAMES: MP2_USA\n; EXECUTION: Direct\n; PARAM: Boolean|MultipleItems\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; This code is designed to set up the reserve item slots by writing\n; the \"no item\" index as their value, so that players don't start\n; with two Mushrooms each. Set this event as a \"Before turn\" event.\n; Set the parameter \"MultipleItems\" to \"true\" to turn this event ON.\n\n; S0 = Player Index\n\n;===Check MultipleItems Parameter===\nLI T0 MultipleItems\nBEQZ T0 exit ; If MultipleItems is OFF, exit\nNOP\n\n;===Check Turn Count===\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLHU T2 0(T0) ; Load current turn into T0\nLI T1 1 ; Check if current turn is turn 1\nBNE T2 T1 exit ; If it's not turn 1, exit\nNOP\n; else, need to setup multiple item slots\n\n;===Turn On Board RAM===\nLUI T0 0x800F ; 0x800F0000\nORI T0 T0 0x8CE2 ; 0x800F8CE2, Multiple Item Slots Flag\nLI T1 MultipleItems\nSB T1 0(T0) ; Turn Multiple Item Slots Flag ON\n\n;===Write No Item Into Reserve Slots===\nLI S0 0 ; Start with P1\nRewriteLoop:\nJAL GetPlayerStruct\nMOVE A0 S0 ; Get player struct at V0\nLI T1 0xFF ; No item index\nSB T1 0x1E(V0) ; Store no item index into reserve slot #1\nSB T1 0x1F(V0) ; Store no item index into reserve slot #2\nLI T0 3\nBEQ S0 T0 exit ; If all players rewritten, exit\nNOP\nJ RewriteLoop\nADDIU S0 S0 1 ; Add 1 to get next player\n\nexit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40"},"Control Bowser (WL) v2":{"language":0,"code":"; NAME: Control Bowser (WL) v2\n; GAMES: MP2_USA\n; EXECUTION: Direct\n; PARAM: +Number|Costume\n\n; Set this event as \"Before player turn\". It is designed to allow the\n; player who obtains the Bowser Bomb to control Bowser as he moves\n; around the board. The parameter \"Costume\" also allows you to select\n; the costume for Bowser by setting a value from 1-6 accordingly:\n; 1. Bowser the Brash (Western Land)\n; 2. Cap'n Bowser (Pirate Land)\n; 3. Wizard Bowser (Horror Land)\n; 4. Black Hole Bowser (Space Land)\n; 5. Bowser Sphinx (Mystery Land)\n; 6. Bowser (Bowser Land)\n\n;===Insert Hook===\n.align 4\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T0 hi(HookData)\nADDIU T0 T0 lo(HookData)\nLW V0 0(T0) ; Load HookData operation\nLUI V1 0x8006 ; 0x80060000\nORI V1 V1 0x53BC ; 0x800653BC, Hook Location\nSW V0 0(V1) ; Insert hook to CustomCode\nLW V0 4(T0) ; Load HookData operation 2\nSW V0 4(V1) ; Insert operation 2\n\n;===Set Bowser's Costume===\nLI T0 Costume ; Load Costume (1-6) into T0\nADDIU T0 T0 -1 ; Subtract 1 (0-5)\n\nLUI T1 0x800E ; 0x800E0000\nORI T1 T1 0x1F88 ; 0x800E1F88, Default Music Address\nLUI T2 hi(MusicArray)\nADDIU T2 T2 lo(MusicArray) ; Load MusicArray into T2\nADDU T2 T2 T0 ; Add to get selected music index\nLBU T2 0(T2) ; Load selected music index into T2\nSH T2 0(T1) ; Store selected music index\n\nLUI T1 0x800C ; 0x800C0000\nORI T1 T1 0xC128 ; 0x800CC128, Bowser Models Address\nADDU T2 T1 T0 ; Add to get selected model address\nLBU T2 0(T2) ; Load selected model byte into T2\nSB T2 0(T1) ; Store selected model byte\n\nSLL T0 T0 1 ; Shift left by 1 (multiply by 2)\nLUI T1 0x8010 ; 0x80100000\nORI T1 T1 0xEAA8 ; 0x8010EAA8, Bowser Images Address\nADDU T2 T1 T0 ; Add to get selected image address\nLHU T2 0(T2) ; Load selected image halfword into T2\nSH T2 0(T1) ; Store selected image halfword\n\nSLL T0 T0 1 ; Shift left by 1 (multiply by 2)\nLUI T1 0x800C ; 0x800C0000\nORI T1 T1 0xC1D8 ; 0x800CC1D8, Bowser Animations Address\nADDU T2 T1 T0 ; Add to get selected animation address\nLW T2 0(T2) ; Load selected animation word into T2\nSW T2 0(T1) ; Store selected animation word\nLUI T1 0x8010; 0x80100000\nORI T1 T1 0xEA90 ; 0x8010EA90, Bowser Messages Address\nADDU T2 T1 T0 ; Add to get selected message address\nLW T2 0(T2) ; Load selected message word into T2\nSW T2 0(T1) ; Store selected message word\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Hook Data===\n.align 4\nHookData:\nJ CustomCode ; Hook to jump to CustomCode\nADDU A0 S2 R0 ; Pass Bowser struct on A0\n\n;===Music Array===\n.align 4\nMusicArray:\n.byte 0x8 ; Western Land music\n.byte 0x9 ; Pirate Land music\n.byte 0xB ; Horror Land music\n.byte 0xA ; Space Land music\n.byte 0xC ; Mystery Land music\n.byte 0xD ; Bowser Land music\n\n;===Custom Code===\n.align 4\nCustomCode:\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW A0 48(SP)\nSW V1 44(SP)\nSW T0 40(SP)\nSW T1 36(SP)\n\n; A0 / S0 = Bowser Struct\n; S1 = Player Index\n\nMOVE S0 A0 ; Copy A0 to S0\nLI S1 0 ; Start with P1\nCustomCodeLoop:\nJAL GetPlayerStruct\nMOVE A0 S1 ; Get player struct at V0\nLBU T0 0x19(V0) ; Load player item into T0\nLI A0 0x03 ; Bowser Bomb index\nBEQ T0 A0 SetPlayer\nNOP\nJ CustomCodeLoop\nADDIU S1 S1 1 ; Add 1 to get next player\n\nSetPlayer:\nLBU T0 3(V0) ; Load player controller part into T0\nSB T0 3(S0) ; Store player controller part into Bowser struct\nLHU V0 6(V0) ; Load player CPU flag into T0\n\nFixHook:\nLUI T1 hi(OriginalData)\nADDIU T1 T1 lo(OriginalData)\nLW T0 0(T1) ; Load OriginalData operation\nLUI V1 0x8006 ; 0x80060000\nORI V1 V1 0x53BC ; 0x800653BC, Hook Location\nSW T0 0(V1) ; Insert original code in hook location\nLW T0 4(T1) ; Load OriginalData operation 2\nSW T0 4(V1) ; Insert original code 2\n\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW A0 48(SP)\nLW V1 44(SP)\nLW T0 40(SP)\nLW T1 36(SP)\nJ 0x800653C4 ; SH V0 6(S2)\nADDIU SP SP 64\n\n;===Original Data===\n.align 4\nOriginalData:\nLHU V0 6(S2) ; Original code\nORI V0 V0 1 ; Original code 2"}},"audioType":0,"bg":{"width":1152,"height":864,"src":"data:image/png;base64,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","fov":3,"scaleFactor":0.1,"cameraEyePosX":0,"cameraEyePosY":1570,"cameraEyePosZ":1577,"lookatPointX":0,"lookatPointY":0,"lookatPointZ":0},"animbg":["data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABIAAAANgCAYAAABUSxNWAAABhWlDQ1BJQ0MgcHJvZmlsZQAAKJF9kT1Iw0AcxV9Ta1UqDnYQUchQnSyIiugmVSyChdJWaNXB5NIvaNKQpLg4Cq4FBz8Wqw4uzro6uAqC4AeIm5uToouU+L+k0CLWg+N+vLv3uHsHCLUSU82OcUDVLCMRjYjpzKrof4UP3ejEMGYlZuqx5GIKbcfXPTx8vQvzrPbn/hy9StZkgEcknmO6YRFvEE9vWjrnfeIgK0gK8TnxmEEXJH7kuuzyG+e8wwLPDBqpxDxxkFjMt7DcwqxgqMRTxCFF1ShfSLuscN7irJYqrHFP/sJAVltJcp3mEKJYQgxxiJBRQRElWAjTqpFiIkH7kTb+QccfJ5dMriIYORZQhgrJ8YP/we9uzdzkhJsUiAC+F9v+GAH8u0C9atvfx7ZdPwG8z8CV1vSXa8DMJ+nVphY6Avq2gYvrpibvAZc7wMCTLhmSI3lpCrkc8H5G35QB+m+BnjW3t8Y+Th+AFHW1fAMcHAKjecpeb/Purtbe/j3T6O8HlSlytS8G9dEAAAAGYktHRACeAE8AC3thMXsAAAAJcEhZcwAALiMAAC4jAXilP3YAAAAHdElNRQflBQkGHjYgwzafAAAAGXRFWHRDb21tZW50AENyZWF0ZWQgd2l0aCBHSU1QV4EOFwAAIABJREFUeNrsvd+vJsd55/dUd5/3nBmeEck1QmDJcZYaDmExgGkMIo0vDHMlBMjGkYKFAxA0ZEAG4xtjQVjMTYD9C/ZyaYcIdKMI9oVgYYA1gkjOXazlRkB8TGPgEWDSmNGQhkleMPBSEkecOe+Prlz0W+/pt9/q7qru+l3fD3Ck4fnxvv1WVVfV8+3v8xQ7eangZJlHb9V7//2Fr3+egB7vfve9g++dvFRk01/dz2/imj6492GQfX31+jNe3le1PcT1dfvE1ngEoG9+uvHs00Zf+/b7H3kfz+3Pl/I8Z2p+tLE2+FjXTm8uglwXQliLHpwtrd+T7fsOfTHeF6ns40ObP9rX074WlzEAYj83Y81V/8XcDzHFGbG1c4VwIg6+8PXPSxcA2wM4Za5efybI4CjkgK298XU1JgEAZu5ZrI3hbmzH1iOVdSH2vva19nX3PeiL9IRjlXswtIDt3e++t7sm7LeACU5vLqT3dqjzVXfcP3qrDlIEilFkq9Ao2OiOvWfKn1026eWw8bERPIY6MQMQCzkJ8C6CplgCz+58O3UNSn3tsrHG9N1z6Iv477Mp9yBiAKxlKfWfaj98cO/DYESg7tx5enOxcx4Cc8ABBHonipAXd5ubDx+TYGibxZws7gBgwwxCnX9zfyDR3fi7ftCAvujvi9hFoBD3uzoiQSxuiNDjCZ/t5CqtNcY4BHs3u0AASmDQmZhAEHyEs+GPbdMUgz0TAJAu3XnIxUbW1Jw9FhipvE/SdZ6uu3NroC/C6QubxFQ3bExkC33PJeppifvC1LzZVysJ6M1vMc5XoY/5WMZjZbuTYmwUEGZfdTf5KT19SgmIQABgrfTJg7PlaCHfuYS0cUadJ0JfoC+0hQO0v3tMC0Hov7T3FLtDZ87eCzLOiLmd4QDC5BF9hXgES9iQAABAGxci0NTrAvP3LHA+Yw9mav8S+p4qdheQjClCUN8+M5YxKD6zWJcenC29910sQhziDPNYE4CwsLq7EeZMILH1EyYB9AsAAKjMQaY3t3NdPxB/wgF71PyIKfVLdu0xnAiGE/XMrxsm1kbEGWjnLhUaBsTWTxAb4thcn7xUHGwGukIlNuFxgdQ++xtmrJXhrg1zA5GujR1g3UdfuCG26x1r4xDrL/o8UU+0RYiuT9X9su1+SDXOCG28x0LholGwobWzOMTwmljYEdh2v9f+AvH1qewLAKC3Tn3h65/H3sjT5lu2R0Vf5LUHi+VhZ0pcvf7M7kuXrnuyr21icVnKTjcEeaw/oYAaQAkNRl0lFBMOML1ZgRgHsOiC0AJTBPfY9wD791os9xkedvpvYxMn6sW253Rxol7qBowQnG/dNrZ10p1tKt+TAAhjM3R6cyGdbEMdyDgRLJ7Nycsvv0y3bt0a/fsvP4c2DJUf/gSBmIuNBOYwANIJ+NAXYe9NQNjsToAaqN0k/t3+HRQ2Bj5RFYLafe9j72d8x44ntG4nD9v9FNJRtx/c+3DvK8Zc3xR597vvjS5iL7/8Mr388suzRAbgjy8/d/iFuR+kti66CkAh9PnrX4iu9voihmBWPOzsfsU+3kOt/xPCfBsLc9swl7mt+7lcjj2dNg59bqlSnQByWoB1Jzvdfgp5AINwF1qZ4NP+nswVJEQguIHC58vP+RXtbjz7dNTth/XS3boIhygACL7H9rmhOEe6e+7Tm4u9mjGhuW1trmVTxXPM+cDVOB8rct7+fl+NKh/jtbLVMLHmxKUwQHUXB9mgi1H0wYQfzgZvzO3T/p0+IQgiUPh0RSCkgs0TLQAA0/aemHfAXPCwM+71M9Zi5DauO/X9RAj93W3jq9efiWoOcVYEGkJQWJul2CeJXW5w51hdiEBm0ZlgVUSfvr+DCJTWHOMjGLvy+BNERPTpz36KeRgEExAg/Qv3HQhnTuiLTbDGhndP6c6dKTg/8RAtjnbrG1dtjUN3bnF9aEVlawIYs0JBCLK30TVxI6CIWrzE2B59biCIQOHjOxUMANV5EQF/mnseEFZf2ArE2rHGWArw7fc/siZMuKTvYWfqQkHO9zdEoDToikHd9K++dezd7763y6KyGYuzk5cKbmpClk20KgoYxCDzk2Xf5NHur5Q2wyqLRcqbfx+L5VTHzxhDJ4ZBDAqXrghkYwMzFAAIBxDRdBdQO2iwuQFLdR6OYV502d6+3x/7HvW9KnDXFzbm/6G5PJW+diW0zYkBTbTz3HkzRtfl3L7N1d3oet6Z075941I23l0ccmQ8BWxKTlxMx4+Hhmi7bpE4mYKce9FRPDGMg6Fj4+EIAjLa4k/ooPizO0JzikBwIPQFQF8nMp+5Eh3mvm4M7k+4GvOKP9vjcUgIsknh4ia9ev2Z3ZcqKMY23j5oIzDGyUtF75cu4ih3lSPd5zL0+kg3CpOuMPforRpix8iGGaQb/KH2Tzh9i9o/6d5nMrruH6wnaQTKc8YixJU85h3T94Sve6zvtDCTVK4/lE6BpL6f5+oOGmuvoVpAqW+AhvLQcwu6VMSdGNpk6Mh4HBcPYt+s46RMfwEGBIB07zHUzkBfgHjnZpsxQYz7hSn3ENY3u7Hm3HGt+hoPzpZW+7KaOzjnINvwqrhafDhffG3OVT8rgod+XGxCdHLTdTFVl0T3nrXt8jEBUsLCQlYQGoGA3lyPuRybRmBPeEBfhNMXNkix9k/385g+9MXEftJGO899zVzSquAsTqNdXY/XKrQGV6kZ5HNzHiLtgEE2gHKxP4eyMMY4gYUu9vSdEkYEN1Bo+BaBQjwGHidlhrU2IB0g3b5FcBRuXwCgM5ZME7r7c8r9g/nNzrxju/Czzl7F1pgtTDWMaUGj+wX62weTA5D1eyriT/da+64XtYHCQSbG5ToX9X3usflb1HlDrTcApgWL2P+kEbirkrr7p+9zuR7nMd9XoQuUvvs25T2X63kt9LFW+WoYXXyIQKFtvE20Qer259yfQKUo+vRdP9xAYePDCRSi+2dsDsZJmW7W8e5JmS5Anadw1kH0hb++QApw2tg6+h0gvgth/TAl/qi+jisXUDW3Yfo+cAoDMdYNAmy4eW4+xsSf2EWfvs/TJwRBBPKPKxHIhvBj4zqHTsrsChYqwgaC2OH2GcNkvTaVk4cgPoQ3PtAXCIaxz3cbHKsEy6bHQUwxkWrfwh3U32ahxX5z7xMbIlAx58bPYZIFIAb6FgJXx7b7ZCglDGlh/kE6mB46qc/tNDGkjI2nzXX3KzaPix7aGyG1z217oy/89oWJ+R5rRj7tYzuujO0BOca+v7Z2eerX2N+YHrfV3Ju074Jw1Kr/CTRXF1AuxaBzc/yofFaZGwj4J5bTwW48+7QxUQAnZbohhJMy+8aMeM+xgt8+2y8X0BcAmN9rz8VEsJyLMNHeL0EUMh/3mmhTk3G37Ti+mtowuEnTvxlAuAvBGDmJP93P3RWBUBconk0NUAtkcVLmtODf1bqIOk9+xp6szhP6Ioy+sD3X23TzxbLHt93GpkUHl/FJbPHQ0PUiG8fN/tJEm859DZvj1urO+93vvgcBAnibPG0uXD4ntDFyFX/GPj/Swfzy5efiE+Gmzhs4KdMvOm1jOnAcqvOk21dITRpvnylthL4Ipy+mYLJ2FwhjTXMtYsQQm6q0x+nNBZ3eXCCV1fD4DkH8sT1uqzkNI7PuyS4O6WDxTCYgTnIXfWTtgeLQYdJNBxPrS8pOIJyU6YZYhDCdot99P89V9BtrL90TVNAX7voCjk87a4vtNu7GgCZO1EPq17R+GOvb3Ivb55D5YkpTqXRvfDR+XIMEuJmUfYkcYLh9IAKls7lxdZ/NrQOUU25+Kidl3n7/o0muAhPuIdR5ImOfde71oS/C6Qsdrjz+BBF9BDHBE7qig6/YxNXx2jH2SUqfWQiUD86WTkXn2GLuasoNJPug7ZsoxmP3UgNtn4YY2RdgQPxRo684NEQgv8iKQqcAcvPjnmtDSS1BnadpbWZj7UdfhNMXfbz1t3+HCczRmvaFr39+tJC6ruiANVI9jun2x9j8pDJPxC4S2ZgLdR1qNuc4W5pKpXvjz2lM3OTA90IWk/04x6KGtkBx6PCI5WQwEws3CH9jHdr8PNWNkgs6Qcvc/Sf6wlxfmJ7jsU+yJ7L1uVlNnqjne41MITYd648xUp/LTMw5uveX7TFlYtxWJhpC9SIgAiEISR0TT5DHNjRw/0wDKWHhMVUECrEIKE7KzDtwQp2n8MQG9EUefQHMB7wqc9yUE/W6p/TFPOe7ut9lpxuO3Y+5C9Td9hq7J8TPTKTwx7L3q3CjpQfavH8MhuwwGBJ+IPqYASJQnBvYnOrqAL9zsIq4mJPrIJU6Tyk96cc+LO7AK9Y+TEV0CH1uUGnHsetVmStSE4n2PvP1abFwd14Kae8pG7dz0BKAZG82NghzKrrlCgg88dAUJyT69Gc/RTARCKgLFBZ99YD6ggS4f4BNxkQg2XyN/o5n74S+CmfOnCsCYe/UH2v5eNg5JgZ1XRm4F2mwvYb613R/5XBPTGHsHop571fhtnO38QDxTgI2ggwdsQKYp88NBNwjhLcYC0PDnZT3+oAgBms/QF+khIk1TSYuvHv2HsZjC50T9XDvmBnXJkXR2B/8DQpAYzlxqh92yLaU8uYphBsWm1P7k4AKVx5/YtAFJBMngH26IhBcQEA2Xyx+nTX/UTBiBRErMeemTJ8LqCvco68hPAA/fQH3T1xjfWrtWJfXJ44PDwmIP+HuC0O5x09eKvauR9Ulr+QA6r64yZsXA3sefXUyxEQ29VhGMB+R/kWkfkwphB//4HQwf3TTwWSLrI+NP9851zlxRsQqInbE6PxHSP1C4ARiAmlgYQVRUx7GIQ3TXvvaCGwxt6qDWC3OtT3G+aeaMiFM+aDYYF3gowhx7kKQz/E3Jv5A9PELUsHAGLzzH3xFxGqOhkl4jei6gOD+SQeIQOEw15GNh53xBbah3HshxaV94zZ051Ru802I43mqaFvZeuHQbzbXtNPpRJtCCHL7mcVG4cHZ0kkamKrrB/hHJgIhHcwPfUWhQ4Nv0Fe5gHST+INYPIDMoy/wsHN6+7pw/4QsYDw4W0JgyYC58Z/vuo+m5tBqyhubvHCbQfiUnLgpG8IQjhXvDsir158ZLDCmUnws9gXU5xGHfQED3D7hAhEoHMZEoOoGs/K+69vzXD14WhcGtoN99GsaYwT9mEZANrT/w8NOtbaVBbVz7w+IriAEUnwAYOIzVbpvGMPEH+LiZvOz972+WPimCiE+BZRYNx1D3Hj26T2BAWJQeEAECoc+EciW+ONTiEAgGm6wgNQvbJhBuH2Bh5129uopp34NjcWQhGE8UApvzon95K+9vXSOgXhutBe31EWdMR6cLb2MPdMONGAPiED5oisuVTcYFcdEy//XrHMol01fyAE55uz0gwC4gMLpizl7MTzsnBdj2QhqYxYvMC+AGOdQ7f3u2KQB7E/MRObSyMYmLZUnHakthnuf+br7oAOBRHzkLAKFXn9HpGmF4gRiJaOTl5i1tROuhXm06+/J5uT2aY1ERJ/+7KdoNAAi3+vhYaefh50xrllwByL21vkb1Xg7dCrVD2r6ZstlYysbMLLPHZILKvWcaUz2QIWcRKAYii6HCKuIWNkvOuiuD0Cv/XwAW36Y/QDy6gs87Bz5zIoPO10EtTHMkaHFBVhnwo7lU6AK5QbOKQ3M5ESDACLMsQfXDwgJCDzmYSVRsZjnQtKx5adOCOv/FPcP6jyFLRSA+PvC1lyY+8NOF2tMrPMe0sAQe8cwrud8pkplUsBNYGbRarejCRcUxB8A7NLnAiIK1wlkUuwJqVB5tx9MwSb8AauI2BGTun9M4UIQyemkzKmIdpl7FDzqPMVxfegLP6AOqJuYZKidbdT+AWjDkJhSeyxVTaTyKSogFUdvcgYYe8A9MhEoBGy5ekI9na7bD1rCDdv/Nyu239NVfwpGrCCrwg/ww5j7pyuQzRWEsOFH8JUi2MPGE2/YDmpPby6kaXahOq9CLRIPE0Y490lKVCENvJQEkKmTq2obwKWFsQf8iQ9E9usBuUjbClXsUaG4PCH9ihGxKcIPSJapRZ/HBCFZ8WlgVijotu2Yi82kaIe+ADHg8mGn6vt8cO/DYESgrkB1enNxUEDbJaj9E/Y9EWJ/dD/P7fc/UnJ0VxAV8pmcwfhmEhsh0IdpJxAEnnnAhQNiD65R58ktQ5vi3MShWPY6iEvi2OfqxjG5n9IGwr8nYp57VESgyvdGZEo+3pRFI+QFy1YbAL2xF9s4A+7pikBTXUCmxZ+UhR4AYuDGs09riwio8xRW/9n+fOgLEErA28W080T29zGKPj7TwCB2ur0n2vNmbLHdlHi2wsCzP7Hafg/0ldubBoA2KkWh5wo+OQs8fa4r23MtgigA4gEnbwJgbp+rc7phKmlLIi3t3bP3Dtpi6DMhhkj/nohhTMs+05XHnyAieap7FeIHjdUBIwtIVNsSLiAwhX/353+++/e//e3fRoM4oC8VrM8NpCL+wMEjx2fxbczBAOMHgHD21HjYaS44NFWjTCeIDrX48xRxAKJPevfE0O/FyO33P6KXfu2J3p9XJiYAV50wFV9PhuYOGmwg/W04prS763HWFn+AW4ZEoDYq6WEQfxDEAwDMMvTkEwBA0r3u3HgwFZFOdiKYK05vLojoImUuFuEslf1eiqU9rjz+xMFaWIV6s8W28TbxpEImhI3lJeKJSDh97gKIPuEwtSg0BJ99prp8bJ3A1hXx5ojCIK+5ekodIAAA8DUndtc11XUO9S/lTNknjLUlhCB/nN5cSGtXhdoXXR3hrb/9O3rp1/4r6e9WOQoKpp8MmZwIUZPG/w0zdeNvC4g+4SLEHFURA+LPBbrCjy3BZ+6GGQAQ9n4PLqB4BYqcYpOYMJVCllJbmBrnfcWyIQTZj/9Ux/MH9z4Mph+64+X05oIenC1H/64KuSNiHlA22gETrdtJYGhS54F1Ber/+EU1JQw0THH9TD1xTRfxHn19l4oQhPUEpIp4yAcAsBdjpS7SydrL5LrftwYLYWFMCGr/LnBPjKfatalCvnltp4HZeDJkow372gFPRPzAayK+5Np/p5oaoOr4gegTFlNTwnJirH3aDqkhQS0UIQhuoPhwWauNb7b/YESMNf8PAJgWGAMzMQoOnAm3b9pcvf7MqMgQU3pSaIi263PMyGLsGEWfvjSwKrcOj/XJEOyw7hfG/k09J77e/56pug9j4s8U0cd2ChmEqH0BAyLQITrCT/d7Y84q22LQkBDUnpexiQ4DXm+Fl7oR6Zd/xb1dS/1w+96MiBVEbMGIFQQhCIAZgTFATOIrLrAlmPW1X1vMURUfQkpPChGVdox1PIt+f/dsP5Z962//7uDhVxXah0UNHBDSAted6HlNRGsiPjOmQC2Y/Mipz3VEsLF2GRPVXLmCVFPDiOITg3ydlGkSXhPx1Vacr8P4nLt1gou1g1NxRFQcM4hAAGQsLCDOAlODeyKa5AzqvkZOmHLuxNJ+Kvd4FfoEm6s9UfSJrAOxIHocf5zIxvNkmUsHzhoQGyaFH9nvjglBrlLDxmo7oWC0W3hNVJ/zRpwP/FrrFREx3ohAjoPpHAmlADT6AqQaZ6Uek9iunWRKiFAROXykMPkSTVQ/69Xrz+w5ZlIZz2PjNrsUMNuNDfKd6Ksbwxv69W0/oYmOkNQWolwJUD7e0xWpu36mpLvNaROVGkEu6wOJ9xzb6MUmBJk+KdM2fBWm+LO+zaXrQr0kKhYEFxAA2FMHAWoBxdVW7ThF3CcqNYN8EHLdnKvXn8nGDXf7/Y/2XNBViBOsq5xLk5tbLFRpbTr6JgRWNF+cxgWf2JhTK0hXxMHR9vGjKv7YEsH6XEEuC0V33yf1k8NChNdEXFH8MVWrzQT1ilOxgAJkExz/Hl9gDfzvc0G8Y3yqMygXUBvpgiqmmyaUzbPLTWR3kj69udjdzBjIHsYeI2IlI1byixNeDBOTC0Ym5Py7P/9zpK8ljG/hR/Y+vgtFd98nlZPDbJyUaZwNhZ/3FQAp1HlSxcaYNXnv5tQXoQTGYDy+QF+pt5Wp+UDHPNDXV+9+973B1/ERK4YmOvW1QbdNUzNzdMdt2wVUxXLRIW8QXA6YB2dLOr252LvBIAS5hZVExYJRvbQnArkmFEcOxKNwmXKSlytUCkW7EoGI1E4OC1UIivWkzOjWEQb3DwAyQQF7XH/9AJequ3GeMrhnwydoB5ANEWiu8NN1/4SgFmKRtD/2Dl1ARMUJI77mRJvtCS/tp9AznkgLMcanEOIzjQsiUBjYKuhsi7FC0a5FIKK4haBoKJs5WXXOtZW6q1PjjTEiduS32WKr8+SDG88+7cTxjb7AHhdEHheMIBN/TMaP4rpQjkS/zUKK512MW+ECimrn6Vs99VU/oDsoH5wtexdJ8QUsw5paQMURo+KEUXGp83X58GuKECK+bOLa/dN9P5nYgxpBcfDyyy8HV+haXJPsun74k/0vVwwJT0h9mDkVF0Ss6q+nXN1ge1/er5eRkxPAAIhxXz8UhGF/az++0F2PIDiYaXdTYgXqOgFVcAqYwxvYJbJFEk9P9Nru9OZiT2yTqv3sYlNvE5euGB/un3/727998Jq6n1n1mmy245RTsUIhNseP6nWG0idwA9mDHTHiNSfm8SSwMXGJEREVTfqwb/dPmyjqPAUkVti8R3Priz6xQexV+8Se9vexrw2jz4B6m5mKHVHIO4943tZYqUK3Vro6ESy2wfLgbLm7BtUnIh/c+xCL5Uj7+EKIEkMihopzxuf1zxWFTIhAKgxdZ26pZ6EVdLbBkAjkKy0sliLRsQSjrGhcNbxojoOn1n67LQix9j8YOTuGnRXbwwMCEX5Q5ykc0Bf9+2qVY63xsHP+nlfpYSdB/OkLpG0z5P4R/4YQBHS4/f5HFw6gkMSB7oTenZx8NVaok06736YsljkvmGPt5VqAbAsQY4KKiVpBuqKSDedP9799pn/pHmc/xq1bt4IVT2J2K+nS7gPfx8a336vPDQQnkD6sIGLHjPgRNcX560b62Wk8NREVRFQwKo7QXrHjKhh1VQcIgfXnZ+9vQ4xnYtz3Ar15aGi9tuX+GWLsVDAAiDopYJgUwl8g22KE7CaXLXoq/eqj730t0Kqf1fcGQsUVJH4eesHo9rX6uo5c6wpNEXpidvyofLaQjo0PVQSKNRWFFc2XM3sPAMD5nhEPO83ue3UfdkJgGMeESD21UDFEIL12zVFDqGK9qXQU17mEePKX7qIZorgXsuDY3iT4zrPtChupChmuP5eO2ypGUqzpY4oYagP5EoFsCD9wNQEATO7R8bDT3B5b5fqQ/tUfSKuubzZjR9QDAroELwCJiends/ewoZxxk09dLHNBZ4H2PfZspUnpOmhMuI5cCS9j127DQeVTVMkpvWtu/wy5gVynhbk8mQwAojSOHr/x7NPoC4CHnTP3vhARzGEi9UvX/aOSJQLypj1GqljskL4mptDdP3NucB99H9pCGKsduCsC2U4Di9khgyPlG3Jz+ei2SwhCUFcEivlBB2qnAFfBFUDfDe3p8LBz2p5XrD+439zHpBDi3PZljlSp33Bzngxh8+p38Ql57CGlwS65ncZlgiHXD8SfcUI7LQwA28D9o0993jpXrmDbE97QFyEHX3jYOb0NZOIPXCXydjIVE8jiXNU2hwtoWvvmSJXaDWdTqQ7lJoJNM70JfwquTszqew+T7+1K8MlRWIL4o99WfW4giEDxzpfArtjgrH+537bjy/2L4YyIVUTsiE0SgnKquZWTkySVh51tTm8uiOhC3MJJa9NFB514cm7sCRGovx9yRNzjVcof0qT7J+SbBze3/4URzMP3SWYAtOkTgiACAeAJTlSvOPGV38tY3eZU3WB718VXRKzmVBwzI26gFIGTJD1yF4LmxASqfzflHpFdV8xxIuIuO1Sx33A2nnQg9QvYmPBNE1ttm9CPs08JuH7MtaNvEcjGGufqSTzqAKWNs/4V4s+SiPMw92t8Q1QvOZWXWNp9YXAvBdLY5+YoBInPLFxRD86We2u1+H9frrfYH1i7uPbc56CKQJSDBHmeYZBbWsOQQINiyyBFXIpAOAUMgEM4J6n4E9x1rhshCC6gw30SAq/44p5uED52yppK3aPYRSLd2k5zypTMvU9kcSIAYmxUsV74gQvoNwvim/3fM/E0JKaFCiKQv82NSxEoJaHF9WlmAEyhTwQiMiMEQfgBWAt74ER8zYMXf3aXu+HESpZmX4Bs6BMLhIAztch16ieyjd13Qz9ri0OI5fTbT6VvwAXJOICEPTgnUJMmv3bvE39iFE36rhkikD5DJ4ABMwydEjaVEIQf16coAaDNiPizV5PHIOvbHG1vICDu7p9A/LSdPKmLOmM8OFsejHmIr+Yw0ZYQfyTrZipBOF+ZtwfHsFBBBApnk2N7wrfh/PEltLTfV3aaGUQgECIm08F8iT/YCOUZeNvCR+0ZW4KPCWTun1xrbmGuSYOxWEglrSs1kWjvM1+fn17l8l5RiVXa12P6IVF7jnIhlKEAfc86msoHWf0Nl24KdDYK7ac9MVdLx8B2syC6FN5k4k9KAomrI+0BmIuJdLAh8WfoKHobASMAQcOIWMWIlu7dOLpCE6tQ/2eOkADSJfUC0XNiApvij7jnUjQKtNtNVUgSRbtzP8GOKMEi0FOfDMHqC+ZO+CZdQGNiSIruGNQDMidQAPttPEWg6RN+nPQZ919Ed/NZcwGsaJwS7AhjCYzDCqKiIqrXAV9jSVQsGDqrJ6iF+BMPyCowM/6nxgO27xWkqF2QsxAUtQDUDcDXt7kRa/DpzYXUrhjqAMGJYGmRqvgDMQekhE46mIrjxxqciNdEfMUPDkpwzertZo3mGyK24kTLJmiGEGSX6J1ejIgdM2LEia+NvaS5a6uI2BFTcv/AdQdCBuKPWyCUzmuv9vfniFo5CkE4Bp5nbt3XAAAgAElEQVTU3T8f3PswmMHRFahOby4OCpGB+Ba9mMUfE9cmcwGF/rlBvoyJQFPr/BhL/+JE9bI5IEG2yvmsF8KJiGqi+pxTQRCBXGySY4YVROVJIx7yFSde08Wg7tvCsf1/s2L7PVPqT8G2bjbJ+F43p5ctz+AuByAHdNPAXM7TudaL7bbx1evPDNajUqlVFbtIJD5jldoNp+sC0k39yr3afUikNpmldMKXrbZBW4DQGKoJNPZ3thGnY4YcgnLeiEDlEdJnbJCU40S4bUrWpDNyjb8zKfwMjed1M56pPrw8133BNy3RK7D9GpwO4e+b0UfzxQcdV4rL9k4xDUyIPeJz9QlsQsCZGs+nogPAAaRwA8bY2ammgYUs+gxNplOU/lDEDtfXMVQQekpdoNRFIxwB7x+dmkDOajTx7emYEbQf314rXEAJwB0IDkLQCe2jb8UfHogBa/MZp+KIqDhmQYhAU/ZyECGQlhW7KCGLDZD6Na0tu20muzdUxa22kydHc0eSAhBjpLTrXXXcP7HegGIQv3v2HhYNA6A4mn+EaIOTwUAsjIlAU4WfqfMRX6utg7aO1NZ113LOiRFcQPNVCM+b9P9U0/FvFME4T1xSr8IRf8Q9WN1gRIw3IpCHfdTcNJehfWzKQTP273GikmrlK0XX5sE1Ibe3ylyhktaVmkhUpXjDFZfYNj+cyzdD27xt1Z1SLPl+ueZ4zgmSfAWKYyDVab8dIASB2Aj1NDZbgg/wDG9Sfvh6f1/jo85TyM4Ta82/JqKRIuu+am7VS6JiQV76ors3Mxn8QiQx1zdwpPiLxdDW4wyNT1dH3adWIDpJB9D5j4SqybK7AXMSgeDUyQcIYnGLDsADngNvXaGpQA2gGepDI/6ElH5Ur8iL88RnH4RMveJBHFOvum9LsZA59r0gtNgz1SPhMX8o7NFy/eA5DQ6TN3e73UwXNGw/HcMiBwAA02EVEZVEtA7/Wn25E1KBi9PeAtvW+HSegHT3rbkFd9gPpxFvnrxUeB+7IaeoqV4PHFNmSEYASjG3EQAAQByEWIy7OGJU1+EJA/vXSEE4E6KFE9GmcQD1bvQ81nkKxXliG1YR0ZJGnUC++oKxdPrAxd4+p4edCLDzItV4OecyKJP2Xjl+6NQnu+7ngRUOAADiwKSQxKqmDgsr7JowxAnbjLX+Lfvant7ECqKiIiovs6zqxNiC1/xAZGh/AQew5hS7bmuH0BeM4YQ9AHzGYTnEniHE67Kfo53lVKndcFD/QKygzg0AwHjwVxGVFSO+bgoEm3QDsYKICiJWMb0aKOIYb2gTcW8gFQSNlJwnYxRHjGrOiZbuSwL19QVjlE8dJjA7wAZ5xKSq12ba/YaxGdB6ldvElosCCxcQAG4JMQUI+CHEYtysIipOGJWXzX0VJ4yKxdZhVGp8ZXhEuNW+LcJszOycJ6xJZywuMyqOaOe8Y34upXHaHTO4f8Dk2AHk0c6h1/3RabPu78EYIgdFcgAAIFIgOqUN6tgBpUh/K6wFdVm5Ok9Y0xfFMaPi0lYMusyoOG7qXWkJpRO/iqOt2PsYxB+gHmRD/DFPam165fEn6MrjT0TXjhCBDqlSvNlUOzr1yQ4pcQAAAKwLECLwZS03ClP8OwFP//dY+8dzfq/VxJyIqG5qKm3Oiajm0l93mpJUCMGDyT/D9r853/4Hv/g+5wptGcl90c5+YyUsbwCAcGLPUGNEE8Kk7LO9+933IHK2SEoA+uDeh0REdHpzQURED86WOA2sc1OhLQCwT4gpQADoBrA7oWFbwZm1KjqzYvv9VvrRXrkXxLtu4YzKE071ilG94UT1YXcO9bWJmkysYE2q4RHTG2hC+OH7Ba153Xyv+XmiQhEAECWSpStChNzOOjHilcefoE9/9lMr12ByTMME0U/1wb0P6er1Z6L+EEL4AQAAH4SQigXRKT16j8+25E7Zf/PWj1tCDyuIPv3++nBD+LUKHeYT1hTjLkuiombEN3wnqvT+ybaId1Ex/9cuxMZepwy7KGBe830BqJYMc4nrSIhIO2EJgExBXVD7pCY+xJj6BRGon4oofQFFqJo5TnjdwQ8XEABgiK6Y5UpY8imihSqelSfx2GiEKDRVCJKJStY3tCmKVkzUgknPgsXE1qVgE81KF38lRCBe8+aEPAXBDIBUYiLgJx6LIUZMub2QBnZBso/sHpwtMeFh0QAARACKWceBikjjQ8iZ+3ngXsoPISaxkhEdEQlxiNdbMWj7/8JdtOcqgkgEEtnHi5IZwggQe0ZIKMSU+pVj36A/EhOA9iau66j63Z544AICwA2ppWJBnAFEcQk7Uz4bRCBAtK1tVVxUNt9zCrVSx/jmoiaRNOVMALEoOnJ+2AkhyIzAEHOMiPsuD6qUb/KhQQ31DwAAwuOFF15w8j7vvPNOcJ89NrHtzVeu0Wvfu2/0NV//ot1rfuNt+fchAgEZe06h/Z/s/deuPlGnkLW0PtH2+7vC1u2i1hCMgKMA+wtf/3xvCRAIQWZj0ZjjZel6abgAtE3xR7Q/TCH7YLcDJnHj2afRCACAJLh16xaKaA9t9iTunzdfubb3/10hyLaQMxVxXTIhCCIQmAprF01Xrr90kXa25zIS4lBNqEsErAbYQuAZE4Lavwv0xQcQVrshDQwCUFY3E9RPAIAOrtw4IFyGxJ+Yef2L/W4gAFzSdRk1biJGVHOqN9QSglqFqiEKOSHVh53d4Pfq9WdGDwSS/Ryi0KGwkPyewLL7B6KZG5IvBIOBpHbDzeXK4094OSIQAACmELq4FZsTJUZRSOZSSrnWEYiDpg4REasYlceMykuMqkuMyksFVSfN94pjRsWCUXHEiJXUmIkY2g5Mj4uuXn9m96VK6qdIz+H05oI+uPfhwVes8fKnP/tpVKlf0AOGyc4BhAEAAAAAjNMVQ1Jw/nSBEwhEASNijIgK1ug87bpB9X4NIb7ppJC1gXNoFuJBp+lAODTaItAUZ1D3NXJA1f3zwb0Pg2mbbt+d3lwcnKKdaoyeexpYhRsyH1ycBnbl8SeSXxgBAACMc/eT4Z8//2SY141aQCB4hCBEdCEKdX+BaFtbiJr0sc2FINTUGuLiV3DEfaKYcFjIxAoVJ4sPt4svYUU31szZOXXj2afp9vsfSWNU4A7scMBskPoFAACgzRtvDxeCvvvJhUDkQwhqi1NffY7oBz9Bn4EEYdSkiBEjVkl+KBCOoppTvSKq1xxi0Mi+N+eHnSo1g3wQyjXJxIwYRZ/b73+UVB2srhEiZxdQ0gIQ3D/jgx8AAAAYo53+da36ePfv++unJr1eW/SROYVMiUJDLiTxHnc/QSoYyJxWillZERU1o80jTnwNFUgQ28NO2/VVpjqDUqObMhWroCD6892z/RjRhQgE9497khWAZCIHBph8gTCdBgbmc+vWrUl/h6OsAQAuuL9+ak8IImpEou5x8CrIxJ6x9LG5rz/2c6SBgZxhBVF5wqheEtUruIFSwEUM5CMFKxbRKZaaSK6NAr5j81xdQFnsbk5vLvYmCRxbCEJmqvgTw/VBoAI+eeedd9AIBhEi0FQX0BCh1gcCIBdYQVQsWHMi/RIiUEy4PF3JN75jurZjJhUhwaYIJKv/k8pni4ksH2/lLgTZHPwoAD2PueLPrVu3rIksJoSpsdeYe+0Qp8wCwQTkBNLA/ALXVXiwgpqj5olos2pOFgNhIxN/kAFhh1yEBNQCSo+sV9ochSDxmYUr6sHZEmlggfPCCy8gSHeAEI9yFoJCd58B/3QdPzZdQCAfPv3+evBnsQlD4vOkIGixgoiOGJXUpINxiEBRPeyE+ANCoev+CWlsylIJU9YHkhSAuorsWLV6lfzR2AeBixxZuH/MB99j4o9vYeDLz6n9/Q9xwg4IjBdeeAHiKQC+A+mWUNIVgYZEodA/z9j3YxOGhAhUsK0ItMHYDZGu+wfij7tYM7W27rpkUncB+YqdfekNVeo3ZLdBp3Zm6pXt57iAbAg/cCVNE39cuVdUhR+V32+LQ3NS2NoilU7bQQQwOwYBAGB039ASRGRiyJAwFMtn+fT7a6kTKEZhi6gRgdjRtibQiohv8qwLhIedAOgTsvuHqMmIEdkxPnGlN2SXAtZW1nI8rrA72NtAdLFDTsX4YgROkP52AWrknDo3lv6lc5qXi8LPJk8X8yk2xJhaNCb6xPb5hj7P0M+EqBVlehgjKipGrCCq10Q8o5Sw0B92wv3jjtTdP+3PZcIF5Lvws45GkIs2kLQANHZDqtisUhsIe5/5elgFzG48+3Q0k0TOwbeu+0fl9ZAiBtEBpMfdT9RFnbufXIgzNoQgm6/tWmhQcZCoiC2+rn+M0IURFfdS0sWsGREriQrGiCMlLAjwoBGkFJ+7vA5Z2RjX+NAacNzCCKkXiMZxeBb3SAURq9je93DSFAAgF3TEFvG7NoSgWMUfXTeMav0ZgW2RQkf4icH5M3aNKRV+Vt7jHG3dQCuieo2j4lVw8bAT7h+3cRTixH5CT/1q4+s0MB9aQ1KrFISM+YSUBhZtShojYiWjojoUgAAAaZOqyPva9+7Tm69c2/vetepj4+8jE4K6P9NBx4UUk9gg+13x+yHUmFF1wYTkVFJh7Bp1PkMSTiHW7HOKgrZCEE4J87FXzkmQAH5BpkYaJCMAQfwBQeyFym1+/DZHnqD/AAt007/gLBunXecJ9Y3m0a77067/89r37ht7j65oIxOEprxODKiKP93faxcd1nkflfcyfe26vxsCJsWf1FxCrCBiC0ashBtIF9TfBLkQojjZdTj5cgG5BilgQMne5yq/ONo6QIyoWLBdcUQIPwD4p1vc+09+h+j3/iyOa9885FSesODmkvvrp+ha9bEV988QMQo5uuiKJ6oiwutf3P/vN96e93pjmBZCckmpip62G6hEbSCQJjkaDkyUC4lJVMlBBKpSvBlhf5wHnkZo7nkqonLBiJXmgrV33nkHLgW0n/c2TIE/+Z3D//69Pzv8bLdu3QrKSVWvONVrTuWlRlj2QV86kezUr677pys6gH6mOn5kP5vTByYcOTm7YMB2TyTcQBWjesmpXsXjBkrhYSdiIuBEQLjRvy9Z347L/pdjPVysvqB3EYQINLbLISqPGRVHdp7SQ8QAKiD9S05X+IkSTrT5jBM/buYa38jqAKWEzBljG51aOWPFh9t8deC0RiEM9X3e2OrygEC3SEUzb7GSqF7CDeQL1cAWQhHKiYyNj3b7rG/zQREotrGVmwiElR1oD/wbzz6NjU1BVJwwKgZcP3xDtHmo/jTp5ZdfPqjtMla3JBWXBgCmSEL46VCf82bOObIjAnUFhKGgP3URyCUmxB8Zr3/xombSUOrcmBA05b0B2N8sNfMWK+NzA7mE10SM0aSHieJh7Vz30lAMkLI4NCfoh2iWbhulngZWpXbj4macd5PKJkJXlthYKI4YFYv+Wj98Q7R5VE962iUTgQQQe/TaDg6qecTUduLeUBF/RA2gF154Ye+eCt1JtXnErQhAMvfIWCFhke4lhKAU0r98uH9s9J9o++efVBOBxN+MiUBtIAgBXXZuoGLrBopgW+nyYWf9kF+kzk2sI9l17Zvcu8MZA1SJLf0rV7CKg2AXRCKi+hEnKi6OU5/6hMQIRXPCV/M06/DHfEO0OefE1/MmvyERCEwTBlICY0Pex7riT3Twpi6QSRHI1nHhsYopbUISOaZeixB+uqenyQQhlULRAMxie1hGkxIWyElh/EKQWv21v4vhdfNFa97UlTRwAIBqGQc85FVrP7TToVFgbIie3lzQB/c+PPj+1evPRPH5UnYBQQACQS8K9Wo7yZzzZqYpmqLLturu9O5byotTvnpdPw9rY0+12m4E1YAftWBATugIP0SRiz9inlkT0ZGZ1zIh/pg89j1HXIlMbcFHuIK63+8y5AqCIwjM208xKk+I2LpJb/XiBtoKP/VS/mOfpQ74mmjzC07FJfnDRttCR86iB2qf6rG6zen4Ny7a7PxHauPlg3sfBiMCdQWq05sLenC2TL7vKpkyZxpbnYz0r/QRRcb4dsGmTSO28DVvniQ52Heyiu2sy32i0+ZRbW0TA2FHr63gkEmfbFw/3cCg5mRT+e6r7ZOj0BOjyKGSetd2BY0JQe3XU0kRC7GN/qg8jmrcfXNznscNxhpHNSuYEee03kTapNTydbjNw3mTFuZKBPIpiLRFJtPCW/ukNZOfBfFm61YuD/tRBRf6A+jHyWqNTo6HsWLQto6t1F4cN016mM3FkRVbu3K1FX96wOkWZpl7HHdOgllu4qCq8CNEH6J+4Se09ECXwmVX3Bgr6vzmK9cmi0Ch1wNSTXVKrRhy1xUk+363H8faKgQhKDbBZ+z6kxaEWBM8lies2dM5cgPVq/DEH9mJSpw3+9zyMUbAL0j/6o8T+06NlolkMeoBqaaBRbubycGeFcrNHSqcNxuG8rLhxZFtLcqL5v/HHrjXKxQ8A8AmJoWf0IjFsTYkArUFpO7vvPF22CKQTu2bVE/EUnUF+XAExS7omPr8KQtBrCBiTLiBarviDCfiCuFDMA876+aBp08XEABjdAWyWAUTkbH07tl+DByTCKQav1e20rNcq3yw4+UJ35hdHFVdP3vvjwcDAFghZeGHSF/8YcV8sXvI/XOt+nj37/vrp4x9ztBFoDZjIkfKx6J3hSATR8gT6QlBuQs+Y+2SrBC0dQNVlwqq15w2j+wUiA457av3mpec2CW4gEIRN8B0o0CoxZ9NfT5fTLlWa7sYm52M2j9+B3/XpmqKqUcH8g1vnDozNx9FxahYbIMspv7eBAPQbL78HNEPf4J2MC0YzCGEFClXws+cVLqpfTL0d321Clw8Bb6/foquVR/TtepjJRGomz7W5xSKSQRqixwxiUAqR76r0D09TEUIEn0soysEQeSZjm7bRScYseaQD8aINkvssYgatzvwg0z8Qcw5Hj+mGAfHJAipgKMbgPpguZHmEwjh+plyshjcPwCYR0f4EYRW02cImfgzWqBye4SyC4QINEZf7SDdmkHdY8pVxAlXxCQCPf+kmmij+3qqwtKYK2jnPvvXEIBcEWtNIVYxqqrmuPjNuUERiG2/FF4vmIedMP8EwenNBRFdZLjE4mYB+TK0r4xeAIIS6w5ZkTqTTH3tOe4fVlJzwlflZoWdW+AYgNTpE39kok9MzHVvlcfm56hu+pfJtC+ZCPTG20Rffa5fbFBBpWCxaVQKIIdCW7SZ087d39cRlsaEoP/p//gFERH97//6MUx4jmkLQjGIQcWiOehj89BMgWhWEdGKiNWHGlCIDzkZNe50EB65C0GxpUnlguppd9EJQBhsuLm7i/mktAiR8nWsVuun92Um/G07EIQYBKZie+zYrqUzpb5Pqn0ytmCzyp37p48pp4DJRKC5oo3OMeYmkYlAoaaC9bWHTBhSbTtdN5BoMyIIQaESS10hVjKqHmuOi69X891AxRGjmnNiGz/ZZVpCEyNiRxirIZOjECQ+s3BFiYOZUjNlyOJg2X6tnSp449mnjV5DuyC9qrijNA/F1BEQf8IY/Ns1yTpjC7NI3dLfTTQbgGIxT/wRGxMqONHEJ1NdVwAEobzRcYnE6CZrp2kNCT9d0ce0GNW+DtttONanYwt6ccSotFwAdIr7p5v+JVLGTLqIVEWOqaKGLqE4gXhNxNec6vX0NhPtpiOitcU3nTZWEYIgAvkjCiGIbd3aBVG9nOcGYhVRQYzqVSMCKW04J+xRDXxkKo7h/vFFt/7P1evPDB5wpHL4UewiUYzHuAM50QhAXRECuZh+WN/mtPgSIyppfuFlhdW1Pj9c6Nl2AWdba/CUTcSUej/SlysbJ1G95KMBnspJAnAH5cec1CDxtzGMlXfeeSeI07xc1grq61uVpzisICovFeYKP3N7xUSFgCQrHq1bD2gKMmFD9XdVEa/51eeIftAqWO/SBVSvuHRNnNtuus4e4QbSbcshIUi4gYjgCPJF8PWCmEgJa9xAcwpEs4qorFhzKhgn4lzvMBFeE9GaE21olhLU96eMNeIP3D9+6Nuvi1hzqhCSuoAS03HpqnSNEI/eqo06cXyRTBFoCEHuKBweR1lWrBGCVluXDWuKA04KigqicmFO/Nm97BEjvh7flLcnDB0xCEJQOtg6xWvK67ocVyqiixB/YjrG3VYfs4qoumxwg8Gbp+abpRkFqK/4sxB+TNcTmipsdBmqjTPndV3AN/OdD0Ofa0pK3dRTx+AIioNQBSFWEpUnjXhjwg1ERMQ0N4WsJKIjRnyzFYPqaXMra83RnDfCDyvzEX5iPWK9HWvm7ooR6V+CFEWgFIlCAJId+953w0EIMo939dPA6TesICpOmJVieqxsntRvHtbKG5Fu+w0tgqoBJYSidAQA2RgxvWlyeaQ80WHKV19tn3feeSdaEWjK0e5digUzXvB5c84HXYpz8C326AodscI344HuG2/vH8s+pW1U3UBTikPrgPpA4RGSIMQKInbEiERK2NrTdZSiDiVStVKOgYZQiTdTE4n2PvP19Eu0pFjwOngBqK/Bx2x47e9DDMobFyd9TRGB+oLDqcE96gnFj6pIoJNWOBUTqVJtIacr+PRa38mdCBTUPcKap9pFZdahyNfbwqkWUDkqPkViOhVMF906P1PdQ6IdBXADxYd3QWh7mAdjjGrGqV5zP1WdARgh9Tg0txPBUkgDq2IcZN2bakxZlf0copAa7UrvbZtfLIO/sQobrKMx9l6XCto8qolv5osAc4N7HYcHxCL3mLh/pryGS8t1V0RS2ZtziuNZ6tzizntzh0WH4mY5HhSJ+j19Tp6hGj6xuH9ip6lPMn4HtYWUqW4gIr06PyZOZhsS1SACxYEvQUikhLFV43aECBQnpk9PmhPcg3kgDSx8ohKA+gbTlFzMD+59OCoCtdXM3AZyCnZFVhGVx27En/ZGpHqsaOo1rLhSbaC5AaTrdKAf/mT6+3z5ubjHlEo7hS6Mjh1hGQouijW7ToOTBy725ii+oUEx+rXv3d+r55Oro2d+Q5N11VKkmuikuqjUOxoSaoQINPZ73dey4QhCSlh8dAWhNsbFIVEguqBtgWi0P9AH4g8Y0iBSKgZdpdZBOmJQ389zdQeNtVdMg79YmDnmfVZgV7JdVCBObuEbfnESj6GnVDr1hHyjKh75Dsxzw/R9PHcMxuICmtqOrNwWebZ9kKLGKTmqTp6+AtAuUS3kbKvmT/f9N+e8qdtkuT+rSwWtHtR7fTrkGBWnlfU5gVSEmilHv7d/r9tWKq8xlF4HN1Aa2HILsYpRWTQns9YruIFi5srjTxAR0ac/+ykaI0KBBIRNsAKQiUEkE3LGRI4HZ0t69+w96fWIo+dt4Et0UnX6RCOKseakL3bkT/yRUeyKurJtYHZR1FMEaVpHNHMzwTyedgDbQsjUMRaTCKR0z23rVRQLIlYwJx9OxX3YdQHNpesi6qaPqQgJYwKPzilVc/5e5VqImiK0xYIRs92n2zpRm4e8dwzK7jchqHSFIJlQM9Q2U1w93fcYeo1U6yqBcYQgZEIIYsW2ntoR0eYR3EBg2n4YKUzz43gcCR8uVW4DUqVmkA9CTrlqiz8hK7ysaGrwuEz5mnytpajpsN3VCwFIQwXivEkH2J0OM+FJl6uJK0WhyVrbFWQ3kNyNtbT7OJRFuZmXGBHbCgTM7XvL2qXbV6ZFoCE3UTutSEU0mMPQcfBzX6NLvXTjAiqO2O79dAPbPiGo3S99Al331K85/TGnVhBIG6NCUMmovLR1Ay1hBYqVK48/ARdQpORQCyjW+KbK0a41xRlERLsiyDadQKG2z9DADyHQEgWYWazpmEwE/UznT7YS7qGraC/enyEQpRaMB933JaPSoTukXrbGxba+LK/VxsrUBY9pDkPeHuuGF2WrY5JtUxEc9mdfAERMLQ1COHXmCEGqNYR8B/023p873AMWR2wnBG0e7p9+9MdfuUit+cO/lAfRfcfFj4lA7d+Z044yIegHkvTg9lgcKkQO0uOPymPDbiDW1AZaQwiKAZH+BeICaWDxUMUyoFyIHt1B2zeQH5wtjVxTaK6fWGsfFQtG5QnL/mbedxV1olEuHEPbtLOaX0TYlhwhYLy/iiPWONY8uEOKheTNONs50er1YQ2Zh385P8odE4FcNYEQiIwJQWzbpxUjVrnvz/454bBwsMwFpBpoywpHi1PEiPbdP93XmnMqVfDUfpIW3zw9aW7dmtNyVdPq/OLuEmKQTAgaSgtTcWiNCUUqiL+VpX6FUGsK+MWsG6gRgviKaLPiRMh+B5L9gMu4M1VSF4FS+XwVhqq/jo5VcAkpB7I4Zo3tHowHp4yILVhvmC1SCvYKVYcAT6P9iZqnkaxkxCqycuS3qXFCxKgsLy780++rHz00Frh1RQFZK7z66qvSv/3Od74z+h66ToH2xk9rHmPb/izYTnwNMf20PC5ovakP7qMhEUgVIfzIxJ/sptjSrdOrW0SXFYyOjgridU3r1X5n//FXjgfdQET7QpDKEfBtEUj89xQg/gCVsW7KDcSOmxqRSAsDAJjmxrNPR3OtVd+Gt70xNP2Bbr//kXTDLduMulJhZe6f7r9haxsOolyLQNXl5kk7MMPOEdJygYQA39BhsWxG9guuzt5sNoXImZDZWRiuEF3GxJ8pwVq7CfrEHhmvvvrqTgSaej1DAtHgPLYVfBqHTzz9ycrm3q7P9QoHj7WhaOfcRJ++QsWuxL+ho7WLgtHJpZLO2YbW6/104CE30FS6qVyo5wNsjntjJ4WJtLAFo83DGkWiAXAQX8NVFRZBO4BCHiw5FLYa6xtfgphYvCH+2Gpg/XpEtgNYIiK+Yc6DLdDP3Kf0qsLPmOAz9br7hKC2GHL5vykvhJ9FvPONcEnKRCAiNeeTbuHo1NK/Bk+oYvbHx5Dw0+X4pKRjIlotazp/tN9vfUJQ+/OJvlIVdaamhHXbFM4fMLi4eWgAACAASURBVHYPmBKBxF6yulzQ5hxuoJCxXQAa6V/AVgwsalmFWMQ8GAHI5w045P4Z+zuIQG5FIFYRlScRF3sG0/seoo93TAVoQ+KPTPD5i9897Xynv9iwqiNFpcBseSkdkbk8bhxLm0fmAh2ZCJRKsV6dI8lt16DTEX/aHC0KOloUtDyvaXl+KASNFYnWPS3NtBNI1JcCoH0vmBSBiG3nxmo7N6I2EABRxodAD9QAwoA2hu00sOKIUXHMIP4AEDCqJ0F1Garvc3+t/t5D798XTL75yjWpcCHS3658LY2lslgw4jVNetrdVzOoLQL1iT8u3T86ws0cxFrXPpHLdKBrisVxQdURo+X5fn0gldpAX31OXdBpp4SN/c2Y+2fqPALSx4YIVJSM6ISofsSdnugHhnHt/gH2YubUTBM6msCVx58IzgUUxK42JvdP6gPaRF/aEIEg/gAQD8NP7R/s/tV2+5hwFw29b1cc6v7umIiRCuXJ1gl0blYE0gn2Y0esceyIGXeJmRR+9tbQbX2gddWkhfHOsfF9QpA4nl1XxJvjBOqeLAeA7D6xIQKxS4w2S058hZQwn9gIllXiE8RzwBQi/StUvAtAPtVXuHnm48IVxarmyTXEHwAcb8I6BaDH6r50A7g+kaBP+JkS8KmmiHR/r+/kKpkb6NPvr5NxARE1pycWx4w255z4mmsVQTVxelhM9AUMrCKqDIo/toSfg03fUUHVUUGPHm4O3EBEpHVaWB+66WCo/QOm3jOmRSBWEpULRjUjqlc8jVNIgVL8CfEnzhgRTNwLhDhYXCAbkKrvDRfQ+KRqygXEyuYYY9R/ASAO2keDt8WVvloxbbHlL373VEnQMeEM6LtOca2pO4GItsWhjxkRb+pf1Gu1gCcWEchWSnKxYLvC2qYC2Snc/fk0i83zn/uETi6VtCqb2kDtAx9NCUFCBALAJsZFILHvLBixsimcj5SweLnx7NN7J08Dv+ScBhYaVWgNGet75ywCWbsBGJw/AISGEEaGntoLQaXPZdP39/fX6uLO3OKwY+/TFYFScwF159ryEqOSGNXLJuDhNRHf9AtCNuu9BdtMJVF5qWhOSTSk/7hy/sgQRaJ1TgsTyE4N69IWgVTTwVD4GUy5h0yLQMSIiuoiXRZHxacfxwA3pBIvf3DvQyIiOr25ICKiB2dLuv3+R3Tj2aejuP4q18E398aXiR4QgS7aY7YLiDW1KoqKhXIaOQCghaoQ1FeYuS/IsxH89Yk9uu+VtAi0Zf84c0abh7xJhcgZRlRdZsQKloTw0+VoUdBmw/dSwgRjQhDRsCuonQ4m/hsA09gSgVjFqCwaYRwpYfEjYhMUf/YXH8aOEH609o44Bt4/JgchchvtBiEQf/xtpExjfGMGgmFMCOoTWVwXeIWrYBrlJUbFgtHmUZ3fU/CtC7VchC/8PP+5w3wrnRSxk0sl0SU6qA0kUBWC+kQgon0hCAAbexcbew1WbI+KL2jnkATxAvHHPd14eYqIEguxuICqkG4OE86cKYPS5KBOAd+fx/SGG/gJSIbeA4JQfIjAru9EJ9UC0YKQBZkc6v9oBUAlUfVYQXxDaQtBBRFjRGxb/6M4Clv4kYk+gqn1gYQQ9IsHa2mgO6dGkE/3T6hrTkhOMDA0CTbzASuoOSVsQ3ADzcRVrDlUB0ik7whB4ur1Z9AxDnhwtty1fSqfp83t9z+il36tOQUsRPcPUeAOIFUhYqqIY0Ng8pUGlooIxcptCkJA4k+qaR8+N56q7w2hyO+4lzEkBLWFkxhP9oHwMz4/V48VRJxo/VnkQtC2jg9jRKxkzWmTVXynenWZKvx0eey0os9+saa6p49VhCDdo+MFJtyBsawd7euEGGTmvrPW962UML5qUsLgBkoLCEFAlb0xcv0wDrch/Jg8ZMl7VGsiF3NI/PAlxrh435BFn0kDdFv3J5Siz7IAWHwvVkEotg0mnEPh8voX+91ARPqOIF+kKvpYFa7Z1hFUbwuk+qoRtBVwVB8YCGcPqxgR50SMGSvo7HtuNSX8tLn8WEXLZXNSWJ/bYUgIUikU3ceQQ/DffPJwW5cprRNCIQaZ3TfY2i+wgogtGFFJVC+J+BpWoBj5wtc/35uKBCHITnu349YHZ0ucCOaR0d2hizy2rlhg0hboqzNSceS4POmlXGyLbAYSPBE1Qo/4twio+pwRoW+GUtrY2dzcAXVURKAurkWhuQLP2GcMEVdzFCuIqkuM6IRdPA3nZN3ByQoiKuY6dsxc5Nz5tS3cDKV0zeH5z30yWSBaLAoqC0bnjzZUD2zN/vgrx0SM6A//73mOIJnwI72HOVG95lSWaeaKd9c3CELT7k2bbiBxSlhdNiIQTgqbjq+aKULgGROC2r8LgAqmagENpTDOIUgbg6roEEohL6FghiL6xHg8LyuI2JH/1K924NR+eh6b6JPDhhFikDsBYShwa/9MRSiJxXEzNX3FZz8JgVrMXc7SV1n39LA8gstQ6BN3TAlKZcXo8mkzjobSwsZqokwRUofmi5wCbtU1DkLRYXvY3B+wkppTwkoivmpESdQGOpwXeE3bBwRN+yz/ym8jdZ0nV68/M1qYWPZziEJqtI9Mb9fLyfn0bN9o7wyvPB5OUaMhoWNMHEptwMUo+rQpFlsrvudgqhss9QlCCEzC/MwQgvwyVig6hmuPhSGXIshnjpWJP7acRERNWth6VdOjh/I9lkgJEwydGjZ7r8Md2M0iQ6yBEIL271ere4OtG4gXRKwiqldEfAMhiHgj0tYrTjRQNNu1+6cv/muLOaqnVH1w70OIQCPtkxMu0sBM1QFKdqfYbpyuGORK/JkzqbXtXrGLO6Nrp6jJ4Gkf1+fuia3eDzZ8EIJsMEUY6f5NCIKQKYEnBJGl7xog/qQzx46lbPWJPDbFn93G8aig06OCHn62oY2l+idKTkFoP72gnpCHvWxxUWeMb7ZHxueaFsYb4YcvtzptZOiIQX0/z1UYGmuvrkiSsgso5CPhJ+8Wrzz+RLBHm7VxmSaW4pHwLvDl/hly98T0JB2bO3mbhCICxeAi4+uL00yYhZoasblrQkUmSg8J1d2UMBDW/CoTeVRr9bh2/si4dLmkuub08Beb3iDvj79yTP/LZtWKkptA+eFf6u/NUn8YZgvUE3K7J7gQghjVy+a0sNzcQHzTpMT5Fn9M1E6RCTkqzhYf7hdfopPqZ81RFDMhAtmoA6S1KxTpXzHjUmUMWfkLhWLBmkKenp7k9QVGEH+w4TMVrLcD8bFg3vkmbc2p7tQtePQWKll2CaEQ9JjQozvHgfDmVBsneQlsiUNFwejkUiktEr0n/OwmncPaPVPrgoVyaERsQBByAyu2J9uWRPV5RkfG8/2HSiqxUmyo1AzyQcgpV23xJ2XDRCyfLemdoa/UL6CxeVyEJ/7Y+ruUApWYgjnXIpCKsOO1qPjWml2vOfH18JwJ+vvv9L+vjB0hrvJ+EHLynU/b4o1NkWgq7SLR61VNr58vG1HZEH3On5SOgPdJLoKQr4dCxVFzwu3ODZQ4vI4z7WuOoCHIreaNbvv0kVoaWAwiULI7Sl+BTLfT4QIa2DSe+C/8jGAlj7ZytelTScdp/9ypEMSJNktO9VLdjo7UrX7Wv6h3AhArWbPJR0CKudQgMteO+F6IQtA3N+dEBVF5iVFJjOoVp83DeZFgn/hTHDX3HLDUj9hvGIWVRMVx88BTxx0DzMZntvGR4hSa6ISi2HFQ4cYH3hbDAI59R7CST7vZEoFUa/x4TfniROvP6nwLUlpqU/GUk2+2whpr5rXyxOzEhhSv/ObTsZSt5z/3STAiUN/cKkSazfmh8Dynng8rG5HJ5lxu4t5MhZQEIZ+p4axoXO+83J4Utk7TJsMKIsb0yh5VN8zez+vb+RRdSkVwSb0YNJG5E+82n/H9+61kxI70XmPyyhVDAWiB7wEFF1B3dWjcPxB/0glWct/4BSv8iM2QgvjTdU3C/UMH7TFaB4g3J7/US07lMWue+ALMpxKGxBvVej1dEejuz590VghaZy4tjxmxwtzx2OWJ+WLQU92YJlycsYlIcAjN2P6KAtEFUV0060WKe3xWMWKbfqeTacFnb78jEX9gAgiDsbSolEUgk7T383xDxFacaLk9VElRCEry0YXvOhY4DWyYomIo3hhZsJJSO5oWgUIXf1SOokXtn2nrzJCLYXPe1HuoTnFyEebP+Jk7bzZuoCY65DXR5qG+I5GV2w2u4VRLrzXZLLy/6/UmNkEohFNCWUlUsKYMQr1Jzw3ESmoC0QCOgYegAFLXAjgRUd0Umy9ITQSatErE5P4JpePhAhKrwkUeNEDwkgO+n+5uzjk6wRJjIhCviVaf1lSeoF4J5kx15jh5bLmATAbNrCCqHit29wjVfDBIZIyItq4JV7z44ouDP79z506w46crKPkUhLB/Gb4P2DEjtmncQEnVBtqmQ/OiOXSCNjTb+afCquP+gfgDUtQC1re51EXHeSMClQr7Ta1VYY7w03fM39gGesqGHDd/uBQLt5s4AGwGMmP4Fn9UCj7L3D9I/5Iz6Th4TrR51HQCRCD793YqiNSuKbWAVP82hLmTFdSIO4G0+5jwo/t7fbgUkHyeIvjNzTlEoLF7YOsG4mWTzpGMEMSIWEVUlo3rj9fbCBXPpLKk64bpc8ikngbWp4eYgnMivqJRFxCqR1oEqWCdtaBCAJRzQAMOsb0pr0cyCyD+6DNVBKrPOeY/zJM7VI92V3H0hFQQGqgxV0CSMSQqQQQ6nDN8p4Ht7Y+3tYF4SWkKQSVtUzftrYEwAKQTJ6ckAvnQAjjnNPZYxepqYFvliu3mzz0NrDwu4P4B2Pw5WwGIqNZ71AbxZ9q6o+Ji5XVjhYcIZO4eTgVbR7vbcAJlMXdGSltUCi1FDU4gNaRCUJ3uiWG24j8QFjL3T/ffMEy4pcLND1xQHJkv3IgAB4ABwWGC01rb2dIC4pFCn6yJ6AjtgDlRzhwhaOhvTdcFSlkEEsJJ16HTFVRsOHhMIq4v5FpFIcwnoY7jthBEfCsG8cTqBFkE7p/4ST0VTPUkPNmpdiox9+j7h9AIpusAhXTzIw2MLgo/AwAcqg1uc+274lFOgpC6C4gTKuCPB2W5M0es6UsHs1UXKFVSEE7gAlKbb0IWM4Vrnok6OuXWEbQh4hvU0xHrb4jxH2gYcv/kgkstoFiobTOtCUDd9C+bHz6mmz/HNLDyBIWfEQQB9ztHRowNn65z8lJhzT0pcxOFIAqZEKom1QECmOscMVQTyJQbKCUX0JWvVd6PgjcB3D6JL+lbVxDRhQhUr5AeBtJAphOgFpC6U4iIqDhqDltSet3uN2ymUtkQgZD6FfiCVaLwMwg38Ey5lgVjRFSy0TpAc9yXuvOvTdFkqrj0xttmhCnRFqbdrCnff8AeYylh7d/BHKouAoWe+hU6cAEZWt+3YlBRNSJQvURqGAgPXfdPTlkz69ucjm7MiI/Zxf+zgoiJU7YVX9KKA0jm/un+21YHh6gUdgd0Ti6gEqlfAHjaIRKVC6L1yt5bdMUOn4K8EJemiDnO3DwM8yGEH7fYdgPZDJ6FIOPq9Kru+3QFIVfiz507d4y/l68TwGSgILTZdb5YNDU2N+e8qTMH0SH4uDDHfgCHFJeZkTmAMdKuLhB1EeiY8z5zEIGKI0asQsADgLe9YcGoWDRPB13Q535xKQyNpXj5TN/KuRA+Aj5/2DplrN23pkWg9rHlMmeObUHDp/hjkpCEnzahiUCxu9lYyag8YVSveLPeIytMW4iAUGRXtFFt365pIuU0sPMf1d5c44MrwxSBYsj9M4RuIejYUr9ysbXJ+iXUDQgCJZA87MKF50oEkmFzgRtbC7rOIBvij+rnKxf5COKYx8JD5gYKMR1sTPCxXa8n1npAL7744oGA1BbSQkOMF8wVhpb7olljWLFNCdvk8bnF+js3LhyK0VIWh1zEpnPbL/UTwbzMFycvFbxvI21bAOoOujkCUCwDo/2Zh9q33Y4x1ZQYmoCnbkJ8bMZ8bpiwGXK/Ac0CTrR+yJMtGDl18+dqfi0WzRPalMBcFSdDTqC5QtDUObW9zsucPzIByNY6HYr7Z8r7yhxEoT+EC2keSWJPwJtDQHN3A6FGbBhMjc9lwlTMItAH9z7c/fvB2dLLPrRN76rgwv3TdcVMPQ4+1gGRUhqYykQb01M117UHALAOI6ouN4nC9TmnepVW0ciQ6hEdNH2ZRj00CD5+A1NT7W+zLtAUJ5BsvR1ag22e2uVL/BFc/xd/RURE9/7h1yf9fWwuIGBnrWds6wYqiepHeRaIVo0nIRTNaz9bbZlK5kxb+AkJYytCV/zxLTYAQn8Y2gxi4wRSozhmVIjUsHO+PVK2eUzITT0t9PzUccwW7uSJy7ZAZ7lg2gX6QgLCjx9suhHGTglzKQL1FV8eWntTW5fv3LmzE3/mEmMqGOYYS+tPyYhdZsRXnDaoDaS9F8gt3jS9L5pr0IhVBBoTfUwZYObQrAZ1YxWcikz8mVrsSbcRTm8upA199fozQQ6KXE4Ee/OVa/Ta9+4bfU0TRzUP0VcbBCIQSJniuHWW5NY6bk4FIuJragSmevsU0vEG1Ie1lhVNEfwCwg+YGBC7CpT73EAmTgibSijrbayFn8W123jd1Im9GPThYtS4gdiCEZVE9XL7sAdCUDD7h7bIZDoe9FlOxEZ2zrvffY9Oby4Gf8dX/K/q9AlFn6jqJSe+PNzvz3H0zO30IRFIVY394N6HwTRyd1Cc3lwc5P/Fiqw/3nzl2t7/d4Ug20LOVIaKxEIEAgjWJ7Kw99L/5qcPw9lnMyIqGZWL5vS1mIQfCD1hoBJ4uhSBcgukfaSp9zl/rv+Lv6I7d359lgjVFYHgAsoY4QY6aR7I1EscGQ/i5MHZclAECjXlimhf/PHtbqr4uVkheIr4I2sEmQika8ULeRCkwJD4EzM+j4kGAEG7Ov/bE5f2/vsPl488brBZIwIxjB2gF/iGECzbEIFAeOBhltr8mOQBEcINxBixE0a85k0K+AZ9DuzEhLmjY0RxnQZWheICnKKEycSmGEWfsTQwH7mBJrGRDmYbmQiEjRNA8B42f7w4QSOAKJgbYNo4Qtu0CJRsIG0ApGfJxzTWNwe0haBLjPia0+YcaWFgOjbFHxHrtzWCrrASWuwfahmaNoPRbHVj+FHm+jaXdtKcTu4TgWI99r1vULx7tv85Y6sF1O2PFJw/XeAEAqGATTEAaQW6oQbNvur++MbF6V9t0Ue14POdO3eMpoEB9TXXlnjZHmteHyoKIeiIUXHEqF6iUDQwg+0Y/d3vvrf3HjEILn3t5KsY9N7MMyb4uO7sKQ0RyyAYczzdePZppyeruebuyB7z+UCd6HABIQhzsfEEAGDO0X1dzB3hMUX0af/+1OPg26AWUDj7R8GVr1UHoqPK6XdW2IZ+xTEjVjHanHMUigZasbptPSC39nQhAhWxDayUBleuN8kbbzcCT98XUSMQ3fX0IFK8991PiL76HCYjYJc/Ko/3vgAAafHNzbkTwTlEUTvGOc2U+0eILnWN2hgxjmMTY/fT7693X0SNuNMVeNo/9w0riarLjMpLjFiJsQj0Y3TEzHF8rskyczf9K5UB5pOhNLCQ6wC107+uVR/v/n1//dSk12u7f2QikCl30JDA1BaikAoGEBgBAGIMYkOZ63Jtj1DEn9hSwWJ2AumkeHXdWKEIQUXFqKi2aWGoDwQUcSlmdNPAYm831yeCTRKAbIo/smJPIC7ur5/aE4KIpheClok9Jp1BY2KS7Oe27dMxbHxMFQrNrd4ERB8A0sa30BHq+pGLCNQnstR1TUVRaKeB2RQpQk9nj1EEGkvjCqb+jyLFYpsW9qhuTguDEAS2IPXLbtvaNn1UjBHxmTe0y05PbYB1Vb+2CyjmOkBCBJrqAhoUDXBSrRdsHBF89+dPehGBXAYiEH0ASJcQRQ2IQH4Q4s+P/lMT5P/Gb1ZUFMXOBRSaCATMj9khUUelxk+IohAriKrLBdWr7bHxyGiEQOEpM6cbM6fkApK1sU0RqGCLJueTiWrwtP3/Yvv9zpfpk78AiIHXv5j357ch/uSwcYT4A0C6hCxmoMi9H4T40/53UYSRvm/jZDOgjqz+T0wUR9vaQBXbFY4G84P8FIAWEF8bFsVie0MfN1/FCaPylFH5GKPy8v7X6m3utSFyKQAVq+un6/iRpYKBuLj78ych/kwIcCD8AJAuroo6pzxHhoKpmiuq9XXqujZyshfIc7z6hpWMqkuMymNGrEB7AP+xecolY2wKhI0UzYiKo/g6HYCUAwzbm462sCNLw1IVfmKr42MzcMNGEYC052Wf6NYPSflIbVvtOoe2+6fNiy++iFSwgPdCQBPWuIFYyZq0sBWKROeEb9eSj4LJKX62YmqHQ/wx3+nRzP04GjI5umLPmPjz/Oc+2X0BuH4ASDkA9en46R4j/Se/o3/9oc6ZIeAzJWfMCQSnEAg3EGhigWKxdQMhLphN3ynQYDxmTkkQ6n42W4Kb0sqHYk/uGToS3jfFkVry71gRaJ3TvFwUfr4bmJbh68mXivgTczCXUvACAAh7rphDn+jzJ79D9Ht/pn6KE1wUfviN37zonz4X0L1/+HWpE0iIP6jbA0KGFUTsqEkHq9dEfI0i0SkDM0g6THr0gQ73A6/Jf84tM3MNdz9RF3XufnIhztgQgmy+dmykLP6YAEEUAGkSklNmqttn7POFNn+FdCoYf46I/WTea/zGb1Z7J4ARDQs4QgTqcu8fft2L8BPD0fAYqwHCiFjFqCiIeEFUr3hzZDyYxZXHn2juy5/9FI3Ro0WE7vwJ+fqqKQ3uuzFTLgbdPRK+zfn/U9PRF5tC3b6EIMaaInBz0RFbxO/aEIJCF39cbtpTF3/mbN4g/ACQBiEHcTaEH1/rSYzMEYFefPFFunPnzqDw03UBER3WA0LaF8at7fklNGwedQ3MEbr7x5Q+kHJR6TaVboe7JuViT5PYENWPuDcRiJWHxz++9r379OYr1/a+Z+P0L5kQ1P2ZDjoupNzJ2fmDjScA8QeQsQRnKuLP7/0Zgmmb3LlzRyrg9H1foOLaGRKBdF4nF3EA5CUsQAw65MrjT3h3AaVyXH0fIesMtu6JKLyeOdUCGhO8OBGxDRHfcGIFc3txbLwAdLvuT7v+z2vfu29OjOiINjJBaMrrhBy8+N6w3/35k1nV/kGABEDcxJSuMUX8QaqOYX6ZiP5x3AU0JgKpIBOB2j/zMfZMpMClvg+KjRhFPSE05C4EifSvkGPVUPWBUAltTFcqN2JoHZ47nIhoRcRLtzWBxtK/7q+fomvVx1bcP0Pk4OKBCOQmEMQGE4D458rYAjTVlK8UxZ+gaqu0RaAeoWfoZzrIRCAf4s+jX9nu7/4ec0dUY1Vxbmnz0Ws3grrGp9+8rRx/hhhA50LOWkDKYy6aXQRSwbq7kO2XS1oFoK98rZIuMLJTv7run9e/iO6bGthAoLATDKJdAUj/Pg8xQPPh+sFaMoAHEchLUHeNiI6afx//cyL6+/CFRYxbvbkldIQgNSQEdYUIiECO54m38jvSLZcxVql2eqrFnkIkSLGLUZNy1mMAktUBSok33g4r0MEmyExQiHYEIM17O/TgbEz4adf5ST3dy4uzghNxTtv/IWI/JOJf3v6sJQLRL+7Qrz1mTwQSmHb/yFLV7ty50wg/W47/OeaS1OgTf0Jz//Rd25gYhHpB/uPTGGLmG88+vft3+0AljJkLqrEbDATSUTf2lRdWuUn/6o6FoY1o6iJQjsRa9wfiDwBpkMrRy6EJPzm6KUadEd8ioj/Y/nsrAhE1wkkfc2sC2Uj76l6v+O9H1xdE9ZKIiI7/S8wtuYzvkMUflWvtE4VycQT5KgAdc+rX7fc/2hOBgERXUPmlUIs95cquFg9ze/OrbKBEupcQglJI/wrF/QPhwkywiPYDII17OaagDI6f8XnZZp+rpMWwLxDxd+lABOLPyX9fpXCyiaLROq8hE38eXV/s/vtA+PlW87lPf6skvuF7G03GyPo+E+PULjGJP0OfIXcRyDWxGUGgD+hTjXV6yIpfTmlg69ucqhvNglwcs9HTuEK9+UMTU6aQyub8+c99Qnd//qT0+6kFixB9AIj/Po6JGISfLFxAnGiz1CyY2OME2v234B/VUsFciUBtp8/JveWh+HN1efA52Re2e8zP+GHDUXPya1ExYqX9fSfG7Pz5ps0k8efn/+T+4j/3S6O/MpQmlrII5Pv49xi0gL64GQxTuQj6gRmKBRGrWJP6ZfGpjIlxYPLYd2BPyIj5aHeVgBEbRQDivodjDcRUhR/fDxRCCqhNuyvqNafNI04k2dIIN3L3odTOBdQVgWSMFIy+c+fOziU0VQQSIs7JveXo7xHRTvDp/o1M/BGcvFTQo/84bd+Xo1stBkbFnz6hR0GMMU77WhTFoNRFIBvCz9Q2itVogTSwYarYOr2r8OXkAioWzJsdt6+2T45CT/dJCzZA4QWNEH4AiPsejnlN6BN/Qk3zStFVsXnIqV6NO39e/6KiCNRHRwQiOqzrI1LIdItGdx08Q7+3S1PbCj3nHyx2f9sn/gj3Dx7+ZoYQXHyIPTLEdfz8n5SvLQcRyBeYD/KAnbxUcFmHh5761SVVEaj7WW1Pbt1xoFLUeaoIFHo9IJ10NVeb+VyFDZ1gEeIPAHHfw7GQUn2fUObNueOEb4g2j2riG/Wgpr0Xaa/7/N3tP7oikEwY2qaJiZpAL7744oUw88uHPxe/00fX0SPcPO2/Eb+zE39+WXJNvyy5droQf+by2H9bNg8nMxqrIc5l2ilgP/+naQKQ6RSxvmtQdAXJagPFJAK15yVbbhXdU7Da13R6Uy5AX73+TFQaQYxjwzbs5KWCyxbG0AWVbgdDADI/GRGR8qlefSJQ++9lvxNTUegxQcj2xj5kYSOEDRGEHwAwLSnh5wAAIABJREFUD7gMtIaEn7bo42J9SGkOnTqO+IZo87AmXo/vbZRfUyYCfUvyPSKpyLMnzvxjZwPeEova7Ak7v9y4eYgaEUgIS3uvLV5/DEXxZ2hf1t0HnfzLgspLjIoKIlAo85JAOQ1MVwgy5SBSeR0FIShmESg0Aag7T/YJQEThiEAf3Pvw4HsPzuQpsxCALpDuSFDsKc/POST+XKs+3v37/vopY+/5xtvxiEB9TwnbC7CtTT7EnzjbBoAcyEH4EXM8TvNyM6dPGVObR3LxR2z8p4hAB+lgrdo5B06gkVPDdiLNVghqp4a16f798dXlTgSyJf7oiD77F0tUP+JUPMZwYpjHeWkSn/uli7QrHTGnnbI19HOd1+n7m256mOT3kA6mF+f1tYvu/CgTXkA8VDLBIUZSrAUkbi6hwD44W3qd1O6vn6Jr1cd0rfpYSQTquofefOWa1AUUkwjU3iy5EoEg/sTTHgDkQi6ij06QFUph5xypl/wg7atLe++kE+zsiUBdZCLQGJKTxAZ/hxoRiPPh35FeD1Gv+NO379I9rZXXRPWKO00Fw2lg47RFkV43kEzM0RVwunSFobHXE0LU0O92r7PzexCBzCOLqSH6pEOVUrEnMTBDzk3U+RwhIkSgMfpSx/pEoD7uahxS9fyTbtvCpQiUcwCITR4A+dzvIdN1/3TTvHJbA2zP+zpjTqXgcxtdMWgnAslQKRbd93sdV9De96jnd4dev+e/hfgz5mSe2ob1ilNxlI8LyPSJdbZ5+s3bwylhbUFFV8AZey2TdYPaYlGH2EQgV/H3jWef3ksDU7mWWA0VIv5/9yyf4+Dbfacz1hkR7VbNFIo9DeUrxk47p9HkhMbrZhSc/+hiEHXTv9qOH5kDqCvqjNUOkolAX+2xTasKO22xyKUYJNtEmdr8hyp+2Nz4QPBBwI4xgXETGjIHEB/YWJlcB3K911THIt8QrT+r+ztkbCNcXHTaw78cD8p6hSCiYSHoWwq/I/ubP9D43e5na7l+hPgzR/jp3XsyouqxomnLTMZqKHNle2769peIfv+v+393tC6QDJng4vsEsYG0MVlNINNxk+nAnYisHlk+VgcoFQFoSB8IcQyYHkfGBSCieIo9pSoAyQpazR3IvCbiG060bgbB6q8vdk86ApBMzJlyepipNDAfQpANESgX8QfBPYJ3jBmMmdARQZaqxsAIApCr8VkvOW3O+a5zXDvbewUhIdx8a+BnQ4wJRt8aGH8DtX5UBSCtPSYjqi4zYiWKQfuam4gaAUhgXAhqMyVlzCQjdYtiEIFCFYBSKqfi+iAlX2NnymdU3p0g7889e6LbdTJaDJrXRHzJia/pMK+8hWq9nzZd8UekjJksHj1EW/TpppDZEoR0NlUxB7gmNjsI3hHE4/OC2LjytUq72GqMqWCh1VbRTbXxUdagLbbsiUEDAs3ez/5g5OdtF9C31K9FRt8+5dJXir394VQ3FQiHITfQaErYGEMpY92fe0CWDibmhxBFAJviT4hzJvDPbmeSSrGnB2fLZI+EN3kiGD/fij+Wr1kISLLi0br1gKbQFXyGagpNFYfEa371OaIf/GT+5j9V8QfCDwQQAHKBU+MCQj2g+YyJQI3rxN5uRuZO7hNSesWgIVQEnpnCTx+nv1XKx++mqeszVlgbhI1wBMmEoNkikKAr9piu+6PynhLEZ+tzA/kEoguwPbbGhM5KCAsx0lfsKcUTwfo6eYqSzVdkTfzpS/0Sws8UR5FJ+kSeu5/oFZxWfd16zamo1C3RKYo/EH7ct3ko6DgmECSD1BAiUIxzT0zzNiubOj4yscLWCaMq9XRkosxgIWmdz/yF8WsTDF3jg/9rv9FO/mVxMXi1OwLnwIdKnxDUFUesCEKe6XMDeVkT6sN5KiT3T2qxc9c4kcLJcLI+k5lDxj7r4I47ltO0TDpjcqBecSfuXt9ijw62UsM2n3GqK07lcUGsjHfMQMRxH4DFTg7pMiAtdMes7df1eT/ElgpWLBhtHnI6eanY2yC/8bYZEchUivdUp44qss+qU/z50X88dCaoBkw56j+xnQY2ViRa6ej4SAjJ+cNrIr5qMi8I5h9gmCk6SJWK2peLCDT3c/JNz+RjeOFWOSo+RWS1gPiaaFPXVF4aFoEgsoDcU7sgAgGXY21SAE965gg+Y4kdu0bb90pMTiBWMiLGpZ1jsj5fSHuNOX+j0yYqT83bJ6m5XjOxd9JjTAQSGEsR88CQ+OPaBcJrovr84sAd34jPn7r7py9ujtkFNNRn4t+qGkGyO22kgfVPRLIZqOgZCaJ+T5+TZ6iGTyzuH2cLwJJTeUm+Q8IGJm9iFH76glNZsdxrb/wz+Rzx+n+Wvq5uwV2IRmDuuNUSG2h4I88cfxab4z+kAHvIbcEYUVExqld+Qqyxk3WG9mlT6oH0CTiqwpBOmpjKZymOkf4VE+3TwoiGi0UPEZpAFGK9H74aFn/aJ3QB4EojwK458Q4+oObS3So72t/Svva9+wdHwYN51GtOxYZFnQoGzAdXqQXROgH2tTf+Wa8IpHs9EIHA1DHbpa+WXXt97CyhB7z66qvSv/3Od74z+h66hyO0P1vq90GvCMSIigVRvboQKGwUWtV54Kb6u2PikQ5DQs6QOKRT6Pqg6QvSqnUIwkP1+PguQnDxLQQNCT9DhbBtw2tycuDOXFI3TKSQJTTVsdWnEVQpd3CqLiDTA7moaFCUUHXyjG2aXaBayNlWzZ/B9+eNCFSW7GBDC/Ii5lQv03VS+kSgKdcFEQhMGbNT1q72LN4n9sh49dVXdyLQ1OsZEohs3Aex1ANiBWtEoGUTbsVc7LPv2ueIWjJBZ0wUGhWBGFF5qcAkkxCqKWJt+gQY38JQ1+nknA2Fr/5kSArFoOdqBNgtJ97BBxSH5vU+8afrApod6HVcRN1N7N1PxoWZMYFHVdjpex0dYWjKqWE4UjVfcizsTCRP//rJN5sjYp/7o1/a/c6QCCR7DROiUWp9AQFMj7nrm6rwMyb4TL3uPiEoB0eQVARiROU2FUmIQKlhWhhqCzzaBaQZUXnJv6sZdYD2ufWNXzn43st/+vdarzEmnKgKRD5TsoY+Q2gCQHXDjoNufRvqUwroun9U6h4ltzPIxQU0FVYQ8Y4GxLbWXVlRMNMi0JCb6PknzQk8YwwdBz/3NQbh+wcDY9OSNqkXdW4LMzYEmb7aQeJnuYtAfYH/1KDf1ilYQ7gWKEytZ0Pij0zw+YvfPe185+NJ62TfZ9FNG0shyBbXszfPMqLyhFF5zGj9i7qpe5gBJmoMaRXL3oo/SP0KY84fQ4hCukJQHz7TqlSvLQhKkhaNsyX4TBUUciDWYtC2+gqPCxNBDJDRkxpKIlYR8dXFf49VrBQbyzkbZ9UaQrZSs1Tx/f4gDXI8zUuINX2ijHD9yL733B/90oGgMyT+tH8nNxFIZcPvQ8iZ+3lCcqpMrXk3VN/n/lr9vYfev08cevOVa1IRKMT2NU2fG6g6Lahecdo84lmnYXT3hbMDCog/0WJLCOoSqjDk+rpY0cRctPQzBfUJTXAGxRXbt1E1tYwJXknuCHI5En7yhHTEiNWc+OYw/UvmAhKMPWGUFY4Wp4h1N67d15pypCkAoZGT8NMn0KgIN7qvCfaD+VQ/W0gixbAL58HuX223jwl30dD7dsWh7u+OpYalTF9doOKIUXHEqF5yqld8siOIFU2NIWdHvHEiXmtcr0Y8N1cQOjotvBz5DsbXA1n6l4xb3/gVYyKQjKBcOAHEXLzmxNYoBxSaPhBbLaC5GU3tz5uFAwjFoDuTUdkc2Vk/4rv0r+7mYO4TIiH8yMSfvFcC7JpSI0e3D1Hj9NERbES9H6LDGkBj6P5+TvQ5P+ZgW5DvSzWxIQJ1gyTVtGbxAKP7t4I+4WeKe0h1fez+Xt/6KhsTJto29ForQ8fEFwtGxYI1wgqn7f+or9uMkXvRgzPla+Wb7YlDG37xGZnaluPSV0ac40VT56c4YhB+AubbXyK61fmeEHlUhSFgYdtfNDEXL5rj4KkVXnGdaYW1vmZej0lRAdhh6qlfYzqBEIGQAhY5U9VMVhKVjzWLuqww8dRjVNub69xEH5X8+fbEi/o/8ZOr+GOCqWJOrmKQ7GmvmGv7nB+hOiuHCsuG4ARqP8Bor2Nd4Ui0d7vd/+J3T5XWvqlpZirXKa41RyeQShDViCIsqWsVbm6+YQffA+DlP/17iEA+b+WCiB0z4kfbmKvmpDwLFaz5e0P3c471f2LDZB/1mUWSFYBQDFphQqoYVZcZbR7x3hMzVMQk3cLRqaV/6RROZNs7DuJP3ED4mcdc8Sc3hsSfmFE6ZtoCKnXthKAy5GLtq/WjKu7MfUgy9j5dESh3F1AW+zqIPlny7S8dunzaKV464k/7d22miWV5fxbiQbAfARriT5xlYubqF7LPDAdQxoNZHJdanpg/NlUmAqXyNHJywMKIihL+6ZjJXfi58rVqT4wYSgP7yTf/abZLRyb4tF8Tp4ANB/wxIBOBXLmAVIWgvsLMfQKODfdrn9ij+16h1VqyQe4iEABE09K+4BICuRF6HSAb5pVHb9VpC0C5uoB00sAE5Qlr8sfX+iJQX82gtgjUF5S4dP+4etLc1/asbPLn4f6JEwQUPQGyRATK1aljg677JwXnj2wd8OEEaq9VQ23bJ7KYSOPSutcCSasO3QVEBBEIYKwNIXP2yMQf28WiQVrCAogHOIASZUwEKo4PnSjVZUb1OdHm3KwINITPTb8Nhtq8ugT3T4wgiNin6wIi0i8IrYqscHT7PcE4dz8Z/vnzT4Z53TacKkO1h8R6pSOwhVznDvV/AEiX7hqs6tzpE3Pg/MkjLgQNIZ8G5qqfIAAlOpjHKHryxItjRsUxo805J655ZKqJ08NiQmeyKBZw/8QGhB89ZK4fE2lggrHUr9TTWqbwxtvDLsu7n1wIRD6EoLY49dXniH7wE7tBkmBICGoLJzG6rVwJP3ABARAHcPAAEAc2Y2jh+BJaQfI75hiLPdn+rKwg6fHvbcpjRnTcHJlaLznVay49LaxLLCKQS6W3OGK7OksgbBAsqCFzATHGiEuOKzYpAhHl7fzpO258qhOlLfrInEKmRKEhF5J4j7ufuE8FG3s/XUeQL3y5fWIRgTC3g5T57/7Xee4dE7WC+gpOQ3xKX1iAPmD3Gm2R3SPTnE4D67O0FQsNMYJduIKIU3Ni2JoTDWSJhVxMyzXFEaNym/oF90/YIECYD2vOLCbO+e7fplLDhoSfXN0/okBxm6mFoGViz1j62NzXH/u5i4LFKiJQF9ei0FyBx6awFoMIJNZfzPFpr98+x2HI42uojo9M/Bk7Mn7qz3zz+3+d570hE39Q/0c9ZvbVT7b7CJ757CK0cffP0N+WlxiVxKhe8qZWEEeT9tEWf0D4m0egRzcw70u3se3YyT31S4hANurRhFofSIXueBxKhWv/TEUoiaW+jstDFmIAIhBIgb61VjAm4Aj6xB+QLqc3F0RE9MG9D4mI6Or1Z9AoAeDSoSWcT1nsnHM6DWyssFVRMWIGNIliwahYbIWgR1CB9hunOVWtqCD+hA6CAXO008IYY87eE6SF7xPBxgpFh952vubRWByuEIFAzKiIP+L/pzh1bDp4ck8NUwnyXTtQcheCQk0Dc6FRYPecGawkIoOxmRCCNo841cu8hSBWbNPlKnbQxkj/CgsEAHYQgszYJtXU++RK1/Fj0wWUAlOEke7fhCAImRJ4bKTWxSQCAQCmoSMqhSzy2BZapjo6xN9BCHL3mYUr6sHZ0ksamOvUL0E2u+gcikG3B/ODs+Xe4Dp5qSBWErHSzpP58qQpdFyfNyeH8bojBnEizinNlLGiKZotE35AOED08cO//8bJpL/7n//00e7fcPoA3yCdSm2ORT0ggPHnhm9/aZqTB0e+2wncTb+2CSGie41Xrz+zixWH4sghYheJVD5jCmNoiC98/fP5OoBSSgNTHcysYsQsC5vFsVBAJEoIJ6rXnOo1Ed9wohiL0rc+FiuaOj/FEYSfUDeDKTLkrglZKGkLOoKp4hAAU++RXHGVWheTCJTyOgHyZEzcGav7Y0o4cun+mVLc2eepWN2DMfrqJM51A/V9RiHgTBVCQhJQbOCzGLRLXQKPVSNl7AaU1QJ67F+VfoUKJgQTIuKMOG+EIL5uTg0K1R3ECta4pyq2tTEREdvWUoLwEwzYyO8HvqGIQTLhR+VnQGNDOZL+pXOal4vCzyZPFxu6B8BwO9maI1ATCIBwmCPGmBJydISp3OoDCUFoSAiyIUi0nTypizpjtLNmbLb5WNzukqwEoK4oMnXA+7K/qV5v3/XZSv+aBCNirBFX6Gj7jSjQv07URbADNu1qgbCpIM9nYD31vZE61ogtqqLO3U8uxBkbQpDN1yYi6UMEpG75m58hAtmZCzGv5b2mtxFiSZ/AMiSmhCC05JiOdv/1/3zgAiJqhCBbItCYuKAS16YmEu195uvkvEyMTxcaUUYCkKzY04Oz5e6/p7xW6AO6K3gxuFVA5AEFNoD7G8Af//jH9Ku/+qtKfzMnaICrIl50xBbxuzaEIFviD99snaT1NrUYgAmELAJNnX9lfwfxKD54TaMOeRNizlARZ9nP2t/TLQ5tUvj59pfc9odqyllbsOkG+0MikPh5yPFliuRQK7hNNSZmoNhT2Oj0z6c/wJMjEBcQfcb58Y9/vPv3kBhk2hGki069H1OpYak9LX/te/fpzVeu7W8Yq4+Nv49MCOr+TAcdF5JyULQh2pzXxDcXwVF3kw33Dx20h8vTzHAy2Pz5SzZnD81rXdHH1cmMwDxC1K5XdFF+IAGGxJ9Q07+miD5j9IlARHI3kE5NIN/ukhSwmQbm6+SvNqM749QFlAdnS6WGD60dcjqqD+QHhJ9pqIpBU4KQNn/zH8b/7r/+Hy/+rVvs+d9/42RPBFJ5P9n7pky77k+7/s9r37tv7D26oo1MEJryOnPZnHOqzzk2vAbubdsCKVLBps+3qn3TJ/p0wQPAeOA1Ub3kVK/k9TGnul6mCCy6bp2pIk4o4s+UotJjQsHJS4V0jRIij2ph6CniAgAyslwNusWeVE4Ei1Vw6VrakD8OQgbCjzptsafv5zIRSGcOmCr+ALvcXz9F16qPrbh/hnBRIHqMzcNtUASMCQ6nv1U2/2HpcAM4gfTm2LH5+crXKmXRB8RJfe5+nlMVYEwKNSGIPlMEH4GOQ6RPBCIKM+UrR1ykgYXg/iEiqvqEDRR7SnvDgc0CCAWIPvYQIlFXCEq5NsTf/Ie0XECyYI+IpKd+dd0/qaVAbR7JgyLZphrpX3JkaWDrz0Sb8uZwhiNG5YIZFYLEPB+6EOTKBaSbkjt3zsaeL56xs37IibfmuVAdHSq1fKYUp57LHEFHhTlpQUMikIn3DkVcSAXTaWAh3cu9KwKKPeGz2tyMgHyB4OMenWLRfZhw/rz0Pzy2+/f/99rFfPFfvHnx3m/9n78wPlelXgcoJfpq1PBNkxKhsqGC+DPMgQjUalbOifg5p3rJqTxmVCzM2oFicAO5EoFU5iXftduAO/iGaPOwboo+G2RIEFFJJQv5WPaQxR6V11QRBFwfRw4O9xi2+sCnQIcVZYtKGljMuBC85m5UfBQpTH1TBbEFCFREIOAPnZSO1EUgGZtztXQIiD+GNri8cVwRIyqOIAL53HvEvE9xLWDFmm64czcazPpSEUd+/6/dn6IVMq7FFog7+cTLobmzIABlHGxMWZBVRJqYTpvA0zWQE7K6QSmKQt00sKE5KYR7X3Z9Y/OoSPcSQlAK6V9D7h+q+azXUAHikTwwNS0AxRKoh1AUOnbxR5bCOqXQdarwDdHm0fY0QwVUxRrbzpg+ho6Ob3PrG7/ixFn07S/tt0XKggvSv8xhWgQKMY2zQgejFtCcICXXtgAgFfqKSdsQhvrSvtrfp3/l/t73GYzYmlddHvedSvDbbbOcBKFemzsnqlcQgcC8ea27x+qrbRY7OuPFVsrXEC+88AIREb3zzju778XsAtK+bkZGXVYATNUffIOItwXSwPR585VrRo8ddrHp7guMIAIBgKDl/2fv7UI1Sc47zycy83xVnW6pLFYX3T2mVV2FpEXN0lZ3zRotLRvkmd5VD/IahAYZtMiaK9OgEnMrMALdLi4zzVy5bUawYoXAWFjytrGGtRsLMdUtF4PESE2Vyo23qll6sctuVVedjzcz9iLfOCffOBGZEZkRkRGR/z8cqfqc9yPffCMjnvjl/3mekPDBxQbI9fwbrQqmdAFNLappu1bEAIVcgCpVMWidmmOiYmu58wIg0Lh5TcyhAvbofr/UuKs+8AN/VO4fAX5cS+fisW0dH2wZqRi6SELWEjHGGAdZrM4s7HYl5Q6BVAu1TSHCrkTqQWopCOK4VMEvIBAEza+vfOPAy+t2C1kPdQqbyxmkq+2zGNDTs+7ogq8ptn5beOTTWTV2zbz2hpv1dkqQO1ap1GwBBLK7ZlVz5lLqAJmMleaIG6d9TZUK/nz0ox/dcAH5lgBFXTAUKg2sq2KHEeeceGbmM6R/pfG9xKTF73SXlgY25vP2wZ+UZXMHFIJS1tR0LhcdwIiIfvqv//n033/W+UOAtC/5M9jCINebF3leHZpTp7gtY09lMp2HfXTjkF9vzoBNnIcx35fPtYyVmENNN/ZLlm6ezLl8wFgtyYUSUxcxVhCVOwWt6gapYFBwPhATmEP5cVoeKZU/r6vFOUUopAq0EaxAUDxyBZ+G3kP89G1u5lbfHPvy5y6e/ISEA67m4e5Pn3wDmt3nC+VPSF17Y/PHZN3yt2MiKneY17dICaqk2GEqhPrgzyMvVlqAnqvjum+c8JqMU79s5zs5/ctX6lfKYgVRucvaekAZKGaXSW775SnnOjbWgFwXaHBRN92ApCo4gaCctdTW73InMJvnCcnPd+UE6ptXL1bvnPz79uqDTqHC3E4gU5jR/Z3qOQevNbT7awVRwLjXJwQaCiplZ5CP9Ur3+YrtMLuklNp3wwkETRknvDZr957jxv6z33hz/vpArK0FxLfaVLzcoYWNuo4XpJH5XdfnFgBQzwWQwuCPPX3t5r3+v1++EOdxoxYQlKtMx3VuTjgZ5pg4i1QQKcTccHv1QbpYvUMXq3eMIJAM5nXpYjFAINUxEemPSwfoD/6qoXOfKunB9+vgx+wrDc0UBPk+npN9UsW8u3+6AgTKf13BWKKgXb/mUkxpX+rJrYXbvA5XiykEZAC0cS8XqWD7V7bpzq27Z37/xKXHZ/tc2OHOoKXUHBrabNy8dwqI5gBBXTj16aeIvvdzjE3oLADps7XPqaefflrbwr37GEgtAXaGQNDcEGhIOlembc2gIVjfle18beJYGeNqmQP+dIPubOsRsTZFwkfrd5ONOxGhMHQmWvqNNNUYYROmDZuW7Uj/Gpjm1hCoPuCLrgek25MurSmSzfo/tPabrt13bt2dDQIBAK3luxh0zNDHdIF2nabQ3USoNh+uoFDfxka8x817SAWDNjf4Q7+P3SWmgj9Ldf/06eO/NQ4CuZI8r7pM+1JBoGtvtMB7aE42nVOHnpPznOqjKHVXQ84g1+/NCiK2Fdb1oxO6g0HZgoeSEbHx0MEGAukUsgOYrGjcQetUMNomqg/TJ0CANXGs/bY3blTOoBACAJIuni6oSc2ps/drBZV7rF1cAkh1h3pspxrVJsLmjvSY1x/6O9LAlqnu9y5AiNwSPHZA4hL+hCjCPLdM3EA+IZCpxsytqjl5KlzvgvMxLs4pHc108p3apgNZviEQkee27EW7CWLVejMEWQsQCLIZH6xsf6a0Iu8We54KgxYt1kJvVhPxVVoQKIRDNKWSKCH5gO1zZc0FfbrC7nZmOQ3sCkasCBvACQjk8q61q00KhMDURqqUry7siQEGmsAnpH2dSoY2MtiTZeIG6o4Xl2NizDwqp38JIO9jPh6ao2Vgf/mCGpqIYxb/L4OgWFvW9xVgPnitob1fL4g4EZf3EAH2FKqNwEZswTbTTljBTtw+jFG03XBSqgkEYfzYqNwpaLVqBvcHJpt8AYNMQdCc7p8Y1baGZ1TzdOoBuYI/MtTQgQ6kg5lBoJRqMgEAjfiCp8rL3TxGVJSUTVvDOYP83FIWAIHMNvNdQDD0+1hcQKawB0620++z25JY9R2a1gYaJY8wQAAkVfFoH44bWTKw74M/Oa4R1Xn9us6bttsMr/lwAVhHY0QEonu/XlC5WxArx82JIaWap5AKBuUYh7GSqNhh1AykHtnUBZNbwJtqSQ4i3Y0bVqZTD0geA/tXtono1FUytaZMiH1wDpri/p2z+PNJzIKvcFjPPPlY799vvPW2drIOJcaIWKBvU95c+HQBQdCcm4++36f+uUyUe/pXH8hTuYFGp4GtnSHNESfeuIkudTBFzMOpzMkh4JRrqSBQnyOMFW1RZeKsdQjx/jHA6xYanYwVzcMf/t/Dd4Hbx6TRdkgH3OEEgsYqprEjQ6ByhxE1RM2x+ZrQ3WP0wSAUgLZXUTGinXU9oIRLApmCIJX7R/43QNB4xe6YKvAVDasLeGIVK8Onf0HpCMFzWHgQy/HZwp8ciz8PQawx58lKnKg+4LS637QAyMMpjg32yHDk5c9dzML909WoVLV1KhYrWe9Psc2o3GVUnSvan/Nnf0zgT6pSzUNfrg+jd9hgnYVsx0i5x4iNrL21+3yhvelsmua1BPeP8WdkRKyap/uhqWxSjO7cuuu01gxg0Nnz3f0+ZuvaOVJwAGm+4NQGOisI6V8QNFJj3T9zuINSdCR95RsH9Ptf2E1io+lSvCZaPWy8GjBMWsWnpqEGALHWh5u7cUBOxbV15xJuIMhWsY0ZcSwCaFbnGDVHRPURH7VW6GoFCQgEN5D5PM0KomKLtem6kdUD0gEG4fTRwZ7u78Vj+9w/fUItoHwEAKRRUhCIEVE539sP3X226ebTGcg8AAAgAElEQVQVIrB32V0speADNQogG7lO/zKFQF/5xoH34C/E5+c1UX1oDn+GUmn7NvY5pd9ee6MfOoztPOZj/fj0U0Tf+/k8GxhZORbXRidOKLc4TBeTFdut86854tSsiHhtl4YknEB9IIgIMMhoS1Ws6wEd8qizZ2UQ88SlxwcdP7aOINQDOnvu9q9s0/3rRye/V11zKUAyrKyGuvHW24O1gGabrBhRUcZp/7l5zzxI9x3Yz7lpgBDMp/D9+NYQBPINf0KKr8zSvV761u2N9KjcHD26zzYWWvV1HnM5v/fdKBDvcfNe+MYBffAnZdmcx5hdQLjRAk0ZLy0IIiJqYZBtPZqhzmECBi2tdfwrz20WyV7db6jYZW3dnzObqrYeEK/bun0xSgcYunV/dLCnCy9MYIUMgZbmAoqhZbsPYTeWgVjJok3/sgnGu0G1a1gD+DNPcCpvVmQIFFOLdcitdAWTY4Q8rt1OvCZqRtjHTaFIDBv+sU5K4XSSP8+Y1CXVfO7S4Tm0Xqj+Hgvozr24NiAQZKtYx4ycEiZ04gpacWoOzVOSTNrH27aOz028IaofcGpKru6SyNrzz5v2Zk6KUsEgGf5Aag1Bnz5nVCpwDLsuiy84VhdQqO5f8p1qIj93q1UgyDQg121U4PoJLxXcEb/r/i3HwsNQq9FdswIdhyn4GfUZLLp9qebWKZLnZRkEmMyJPuvw+OwcmfNcL8+VuRXWJsrHCQRBttKCoGrtVOFtnaCh1vFE5u3ju66YJcIgXhOt3muo3G1h28beqmg7ta2aeVPBXBQXfuLS40pgYQorVC4g0X7eteZqkW7q9ImhhbsLAQBloDm6f3WD924Q7/KOoxzIq4BQKhuCpQWqfXfBu39DWlicyr39+9DncwGt+jp9q+7QuoZAfXDl8oV0Cy2nDi3mVI7FtWN2dcAFFJ9SiMW0Y4e1QIIxGpUaNgQTvvT6ciDQwWvNBiSrDzjxhqjclSBQ2RaFNoFuqWmqU+X+9SMvECjmlKsu/FG5gFJKjcPOa2AAysWeonMBMTprXfQscfc2dK0KbEjily6lq3vnGsBn2frN53958DF/+trfBz2mMcCnbxyzsp2byTJmFAB9CggynZdDz6ey48enCwg6q5yLawMCQblJ5wYialOTqCBq1tDCRkMgaEkQSFZbgJu3bqBObaBymxE/tj/XLuSqtbgLUKECHr4gUCzKxe2jEnZikkzJ44233tZerLL10qeUBcwcSpeiowraU+k6Mpdy7wY2BH8AfiAT+BNCYx0+NmOYFYx4TxpYX52GISelqnB0t7ZOnysT83IeQnHtONdXCHIdr4nxLcf+xf66PtCR265huUouBK3UujZQXXAq1zWYiBEVu4zqB/O7gMaAG5ddvFQQyAUkic31kzP4Eaq6J30JH3jMwFPVAopFLPCe2nWaQmxKwcYfswB/0lSoOkx/+trfD0Kg0O4f2zFtqmKLqF4NB+FTA3DZkQlHzTKF4trxt/qGINfjqK0PRMTrdQv5YztIoVqDllIguveGfdOmhTVHnMq9goqKUVOaF+J2dXw+NDVNyUdr+KXyhzlV2YAQH8qx2JO4aEM4gZij9u/yBrAv0ModAvlUzncpVWMGRZ4hWX0QKAb44wpWFluM6oPhu7Jj78R25+EUoc9Q+pcNcAiRsuQSgPgSimsDAkH5xmHdY5bHEyuJyj1GbIuIH5MVCNLdiFhyOpgQb9oi0axcF4QO5AJSfR8u6sv4qFGztLbwuWj22/IpF3sa+pv3dDDWVqmfKtUGfWjTLteqyCHNAO6f8BtqOIOWKRUECgl/Qo27cpdR/dAsYDRZK2wLR6c6L9t0bvRdu2bOujhL19ji2oBAUO7qSw2jioht2dUI6oNARP5BkCo1y8d7ymlgpvs0XhOtHnDiNXd2491GsQMWQKD0hN1XR1PcSD4scUNyUf/HlzsjB5jia5OIWgVQzHLdAWxKK/jUu5EVW4x4Q147iKggkMtujHPIBrZ068a4hjUpwB8U105nnQUEwvjwMabE55H3B2yPnRQ2NqkP5CIleYx0dXmidCDxtkZQec4fBJK/gylgJfS+dMlKDYBVc6Rg5VTsqfuFi3+HuuDY1rTnu4A/qW80lhp85B6Ixpp2tkTH05SW6h//rfQhULnTdhSpHzaTu4joAvQuBNLNyXO5f1SAykcHSRUIkv9mIxsXEoR1FoLmlAoEnaSFHbUdrkzWH11Ksmsn0GAx5s7jXEOgsS4gIiJWMWIrTs0Bp2KXRT0mfO5FQ+93l3Z+Q2iW3UiqxZ7GuHy8pYEVbZcZ19KlEywR9NjURUJwCtmOqaWmv+nq//zm878cXQFoV2IlUbVfEK+J+IoT50TEyfjOrByg6yBQn2JwZXadKX2dyqZIhjYqIDTmdaA0Fds6CxcQxkbo8VWsu1nxeg2C6mEY5LMukCn8cfmeLvdqbJtR/V67iLuGQC7dP6o9rG8gspQ0sBzAF1LAJnzhpgPdBwSaWvtHhhtDRZ3HdhMhir/uhOnGyKQLCTSPUiw0HWuHtDldNzlDIKIWBHXrB5TEqDnm1BxyK3fQXFb9KZK7lYXS0kAOimtDJuskYpl8pUsLE44gojY1rD7svwHhGgKZgJ9QtYhULeFN92qMERXbRM0REW/cpYO5XNPH7leh5QgrgAeFqAfESuakALSN+iBQFyDJj7n2RtwQSD62PiAECBR3UCv09kvPRHWMj718w+r4cx1jQy3gxWNcQ6ApaWi+VWwxKrYYNSveBpQr86LRKUIgWTk0EEhFSy2uDRfQ5g0HdOaMd2yEGmfCFSRax+vam/elhNnAGB38UQGXUGvbaAjETlPBeO2vJtBYaBPSnTJH/dsY9/wpCjvZkRfU0BcuXxROXUATu3/1uX+6d2ddFpGMHQLpNiAqGJQLBMrBip5KICuAVB8IimmMycAk9To8KaioGBUVEXF2EpDzZu0M4ubBcyzqBvBD3cpSVypND1Bce3kycf0s/cbWUiEQ0SYI6nMEqaCMzw5hczqBjLZhBVFREdVHbYewqTWBUk79kvfKubuNcgFeAEAJftnMU/0foa5V3wQCyYG9zimUEgQS0rWhdRUwoQ6Qm8C2q9jcP7pjG4JBIe36Q3eF+xw0IeBQzA4e9xN8G5Sf/AcRNcec6gP7ekG+JQetfUAqdwgUWiiujbXWdI3sAz9Q/uPD5GZfsd06UVcPGq0bSKcxUMbk5oXOfTT2PXVSFYUePEZGRBUjVq9v1hwT8a02zS6m/SpSvyDtEP7I5z/EcRrMLybbC0p+vos7tsUWo2JnfArYkANIQB8VAJLBTl9Ar4JAOgAUW10CWbo7vC425nMGHak6gFKEPybqg0Ih7tAuYUOQ7J1uTrR6yI1TxHxrikVf17EsxfQv1drga4yp1m4BfVTt332e37G1e2zX7+75nXpeY9vg+1x/+25SqcAQ0tvjHCPBxxwnqg85NUd89LwvQxnZYTNmH9T3vi4gkE2KWvdc8SNO9dF6Q10QlefH3Zx34QCaul91uVfOFTzNeY5dC7O9paZ+0U5SwRg5q/+jgz+uXltVD+jTT00LDLuBZygYpHMCQfEodfgjPoMOAoUI0OXXxx3iiMSIqnOMmhW1bqAZy//4qs+QwxwbehON4tp2m9/cawGZun4Ae9IYIz7GnPicunWm3GVU7jDlDYfu/kW3DoxJqRqSiRuIaDwMGpUKJrmAqGnTwVy4gFwAFbh/3H8POZ1jOIA8X4C6ATQaAjGicod1UgTGBwhE/QBo6G6i/HydhrqHjb0rOQcI8nG3Fw6g8eO3C06s9e4/hD/4Rz9g9XAVDIolcI8BDi15E9MctXdpeWAQlFrh6dzGpG79Hlp3Uy2u7dIBFMOa63Md1t0kMK0DtPQ5NeYxMtfY4zVRfdCfFma7Jky9CW76fmNhkJVjiRPxY071YcuD2C6jYmv+dTU0mIjJGROibMv+le2N/37i0uPJXfuY6QMMIJdV0hnbbCNsK90kPsb9o6s/YPs6IsCzDVAF9IEzZ9kahD860GMJY5yoeywG769yBMVi1VfVDfJdD0iuBcRrvjE5srbD7SJ0UrxzxYkfEzWr+WoE6UDEEPzPUfI14fNaRXFtyHSuHjOfL1kCjOQOgoYcQawkqs4VvenHNl27XJTB6HMDdeXKidSbuSFcQOuOYKzho4IQ088Uq+buBjZ3rd47t+4SUVogCADIYnBHcXEU42r/8LotJOqrfoQASKri0X3t43MI9pA7H7EEcJkD9qgkjuPdfzA+tlghUGj4o9L9/6um3U+KCZETY6fFLBcDgipGVBGVfN1KXrT09TDVy8HpEHwwnftVit2xYrpejblWbSASimuP29znmAo2dU1AHBP/WJllDDKiao9RfUja2kBzdKQ0SUcLoZOOYA1NTs2Wz2NKQEje5y6xPXxKIAizveGg9hFIj5kwx+SW8rot6uYS/ugCTlUB6SXeBYbC6bGXb+hdQI9+YHyql+sUsS7o6f7bwBUUBQTiRJzT+n/m0Y/+5KwL6OCvT+dSztv6OPUhp3KPtXBkKWLrBgFbjIiTexg08lT2QaDuOqKqFxczBJKPrQ8I2VyrKhfGkDNDnLvci2tD0BxakhvIpDaQ2E+08YDbNWzs680Ng9jW2gXk+HVN9ok+W8inLldgUj7HT1x6/AT2qNT3t+5rzCkAoI5C08oxEIgV9oG4T+cP0fj0MddgyHeQi4A0UXUhkI0TaOzzVBKOH9XrGLqC5oJAIsWI13xO9nMiFQQ6I05UP+BEuzSpXlqykmFQvf4OuX2aGCsYsYrovb+oz8zh3TVAyGUjgdghkG79Ua0VJteqrxQcFNdWb+pzLwgNUdZjZpZxuAZBRKxtf95w4qv12tLQaChUbOsLT8+16bdfcyl4Tb7YNHcqmI/vXwcUBcAxgT0qjX2eKyUPgBZlMRtR/4fX5B3+9KmvcHRqdyvFcY0N7qHpGr1BEjBHB2H6nkc0vY5Q93V0z5FB0MwQqM85KC+Ic6R/mag+4CfB5WLFTtPEfObF6VKAdZJdpLqbAilBoO5aYbtOuIA/cNumvaEHBMKYSWkcsnK9J9naXFua1RoK1f1NChgjopJRud3eaBCdLnnNaPWwmbXT5ailtlqX6Ah4oywF988zTz426fk33nr75N+zwL0BdZ08c0MdGyW5Y00V+ogLc+zxjyn+PDQBy8G7LnDvCyxtnpNDrYKcWsLnEnB2oUhvOpgALPLvhqR7nAyGhl7PxFUkH6f0uBAQiNdE9cMm2rtZRi6gtepDTqxkTlqzQmbryJB064CtM7TbCXJIoduWj4FApucJxbXdOYKWUuMFcidAoH6d3HDgrD9tXNO4gZVEW/sFNUdtOjcl0quaVUTFDqP6YZhjRkfO+fbxOpmkdcUCiaolFmly+WW7uIBNiWZRrYm5zUZuYH6QC0iaBO+u5SMdbI7gHi6gONRbE4hIX39H/puJ5NdyWTeop36RbwhUHzT5WJl5C4GqcwwXh8M5u7tmuEz7Uq0H194g+vRT6sebgp0uLAoFg0xvFshwA8W1zc5ZjustXEBpCBDIhIiIPcu4tfek02UKIIgRlbsFsYKoYfOky8fi/okhDSxmxVIgOqvVUwdSupS0z4rWtZnFdDGdzC8j6v/YyDSIN3Hx/C//x33r56SmXJxAqQacrzynb/M5CIGEZOCjAi5TXUJTJCCQRToY0bS7483RunCwoWJN/+qK15x4DRfQHBoDKlSAYyq0Ec+/ee8UBoUAQb5uFqC4NiAQNK8AgcKo2GbEyhYENasIQVDR1kUS8QWrGPEjvweZUuHnG2+9PTkNbC7l7LIqUv8Au88XJz9TvjwZ/vjUqAu1IKLCnv6YtIx37b5x4SISQbruJ1b5KuIJqfXKc+2PSo+9fOMMIBnUox84+yOcPa67gjmQDnKNHoecqD7i+Q0U3kIgyK3GNgCQXyOk8/TyhdOfUOtKH3Dpc/+Ic+P6/KR04+Lqs6c/vtZcwJZ446nYY6ov14fZj58/KHdmB12sJCr3GFXniha2VOJn3p0sK4m2zhcbHUeLLeb1Zj1Sv8Io9/NcmaYf6U6Ea6qnAzGhCz+FpKkmaWBFxazTv9rJiRGxTWK++3xx5vuUU8Hm1NAdytB3cFXvL/Tpp4i+9/PpAQRqEEyTEzeQTn0pY/LfZ5DKCSSCZ9u7482KWxdeVNXiidEVxBEzRScBkFTFo0OkBsvrRx8EGrvWiNeU1wrT6xPFtU/loq5SSpvuJYKpLvB55MUqmZtqS2gVH8OYFIWni+2T37Q3eDhRcxjQIcROO5ep/sZK5rUBz1z7VZtj6qaBpewCylXGK2YXUISiYqGgT+ypX0Rt/R8aBYDaH26whoogcQoIUt2pdN0uuBuIqwJ2V1DIZDNw814eqWA5BJvCCaQCQZMhkJAqZcy3M8gAMInPZu142iAkZvOEiUwLNEPLkm5tEWuB63pCU9YWeS2Y4hCauiahuPapAIHylC59WUAg8XsZEMWm7veVIwyKckyuaw2Ve4zKdXv65rhtgHNSZJqvW9ZP3L6yooU75Y7e5cNY+zgf+Cel1C/VXjsVCJTyeTbVoirWqgZeyNQveTB16WifC4iNTP8SKncKWq02B7PKBSQ0FCiqCkd3A9Q2gL9vFcyOvdurCj5dWvmHglvV31EMel7pQJAMR7wAoZmlcwNBcACNOme1eSdJW80Ne1yuA66E4tpm8nHTJVYn7hIgkEntOvkxKTiDcnUFxT4mWUlUqromD3UlG3xhddeys48zK78xFUrELhSDjltZ71LHXCwxUj42Mv2rOxkWO4yaw81Jrw8CmaprTxf/bfM8HxuAOdLCoPjUlxZGZNg6PhE5gz6G88zUmmuzzKMFrglTiTuoY1ICTTRHt8kY5BJcoLj2cjpx5gqBxoCfFJVjmr/4PEmNy4ldyazjjbXzyJdScKUAAsWrPAEQP3u318R2NvfFpHMBFVvT56tyhxE1bVCv2sjZbty6LqBU7uLGHNijDpAfDUEgIWcpYjOoD/5YbYjWOe3NhCLQoWu1WQVk6ABmtnzWRPVBY9QJbgjk90EKrBt6uSquHfI896Vm+wJCrp1AWIfDamhtygnowQ20MBWMmMd28KmmJKWQBraE9C+i3AAQX1vWV9yolsVc6V/dQTVERllBxAo3tLrca19HhkCmG7ephaPloNanCwjCQi4kdwnrKxbdp9gAkY9UL+YAAkUptu7MAQ2qPhyGP6o0YCgeobg2XECpayjFK9XvOEcQBAikjqVcGo3Q+QtyrXxWyTX8aQ55UrUehmoBscptO8Fyr22bWD90s8FTQSDfwWWuwt3HMOoCIRN3kJAALnODoD7w01cI2yxqad2CvOHOCkLPH4kRlbuAPyZqVvbfuynAj6HLpGl9OF+OFV+t5lFcG+swlF68R5QPCAIEOht3+NL+lW26c+vumd8/cenxJPa56AgWh7IBQJwTNUd6+DPk9onV4lV4+IaKLUbFFqP6kBM/XlsUDXiQrmZQFwIB/kApyTRFrCsdgJkbDMlOpymBS3WuoOaIU30YqKWqrxisaOufwf1juI5awB9bB+iQZBeRvJbcvDe84R+CCWMKG48FDiZgY/We+7tVKK7dgsyiZCFKfWCT7Um+HD6ys2huJ1HuXcMWrYIR1dMDKFP3z51bd6OBQDKg2r+yTfevH0X/lS0l/YsoFwDEiagmo5oFMaovFYxV/iKYcocR7bQtEznnrXtq4Bz2QSDXgWpsrWh93b2VgwEEAeb69hc+fOZ3n/3Gm1avMQROTAHRnN23+j7D2JSIYpu16WDHrSuEN+mQIFa0TkeAH7t1lPcEq6q53zUE6lsPLl9wB3jGrieu1yTXMQuKa7eqH3CqGSdWMqr27EEQ1mFoDqU+7uACkuIQmn7/zDb1S+UMgiCV8nEATdicxEb4TtLAAu1dWEnEiFFRMSJOtHrY9N4JdtE9bEgmd3u7j/XZfSRkZxMs4P0gw0QCCtmCIJ0mp1V5lDPXT4+KLUa0JcIZKOuAtWC9EEglAf+ngCBTcDH3HBzq/VFc20VQ2NaDPP4Fp2KbWaeBAgItQ7HVjMK4y2lBdf+Sqv1qitAnxjSwpdVZqpZ0gqpnGK1upHQXe54JqzpXEPF1G+BjtSvINwSyCbR9tqFdEvzJTb5AkKxYwVCMx5XbxoGI8io4OxCw9s37Qy5QVeFoATpkcCG/1tVnlzGmUFzbj9ryALyNbRLfjMNlkb9ShkAYn+brqe1+O9V0JJGW9rPrm5kusdcCyjn9iygjB1DbKWsT7lTPsGS+YFUamKvuX2MnLpECQpxo9eBsZ5i+zmHdiUuVJuAjsFWBIPlvNrJxIUFhNttdqdK/VPr2Fz7sDAKpFMKFA8U7HuU7yMmCIcMOcC7gf7dDlfhv6Ow5MhGKa5u9P1+1cQwgEOZt1e9jm68BgSBTxVr82WSfG4uWVPtHKA8AxIiobFOZ+nLqZfdPzF/wwWsNnftUGc35rc6vi8IeTHNQdW3tfXd8p0jVgnZM/R7An3j1ynNE35Z+JyCPKRiCoCmbCLFhkGFQ0kupBQRSBU1D6t4MWBr06daoMT1HLrTE4to68VXbAbXcQzoYFL8AgaDcgETMEGhpmgSAYrJunQSumjbwKaV+nX6ouA6n2GbESkarhw3RiBvA8l3fUEoN5My96Ke+cH/2G28CAkFepHP39EGh1NaccqddeIYgEFG/C1TItnB0bulfQ+AHxbXDNnxojjmxso1nUhY22MsQINAytZR6NDGmgS3B/UOUUQoYsdYBVOww4qu2a01f+fUYv2CZjD74yzo6Wyoribb2WzdQm1dvHtTqAtGl1nuAxumV5866fLopXjbwp/tYn2liUPrqS+2Sf/fIi1WUaQWma2m526b/1g8bL901VYDDpQt0Tpk6fUzOERGKa/tQfdh2CGMWJmu4gPKYv0+ujWu/RLev/uPG32OdrzH2EhXHKUhBSyv+LOR0tnvkfe9vJ9J//qfZAldWEbGSEd+iFk40nI7+SzqpX6pFK8ZF6aRF9Bq2NSve6wpyfUcz16A/FqV252aM4wcuIch246Cq9ZOrWNGm/hJfF9Hl64CWnQa3vFnfBOgJdHU3A7prgg7+hLwZEGoOV7mmUFw7/MasPrSvB4R1Ov05PFWJ7zk1EIQxOh1I5OZIkc0Oc7qAlgp/iHJyAG1EruvW5iXRwWs86Qsjdr33aj0Y3OoCVSiMbr67eXv18qP3FvX5Vc4eFfzxXSwaSnfjoIPwWXUA61lPix1NugxnazDEqTlq02t00EMHgfqUG1jvWx9RXDus+KqtGQkX0DLm8K4uXvulZD9PqiAIgmKTvN7uX9kmIqI7t+4SUTrFtcfKS/T6yPveP58LaEApkNRUIJBqYR0KYGVbew53JH1sUmIINGO5cyOPM1Pnjg7mwPkDWa1nI+FPDHDI5s73qONlbf09IkblHlG5d1qHr1nxDWeQC8CRkkzqI+meg+LaYdbfZsWpLFEQOkeZzH1yGlhK6sZmsY9HuIDGQ4lc69HE5ALSKXcQ5CxCFelfsQ+4VBey2O40+7LU5nDHN3ZXwM13L2TrAoKDB4LGzdGu1hnhFip52zCAdw4jFQg0Bt6MEiNl+hyKa4eJFfiKE+3YF4OOCQJhc20376Xs/klhPGKcQilIBdoE8JGVKwiqlvQFQ/NsLEyCUcjfon750Xtn0sBSXbRf+A/T3DsuagXpCk4DPuWnRaR4SXO7s8/MiKpzBdUHfKOjWDC4ErlYxag6x4jXRPWBm2LbKK6NTTfiUrVyBD8Yj3kr925Uc2W76NiAADxDIKj72JS1mOh2/8q28kuN9UuUL4zYO8ro7jwuEfTIgcjSNpFzqq+Ojwr+DLWMH/u3ufWl1zEWlrrhER3ITDY/qvQHsda4Sh8rdxkVW+uOYrgnQ0RExRajcq91nrCyLbbN67aGEq/XBbcHzhWKa589H7ZixbRW8LFsupfuruibq3IHPzGOR4xTMcFgrbORSRrYwWuN85tIMmh74tLjWggklBJP0Cnbnamp++fOrbvRfGnygNq/sk33rx9FvdAOFXV++XMXR0Og2C3qpoFtDPBuigso1sCOaBjgCOngDwTltuGxATe6Ghiu08dYSVTtryHHihM/5suEQewUiKnOUVuPpv1bfcipOeSD0APFtce7yort6Ts0OC/inQuH4E+q9X8wHpOZ7qHIpXNZdbnAEAyKkSeYyMuudO4C0LapX6ZfLjROfRCoC5Dkx1x7I24IJB9bX1Adu4MrtcCO6BTgjHXx+HTwLDk1rO97wzXg/7qwlatCqCZz3Ank2GFtK+4j3qY+cZ71d8YKRqwiJfjRqdxmgwBIwA8U1x63O7PpAAalMRcuyfGjU8wQaEkuINtVbYllS0yKQT/z5GN04623ZztGGxik+3uMYKhaygAz/ZJiX+zm3ED1uX9E21kit11IYodAXXWPUwWDxnx/vhZym0LQS7WX20ClmCGP7znDBkgMtVWH3J3rvg3Rz7/8D0RE9NQffODkMX0QSPUak6ERIypPCvDiXqnq/BTbbKN+Uh8UQXFty+D3nLtjgesijbnQ6fwVudAuHoI25WKNVIEcE54wB3MYgk7Oo/DY3D+pFtESX9zPrv/dZIgQSrdXH6SL1Tt0sXrHCALJ6WM6p1BKEEjo6rPuIBBE9Mpz45w8aPkeR7Dd93q4HsarC2Z8bGj67qan3EI5FQlAZgqBIAOtwVpu7p+l1wEydf7o5qxc16EY4eRixionyEC2LeF91AGaul+P0VQydEzOZjwf4Mfnl5xKnt5cVdJlNcdmM5mAQEPS1Q6yrRl006Kb+eXAJXBcQSDcXVRrCO4M1f1xBY5Cun/GFHd2DW/GBON9oACuILfnXHeuhetH9bun/uADZ4COyYYKEMg/rCh3GBVbRPUREYkC0dzuNbAx6ZxPTQ2mHDfaS5v7BuPThcEfjM20oQjklif41FK/d1kAACAASURBVFhn0JyqcAGl8TnmhkD1wWbEKKd/uUz7UkGga28Qffop9eNNwU4XFoWCQToINIdSLQRtoykwxhXIsQFTudYHkkHCEJwggjvO1aZnSg0M1M+IE1qwklG1S8Q5O6mXxBs6gTusYKPqKDXH69eJoAaTSeezSaexXKd9IdtwkVoq/BECBFo2oEhdrusAheADcxhNbKBTldOXvJQLKPRGqT7gk+4YjukCpoJAU6GNeP7Ne6cwKAQIUkEguICGx7gsAUt0gKUPpsQAWpaSjia3EBeBdxcE6QJyQCC7DY0NsBH1fojO1gAaku3jIR8Eg4ix9T9IVcDYnmyU5fjnehFv3ca8WYOphm+yKW53qIwRUcmo3F5DMsCfxc2RQ2vVkhRTHLn0lMUl7l375NPosKTzawOdEGlDvWpWvLf+wBj3j5z+JVLGXLqI+tSFPnIKmS8gFJMTKHW5gDl9RZxVf+v+zrY4tEvw88pzYc+1acqZSSAtA4u+FuSAQP41FuYABkHexOTW7Ix4TcR5exOK2VYEYKyFQIHAD1wW82hMGupS1xiMUSgFDdUBMpUK/iC9rlX0VQNNyV0uxZ91kj9PiLoezYpT/cCvNbwLkOTaQbo6QS51+cLmj3AHqX7GSjxfTmGbozbLWCFgGKc++BNr+teXXj/9GQqgxY9pcH376j9a15mB3Gsq/IGgUGIlUVG1dXtYaflTEFw/GWpK7KRbsyDElbHs9QAowu2llyzMgpBS9QE36jxiKx3U6UKgUE4glXQOoKkQ6PIFjKmxGut6GQNYbN06YyFOLPBnTFFp0+BZTgXbuN5ROHj05kVOr9NBtJ9/+R8mu3RUwKf7mvgesdmeMpYhKOTcCbWCCyiQDOAz0r9OZdsNzPbcAv5sqppyMn3Jtg7QUr5k+eLwlSqxeq8hXvv/PHPDHhsB4OSVs20KYFyCmhigzxjgMyWAFs+x2UQiULeTCgLBqQONVShnKrr/QS7Gp7hBpFvbML6guQTzIRSzMDNCG2oOeTD4s0ShFlAcmw9bmdTyGVOceqqmAB0TuQqe+9xACNann0vbgtCmUhWO7r4nhDnX1fvj2odcj1WMKb3gAvKvoRwKuH/OylUxaLh/hlXlOHhwcYxXfWiX9nV79cFeJ09fB7BU3D8+VR9wKnfTuU/g0wXEHayFfUDEJJUs5rbsqcAeBOPzSOX6cZEGJjSU+oXvN89NdFd//Z1fnfz+n/zMD7XHhTEE2Yzb0E0RoLRiypiF4sRm0qWBHbzW0O7zhfG5hc5q9Grrojo35GZRdBU0NRbw56Vv3d6o57NUR8/kc37Udjcp9xZsFuVEq4cN8Qk3ok3gyJdeR8CIDXs+3528IWKMtd2SJLmEQERw/qS+aTaVC9jT97oqEAQ3EDR2DKtSwTCe+gUXkP/Y1kT7V7aJiOjOrbtEZNfKewmyKQmjUgiw1jVmpALyjGdFELUFzFUjv2JTJ0+Irl5DMi3k7Kvmj+r9m2NOVBCVO34h0M134ytk1Kw41Q+5cqE0hTW+nTE69bWO7+rbX/hwEGfRK89tngsEvcsTY+0cwjk/+ber1LA+8IOxltZmWSVfwKfv/eAGgsaudZAbAQLFp6WDIONMF05nCi0h9ctco1bYmNw/SwRTvopB88Yu/Ut2AU2V7CKS08du3hsGM0OAxxTs6F7HBgzZdA1rDjkVFSNWLmcc85q08MeFPvrRjxIR0U9/+tOT36XsAkLQC3Ulz/lzdVzDRn1ejYU+oYGP7hgAgSCbsT20Dso3QjCW4tdS08CGtEQQJD6zcEXdv37Uu29iW4xYQbNU3NZBqp998++SAE/pzIicSLjbGSOUV/cgVjDitX43vvt8cQa4uYZAfW6iyxfcAZ4h9bWDn/oaOtUHDVXni8Us1vXDZjL8Ubl/BPhxLZ2Lx7Z1PAT5UDctTLh/QrwnFMfGuE8xwJ6hY9OlhGGMQbYCBIKG5s45x4K8j3ri0uMn4EOlvr91XyNlmXxGWc0xETvmxLaJim0GLmCpJGbDg9ca2vqV9TfLiFhJp9RvofLhAmIVER3bP084daaAINMaQnO3Y/f5/rxuf0K4gC4/em/W89isuJOiz7JU8OejH/3ohgvItwQo6oKhUGlg0LIl1gDfnZ2wkZpv42KimIHP0DHLIAgbd4x3Ibhg/SjHNDAV6BFzyZydD3VZKwLgjAEhU56XujgR0RFRw3gLgSTJLp1QzhzxvjE7gSqTsyu3BZ9akGnUl8w7x9MQ0TGnYotm+WJzVbHFqD7oT8lRuYCE+jp+ib/LhaNFFzGiTfeP/FpXn13Gd9CsOJVl/Bh7qguoOcrz+wPkgWLT739hd9TzvvKNg5N/YwM+/+bXRCmCH9VnAATC+J8qVVFoaHnjZ1boMyKU7zp5lgp1hFTpX9UzTIUpWvPC1vBrmnbRHuIJKrCkeu2Y08H6V1TeFqjlkW7Wjq5zgtyq2GaD3cD6IJCpBPhRwZ8lS4atruSjALS4Y2QNgjgRKepN2Y4pObDzlfoFQTmoC3SExsIhKA7lAHx0nwsQCJv3rly4f9AVLF65Ki0gf8e/+O4q2u99CAyYpHXlBok2PvMlc2BDnIiv6KQ1/NQ9at/76r434+LVkaga2ozy4477JiKtbgD++BhsRcVOWpP3aexF1nUBLQ36XHvDZBJTlLX3oJvvXnCWBmYLgjg/O6fkWMz9s994E/WBFrZJiXFjoQI/Jn+D5hlDJsoV/MifERAI1wTSviDb8aOaI1RNE3zPJSG8/LkXiB67zxV7VB97jL60MvHv7mNihUL60c+JuKc6HZC/yW9yHaDSzAWku8hUsi0cnVv6lxH4yUDGd3B4XvAWaV+QagPjOrics27B2PfGZt3Pd9gFIznDIECgZV8bLuCPqiA0dFYp1wHSgR/d70OlhPGBvRBkr9UNrkwDazew0/aqS/uOtKsob/r3adovYOIXO0ao/eNWRcWIH/uFfyoINFRDKBX5AD5TFmZd+pdLF1D3OF2187Rp2Y70Lyj2Dc2UTeuc8Afys7l1pU9+5oeAQFB214dL548MgTB+8hs7tg6fIN8/XyZYmEXlupHRRPWBItV3mDJ/MD5dPoDPWCH9a3PwOe8GVhIVu4zqh3xym25xQakunC4E0sGfkO6fUE6dXhLNwl5ns0AgxogxbmQEsoFAOoXsACYL7iAolk2HTb0fV6lhS95omUIfU3ijapMu/w01gaAcFCLtC+MnH+F7XNY+98yWomibGIXYu5mCPNUx6/Z+utd85snHnB6/3MCr6juhjDnZ/zuRgD4xgaicVVSMin1GqweNk8LEfRCoT7mlTw3ZEF23gJfdP5cfvXfmd6EhEGNEVDJlIWiVunfuUA8Aim1j/+Mf//jk308//bTRc20CVhVI+NGfDD/v4791+m/bYs+//4XdDQhk8n6q91362BiCGrYQREgHg3J2AwECLeOa8bXGIxUsz7Gju/5jmhfkvQ+yVqbzgOoZ1mZ8FUTFDnPi/nH9PcoQ6OC1RrkH7P4ulFNs9/mC9LtRRsQqRqwI94WanFi4f9SDzIsYUXW+oHKXOalmZpqDmYt2ny/O/Ayp3D57olPNy9YeNyMqt8eNjS+9bhfEzen+gZanH//4x2d+poCCsfAHmn8jq4MY4mcqDNGpzymUupZQ/BryJxkuIbV2U67S9yEoBDMo9hiV5+eBPzmo97SxkohtEdHRPHVbTap/g6SqA1GX9LvYZm1h6CNOzdG02kAuWsiH0N6vDwMJ3pBTixyrmNO2ASr3j/j/EC4gIr0TiBWMim1qO851xobphDv2Tt6SHES4O26nS8+9uvHft15/YfA5OsAjP0blDOrbfKT8vf3oT5blAjIFP64lXlMFfHKvC4R5Ls9rZ471GeMnXeF7W45UPIAF+vqn1P4xdQHNof7Tx9q8Ol4QNcecqCYvOWHHPe4fVUs1IqL9K62F4M6tu0SUfyu8GCRAEHGi+oi3qWGcW4OQFJxALtLerC/GPXfuH13hZ6HZIRAjKnfaz9uFQLpx0geDUAAaciET4DNWOghkAxVcOH+e/zfnT/79/710uvz/dy+fvt9rf/YeNlgjvyOhkPBFlRpFlC8E0n1eCFrC3AIgkpaQ/uVOY1vC+ziOqWMihn3w8BGwlrKVu4yKPUZslxHbIWLb7n5c6M6tuycwaKkXRjCtN+/VOUbV+YK2HimoPBcuXTBHlXtu3T+yVGBH9bub714YhEfdx5k8lkgDslg7r2w9UrRgsWf89KXQmaZ5LcH9gxpJZ3XpuVfPuHvmkIlbCEp/gzYHdNGlleUKSuTPilSe9K+hUGvXK8/Fu07+4rurSWN56vMh93slKG25AHiq58SQCVPZDGRWiiK1bPaTe//60YkLqKslOoLEZxbn4/71o+B3XUXRaF4T1Q8bry3kc1OxxZxWsDeFMkRqJ5B4jWCFodcgqCRGzYpTc8i1DixdCqGAQHADnQ0Il3pXsAt9fLp7bDQEgWxcQjFLTgPLKd1N91lQnwaCsE66mEuw7kOQOT/w5aZxCWlicS91lcwMYXvyTNxAqUOiGB1PrCSq9gtqVtxZG/mcxcq1+8eRVDBnCOT0QSCT59tIOIF0xQaLilFRMWoOOdWH/alhfSCICDBo6YoF+tjIpqPYGOnSvrq/p3893yYo5k1LCuBHVRco1xbxSAVLVzHU/oltHlFJnBddzcOL136Jbl/9R+37AALNqwd/WZ/Zx0Lpaur3FxsEmnV2mNpS7f71I/rI5z80GoTknjI25wIgHEH1AW/rR0Fnz9E2O6mDo1I3baoLaHRAZgz86T5O5xwacgONcQv1tYknats6NiveW4tpqKC4gEFLS4taQrtb4e5JEfJAZpujmDYvcP0g3jFd16A010lf42esy8dkHb999R/p4rVf2vjv2K4JCHKpuSCKD3g3dy2g2d7ZpbXqiUuPn/wsXfevHzlZfJyIte6WrUdQHGjjtJRE1fk1/GFuAskp8Kf7eBu4ZPP3MZ+xOlcMZpuaTJ62reNzU32QB4AVtXwuPfcq3Xr9BcAfj/rKNw68vO6P/uT0x2TjFENNixThz5LqAUFpaQnuH9u5S9Ql6tYnMo1ZutCnC4Oi2ANgnEMeJMOYlFu0z3nsVSwfeGxLtZ998+82nmsCgXJz/mx85ksUXZ6hAEH1wYJTwtjaFbXDiDGaVEbLV7cuIZOUsD7HkI16U8LWxcaHAIZp+/huQLUkV1Bz1Lrwyp11F79ElQvwGZPa5aIDGBHRT//1P5/++886fwiQ9iV/hu5/D7WNj+lO9l9/51fp3Ld/SPTtU6Dy4LNqGHTO4DGm6r6WLNVrq1KkltQeHoKGNNUFNHWTL8chQ9BHHJv8vl0nkCotDE6g+KAFFLfmADOh37PK4cKQIZAVMMl0ookNAokix4uCQIyIFZ0iz4Z77zncP6rn96WE6X4/9n11IKjYZsQ5UXNoPmj6agR1A62lQCBhMxXpmCbOKggScgWfTN9DB4Pm2MTIGy0dPDn37R8OAh7Txwh1H9sHf/qUOwRCHaC0lIL7x5dzY+iz9sEfed575MVKCYGIWgDUVxsICj+GAH/S2uf6BDFiLMSwRw+em+OrpVp0rpcFLGjWg21r3fJ7K+PdJyNiVdvVqjpfUHVu3eJ84kf2UffH5D19Oo1UUsGvcodRuWt/Dvtaxw8FXLmK10TH9xtqjuKhsLG0aR+jXLp2+dBYcNSXJhZyLdO911gYM/TcKa/bpyU5fuaMdeau/9NXUw+aT7q28yI1fShF3RZ63776j4A/0OIUAtqkeOx9qlL9gmJ0uUBmKvcYlXttpyfOiXjTOmX0m9bWNcQj2bMe/PXpON79ZEGsIGIFI1YSsbL9f99BpM6F4wPYuEr3sjkHKicQ0bh6NiaOoByDTm1QyenEDVTuFpPGqyu5Tu8SdYJMH+vjGFSSgVFfcJ9bDQHZ2WMCiOR28uK8+HYCqc59LCBlaioZEVLBoDjWqOjXSk+fxeT9huY4lQvIRewFpQUPoE3GMLWosguTigs98+Rj3t+jSvnCAARK+9wUO6aWDnYKgHhc+WNdGGSzePuQ77pAQn0wyFV9Ii0EKojqh+PSCFVdw0Qglns6mGph5DXR6kFD5S4L7srrOn5swUsf3LFxEo0FP3Lg/fTTT2+0b4fMJMDOEAiaCwJ1NRaWPPjsr55x9qhSwXy5f7rHn2uqlPzZUO8kTqUGtF3HBDaQyXT8dh+HosMY59jnTo+Tl7RHr+b84lzLthbQ0ialpIMiRm3x5JmLl/ic3Ifuvpg4cXymhKleL6QziGhdSHuf0eohJ74a5wZSTfJLqgm0Id4CtRM3UKCk4LFuGx38GQNzQheVtkkXW1IQ+fHfGgeBQs3xXfgzBtSoIFBXqr+5cPkMCS4gCGrlwgWkkwu3j4l0BaJdxZ8Q1u0Y5ROkhOQJQ/Dpkfe9vx1j//xP7vZTuQ0GOIIwOfk6dzbnz7YNqIvFNySMufnuBe/vpz0njKg6x6g8N662ks4iGqpdvJz77+s9ZaDVt8DwFdHqfkOrB03URdpdwR/XGoI7qr/rgn55zghRhHluffy3hgFPiPPga40M7fhRCa3hZ1irAin2+j9LaP2uW997N3UvVs67jonXlH+gsGN8/8o27V/Zpju37mbXeTpmjXXxxJL6FVJV7F8KNF5IkfOvq89u/ve1N9QLQ98CnMKdl9BOH/ncqALcomJEe+u6QJbTi84JFCI41P0+hqCYr4iOf9EQK4jKvXD1gaZsvG/RC9rn+wp8TesvLL1ItOzcGbpLbeIGMp1XXYzBPvfPkLPHRKHdP7mmgqEbGDRVsgvIdk02vZEzZs7yffM2hhg09yLmAgLl3oU6Rc3FJ8bs0R953/uduYCq1E9uTC3VYhQgkJ+NgQx+TF9DXvxtF16bgsyhO3j5fE9tm/iKUXGenRQ1tpGuOLTrukCmgaEPCCQHtaZF8nhDtHrPHQjSpW65CGz7XsNn6mtfLaA+8LPku7Hi++gDQaa1gUJABSEfjp2x8Ed3LCHSxiBo6vyck/vHR12fvtixey67/4bDJ64x/pHPf0jr+gEI8r/PnVoMOjb3j0j/cq1iri/LpwA8IF8TOxHRp5/SP/7qs/1wqJsa5uuuS8j27eK9Qr2n8pyxtrPc1iPjatj0pYSFDBBdveeQbIA8b9pC0c2KO7+uUklJtSks/fTTTzt1/eSe/tW3cVGlhPk6H311f3SyhUKxABr5s8E5A0GtZDjV59g1re0zJQVLBuYCAuluKEJx7BGIWsDTB3lEahjSw+LSkuoIe589lphXl8JkhYVjnK4+S3TzXvtz+UL/44jUKWFCv/Od9+iPPnPe2bGFhD5zStUhjIja2kD7ResGOrJ3A7ksDm0SHPa9pyoYnRLUysdjdYdk3Ta+OD+u5pLs/ukDP//uf/qg1Wv/4d+8c+b58u+muICG2snbtOI1OYYc67QNFXCeWrzUVwAv5NL905c2BgdPmnEO6v/kLREDhHD7DM1LiN/TAwhPXHp8EPKo/g6HkJnEudu/sk33rx9Zx7hzl6eZM0vH6yyytJZqUJ5BpJCAOpcvmEEg8ZwhCNSVCRDKKbVratCtCn7LXUblDqPVg4Z4bf6afSlhLmoBqBajULWIJkOgtROoOm9nseq6Z1yCn77n6SDQmODcRWHpGIL1r3zjgH7/C7vRz7GxKVSx5iH4I4OjqbBIrpmDjmBQiOs7hfQv1VppUszZ9TnTtXh3vZ6g/o/bfahKXZhj6vi5c+suINDA+clFc/GLKoaLw4fQEn7+wZWzBPi5eU/9+65MCkVD04KXMwEEI6rOF8QbovqgIW6xz1RBGdeunKH38/GeU1vd8rp1ApW7djagW6+fLdJsCnx+9BvfPPn3x//y81GOQV+Ax3W6kykE+so3DoJuCkN9fpNjMYEgXfhiC4jm6P61ZDVHnIpthhMxg5bSddYn/DEBP3ADpSUbGKT7+1LB0ND5sq0FlGKGkss28N5mDqR+xSX5wvBZHHVJ6gIf4QqSfy+rzxU0xhEE6dPCWEFUnSuoOeZtt7CJpWzGQBkTl43OfTT2PXVSFYU2PUaxoWIlUbFltqm68XufGg9AfuObo6CP7P5RBdkxzn0hNkxDEMg3/ElJrjt0uYQ/5779Q7iABj4PUQuseU1UbDMvHQ1T6OAJTV8nu/K9dqheH7F6hBtxB+u1CuSYOFvmcL/MBZ1MP2vqUGwOo4aXWSWWlmpwAUGuZNL1q+sKGgJB3dczSRHzCYIEOEk9mNXWBqIWWLCCUXPE24LGAyBoKDVLB2XkoNG2E0Hf+/psFW+TDlYfcCMApAuQTNw/XefPVKlSwpYgXe2dGCHPHMWu+9w/oeGPC6ADqdUct3N+uceoqPJyA6WUOpN6968QEEZ+jyWAH9SwOgsyYkxvijnlqgt/TEFK7CaVG2+9Tc88+dhmzOLQ/UMUKAUMECYOIRXMQJyoWXGr2jGyZFeQ6vddDdUJIvIHgrqL75frw6whECvbbmFFzdpNwXE/COoCkT4o41ombqApAfXUVDDi7aaqDwJNgT9E7tK9dO+3FAfkUAHmuY/DFPzE8BlcSlUMeg4IpHLNpCzt5+FE9UNOxf64Qva6tQYyX3OgOOMlyF6+3bpjnUFLkY3bR3Vzc+7Cz9bjzTH4EefAewQ8N/yBC6h/EoO19DRAXD3kxOvpaUJdmbqC5nAEqUBJ7hCIaA2CSkblLqPVA07coMV5H5TxJVMX0pgAWzxeTgczdQHxFRFt2QVHYws9K4GCJj1M5/QZcgENdfvqPo7ITXHoIWCSs4Y+n2/gY1P7ZyqU6ev6ZZMWJj++77ljjznrYtB8Xcj+XOEMAs2pvjXu+N2z68bWo0WwY1tK/R/I3xhOSSH2mHOkOMUGnXydg1gYQWiThvPd/5JbqqUoQCAyhgBTJIMgFy3kifykhi0BAp1MgOcY8Zq1haINXF82Xbts07/6XmPoPV05kUwhEG84qXZRY+CPSPfyXeRZhkBi7ut2KjORb/jjW7/5/C8PPuZPX/v7oMc0BviMXbfm3pz2wRmkgvkVr9sbPdW5aQQopvVRBXvmjilz0GSnbAIxErTc8W2iVOvq9BWDTqk+sSoNbIqeefIxuvHW26f7nxwHLWoBmZ+bxQeDDxojx49Jy3cTyd3DTEAQ0XDRaB+pYUuBQKxsO4a19YFo0AXmAuzYyiQdLdbAaAj+2IIfXX0g2eFj4zgydf8sAf6E0FiHT6ibFaEgjK0LyIdyKgZtks7W3uxBZ7DQ+sTfblbh/sGv1EkdP26WulWK7h9VjIO9ZRpKLe0rhCqfJxgXRpwCBGq7GdWH5ulely+YQRtTidczBUtDriBbEGSy+C4JAhG1nWKKbSJeM+J1WziUu7rZw9r6Q0REzeG0GlOxwqBnvvb9M12/TJw/1vDAoVMoFqgT6q7in77294MQKLT7Z0g+N10hQMcQTLKBQHAHnVXoGkYxrIljNs/H7zZB08CIzFKTZTBkotTgUYxxEeRmLwWlu8+N8fuTj9u1C6iraslfPnS6+VjSnQ1eE9VH9rV+utBG93fb1yOyA0uuQZBJoLm0YIGVRKxkVGyvgY3oHNZhLdxw7LCCqNwriDE6uelcVIzqg+Ei1Caaw42kBRhSsD/kwPGd8qWSnAZmA39Sd/8I9UGgGOCPz7XINWgDkJlHJtAnlrlxabGkSmMgz5BMX9MWFnVf95Xn6qzTwKDxYxvwJ20OkNL35wsCOYu0Ynf/IA0MEqoPNzfzNtJBGhUYMgVCtm4gomkgyPbuYept4m1cQCq1ziC3KQPlLqNii9HqYTN6LMYslwWfTTQl/WuJUkGgkPAHqRSbmhskpdQNbCr8meKCiXENFJ8ntlpAfQrp4PnE35b0g1+plcBIPg75Me1/5+U2StXBBkFLkU8DS7cOkJMoDLl16Q+wpbiAeL2u8eJYMrgZ6vqle75trSETEAQ30GnQE1PgwUqirf2idQMd8aTOJyvOAjE5/QsaJ9cdwKa0gs+5G1m23a4ylCmcWoLrx2YN23q0CAaGxrrrVDAoVL0g8T46QKT7jADYyxLcP/ntf1Pbo/tQkfPJxUUKyXLd5l2nyxfOpniZPs/m8UJXn90sGt3V73znvZOfqQDky/Vh0ndv/qDciQ5ilbuMth4tqNhhydQm7Tqi5OBobvcPtKkpLdV9t2OfM4iH9IrFDfTJz/xw8Fh2ny9OfoYUugZOKM3d9l0lXf0fVzBHfp0f/Eq98WMjHylqscY/ENaNJUnmAKlygW73LleajLFTKvyMNLBWd27dJSKi/SvbdP/60cZEl/udDR7YrCbXDTJ194ztOjbkCHL1HadeG2hqWpgPlTuMyh3WFig/4tGmhrGidS/FKqR/9UtX/+c3n//l6ApA5xLE2wAVOJPMzpmN22cyDImkcZhqzUoJ/oSUChCNAT25t4OPYQynDBSguIVawHpNWiWQ+pWW7ty6ewJ/IDvpgIqJbN1A4vF9BaenboZcbIhSX8hjBVjFNqOt/aKtE7Td1goS/08z38AWRa11G+sYa//Ydhu79NyrdOm5V2c7x3O6bmJpE+9bISGLrZvGxPWSq8Rn7/v8pm4fIScwhKXrnth6tDj58aW+eGKqu8bUzfOJvy3P/LjQJ/62jAJo5RrvxCykfuWl/SvbJ/vg7k+sksebaxdQ4fNgYzyBS6OBQ4NcPj+52x3ZjBvoLtgxfTzROBAkUsJ0aWGuvuscIFDMIKjcZVTunf7/1n5B1fmCim1GrBIdy9aOHM93qFm17mhmEVf/6De+2QtgxraCJxqX+mX6nFw6fskyATw+IFBMqWQxwx9Xz439vNh+Xps0r9MJK9+Urz6l/pnnTsfKscV8LDEOij9DIWW6348JAslwav/Ktrf3Gp0LklLql2pQ+DypQk9ceny2ARTz8c0pVjIiNq4OUNcF1AdWhiQgkG1xaNs0su6x+kwJy6FVfIwpYfoxTFSWnb7yjTUqZAAAIABJREFUHfGaqDnmxBtqW88TEW9427Ze/Fi/4RpG7YwjTLp27z/6jW86bQXvyn0UA/yRgUnOxZh9K7abGpcuXVKPu1u3lFAk55QwX+3cBTzPSSbrU+zwZ264IqeBjU0LgyAo/n2+j31zThq180st9StENe3UBlQX/sx1fubaPDNG7YZ4gkxTufr+NrZL2BgQ1AVWMgxy0dkiFwhkGmjHPL5bOLTx27b7HecnEIg3pwXR+bq+BZOexorWZVRsDW+knvna961gzlT446Lte0z1zh55seoFFX0OmhBwKKdi0HPCDR386f5NBkG5QSCvHb0YUXWuiLpGWW6S561uulRIuDIWLqmelxMYgvvHH1RASlgc34MpB0hpj67TjbfepmeefMzJazmJgNFSLX7ZuH1yLwbNKkbcoO22CEBVwPN7P2//X+cEMgE1Y1q/dx8nQyiT1+irZTT1e88BAnUDppzsyqwkYpJjiNds4+9TA38lOJgAeVSQaEzal0uXkU8NQSDt57OAM2OKPLuGP0HXFmmaDwVSbOGP/LhcIZAvxw+xtoh+tzthTjJdi47fbbJKe3PtGILbB5oDRAAUzVt+JdXzL/btP7u+ee5c1QKqlnpi718/8nLssRHFJaZ5DancbTstmaoPBAmgIoMgFajpAzRjXD3ye/S9xpQi1mMC1VxAUM4563PdJTep+2MDf0zdPym0i5fhCFrQ2uskDXLF6eFfpdmoQgWBQssVdPIJfYqqhT6+5zIU0DVTn/vHBOYA0GDcxrgeT12H++BHznAodtNFKvtjXwYWawCEzl95DKihATaHC8hFKpKpyh1G9SF39no6EES02dFLBWdsOoTp5KJWkEvl5AZC4UL9tUpkn/419FgZ/vSBG9ddxy4992pUBaD75sIY4FBMTtHmiLdzOp/3OGTgYer8OTMWJQiUigvId4pXUTFiW+3/Q5DQJ/62zLKAcw5KPYbyeWMGbcqnSbWOdDlFLoDNBwSaFL2JlmqpQBD5BP7sm38Ha97AJi9EgN8FP/LE6usYih1GTU3EV/ZOoP94YY9+5zvvKR9z7Y1xEKj7GPHvMVKBIJGu1tXLn7t48u+XvnXb26IPCATZCPDHLiiV50vf9YBirAXEa6LVg+YM+JFvVuVcTNmV/vo7vxqkc5kN/Gm7HK6dPura94vW1qMFHb97OtZjTAMLBWZUDiLde085ptzLJEDDa6/N3gYaP//bCiYVc1U+TuydW3ejgUAyoNq/sk33rx/hm1dojjpJuoU0xMRZnWO0esCJW7zVf7ywR0REf/SZ80REShDUlxY25PIxAUUmEs9VpX514Y9vAQLlrxu/9yn6uCMYYwJ/xoAf+bVUc05qrd9Dw58YN0KxuH50AGSs+ycl2QAj08CflUTlbhzFnJFGE05w8OQ3bpccN537VKktN7E0UOET+ixV1TN2d0NWNzbHonHkZjtYl9hSLQeFgkB96V59jiDnF9BeQfUhH6wJJMCPrD/6zPleNxDRJggyaQHfhUDiv8dobvjTDQAAgSAbjYE/orZQKkWfU9SP/uSsC2guCMRrovrIDP6k6v6JPQ2sD/6MCviLdk1GF6/0N9AhYA7auC9XQ+tOyJISsQGRvv26qw5S3ULEscAd+XPnluEj789XN/gGBLI1x1ZTDkRWitAHaWDTJtmxr6mamGeZsEX3kC2i+oATV8QsOvgj1OcGGis5lWvOej6uglhAoPz0zNe+Tzd+71NOX1MFf0xdPybwB9b9aVJBoDlUH3Kixj4ADgVDcnf/uIY/xRajci+u/K5U1qwU0sB8yQY0TXnsK88Rfel1v7FxbuPWR6wk3yDufgfdG8YhbiCb7C9ikwA3rkAQNPMQq8g4NXr7X24+yGiFyIWqPXHpcWVqGopwmU24ridv+fePvFjNs6CytsZAda6gcm+zo8gQ/Onqjz5z/gQGdXXtjdMfIdOCz2MLRMvun5c/d3EW948cDOQAT5AS4Ed/+DfveOnUlUL3r6lz8hzpX13xOvz78Zov4rqQQdKUGj22Ur3XJz/zQ+Xvd58vTn7sAlhGW48W0cGf1NUFQinEhlBech3r/eK7q8HMAbGHWPJNHtP9uqtW4ql97tQlf67j1zkVu4yKHfsfp1fJ0luq5TTAfJyf6AvnsfYuZLHFqFlx+g87u6NeZigt7OqzdkDHVV2gri5W79Dt1QdnOc05tIqHE6hfqjbuOrko9KxrLZ8j/Ini+5VcQKsHbfDFytZNWWz53czz2rzuT4iUqSW4f5yDJ+G+3Qb4cSHZBQS5l+wCijU2yU1D2QG6vYXKJRR4S4E9LxStijEDKRfIAdlPwFPUNwnHBobGwh8hlRNI6NobbWcuWwhkUkRavH5XsvPnYhXHpjh1RxCcQDQp/WvI8WNb7Dnn9K9mxak+4FQ/bP8/OvH2h6/aYzy+31Bz7O84Ofa53iQDM53jR2iU66ckqs4VgD8D+t17D82uPQiKSC7juqHsALjQTtXngvnI5z+0mH1v7p/T1ecrbAdUrgIdXdYFFGJjr0sJE/rez9WFmodkmw7W1ZzOnxDBQqpjZSkS0GcI/Ojgj87pMwb+XHru1ejPV7PitHrQUP2wLVTfHJ8tWD93+pf6wOnkmH2ILayhSIyOojHghxhRsc2oOh9/oecY5vbBOj6cNmwGc9b9eeU5rG+QW5nCHdT1G6fc0sCWqrGcBlcNpJVsG4w+hSvSoG+oSLSubbxKtulgc9f9WYKWng6mgzVj0q/+naN28jmkfgnXDyV8D6Y+5G06mGOjBysZEeNRuh9yL/48tuMLq1rXD2QmozUFBirIc/zqZdwaKPUuXyfXJ6Mg69TYGjg33nobBaEXqsrHgEpFMuBAR7D4FHJy9714ugJBpqlgqQW7qAmUppSw5W/MU8NcQZ/e45E36T3un0vPvUq3Xn9h9vPaHJrBH1VHrmhcQbxt1V7uuN2psrJ1AYUuPr1kjW71i1o/EARZaMj5k8zN6AinvBzrAS0lU6nvezx4rbFeo+EAWoiQ4ja8gQ8lUxBEpIdBXQhkWhg6xvSvrgCBliPX0EdIBX90gWIMkEenZsUnwY0Y2rQL8RUn2nbvAip3C1q9Nxz4heyaRUR069Yt7++h+0xTC17rXnc0/KHW9RN7uleMa+EYhSwCjdorkE+5AjxzF4IOIVuzhgwP4AJapipXAypVxewCArQJt3GfQ0MgiKjfFdRNBxP/nUPgCwiUhp752veNi0A/87XvG3cF6wUbPa+hc/6ctAtnjNjakh0z/CEi4hntrXhDxDm1596hWNnWk/FVZyhF+YBdU5w/gD/hhA5giGNjiN+mygTWpAJzWIAUsCW6XyA1v7B1AcEBFJlihj45EvQYFk1TEKSDQESbICh1AQKlIwGBBh09f/l549bwNi3khVTwRyyEq/f42n3Cia2L0PbVpYkdDvVtymMMBplHG3y5y4jXHKlggcfZ8JfefjeAP2E0Cf5IhaTHCAWgEce6kC+nzmx7l4IRY9wb/1Gt96YGhlxdQCjjYq4KJ1TtAspZqJgfp6bUCHLl/uErTqyaP3EZECh+dd0/f/g37wxCoI9bQKA+ya9hVPB5HYFxTm079SNO5S6jooqzLgmriOgo4Ibd52cpmVcIVJ1vU8G6ECjG8+BTrsHflPPHSqJyr1hcp7a5pIM/Rh3BRsIfpH/FFWvEIBfxDvYm0/eyk2K6BCEQHFATYiecgjSEiTHfhVOWCQgy6Rim0sWqf7PcHBOVkQw1EVCkCoJyhkCq9C8BYvpAkIBA4t+6x5hIB34u//s/IyKi/+f1z/QM9LZNOTsXp0uhqBg1ZR7OlmKbvBfDrM4Xbdv542Wmg0UBvNaun2ILxZ5DqM/1Y9wOHl/VJC2hMy40YUr0eH25KNOiKgidEgQC/JlW1BszV8TCwrJs9YEgk0LROvUVguaNAz+4Y6UMgnKCQN3OWatj/R3gIRDkohbQEPwhIvoXz32HiIj2H92jn/7nf6UY7ESX/8dXo035KnZY8m3gi21GrAgzn5R7jFjVOrwIZYHCbnQqRuUOUr5CyQn8GSm4f+KKL2KK0SB5YqQ1BXK7ILkEHzl2BVuybOoAVb4HVypSXQSuKeiNt95W/n73kwXapC504TTRH33mPP3uvYfa69LUEaQCPy9963bwIHEs2Ew1LSx1CKRqmX54cHwCW/Yf3Tud46S0MFljun+deR1Ni/ku/BHaf3SP7r/7kP7Fc9/ROoJ4TdG6gGi3bQefohOo2GqhQEieXGy1DpTmuHUD8ZoAgzxublixPueIXYJpTvij0tLr/yzdBQT4MzBNMv9L0NTUrxwgEGr/2AsWk5kkEzrky0NT1HUEmcon/Ll69ar6OK9dmxQwpQyBUgyWVPBndbwi3olo7r/7kIha2KLrDCZ+b1SvZ4RU8Kd7bESnjiCizfQwXnNiZZwb2KJq6xTVh7ztdpUCzGA0+w0NAYKI0ykMaggwaOL3yti6plN5+v/Q/JoD/MyhL72u/n1ICPXKc/rjmCOmgOKfN1MDHymkgSH9a3MMjOkGBuzQcyHpHDvO5wdGRAXuoEFq/e69dhO7+3yx8eNau88Xk9M1+uAPEfX+zVRfrg+TveuUQ9C2WqkX3vvvPuxtC//M177v9Dgu//s/O/kZq5/+53/VgoHIVe4wqs4Vvd3LYgl2y72IHCHrrm/VuYKq8wVV59dgqCDUP5HOEytoDXY6P9XaybXH1uevOPl+AX/CS+X+CQl/ZGdvKPDypdfjgC6hPzc0r1ykO7JE15pQ+19oPg3ehoetKlDwhWAUUkjAH5fqc/7IQb1qAbRx71y7du3k3y7gT1ep1gZKKSXs1usvKF1AOqlgzM3//d/0gqEpr+1EibhC2u5KjIq6bX0em6ul2GJU7kYKqE7WWEblHlFJjHjdur/EOeQNTwIGDn5Utv68Bq42VhBRQdF2w4P6NSf8gaCc07/EeBeOdfHf1u51x1MrnC84ByqNSeOrcGLjCVChcBvwFDQEf3QuoDHXsHitbgcXlZunL4VLDhCvXbt28rhffHdF165dO3k9l3nzKaaFpVwXqCwLWh2bF6XxBm4WOveK9Jtie53iVHPiK1qDjMA0iLVOkHKbJXseT8RZe/p4wnlijJ0AIChvLTnt66Mf/Sj99Kc/3XjMklw5SP/yq258+ovvrjZi21Gxq6M60D7358LsEXstINU5gFFFfZ6GMkWqUIMrFekoWtcO5zw3EvYfSJIr549NnZ/CYBN39erVDVeP6u8qde+gDL3GGKXeMj5miS5Zwgm0tV3R0eFxcvtkXRHopKdftnZvVN1IExp7LoVLCJvHZSr3grZjCt6vHnDiq7OTfQjgooM/MQMDKG3pvksZCJl+34z5KwTtG3zEXgto/8o2ERHduXWXiIieuPQ4BrCFMGNFcAGgADTU1Uv3D4K91wkhXhdulRe8rmtnaNHsquv+CRk0peQGSs0F1AVB2ztbdHRwnET2lA78CKGDETTlGobwfaaiIfjTHHOqD84Wm5dvDsfotlmKCwit3/1JjmNVMWr3ZqaRCkasaNONp0i+BuF6OaulgyDbNLCq74WgVnIxLOdQCPsPqLOglntt0c3mqO3846suxQb82VO7f1QQqOvg6S6O4jE6d48NUJp6HrEx8ycBgpojTo89/adRHdsQ7DkTmyWYugQBDkCQa/GajOCPiWTnjisw03X/yGlgMcADuIDSlVzjx+n3OTHGCJmdk0NL+CWCIPGZhSvq/vWjwTSwao4BFrtyuACgdKS7k1Jsn9b5qA/boq8mlgurDmGia49lEVABgbp3QrpwZ2jh9JEGJp/TFDZsKdcCKrYZ/b9v/q+0eq8hXqd5/LLrDYLk6xOCYtTxu42zOkA6588Y+erWpUr9mgqBVMdqCqtU7eCbY75RRzHX+Sg3949PeOejC1hIg0ZMaWAyp3ji0uMn4KMPivQpdUhk8hl1Aq6ecFEQUdT5kVC8slpAGVG523bYWd1v3DmCDOGPzrmjcvzYQh2fCy8gUBhV59tNSP2Qt12VupuIWHLE1kOcMSIqGZXbRKyA+weKd5MFQbbqtok3hUO8bt2cqrnaNvUrplbtY2WTSiZDoPf+oqbdXyuo3GFeQRDkTqp0rqG41DZmnVLmA6lf6vMgJADOWBAyBaCkct50poCq78RCmxedrjg0IBBkCyambLZXDxw4LhhRda4wLgjZl76l+l0fCPLp/FGda2zowqjc67Qf4mTdUal9PLmFRqIltojF0SUJUghzBJSiusBnrHitTjO32RcMgZ8x9Xl8w6S+1xd/G5O6dvBX7YarPuRZgqCc3D8q0OPjpuTYRhNz7c3l/W4K+9yukyd3qDOk+9ePzowjFQSq0FJt/EXhTBzndimB/uTFcw1u6nV9IOuxsy72PLbwrWkNH9M6PyFgUAoQKHUXkGqc2XZUApOBlrYeQJCNth4tnECfjfCzMY9Bp0CZmIo0y59j9/lCudk2AUGqVDAiImrWrtiVuDmCuSomBa3ZVLjpAx/r3tyk5bjrvXifTNK6coNEG5/5Ehmxio3Rj5ZqreQT1x1s4t+oEQTNubkudxiV24yaY068JuLNwOLCGBXbZF3rpyuxWApo47uYs0vBCQRBEDZUUOpyAYHGtIO30e7zBbGC6OFfuYFVrlq/jwVYtkWtuxvi5rit31jupe8GyrHzly7OdRqyF+3PlPINc8Of3LJdcucbJoaVXmR359bdxVupTC8MCAouti5ku8eoOl/0/5xjk+CPaoEMmcq1hOAFG1II8n+NiR8ISlW6+j5bjxYnP72hQ7m5OXVlv9x9vjgBH7w525DiS6/PVydI977iGLvHbvJa3R8T1Q851YfjXCCYr5anuUuzDAGnkDAIZWr8nEMj1LkkR1Cf+6dPqAUELUmPvFjRL767CtLW3aVidwJllwoGOZXcqhbC5glaplx1AGMlI1bwM3UFfaZ02EIg005ftq+r+ozd37neeDaHnIqKeXVf+YydcothgypB81cMtYAAf/xp4wpAS7XxFwaEjcDSJCBQioEMIBAEYa6HoNjHr++1gJWtk7g57HRwdFiXUldfZ06Zwi35cS4+R3PMqSzZqLEwZ8wETVNRMaprswsrxc5foesAQcMa4hRnEOiSW6rJlbOHLroUK6VDWEQni5O7VvQzfheAQFDM6sJVAVvFXcugBSwT3ThDUI5j2se6UGyd1qdpjtvCxc2xOwokNoap383HBhcaK1YxosP0Ov7MaXZIEYTFLBnSaSPIpbVUk+FP2JnBz6ahu3mAoMnibcvYpm6LSFLjZjFrjvksxREBgaDY1QU+8u+RDqbfJENQ7mPd19pQbDGirbZz1ep+4/RmTzCAsg4n2PrtTDqddWsh2XRGsz40tLuEBjbpXcUGPbpGh2eefAw1cBMcX2IerkwGWO4t1VTwx/SiS8EFNHWjMEeaDzY1kYkTNTVvbeK125euH7avW+yE75KB7mBQjFI5fFT//YvvrhbrBsJ1Cy1ZvkEQEVG1X5w4gni9ThFLwcSwPkbTWKXYYVTumMUe9QEnvuLtW1ieD1YxKnaQ/rVEmdR9Qr0byLX6HFzOosaUa//87Pq4ws86zQGBTCBNSvVacHc7sniKkxb+uCgEzZs2sCIiQCApAEQAtizJ83TfvA3wA0HLlup6cLlmCEfQWKt6c9x2v6p/wYk3RNUjcVlgii1z+ENEVO6yk3PRHHOihogKSr7FO2J6/7JtBR+L+2eONDCkf/n//haf0Dq269fQc0La4lIsxLu0z5b0Jn6d+qWCP04t3ZxGt0ld9PcDZR8kA4QT2rdDkOW1EsM1U2wx2tovaPsDBW29j0XVDYmVbarblM/my7mci/vHxKUqHpO9Cv04SQl4IO0rDy06qnRJNCcRUg973pc/d5Fe+tZtp6959Vm/38e1N/SLw9QNEDYO0+Q67YuodQ6dUYOaQKqxC0CVv3CHFPM2BPm+juZaS4ptRsV2u66vHrRpVMQofEoZazsysQqunRBrWnc9k5sZdNc9V7F+zGKFergj9QsKKTHeGBHxpVqrXLh/+l5TTgPrUtOuc6LYZmtb6fhNQ1cvf+7ixn/LIMg3yJkMBjQgaMrCMPdGInUHUH3IqTnivROKTRqYgD8qB1G5Y5cnv4RNJwDQ8oJlbFghCMp5bRHpMG16+Tq+8LD0syI94JN6zNp3Q0PucGnynBzUHHOqH3LthtzlXjTEnlkuAu0qIwDpX/6/OyKiCifW3wDzXQvIBP6kqKvP6iEQNI9MCtgpHT0axdxONUYnUGwuIF0AB43X0s8joA8EzXvdhV5jRJeuNg0Lbpwc5kITiKNyAnV/n/XNEMn1ljLsQCpYOlJlKSFyD3CBzN0VzEc6mG+pIBDukM+3YLGSESv1HcBcAh1hE59TgED9AZ6uPbn8O1yvUI6bHAjK+ZqE4zRN3Xz3wsm/Lz96b1L8MzU26HtMX2wgIFC24TRrm6oQpZf6NVTqpNtifKyQDhfu+1tsdB66ornrC0WeIHNw/shy5QRC+pebRavYYa191WPOfrEdT5FIQCD7AG8IDkHYYEIQlN51CigUr7rgJ9bYwPQxRHqHUPJxdMHa1ksN127QU4MIId4P8qNFAiCfg1cM1rkB0+CCMXBz4PKFOI8bLqC5Vi6iomREu0TNEfdSFLrYtmvHGkKAQKfXnQjM+v4OQUMbSQiC0r+WAYTynDPHfK8m679t7J5lnM/0haABOlD7J4S6AA876QCDTKSByQWzupNCSF17o78Q9M17p4BoDhDUhVOfforoez/HGA2lT7xVz/ju06xFP3iyxBfoWCb5/ICyUEwbGAiCwl3nAEHzSuX+mZL+NSZGME37WrpYZ6+HVCdobi0uavfR+WtuddO/LlbvnPz79uqDo16vC31UTiFXUKjPhSTe4+Y9FIX2qXmBT9jPkhMgCuECskn3UglQKM8NHwRBkDwv5AiCTjqTiQ18GX+h6hjhD2IBMYBOC593tX9lm+7cunvm909cejzKj9GbBsbJiakB7h//WtRVGTpvcej9XBTMUun26oMbIIhofCFoFey56XB9GYJJqr+ntKDEFBTlBHtcfH5TIBRjGpgIvOcaXwjqlrOxgyAIMp0vcgJBoYGP7ZzruvaP6+8OcYJqUJm7f+7cuhsNBJIB1f6Vbbp//ejM4zjfdDqZCo6ocBJ8olr6SQil0N3ABAQa6wLqU6z1gaBNLR34mJwfpI3phTt7y9iwQRAE+ZpXkCLmR3OnfrmIIZao9/7CLi5XOYNiVPXMmvrU1DqALCAQ4E94feTzH1oOAIol9UtZB4hjMA4JaWBmAvSxP18mEAguIAR2OW7OIAiC5ppzAIfGzc0+4A++i/k24rJSgT5drW5wqp5hxBtOzIL+yPBn/8r2xjmINQ0uBy0iip+rI5ecBubbBSQ7fny6gKC4BPAz/dzBDQQtYfMAQRAU47wFCJGWcCPITnIx7FTr3Ago87Prm3vr1Q1O2//SbdokQJA/LfLqRXEpKCcB/oQRXEBQbBsmCIKg3OY3rGd2ii31C5qmVGCHqtYtK8a7fz7y+Q9p3U8AQe61OAA0N/xRtoGHoBEC+HF/PodcQLFCICi/TRAEQdDS58AlwKApc74L+APgtry9qMvPsQGBSjKq/6Or+yMAzxAI6j4WGqfsAdBc6V/aiyOghtK/bLp5hSj8fBM3MYwF+OPvvAICQbEH/RAEQUufJwEuoFQkp3/lqsO/GdfdWgZiT1x6fLAWkurvgEJmunPrLiGBM4DmhEA63bxnDnVu3juFMz5AkM/XhiBbpQiBkAaW3uYFgnJSyvMPrtM8vjesgRCU5h5ZpS7MMS2MfefWXUCggfMjlDUAiqXz16BY+Le0gS3isT5AEOCPveD+iWfDg40DhI0ktNT5L7fPgut32fPvHGN67jEHaOZfuRR/1kk2ORy8Ns4F1CcbGKT7+1LBkO58wAE00wXSvVDO/ca07kMvfes2vfy5ixu/u1i94/wzqECQ/Dcb2biQoGXo1Z/wjf9+4WNsluMwbQ8fW/CLYG5ZwTsEYYPo/rPiusZ8vrSxD0EhpKv9YyMVyDFxCJm6iFxqLuhk8lmzBUDJuH8cq1v3p1v/56Vv3Xb2HjK0UQGhMa8DDWsJ7p8Pf7UdGG9+fXNQxQKH5AARqWBxBu8QBE2b2/DZMbcsWWO+d5vrBuMqf+Xu/ul+Lt8uoD6Z1AyaQzEek1CWACi2ejuhdHv1QbpYvePF/dMngBzIhz781Qv06tfv0QsfY/TqT/gJGCI6C4d8KEUXEIJzCIJcbE6hzfOG+QYasy7FDBOXPh/IcOaRF6szf5d/B42XC/dPn8Y6g5Yi+fxUS2ipFgtx1RaD5vav9ciLlbKqvKrrl+z+ufosLoQU5cr9E6OTRicBgboKAX+65xwFoeMOsCEoN9gAQRDWK8ifxP5JAJ5ffHe1AXzE311CoNwzUWwbHoU4H3Nwjdigk+4cVEMHnRoUWmrql6oOUE669gYWLBcS8KebZiV+1wVBMiQS8g2LXvgYOwE+XcePnBYWG7TCHWIE0hA0Zt6AIAjC3BNeXbAjbqqrwBA0Tt00MN/un5iUCjcZxJoptVTLMfVryKLYVe4QCHIjHViRoU/3ceIxISRSvt78+j1lPaBYHUtTIdDNdzfP9+VHx59vwBIIwqYLgqC8dfPdC5NihaVJBjwqIe3LrVTwZynmjJhVmMCdO7fuKn9iV4wDzOaYVORZEGodlX7pW7c3Ur5ySP9K2f0T40ZcBXIEaPnwVy+c/MypFz7G6IWPMeWx6txJvmSTeocNHgRBqnkBcwMEQdB86oM/ur/pym2M3cPlLnmPC/gTryqiPFqqpZz69eD7tbL4mA/lkEoFOj9ewj3zqsbN0+fyCeG8UcEdVWraqz/hQZ1ANgWhXaWD4c4eBKUrAB8IgjA3xaEpzh/sOdwJ8CceaUd1Si3V7l8/Su4C6EtXcwF/XLZ9h6YpxqKDAhV5AAAgAElEQVS8MjwZAi++1X3/vvc9AVg/4craRSnr8qP3zqSBAQJBEDZWEARBfbFCbjIBNrbSvRa6fYXd40JxqHfEp9pSLQXCaHuB6Gr7LBH02NRFgtQa6gQmAEsouGL7PnNAn7nawgMCQVDcAviBIAhyF+OrUq98QCHsS3EOlirrqyj2lmqpDjDdhDdU1Pnlz10cDYFirwdkmq42RO9j6NCUggtI/lvoWjspyDcEEqAntBOo+36ATRA0LEAf+xhHCDdtIMjNer2U+WFqZkToos/oHgbFriRW4T7oBJtZPwTqAiT5MdfeiBsCycfWB4Rg4bSTiYMml9SquTaHrqGjCPp8Axo4jiCo/9qGxm2C/tO/Jfrf/k+clxjWEwiKaZ5Qxe/dm+Ldv8ce7wP+nM1ygfsnPmW1Y96/sq10C8Xaxl6+QPrcPxerd07+fXv1QWfHEDsE6qp7nCoYFPuiEKMLCLJXiFSwvhx/ABoICr8Bh8Ztgv7Tv938fQuB/K7VOd4QGhqDAETxS7WmT13LU44FTLpy6f4OpaWfffPvAIEiU5X6gDLRnVt3o4FAMqDav7JtXMT69uqDdLF6hy5W7xhBIDl9TOcUSgkCCV19FhAIij9gnxKU69LBur/zFfwBMkEQwM+UTZ0MfkK//9LHKoBQPHKZspVD+pdpLZ++v6cCeQE9oFiVLACyTf1KoXi1iQQEGpKudpBtzaCbFnvAy4HXJRsIBAs15FIhC0KHcAOhAxkEqTfSkN2mbi7w0137uxBoqenh3XGM2Ce8cu/SNfUanfIYpH+lITnLBS6guFTlNNBkpQx95PQvl2lfKgh07Q2iTz+l2RwarmNdWBQKBukgUMyCC2hZQbiL4HtONxAELWmzDI3f9JjAH181gFQbL2zGNsc3QFAYmcAf2/UaQAnKQYBA8577rqocPkSqg0mkpf3s+rRC1mO6gKkg0FRoI55/894pDAoBglQQCKlgUEzBt6vA28YN5CJghAsIWsLGGBqvMfDH9dqsKxQLqcc7QNB8GrOe6tby1NZmF+6fFOZCaHN/Lu/ZTTN4AIr8NrrK2hcba/FnkwtEaIz7R07/EiljLl1EvQtcZ62SU8h8ASETJxDSwNKWqi39nJ3KQqaBqYK+PjeQSwECQbltgCF3mx3TlC8f8KcP/IjfYVM2fB0gLgonG8duTq4fU7CTE/wBwJimPviR87kN1d08eQCUyyDog0BTJACSqni0bT2gUZtVaf3qqyk0Fg6J1/z0U0Tf+7n9gjOXbF1AP3iypE+8VS96QfjwV08HyZtf3xxMMiDKvY19HwiCIAjAx/dmZ27Xj/yaS6334/o6ARDyL92NFdP1PLWbMku6LvevbBPRaRmSVMwIKSkUJMlVu88X6QGgpXzpL33rtraQc590zxHgx3U9IetNq2Zt66aNuXxdVaATU3ATSypYbO4am+N+4WOMXv0J74VDvmTqApp73NkEiwBKUE6bWcidTMFPt86Pj42fDegBEBp/DQEEjV9vTdZRrLXL0NJBkGxw2H2+6H38wWsNBo1CQ+fNVlgZM9bcsMdqwVzwOmgDgVy7gAT46cITohagCLgiP1ZoDkD05tfvnRzrh7964eQ45eNferA59u4gAlIotU0q5F+xgB9xLIA64a8xwKBpa7TL9RUp2WlqiSBIfGbhirp//YgOXmt6YUbf35YGh1xDn66SWkVzKf6sk0xJX/rWbfrz394f9VomreJzVKq1gOZwAungj/idgCvd3208f+2yCQWChNOnC4FUevPr96J0L/kcd6Z3HPuUS6FJaBkbUsi/YgI/Jq/v670BP5Am5mqd7ltrpz4emneeFHri0uO9XahNOlSnDol8deH2BUR0YOmZJx9z+j433no76OfqE26jRC5Rv0fn5Omr4ZOK+ye3zfiUIHOODU43XaoLVgQEkn+v+nsoCQg09DlCaq5i0K7UF1wC/kAxbTqhsBuamMAProG4jwtAqH+N7a6lU9ZVrMlxzpWyBMAZC0J8AZRYNOQCCnUMQt1jCeUymvvzJ7Ni5+7+6X4ulQsotKNH5aK5+iwme98ygUCu0sBkl4xw16g0F1zRHfer0vG8GdiNNCVoTiFQRpAJYbO73M2MKfgB9IF01y6AEARtOnlyhzpDun/9aOO/Y4BAS1YlYAPa1cUrUyfPmKLRNhJQqA8E9RVy7nbowmZcr5AQSEiu99P3OKJ5QYvOAWTzOTDuICi+TSMUXvIdbB38WarbB3O122sb5xPKVUP7aJO0rtwg0cZnvjR/Iyedu2eJMOpkFU+pu1busMpnS/iu5PSxm/fMIM1QjZ0Yg9vUAtbQ6WCm0KQvBcu3uu+rO95Xf8JngUCpp4EJwfkDzbEphOZbG5HmBc0xB+QOgrCWQmOUe4FoX/tbyE4HrzWoAZSCxraEV6nPTRSbQ8d1sKsKXmN2YwxBINcuIFPN4bAxdR6Jv6fgBEKgCuW8wYPiXAeF+sBPF/oQLRf8zB0b5HwtodX8OMn1hMTvsJ7PO59C40FELM6bpXUYAwBKRFMh0NgaQi9/7mJvoekx8l1LSOdQSrF9bKwQaA7ZAB3AHwjCJhXaXP/g9oFinz8AhIalgkBQ+PkUSksy4Fm6G6lKoaWarm1azlINzCEQI0Mi0T1MwJ+u+8cE6ojXEv8vPyfWotDiuFQgSAWBUJMlfuUGdFyPObSJhcZstiBsVoRQ2BlKaY5aUsx2+dF7WOOhrPe3OJZwEnzG20o/R0s16FQC/Kjgj4l8F5QOoavPplWvqC/QgQsIgiAfGylovFJylcruHznNK8XPBGF+68ZJOUuGQHABzTvvyxABGq8QaWAq94/876WBIKzyEWsMmey6gGyhz5B8pIP5lgoC5egCAgSCoOVufqB5NgGPvFhtrCfdjUFsEEUGPrpS/owAgZYAFDAnpv99xwSBYp77oPiFlvDhzrNQclfp0kmr6gKRyeZQvaA+iJOD80eWqRMo5YLQUJoBq4vxJlvDcVdw2RsZKPxmpwtMujAoto0QN3wMKqhhHlj6+Y4xFlSlgoVODUPtG8jVXj6U46bP/bMkyechegC0xPo/LqSCQD7cOzcH9pqXI01bTrEr2JDgAoIgbPKg8GuHgECq38UAgVTHN3aNhCDMzadKMV70fUMx57kD6V/uFFv9nSXVA9q/sh03AAL8MRuQu88XyjpLXQjkA/5ce6O/EPTNe6eAaA4Q1IVTn37KvM19rBDIZNEGBMpTujavcP+kv4GA8tgUqDY8qW6ChAsIEAiC7OZ537HjHAWhx7h+xHMwf0Bzytb9I++5b7z19qjmVSkIV2aCg1mVBtYHgUwldxATGltLqAt9VE4hV1Coz4Uk3uPmvXyKQg8JEGgefeKtmn7wZOn9fVD8Me4NAJSvVEAkV0iCVLB8xqy8EcfmfP71YAoocgGBTF1AOvgj3/xdQmwN+d/fiv2sy9eD1Epm9ofNblg6CDRW3RbyQmMLQatgz02He9ghmKT6e1/gnrILCEorWBwzzlQQCM6g+YJ5aBmKecPsqzbH2NcFXJh/3ukWKlf9Dg6vdOTD9dMXT9pe9wIImTRdSVVI/0pHqr2w6feVowtIPh9PXHo8XgCE9C/9YOyrlu4LArnuKEYUb32g2BVzKtirPzlbZvSFj+E+8uRrxfCOn22QCMABQdM0x+ZmLJRhZFYIWoh3nuf6GAEewo2PvhpVUF5xgu95pa/sA5G63AJAI2S6v/X5PlOZxPP/w3/fjud//qekzrGOCeCKzFA29rmlWeRs0sBS7wrmGgKp4I7QCx9j9OpPOH34q2cBxKtfvwcI5EFzdwOB5t/YYSON799WQxCIBf4sMY7flFvA26YpYnM+j2KJL0UsOTS3DIEfolNXf47lFgBL/cnG5DBmXzsG/qjA1Gv/9b+dQKAc5H3WHwMY4P4xG4y+JDt+fLqAsEhPX7j75BoCqQDPm1+/1wuHPvzVC4BADjQ27x/pX8uAAmM3cXMEtthw+vuO5O6fsuQUbtWs/MUvflH53D/+4z8efA/bFPHuZ8O4cD9O+sYOXEBprf8u9Tvfec/4sTbwRzj7ZQj0i++uaP9/roiVeXwfSP+KUy5NDbp99yPve39yLiDVuI1utVXBH1xo6kG++2sFEWpceRcg0Kne/Po9o7+rQFFI9QGprnKGUgA/ywIAKW3kUITW3Xc/BHxU6s56Otij0he/+MUTCDT2ePoAEdwo09Ny5fM3dD5xDUKybIDPSbxhEPKtHjTECqJih1FRpRN7ofZPGDDhw+Qw9bvKuTV81DP//pVtIiK6c+suEbVFi6BTbe0XRLydVDmaPnkPylKGQC7UhSVDgGUIFIVQF0KpwFQMx2grExcQwM+yAEDqnw0b0HEaA366MgU/Q8Bn7HHrQNDcjqCU079wLUE6mTp+huBPF/xY1/HkRLwmqh9waipO1V6BVoOQUlPTwIj8gLrU0sD6HFFBV4upVbSXDoKUJJIRVecLalac6gPuxRE0lP5l080rROHnm572vylDIFcuoC74UblnxN9jcNaoAE+K0OfMNeSgBSyU/uZ/TDfGKYH/VOlqQgAC2X3vLtQHf1TA589/e1/6zTva55uminc/i+uxDEEpKERMaQJ+bB0/pnF8Xy0gviI6vt9QuZeWGwjun7DwwlVLeJd67b/+tyS6gg2lwyUZdS0RBInPLFxR968fbQTORcWo2GfUrDg1hzyYI+jmPfPF4Oa9s3nCro/F12uHXLDHKgQEGgI7ohj0ECjyLXEcSxPcP3lJ5f4RG2edk8I3yBkrXZtg8TkBgdzoYvXOqOf11fe5vTJ/777318EhHdBEqiAEjZMLx88kt4+JOFH9kBPtUbQQCDWywmlqutXSmhpN1ayr6iPve397ga2LKcn1f5649PgJ+OiDIn1KHRKZfMauiuqUptcCBDWcuKe9sM2iIB7rAwSFgD9CcAL1K6a6OkPH8upPuNPj/cRbNf3gSf9VDlUuIMCfvNQHf1JWjh1iYlO/C+f+yb+6bh8XY6vvfWU4JD92KDUs1Po5p0KkckNxyXU86cLx4x38dMWJ6gNOxXkWXToY4E94jYVAPuGPcH2lVAvIpBNaNLdVdJ2/BMCxBSFCY5+X0iZBd3es3FnPppy1AGiAAr30rdtngsCxdxN7N68KEDRlsbFxIcW6aLsOYpceSJqCHXQmg1KXj3Qw31JBILiAhjcgqjVaJVXadneM6MDPmPXeNOVLfpx4LxUIksczxgYE9ct1qlfQmLppb1iXu/HEY/Lci5q084GMMWlgvlP1brz1dhJpYH2KYkVtnUD9rd+7F1vuUGdI968f2QVHjIix9T8M1Q0guwGay42GvMCogNCY14H6IVAIF9DcWgLYgeNnORv/HJw/qs0InEDudXv1wRO3TXftlseQWMu7a/qf//a+EdBxcWNId5ziWENDTbh/oDm/+7Hjbwj8mKYE+wA/NvF8c8zbm9aJhG4AQfHIxO0CndVsAEikf6k09OWZXHC5QaKNz3zJrxWtG5gF3dAmBnJidgGJgHbJEAiClqqhwDvWuRZOj2EJMNIHBQVQ0blsdM+/vTKHO6bOH52G3keGQBgbUM6yjSddgZ/uejFrSQbeQqBie34CpGr7rttTAgS5l5wG1ucCCln3x3VLeF9Frk2BWLarae4Xo6uB+MiLlTLPVRXcpVJsFDoV0sEgbOSXpWtvDBf2nMXmL20OiIg+/dT/z97bhdp2XWeCY661z8+9uoqkYDdGEo1sX2M7hHLfVHz7IaAqV9yQto2hKiridqCC8VsnEBtBv7QflZemTdTVrnozIQXlGKJ0gbHdCuVYFYXQ9LWTGzXGkbEciUISBodIiq7uPT97rdkPa89z1plnzrXmXGv+z++Dwz33nH32Xmv+jDnGt74xBtG3foI5WwJTIkj3MEdH4KwldlTQkT22nwW7AtSOlIifqQcNS96TJ/BMUlf3Z64cyfjnIIPixsahkHsaWBIn6fMv/BCrNpGAy7TGQM7BkUukrgKagi8V0LgVvNyJCzV3YJ8AO+hqtCwN1MeOucqBd/0UeOoafvwGUsFcnNnyOhlDt05CK3x9EEuugPQvN4EybLw/f9Il8TO2zzb23ud5QUTemtW4JBTmmhMRqUkikEJmGHe8Hpc7Uallckz9uvHYw9qax6ER3VqD/IlzWE8d1KWTQCEP7VSc21CpYILw+eCXHqJnn3rj7Hsioh89VUfNmlCdwFK3NYL0kf8PrA+k5eB9ac0UlfP+Y4fbdC44UP0e62Q6wNORZbbndsqETG5FzYGLtn/p/o3RdSkHWzNF/ixR4ts2TgnVFYw1aY27jlBYUpP21ZdeAwk0Mz42iNXyXc6+SU0FZEOKwcvKGKZpYKpDde6glZ8qlpD+hafMYSAIH/n71OG6JXztAcDb39xeCObRUtUdBAnkI4hHUf209pIu4FOdZ+NzOseHODGIn1wVvKmtS9vXpHhmpQDxQNG14kdgKfkT4lxgGT43syGDdL+vlRiaGy+bWkC5Fn72VQfIBFEtnqz+QeXu9QeZfIj5OohLIFNcHvhQAeUBXUqa+DlIoHIcaSAfIA3M/ZjlouStXe2TU/pXySR+SspD14ofARt1ZyjVzxkYEWtZ1mtbReSYKFtiNC2KRTqZ3qvN9cXmDlJRAdmqouCpF3yIuTBokGLXAZck0I+eeiNp5c84JW2csiZ+Bix3nmQHGmSQO8iKH58qICAPmJBAMkKTQmt9CJ/kINQ/67E0/XRuzn1Ct55ik0C+CDZbFY8r1Y/NvmVs+CoNJjWDYiDlTtlj8keV6RIr/WvqmmwQqg7QHDEWzdK9/dabODkjLESd81cj0WNTF8kEOauAXEFV+JloIFZSU9Z88EsPgfBxiPH+UTnSIIMAYNnZNBUQj39nEnDlctajy2jaa3LsT+ZWKmAqjTIWCTRF/qxJ9xKwIX9ipAGzDSNi6axtX4SGQMoETGjYqH1ikz+62Du2CmhJQexoHrnMfiH9y91CVBm0uad+a57ipO6omT6FcHHwIxVsRwKNiJXUyB9ZoZRTnaJUAwOQO4DKziKITyewzeXaQ56FsZFL+tcU+ZP7fklhr7gmf5amb7kgf5aOZ7Ofjo8YIh6NkYKVGunkYgzAHSwHvHbgwoGuI4HGh738mqe/n7ajL1/b1AEFEsghCfQDnpzCRqdQIkpTpZQrQAj5x1z6l029B19PfIWt/cIvL+suhq5Ay85WmzMv5fvwdUYj9Su8D5myfyjvj1APNeYKvdtiDfFj8jc/9uTONfssWgewmppT5Fpsem3KVY3XZQJ46QViSv0zbh/ssnZE6iSQ7nD1JQFOnQSawhoSSEeupFZcWVYBuSaqam8FD8SFzZPcH7+xruaDCblgS0DEdMpLLGYOJVZ6yFX9U4LyR7U/QpOkUzbO1J+WCZkl9tvkrDAhlqbGb6rLUbPPqD1gSaxtm+AZyIfoCIVYaWBL0+I2sQYJGy4eRPFQ0wKi8oGve8qTEwk0d/CXTgL5rAekI3pSIYFkdZL4F+qfZYDaJz3YBALitUuIoJI7d3lXAXCivuPEt0S8G4hz1jC6+2cdFvDMOd0dcWIboqa1rxsC9U9YzKlGPvBQZfufn+93E9uq8qlddOgyUfOYnAdLiR9iRO0hoyZi7Z/UCQWgDnR3L9sD1gxd8dje9N+uqYkEz70Q2ErRBAk0B93THlupbwrpCKbOpUsHIFcl0FIV0BSJkgLBolMojX8HIghICap23ia22xYqImiJTUZXoGn0W078dPiXJHN07zmQPya4+52ODh9vqGOcWDuoCJoN7HZqmHsouFZ9uBZjO/fJ9xN96yeeP3BH+vbHfPX1uhivqfeYm5dV5D8jaq/E3bOy+gfkT34xb46xt9IsdOqfsVNOdLJLkVQQQTL5c+3mPhGd13qaS/mb9GzGbz7J5Br8vUCI1mc1bwh5IcrpXy7TvlSO/tPfHw5S28PG5yFnGmD4epqdKgk0pwJy2Ro+BZgQPM/+gCeXrgYAKhs+tuUuCRfZ5qoIISJ1sISuQHr0W079ESfe218XoA+o+Zao2/IzMqg9aIi1+jMvBeSS/qXb38IWCSz1K8e2RmVjXPl/Uw8gx8S371Qwzgf1GvX6cZ3zqdeOiQnhtob8mYsV2YZoc7UhADCFHNemTNYtSQPb3ua0ucFUxxtRT9Qfc2poXg0kY44Iiq4AAuuaDpYEESoSaO0BtSYlYW0Q4KsYYG1KoNRgSuqI10ANBKSGcepuSKhsryoAQFcgNZYQP8CS6Hogg7bbnlhD1F7RE0GAW5s05xMutTMuiw7P+ZCq3ztVAHKi7l5/ifwx8am/9RM3ZLCNP21q9wVMRAJsQ7S5Ep/8gfonH6RYZHkOroUunA8kULt3Ho+o2r7rurzpiKBLO/Ho+f7sS/6560HBpnMP3ZguUf+o0g5CBh8feOj8S5BBuqfRLgMAX0jxqV8sUkoobVQpWbqfh8Sv/SID+ZM5ZCcvp24fuqDj77b/zdmXQMoqmxxJIdX4LVk7vCPa3umpu2tG/sg+FtQ/y89m3hNt7/ZKaT3gFqblBNb6gGu/YqM/4cbrUWU31xDTNg9TVUWhn/7+evKnOWAD+RPZraqp61dNMW7p18Q5ET9V+woCj15/ZDLt69WXXjv7IlIQQL4QozI24C41YEwgqZ74+IZ8mMuEkAtySPy9nMLm8sDIUfrtq5uV6MI1JntiEz9A/nj7m9usyR+fdtwF5EDgK7/xvuI6A60lX7pjPhAQhs/NXDxgqw2zY8YHEqg/TetMyTX9qxZ4IV45UXcSZx2OiR/XRNjh4818yldLtLnWDJ2+EnymBiFCusgp9SsEOOdGa3iu9g/RQAZZaRvFgWvC9s4dzth0YYOHb//mNau/0Tn0YxLIZT0hW+gOsrUkUIgnRTmmg/lKBfvglx4668L17A/4GSnkui17DDUPWsGHhdy+W/x//HPvnZ0WXrPA1LWpikHniNK7AvUny4u8AnY4er6f9kc5UXdvmIv/8/AQA+YIsv8nVEAxfcKU0Z1cLvhu6oOPyX/bTru2JRTGtnl1ulczFHpmTTrED1K/8kFuqV8uikEv/VwVxiSQLjVsIx+mJjc0e+hKuPHYwyj+nPFCzOlgTzV4kJESCeSzJbwJPvilh+jZp94I/rkqtZGKKEJR6LQhEz9LgvYUnFHdz8YQwUBuRZZNA5jsuwLxQf1jS2LIQPqXGktrNHVHnAj8DxADfCCFQ/vaS+3oBx5aT/60B4ya/TQVP0C+cW1usbeqsPP29vKHQ83esg2lI4M2tje0BCB/4i/EpQhdcDR3R9MGuSmBhJrFV1Foof4JifFnyqojQRAJggokUFoYkyUyyTNFCqV27S7h22bJQFcgiWiwfNIP8ifQ2ZyIIAvpX/Wh39rZBJkEkotCm6iAVHV8TGziHOH9bz92QP9Ld6r9PTp8Ab7i2Ryh6+61BM0+0dFfrE8VH5NBG50jMh5w8b0LQsG2Tz3gBp/4j3fo27+pd8ynakxA1uvXIUyBBLJRAZXWHl5gTPSM09GANKEjd1JW/YjrW4uUagLJZ0W1XYE4Ed+uYxpA/tjDRJH+7x+6goHyiDnlis2+DaH8+3FAwbFtOujadLol9zZHqP7bj537qP9bu3eZBGJDulezyeshGWrMpDkPJWMJIdTs0aCoc/wkY7GXbJsGpgOIoPAHNQDExq/9IqNnn3pDSbL8KJDaRncNKESdN6bIn1SJIV1tn1SJHp8BTOzgMCbWKLhAHqWNWtU/NmoU3ymgodNLeTd073FxPpicBbb3Z0P8KMGGtJRUCzz7IiJAFIUjba7d3FfWsEmVM5Czb7a3Oe3ZkD7s/F/WELF9Rqxxo/6RsSGaVv9MwZYEWtKnHnC3ED/xH+8YFRFNodCo6VMMXwe5/PndEaf20M8JV2tRaBUB86PIqVaiKHVK1wSUA1n9M2drl6pnfBICodPMYsMm5Yi1jHgXh0CWr7EmQmjKF4X6Jy5sfLRx+qVrsiZGbTHe8eDphyb3t4b4aTeMqBsUCbkRP3KDCB/kR8nkUEpKnVdfei0ZvkDmNa7d3Kc7t07O/t9cXbBJGBFjpN1fLtaZ1eNQF3VlxITNEUHj1wJpQVYRyQGKyRMfV51gdO9jc8ibkE39rrZDe6VcIiB2MegfRSgELUgoIoqqRgIAHaZIoDGBJL/GtmPM2jOh+q5AbAiKeot2z4ePN95awKuCvBRIIRdEVYgafS7h4lxNIbVV1YnQh6pcRQQt8e1sfFIf4Au3tq39NCG3TPbLFPHDGNHBYUObvYbaNr90rzF0NQNLI0lKh45HSM41WNkM2JePsLFV/8gkkKkKSNWnfm7ycpJ9pboxZCbSVSvhqYPpAw+Fa/U71Q5+7XvI6E8Hx94HCVRza3hd8eVQxIuo+TN3XQCwNoAbw3UBZZ3Tj9SggI7eQhIolGPokzRZus5crVExFi5KE7g+213ZjjEJFLvQ/ZigGNssl2mrsm+mIoRc+ni5YTwWuntcS/w0DdHefkN7++f7KmfyRwXTPeSreUPucGVzTfiIXEgf+b6WjpHqjHelMgtycqzpU6+afJBA0+Pj+9DP4cD19fn9KSe2Wd6OrzSsIYHm2quHbL8up6MJ8gfqHyAUxFNf0ye/MpGvUwqBBAoINrRA5h0nHqBOvuxU+npSaAIRaC5Za76IqRLSv1Skz5j8iaEMGtuqEvy63GBC/Jjsq7kaP5s9RodXWgz4DlP7rDZyyDXRvrQUTWoQ/MSLt16+dH8uxszluGyWvPFSFZDJoJmQGLrf10oMzY2XPF9zT2hklZAISMRhP/W0p4ZAozviXgigFFRAS9LAfHUFC02+jNPBBEKrkYC6oeqipYJOxWlbM8hXd56quwIxos19DXVH3EoJ5NMpD0kMzaV45Za+FRNT5M745z5JIEEyqWyVyneszR+MgTmbuJb4aRqiw6stNQ38Hpt9siam0J0VOtt947GHnV7/7YiznSMAACAASURBVFdetzpTYhMsqcNFyRzfpNjG1RsLEsiFo6GaYBNlSwxpWKzFaHqva69PftKDlvBExAclUKkk0BIsIYFSIFV0Hb/G1/bsD3hQNRJQPlQEu8v3VtUD+uT7lwUTrkmSWroCtYdDkdTt3T6IGmgKPp34OZ9PVgb5IH9SC1JcQEXqqBQ/OoLGF1yVEUgVscnJtaqqqeufI37adkj32uw1BKSBsW0LReTHtqelFNJ2QQL5xGbpYKtuzOfiNKkZFAMp5yOOyR/bhTg+5GsjfUwcAL4loj0cTmP4UgL5xhyxo6sRBAChAi5bqEigtSSH77ptU6/NtivQTg1EfGgk0IuuQHzXHroAsyKCBVMiKLVgwyeW1v/RKXp0P3eh/pFJpKn3LJ0Ecrb9LZe28LVtSaBVih9G1LaMNht2oc4PAIRCzNTl0Pdpet6FSIlbdWqEZreWKoNqga3aZ65+wNwhX5rc1+bJD+852fa/HDtYU85VbBVQ7G5gIWGq6oH6B1iD7p460l+i/tF14YlB1OfSFSh6RyxG1BwwaqQzg3eDmpT30y1fzQ+m4WzSdh/ySDilVI+IqLz27z7TvFQKojlVkfD/xP4vwR90rf5hLSNi863gZTtqY8uXKn4YI9o/aED6AEBiCHV2btaySlMkUAgZV4wUrNRIJ59joHLwXXZ5KOmwN3Gs/vAzRL/19XIN118+NhQMzFEJBAA+0J/wsw6CrjGuzyaTSbb1gFxdixzApNgVaGz/lwaqMYp+GhEAnO3UReo1xzuifispkYick0NzyqCSlT9E67p/+VL5hFzHJdR5WjvmrB2IFm6wt2xUVWvGdtzOHUgEFT9fLKX4sw4uaib7GpMNdp49ci02PbcQdTWcxgeTzpkP+bQnlGOx1kEVjtUffubizwcSaAsVEACUDk7UHbuLrHUBwjh1IIYSKNWuQCZnhe15ErPbi1Hrb7ZTE2miCtYOreovLNOOhs5l/fJ1znt+ntbG3Z2jS1Ca+sf3elqDUh4Ieovt9xhxxRngqmbqGHOKn80eo4NDdPXKaQ+WTpQDFxGSEPNGAJXG4pW82ExJIJdOdOpYY3R1xE9NgBIIAIbuHr7SbmKRPbouTql1BSq505TrdCDW7tJV1r3LQCRxTtQPKiO+rXPf5/zwREcy10j02NRF0qE9YEOHJ0MV0NQcLNqVIH6yWFumMVpp8WcNvIGPzukuAAUQQNQQ0Wgf+ngykTIO/1njJEgD8QMAgEC/5UOqjQeEVtrMBS25FIT1kRbnm9TSEVk+a8IsDjZbIrZTHjX7jHg/pECuUhfRUEyXNcwoVeIr9x3C+CwIQOf28Jq9k3o9IFOyeOmeaw+Zsg7cUl/78PGG/ve9Pepn/rTdMLpyFcRPyvsOAGLBifcgWLuU250Beuxda6g/4UOqAl93MIWGExZ1QYzGGqY06ibkTy41gFykgdl0BhOdtlBwGUjRUbN1/Pl23raI1Cmdkmcq4PKt/pGDoqkgLjUSSBXQievLrWjtVPv0FEmgi+fkEPzO1SWafhNmXCA7Ztp0DZgigcb7X37N099PmwSSr22KEFqy55q9QR3Xn5itfxOibYr8QZ2f9P0JGff+7ONn31/51e9UNz6lZw0tbZol/43LcfLmObz4tZeRBpYI5hadONCa/eEphShYitzTiQO2vWzYbcgfEwcidh2gUBi3WP/glx6iZ586r+oqyKCpNuxrCSPVe4OEAtZA1FQxJUxSUvToAqC5p+SpdAWaIn9yhi71Lo8Dc7ouUUnIIf1rSv0ztkUuSebUSSCdrXJFvLaHgyKOS6rQuWLpttg/aGj/AL57yvtNxpj8Ef+vkQSqCUvTwExJJBP+BSlgwIUDrb0yOGi+utYUATbI221TvmzIn1QQUgX0wS89dOFfIrpABo1/LvCjp95wcp/yez87874giOq1kcYwNKGmQVYoEsMXyZAaeRG6S5qrwFQex9RVQCHPKsANdJ0FTW2Tbm/lRAJN7bml+25zhdH2LieucIdWq+4Z0SFUP8p5EohhJ3Xkj0z6mBAGQPlwRQhPEUWCHHK6G5ZKnIC00F5hxFq6kBIGnKPZY95UP6k61i5IICJ1Uehf+0VGz/6Aa8kcFfFD5I780X3mj556wyvpBJSNuWwX12lTsopIDsB+/IabrllzSIlUKUH5YxqQAsC0QSKrmmSCBFq6x2wJ1h9bHKtzdizUnrMmgRjR5mpD23v8khJoHPxZ++yo9aOETL6Y1N/x7afbEj+lokZCy6YYtPxzl+MlrsHrSkcaWHyo8gd1JN34MGv2GbGWUXfcV9vJY8pozRE/4zo/JTyd9d0WfqyokVOypggXV0ocU1LHhvwRpBeQv+No6/CzdnD25XbY8iHumgSaelr/gYfsgqy5AK/ErkBz4xM68LRZrzWrgKD+mQAfFN2dphOVnP7lMu1LRQI9/X2iT75/3f4a79NQe9IZ8cqINlcZ9Vui7u66J6ysITq80lLbQpE8d3bHsKXytSwlf6D+AUzJYZu1At1whTBVarF2eFrRn/JdJ496xywW8ZNSHaAQ6WDP/oBPkjo+CkXbkk9I/wKMnHNmJqB00frXtIbQVLAkBzc5dgVaE6DNpaf8+I3zwDMGETQOej/5fqJv/QR7LDUkV/+Hk1ZtsgRL9rvKTqzdP+LvQ+9JlymYzYYRPyDqj5fNDWNEBwcNyB9pLly9T8qE+o3HHsZkFxJ/u24JP/VeMjm08X1zUAHFw1T1cF3nNpXha/bY0MWgHw6rfltPalitih+fmCKB5sgVn+TLFPk0R0yp7hEAVIez7gnNXHClKhw9TtMYP7kPVYA55a5ArgvbjgNMlVLIVQA6pUIaB75IBRsA9Y8e3bE5+bNE/SOTxCpb5BNTe9IXIeRy37UHu5qbJ3Y+NWuI7rs/Xz9zDVGj8q/n3u8r/+IXZt/3d777w9lYCPBHigBh/M8xsLoBq0OnvcKoJUb9llN/zInPqc0yJYpSIn5KUwEJgsS0PXwoTBE8IH/qgexMvu/pn6e/+8I/WDuGrGHKTmCri33SxSKtLgKuKfVPKV2BVDVNlqqYVMHljx2WBpsLXlW/R8ASFymqf0zbjrvAmJCWyaQQBdflPWFCpNpCvKeswFuz99oDRu0BG8i6jog4J6ZR9bCGiLXsQhfaGs/n8VjryB8T0kd+vYoEcuXb+6z9c/8DDw7X+9abWcVXQFwE8RagAgoDk6rfrtBsGDWbIceBc5qseMq7wREZXpeHYTIlfuBwL8dUYWgf8JE+prsnIF/n0hXYhohO1b9b2ulhrAIK9ZR9TJ7k3hVI3IePsUu1PhBQJ7ojv86WLkVU7C1f+2ztfhynjaW0z4UaaCgeVx8+8eAhERF9+82j1ee0Lfkz/juZBHKFK7/6HWck0O1XXieiPFPBQP6k0zBrE+rmVDcLUoiiL4LVC5ENuchThxZrh6LSvCPinUI1xIl4b6Am8mWQ/vziB+vIn5hpXiWqgMakiS8SSK7pI36GOj6AiVP5vqd/fvH7NXvDU12asGsmud+2haN9pX+hK1B6qD0NLJUzMTn1DxH1XXj1Tw7wZSu6e5zaQ1Yrf7MKgvyRv5cxRw4tJX7k9/CVDnblV7/jNE67/crrF0ig+x94MBsVEHDRx3NZB8gU3qJYE2IhpGIlJYQmfebGUp4rX1Jy1pJW2kqczSqJXOPO/z2QDqjvEx8u1UBj0uendy9LMN5zdc/LtQN5wkT1I6eBmaI9YNTdc2/TVCSQqxSL3LsCzQWnPlVAQH1IkfwZUonCfJZpAfrSIJOv/Smn/pRTsz+kdIEIco9PPHioJYFckD/j90qtJpAuphbpXzkCIpC4SDaaTUEeBQSEgZLIdbA3RfyMSR+iNIifklVAAmMyZQkZJMifn949pfdc3dOSPS7SwUD85I054meN+keg2RvSZNekY+hqBo1JIB354zu9KrWuQEA9QPFnPXhn36hjjhid2usgU8/Rn3DiPafNlQYkkAeoSCCX5M/4PdfWBLr/U5vVaeUmzXtyAdK/Ls6rz25gJtiEvMGldQ9qwdrJV42rKcMaSgUUO+CD2icf6AiWOWJIkD/8npr8YVdOz16z9loAs32X0l4KQfyM0ezvSKBjPyTQFNakB+XYFQgAQiJF9Q8RWaXTq7oLAivHfzuQ/u0VMEBzmEr5mvobk1pBa+GiJtBUwer/7w+/dPb9P/mtpxa9//Mv/JAe/8gvYCEB1gjqlQuGy6ZPfenwyfitldeVRAKZsPA5FHZOSQUUC5NkzA+2IHYs4EvJZbLvXHbYcHE9romfMZqDIcV1TVceF93DQiJ2V6C569IhtdpDLruLAcAUTInaqRpkoWC6L3zt0bnP7085sb2hYQqgx7ffPFpEAo3xO9/9oRcVENG0EmgOJt3KXMRwOZBAEH6o5zemmiu5SNcXIaJbfK6rqIvq7KHuS3d/S8gf1WIsiQSS1T9ymleJ95wzebAUtuoewA/GDo+qdasLefTS67lECsyQP0vq/8hoD9lQGPpev7jgfcokUOpdgUyDOpu6QyII9BFk+nzvEs6e2EhV/bMogJ4pLG8LWUUkk70m+2yOYFlbH8xmXy0lYftjDgLIACZqHpkkklVAoUkgU59DF0usUf/oiINUC0CvyU6pCaHTwLxHuam0OxsPaigHOtREuryfVObLB2TCR/csnlHaJBBUQMvBrgxFoVMiiEqcTxXhM/439N5y3eFr8fpriTbXmqEj4pZTv/s39rni+kzMtciyTVAoXuuDCAL5owfOPje+qW13QVtM7f8PPOSO4Fm6p0Mo/Xg/FORmyCBfDZkk+sSDh0FSwVy0hV+S+mXbvOf5F36YRVv4azf3iYjo1ZdeIyKiR68/gsUdCcEj3FjtzmrCWma1ZBKIG74Gz2zMnfGUnoTe/6nNGbkjyJ6p1wLuMUeepkD+WAUyDtQ/MkRHxIaI+pN1RaJTQyo1RFQBrY9rUxFBawJHGxUSEAclqX/kPUO0LsXLdI/FXuNBPp8PBbm13W8rhQv1r4vUsdn9MEP+6D5/TEqFVDnniNqJoJjxNiKgAhdT6ICu1AMHKqD85/pL/9cgCX7qX/3wrCU80sMuwiWJZ1LzRzVXIfeZqfJHR/y4vtZmf2gZ7KNd/BqU1BVofB/ja3NZh0gOKFWEUA6Bceq2KoWzN3Uwg2esU+mkc/tCVTha2Iu5Pea7M2Fq4Ch9MnmOTvkM45QuFRkjSCBBuLhMA9ORP75JJ5s4TiYPbr/yuhMVUAyhRo1EkLhnoYq6c+sk6NgH8bpTaHcGrA/salJMCBUQ6gGlvSbn8NS/+uGZszEmfjCncWxE7HFPjfwRaPYY8X6oGREbpXUFGheiDonSiZzxfsc5mRZYy4gaTjRDPrioKSbvL3T8UziTgJUPpyJxxM9kYkYmgVaffxOqn7Xkzzj1aypeXgNXJJAryPbl0euPnBEfU6TIFHIniUzuMQQ2MRcFSCD3mwtwe26nLNytUQW0VE6beoCS+1yu6faV2ryEJn8E2gNGzWZdkWjnY5FZV6BPvp/oWz8xu4/alQku9ntIEgiKV3Owdug+ZdJ1UPjhtr7kmCiujfR5+vsWfiQIICt/YUrBoyNnXBWDdqH6sSGi5Po/rpr3LCGBbjz2sLaJkev4VBA4S4mQVAiU3PmRYJ53yXVlYi4Sn/NFRFnNma9c26XvGyKwTYE4CFEHCHnU6e+5XAgeJdExU+cn1D2Mi0R3x9y6QLQrlNIVyPV95ByIut7zIn1zqttfacip9k+zx4h3nHhn9nqTgMO2cHRpJOuS/cbwnNvYl9MRNy4KMfuAKdmjUv7Ydv4qMb4eK3lKJ3XmcOfWySVb65sECnpSgwTyP76+DXcqzt1SQoCRnSKXj/7O9TVCMu9mHH/2wnuUP3/3R36KwfOM3NbwkoLOMe6RtUSbq4yIGPXHnDgfakmsCSZ4r+84lltXIDkQmwosSyeBQttieT+ouv25BtQ/y2xIe9h4J5JV+8tlba2YcEGwNnsoAD1nH5aofpyvY8XnyMofnx3HUmve45qAmLs/k7Su0kiiC/d8PbzgIqr3jjSwdWPn0niUQgYYOUY0TQKxwPeyNsAsORVMN98q0mdM+PzshffQz154z4WfxWpBDuRpL1JZJ82BO4vUHdvVGUqxK5AqKJsL1OT7KEGZEFL9o9pHc2RQacix85cgknnHnBBBuppBYxJIR/6E3GOh9sZs/MLQAn7KhsylaunIHz7Kq2Ns/fk4R/4sJX5Mav74it9SqwXknDApEKFFMoiEMkTIuj+pqLZsArm5YEV2UFTHx+c+9znl3/7BH/zB7GfYPv0ySaNBsD5AkDqC2JlS/+h+BwBTKHkPtvu7tJCteXBnYtNCdQXyFdjFSKXKbd2adO1xDSh/3OCSorAf2pMvqTU2RQKVvsfkcZgD1D+02GaoSBmuKKgkfjYmgtZ2A1tbVHqO+HGZ/jUFWxLIZR0g1Kd1M4Y+RTLBPd3YHcFKXJQh1T8x0sDmDo8lT6fHx7KO7FHhc5/73BkJtPR6phylpeNbchHhNZBVQIA+0MrxCbfNmvrqR4d/P/+9OAF0GpEg0eZKQ6d3eqUMMuWuQC4CyFJSU0JjvDdC7ROQP35wrihkRJyoO+LUn9opg1zYiZywNEZpD0AALVH+qMANqmkvIW507eUnfXzp+m3S1EKRP7GJCyB9BDnJ5by9azf3LxU8ApZtrFpSv5RGeGVdB1PiZ47wWXrdumCkNkWQDfmzhMwBCQSn0ybALR6MaHO1oe1dPQm0xImL0RVIdwbUSPTIaz7nNZ0a+VMaOT62Be0VRu2VQRnUa9SBKuRCAsUqM9HssbTbyEY6h9coc5KIOzQt6sck0D/5rae8F35WIcfmPcDlOQw1f5vaK2/nhFiHrbwgYxaDdlXMc4r8URE+3/7Na9JP9HUtlrROzj1gcakg+fVf/m+JiOhPvv9frf7OlOhJtVNNybWcYjudQv0D7OK+dng63R3xVYFTqK5Asvpn7hz4ym+8b7FNTb0ekKkSKteOXLCBcdAcMGpoaB0/ZRdsbUStaA/rZn9ckj9z6h8XdYBMsSS9bIr48f0QP3QtIIgU3I+nLzu7Kf0Gp5B7gSxsLDVMi47KmKrv83db88+e+nwdOaQLWEovXCw7CYL8kb+3JYMAOJw6qFLBaiwQ3uwz4j1Rf+K2Q1AqXYGmSKAp8v3p76dNAsnXNkUIld6WHfBkF7hdsXjgItpDqH8u2VzPyh+5Y5crcM4vEUwmJJBQAcUkf4Ay4IsjCe4ZiCreL956OcgNlorYhiN1x3JahXPn7Lux2seFumjqc2VySH7tXGrYHGIrSHzWkVGpglDkOZ/5iwUof+YDFdYMJJDrgrCuugJNqX+m7OkapE4C6cZRRQblRAKlqP4pNv1ryi7sM+JbTryDjbQFawYSrWbID2N8kj++1D9j1ZEJCSSngRHFq/eTSvMeIO3528Rqq5biAr3/gQcH4/XWm8ktiNi51rHmSz5I5lIMxoGBHBCMAxEd8bNEPWQaeMiv0xVJVT25ruFJ7ljxI8NUAaQjhVAHqC6Hk2ie/PnqRy8XhK5RMdHsM2r2h9QP3u26AxERGR45sbsCjYtOm9hi+fzQKYVyIoEEvvDL+ZNAQAosxq5O2Dv9ImK42mFriNordT/IDtklUMCV+ke8z7ffPCLG2CwJtDamCoVQaWBI/8or5m5i3yCQ14KMbehNAwKiy2TOV37jfRe+xoGK+BJ/P/fl8zpVQUoucPkE90++/1/PvmpBjU+bY0JFEqVq13yj2R+KwW6uNbS50lB7xdzZja3eXVJ3bY29/fEb5l+hoSOtUl/XUP8Mc5TMPDGizbWmejWL8XBtGLVXGmItxuKCbc2w6LOOUJqrRWR6r7nEvkfPqxtFAGVgk9piSyEN7P4HHkxKBQRW9SIEUTPltMvkiipA0NX6MVUBrSWC5j5HfjJd+lNcG6JHp/QZq3yQIlYHUPTZQzDTErF2CPy6e+YFYX0rVWW1psu0L5US6OnvE33y/erXf+Ahs/cdk0Cmf7MWOiUQENc+qc7v1Im59pCdFYznHSduGxCWHkCyoeNX7UWfVWs5NPlj2wJ+DF81hGJBVpDcfuX1Re/T3ePU7FLFgfg8gEuOBJpgcTDv0r8AO6MSE6ZEkK4wsy548NHCWEf22H7WHAmUWyep+z+1sXaABbEDsgdwETypikIDA5q9XaHo43hdgZaSSktqqalIoLWkjfj7sSIoBBGkIoFSfYhQqvpnPN4qW6UqPp8kIbRrF098KBBtzwIR8S0R74l474kR4hQ2XY0NJHl7wKD6ibxu1xA/VlNukAKmqgUkx1A5gXdE/REf9j8zP6eR4ZM+onsCMqGAYtB5baoUHMo5IkhHsiztFrYUPoilEmBCAs0RPHP1fVD/px6H04X6p8auYDq0B4yIu+8WtgZL1D/y+TClDvWBMekjp4b5IoRyUALVQP7o7FZ29oURDTGwvdrlnCTxq5TpT3e1zHryplpgzUD+gPgJtOwsa++kmnaWKylytp+w3oOvF5+CC3i3CSN24efUIGob6Bxa0wLRAikTMjHaJrt06G0daNkRdvk0SUX+6N4fAX8eQNpXWIi2xqW0hhYEkqp49FT7eFeQCZ+pWkFLySHxnp98P9G3fjJPTABu7dMU+TM1/uKBCOZoGZo9RrSHcYiJmASMr8+2IaHmVEA5Egj8hBM7VKuAEKuGm0OXIplN6TdY2kJIcb5CBnlE00TQ2HHPsZByzsSPT7z7Iz+9pALy0dkLjncewZUMF+SPqisYcA6R6tAdceMOYckEJDPqUNf1hGyhI3nWFpIOVXNoCVJNVV6r/lGdIbbnCs4gIPczOYqdd0T+mKSU5VLcWhWvbW5cZnG2t6cf7thkfSL9Kw/glFEZswQKQOeUTxkraJ6Tt9sqgmLBNemTWx0gnQMsOxU6Ekj8Tv75UnIIJFBejqZL5Y9MAmEtXESzYcSuMOq3u4KwPWVHBsUme2zgi8A5vdNTe8AGtUQE5H4+4ewAAL+IUUD6Ew8enpE/445fLtq/l0qKoPaPf/gSXWxKv8ESNhSghwkJdOlgCUwKrSV4au3oYkoCEV2uEaQjf1R/q0sRgyOfPkKkfWEtXARridqWEe/YuaPc72pvrDm6AmSXha77luw52e+6u3EK3uY7ZfJnrfpHZydgPwAgfajIHxVya21vEl+rVEFjNHvMd/kuwIIjcJEltSn9Bq2d/YTav483b+oGxXWQJAf+Iu1L59wKmBAluaRZTd1zzZjr/mVL/jzzmQ098fUtAv/EIdsEX+QPUsHMIApCsp1X2Owt7xBENBSZNG05L+r36JQ8UzYexfjP0R3zoI59qcofAAAG5EaOzNXrWaL+kd8vtRhue5vPEj4XxqAhYgauMNQ/4eCCI0GhHRFcvPWmc/JniZInZzldCnnAX/jlfIkTce0534Nr3P+pzSQJ8+6P/PTSlwpzXcSe+QyIHuAcMrmUZGvm1MDG3XHsv5oNm/VIZGJHFHGuVdmzGpyoC9TdLXXyx0XnLwAA8oNMWjHGzr7mXnvpjEqg+LPTY50RNQco/hwbPriATWo3WHMx6Nw2U6i0vSVkiPw3KaRQuSJ1TJQpJdQBGsOkVbwOOvLHpEYQVEBpIJT6B2shpqc51BgybTdvquRJoQ6caSFnXzV/pj6fn3Kifb8qIJA/AAAswZhQia0uWvL5qTbvmTX3bFD9sD2mbP8O8if/mBverGPceOxhuv3K684mu7YF6QtQ1OQPEXybEkFzqh+ic+XPE1/f0ukX30VERHu///cYbCALLCVFUyWy2IaITmmyHpDr4v6yekhWGf34jXliZo7gMSV2dO9jQwzZdg3jfPhingggpH0BAGCL0EqauVQwE/In9dSvMU5vc9r/7zVGv2E7Na/61zL5c+3mPhERvfrSa0RE9Oj1R7CAA2CtSCY5LxAt4dM3HHMBydrgAukWl5FbIej/oz3w9lRVtb7kNWNC/gB5khyh1D/ic1KsB7TWRoq/T40IajaM+GYoKC1w+HhzyeF0TQJNqYk+8JA7gmcOU+3g177HJDgnHxKgHMgfqH8AIA3ETp9aozDKMfWrOfDD+oMIMsOY64gR80MB5BmmBFbVcjpO1G859aec7n0XskLTAK6oNDD5iX/EbgOnX3wXVEDA4n3n63NLup9Jp3R/aDM/1xVMKHXWEEGmtYN8pWaZIvbnLwHIHwAATFFa7ZwcmvcsEVio6tQKwkcGiKA051AABFCCuHZzX7mhUt1EizuC8eFJ7/YdTv3x0EpYBlK3JoiKt3tq9hm1Bxn3ZtylH/COE++GH7F2V0iWkTERJNcI0rWLB/JCCrV/Urn3Kcypld739M/T333hH7SfkxIJxFqi9oBRdzStAjoLHGa6OspqIdE9TJA/Y/WP/F44f5YB5A8AACYogfjJKfVLhg2BoDuDRWw6RwSlHMeGgq5kyotfezn4ukkyt8rXIIRS2dx47GEv16XbXDHw6kuvXfgSOaA2gf/2Hqft2z1194bgn3MCLMewP+a0vdOfkSfZXX/Hqbs3rIH+ZPjq7nHq7vZGKoApmBR5BoA5hOoI9vY3txe+bK7v89+bTlX7uy/8A73v6Z8/+1J9dkpo9i8XnnSRCi7IHhX5UzUcFgAC+QMAwGr3kHPiGQQFuRFYLuNr+b1MyB05dkwprk0dunh7KbeRhQKo5DpAthNXymbZvtMT74m6EzoL8re3Lxp7PH2lS+OhqgPE+2E8m31G7WE6aqC5OkC8G5RfKvKK90TdESe+oeGeFt6WIIF+9sJ7LhBCP3vhPWc/e+YzG3rmMxva+/2/R/pXQqhB/WNLvMhjMEf8XCA/diQQkVoRlJoSqD1saPvOxfNR+AG25+ZYBVQb6TNXO44xN/xPLunGIH8AIF3wzJ8E19K8R3efYxLINF599aXXkCZG5+ogeWx9xf1IAcvAeORI+kwFE9095FO9ZQAAIABJREFUTrzftZ/d+fEy+QPMQyZG+xNOfMtpc6254Owm6Zhzor6jaeXSLkXw7p+dv2iqHfw3nhj+/fQzl3/37o/8dPL3RHRGAumCdLQArxdCZWNi33T2cO3njzFH+ug65uVEArF2Vw9I0RZ+SV29ucLRpaV/GTcNsEi1VQFdvgAAcGb3WbyHmGtbzufavMeXyMKGDNL9viRiSCbddETci197eTarxkUtoGQjGt/dwGzTtHxtuhKMh9igL956eT6Y4KMOL6j37Nxw857o9B97ag8ZNfvp1gbiPVmlrX2ZfYyIiJ785nMX/i/wJH/u0t8IwmcOT3x9e9YOfi6IBwkUBjmof3ylTc3d6xT5I69PFWEqSB+RDqarDZQC2kN2oT7YagdfQQLN1RDKBUu7RLJm+TmRG/kD9Q8A5As53WpN16659xb/n/qM0gpXm8aqa+LEMUzEDTEEECFJpyVqLFfXV340s+Majv4iX7YhFwbUZCFv711+mqtS/yD9Sw3TdvDd0aCySiklzAVk4meMTz9zTvpMkT/feOK8SLRIA3vi62bBPEggwBd0xI9pipftukyZ+LngpFxtaHvXvs6ZrnD0mATSkT8hz5+lxI0tdA/QlmZcQPkDAEBMmJA0oT4j9+Y9MUqtPHr9kSQzXHxc051bJ5fGX/7ehAgar6e1qXxJRzKrbo7vVAbby95NCuof1b2WgMk540TUn88H22e0/X/7qM53jjAlgfoTTmxDRG1Z969S+5hATv2aKxIt1w0SAAmUBjES4zpMyRhX92LyeXNrcSptMguwgQTqjrkyHWyO9NCRQFMIRcqEwpRjzxb4/DmSP1D/AEB6MCFv5pQ2a1O3TJQ8v/PdH154b1P1T0r1bWRi49rN/UvEhAzfzZOWKoNKx51bJ3Tt5r7V2rEl8bKKYkxvjvdE/JhTv037XmrAOFjmXHrayNTkBuBuX3RHnChBX521RE1L1FnuUUH+qFLAvsw+Rp9+5jI5pKv5MwXRQl78KxNBIIH82oyc4JqgsiGZTNfg+HVZkkFsUDO2B0NNIM5peKAwOkP4dlA9qsiPWs5bcb9WQ9uUPyYgfwAgX8ikzhT5ovqdK4XQ0pSvkgiNEGKFGISZzzmaUv/M/t11f/dcXgTD0yN/Su5iZjc3809v1zx5BXmkQMJxD2uJqLG/xqk0MBcQpI/8M5BAgAsVkA4u1D4m0BWIzgKMqDnQpLVyRtt7XKn6zYUECu4nMCLWmqcJQ/kDAMAUZKWMD4j3NyVkptK4VO8hOpGZFqQupXmPHKvW9ODEJ+kk18edWke2WU9rUvmSj15sB4T3NEv+3H7l9eibbM545Ax5zs4CZcaIMU6+ujzK5FFNhFCOJCPbMGoPhq5wayFIoS+zj1mliKnInqnXzqWNAetQQ+t3AR9KHxsUR14yos1VRt0RLe4cVhtYuyPiDYCaPwAApATblCyTVLFxG3oTIqi05j0illCRP6XFqiGg6vxlEz+/+LWXrcfdNB5M2gMUDKpoh3bn1sn0jXF1zZ8UwE+J2F7lziYjopZdqAPk88msSk2UAinkgqgyrQOUOpoNI7436gynwOHjDT35/HPGyh+RCvaNJ5alf+kA8gcguqwC+vz37IgqX0WdgQHtISNiRP0xx2DMjdXBvJOYM/FTivonNbUebBMgr4fxGg2hApJhqu4x+d3FuGVZI5WSmveYEBfAZawp0OxjDmUkacVLLADVH3NqiNHx/9NXsal0KqB2n2h7ejnAXwpb8sgnabKUXHr6+26IKTEWWT3p3tX24P18q2fb4s9j8mdtDRRB/jzzmc2FjmFIA/MX5JSk/omt9qmO2NhnRP00sVw7mgM2qf7JXfGTK/mTQ2rm3DXChgEpwDZVjMiO8Cm1eU/pWSohoCJkTMdxiQpoCQm0KSFPUQ4oUwTneCJJRMQaRs0+WXdz0UFeBzFzVgW5tITMKa3rzDiImHXEGdHmvoa6I32Xn7FSTBR8nsI4FWytM/ruj/yUnvkMHFrgHKYqIKh9Yh00IyXQCc5d1dg0e0xrs3NHjuRP1p36NPdSml0r9b58IIYKSIcl3bsAwCXWkmi2qWAmaWDZWDG5irby5thQV4SdzNeZ2dzwwxRtb+s/WL6m0llVJSPJiNoDRrybV3wsgW7BhySG5lK8Qqdv/c9v3qN//+CV5NdLe8iINbvOZRNzazqXtvWAVJDTvsbqHwAYQ5BAUPukRXS0B4y6k9150yt8g0r4IdYQsb1hPHQA+ROPVDDBv/mXH496rf/hP31n8b2lbuvkeci+c2JgyGlgqeIr/+IXQAIFJC5qhG3dH9P42TUJlLRFvpBDed0sn44xIrZPxCUfwBfhA9gdsEMx6HnFh2v4TIuaIyRkZZAP8mfq/mK3+TVSAe3Q7A/7VEcCCZiogNZCVv4I8uf0i++ivd//e2xoj853DulfKrJnjvwB4ROD+aBz0oOzXQv5i/aF90R8S8ODCdFifuFnebO3fHdZ/KK/M6l6ZkOaV7PRp3uVVNy5NPInNuFjez1TBFHK6dLja5PnRFb9gAyaPt9i1wIywZJrkkmj0pv3AMvgcgxt58T29ZtcClUZ3xwjavZ2CpMIdhpEkznOns4eD617z3zyzJ7ImipTdMSP75o9zUFea7LZZ5Mpk6aFw03UP0LhM9cN7Imvb+n0i+/Cpo0QBJXkHAORwXakicSasJaI9nY/50R9x4n6gRgyettmaKdu2lErBYD4SRepET+2160jglJUBKmUP29/c6u9VvF72HOgdED9E38M1xJzUyqgrC2Y9sYYUXuFUX/MqT9J53qn0sNKXvzKlvDjuTpkl57M9qc75/tCS0Yi6tO915TqEY3Ht9nkR0q2B7tAbKFC7En+3CoHDXV/ABNMpXwhQMgUEWzm6T+anRV7P7f+YUFp7dxLIX9ckj4/e+MtL9f47ocesL4X27SxkJgicqbsN0ggc6SqArK9B5dBfS7x2pIW5IDfdTI3JzaEUdHWqzlg1BwMSoIh/196AZ/8LxDY6R4/mW3b0S+kSepPOPVbviOI0r2lOWWQ925djGhztTlzkmM6/jZpYAJDdzAivuXKsVO1hlcVfl6rMJHVP0j/8ovcu38hKABSBcifvGFD7JiSNTafPfX5us/7N//y40oSKHZBZR2Bk4MiNeV9rKoFVAIJBACpwJYE0ollsvNUl8ihzlJgOE3m93OV7JuPvlbwDc1evYt1VgVkSWoMxB4bSKBd3Ya5ufWNMckjb7Qobdl3dS9ySklQYXOF0ekdrpxXQQJNBeBvf3NL33hiaAn/jScuv8e4VbwJQP74RUmt3wEAAaM/1Eb+CLgmdlx8rkwOya+dSw0LBdMUNBP/FET/9NiUSgJV2bwHMEJu45a9BTNpdTYOitmEspu1+l/ybiCGWDdSnoyDUn7xc84+ryFi+2xXGJJXY0RCoNkwog0R79hoDum8plDiCiGfaA/YWUHlrLFL5+zumncGGzsegvzRYe73Y6jIHziB7hxyAKgVcmqXaUqYCUD+5GH7/sN/+o5RGtjP3nhrEQm0JC3M9HPk14nPUhFBMgkUMpWqhPM69n6ulXitndRAzGo2Tj4gxl5Oz1uLIqIXKxJoaRzaikKRZmoiEbyKLh1J1IMpFLLKpT1gRCOFUL/lXmoH6eY0xHrUjkVD1BwyZQ2L2GlgS9FsGPE9ov6UG8+BSA379DODQkil/rngwH7kp5OFoHXKH9QBcBcA5Qrb1u9A+TAhcFT1fFwSPykEiwhA3eLdDz1wpraxIYF0hMzUa31dpy4lLBXgPHc3jioVEBEhHaxgggNEUT7jsMl1YKNLrWbURCZBam2bIfScCYVQ0w1d4foTbtzVJRuw87XY7DFq9th0W+CIWFIHSKC9ws4688hQ1QEy6QAmIFRAKhJItH6fIzLgNLrDr/z1RUb3L3+py+r6sR7qHSsbAsc12SPb2hJROvkjiJEpJZAgVGxIHflvTF+/FHOfI5NAsJllQkUCEeVFBMkFoBGvTWPq70olh+R7Tu0+i+sChjxFOP6mGNRbQ0oU7wZFEO/oQocx1xCk35WPuVcCsWao7cM2bLgHxs6UZiWjPdSngo0xJoQEESTXANKlfYm28ERm5A8cWDcwqf0jE0MmyI08qsn+l7aPfBI6piiV+CGqS/ljSgTpCjPrCBwf9YN0ZI/tZ+EMLXN/60ggoD4gZl8HmfdYm2kCaxthAoF4YC1R246KNDkKYHSE5L3nes9Ojd095JoGRkTUtIy6xi6dT5BBYyJolbM7UgiNySI4sG4IgCUkzxxM39OWLBq/71c/2iENbEGg9/Y3t0UEBzryZ02al/hbk9eXTPyIc6tGzBFBOpLFVxt4HWIVpgby2Idjez/GWF2DtLC0yYY5wgGZLuFj/LXlRoqJVsTii1V7BZvC3qCUFjBDleYZu85m3T1+4UBStYNXQSZ/dE6J0qGeqA8E+ENIBc+v/HVLf/lLnZIwkq9Dfs3wf6iN5iDvtfHT4VyfFNuQP1M/X4LSiZ81QWdO+Ncf/6dERPTH3/kr5e9NC0QLpEzIpFz/B/CLKRufQ5cwPMDXA+RQfusDj6sBYGUQM970qmrtwMWAZY1D32wYdexiW3gTEujL7GNnKiAb0nGK+PnZC++5pAKqfX6W7B9TqMigUPWCxOfoCCLdPUIRph8T3Rj5fjBgm6qlI2ym3sclyaN6rxqIH6JyyR+dDZwigsbEiQ0ZlApA/Kw/m0vYi3Mk0BixCaEa6//4gC9hho5YuvHYw04/5/YrryczlrLQYI0KKGvvNHXFBdQ/+c2ZL2cPgaAjMKJmn1F/fLkW0JN8Xgk0Nw9rlT6Ya3vo6v+4InNk0mZOzTMFHylqNdtA+We+VEBr6vO4IoxKCAJzDDhzxL/++D/VqoGI7BVBsQDSB1CdBaaImSIG8if9eG1MfISKt8Vnyp+XozpsU9oCjdmCewzVYoR8MP+AeUr9k8t95lwHiGjodiYTQIePN8EOgNJUP6ogM1TwZVL82TdkQshU5aO6F9QBSguhCzPbkD81kTlLzqjaYUICyQhNCq0leObuESjLVqwh91EvKD5Sia9T5CFynBc8qg6Aazf3iYjo1ZdeIyKiR68/gkGpwCAgDcwjGF1IAyOyqwe0xCEZEz/PfObcdNp0C6sdU+O9Vl1jqhgyqfGzBL/y1y2KQWtgov5xDRPyZ4qwsSGPTIgfED5mKJ38kW2gSPtSYfw7E6IkF8XN1D0D9ezJV/+ny7WqHv2j+QLmodvI4+E9MEbs7B5X8WURBFBuwXbtRFCu5Iit+qf0otdLsVZhwhgRa4i4ImYXJJBpEGoKQf6MiR+BZz6zKY4ECqkCWorY6VhLlULANFzYSBf1eVylcoH4iR9oRoOcqby88ehsoeiUAcIHMH3YNiaF5sgg0zQtW6II6V/6OAYqoHLmpchoNJcFWiMRJO5ZqKLu3DrJghgpoVVxMWBDGljXceWvVXt/c225PXj3R36qJH6IBvWP7nfAcoTs/qX7fLluEMievOGzNo8KIH7sUBT5w4n6Laf+lBP1dFa7jrUXGaAlxIj8NykQQq4IHjwkq2dfqtQ/c68xUQepAEIHcMkvjJGzOmxT8iTFIoHkBfLo9UfOiA+lkZv43fg9cobJPaYKFfljuulTVQGVUAeoO+aXn7Dq/PEtJ7Y//fjVpgD0WPHjWv2T+9yY7qNx/Z+Q5MpSckn1d7kSQ7V1KQP5U2eQGQP9Kafu6PLZ1N3jRA13/nlQ15SNEmyJqweoghBaSgQBy4CSFmXOywYD4Ra63EBB4CwlQnImUEwPiFyCkbWML55yOcBEGpi8Dw8fb6g/5dTs2+vv5YLPY7Ln9IvvGoLL3//7qoPrFOBaMVSy2kfljJe8ZkH+pI1iyB9O1B1z6k/0JM/Rf0FnWBkoBF2fLTFR/7j4exdEEer/qP1rpIGltzZs52VT2mSkzlKOlTylkzpzuHPr5FIQkloAsrTr19y6rJ0EclFjptlcTgMbEz9fZh+jJ/lzo5/1k22mx2TPz154j7bujyB+iC6TPyXNsc86QFPqHxMyB+lY6+zZeB+IdVpSmuta0gckjn+UlvK1facn3k8754CZjbr68ZZYS8RaRozRqtpJOZ+/JezRmOeKLdE0JozQvAcoHUVHoLFZyjmywMSglEYSXbjn65Q0Yefy4IKE0j3YHiM6vvy0VRA/T/KLHcGe5M/R29/c0jeeGP7/6WfO/0b8TP75ZJA5Qf6M1xCUQGnhV/66jV5jKKY9E+uxNNIn92CrFpRW6FmX8jUHpG5NjOmZiooPat92qKHUbOpggkq2R2vVP9GuG817EMNYxPc5zAsik8RRurHJyais3fCp3WvutWbOuoEpHqwK4udJ/tzZ/wUxpCN+5jBO/zIhf8aBty0JVGodoDmEImZsWsGvuaZUCECZ/EGaYvmBVkootbV7d8ypP+aYYJ/gRHxL1G05dQ2ndp8tSueGTfJ3rsjI8VwxTRdD854heyOlNLDQ6sqU0wJt5qU47y9myzpIfN0cKCkeHj42PNLAVqYY7TqrdEd6B1xFBInvTcgfVYcvFfkzLiAt1w3CXLtHjQqeNQ66au3JP6tlfYL0CYdSiR+iof6cKfkj+4ZQ/9Cl8TCqA9QTdUdDnaX2SkMMmcDRzpQlr8lJ/YPmPShTQkR0+5XXi703RCSOAPIHWHqYghhYAQW3K6d+EV0mgoiGVK8pEkjUAXrmMxurTl/j+kFrg6cagtUQZE7NbdxNyJ8aAOInHEomfgS6e2Y+H3zDZf701INb3g81l9iG0eZqOWqglGyUvIdLThfWqX/QvGfdPi0RKap/lgpfivICxzK1cYFhVCxPf0OllgaG2hjhHJ41wUKzYdQ3/CwN7PDxho6e75UkEBFdqgkkINf9GRM4U+SPrnW8igQC2RcXNkTTmtd+9aNEn/9eGvOO9QbiJ3bgWCL6LZ8s+AyECS75ltPp25zaK/nXB0rZTs35w//rfzdc++/9jX7v51r7hwjNe8aQm/ekFl/feOxhZ+8lq39y6ghnMi9FeIexN6T8hAdtA9cfNjEDF5/kj1gbqRBeJahM2IYRH7XeFSSQKT79zLKCuDryZ/z7tUqgUlRAIFQBBFXlowbyh4iIny7zDYmQ/qXD4nbwnKi7y4kOKdvaQLmSP4L4kf8/RQSlDjTvmbnnxJv3uEJuqV9LhBTZEkCqDTZmJmPWAgLcHDqpPL32TeihFtA6FVB7wKg/te/CQnRR+WNKAs0RP/JrXaSDAXlBVgEBCKhKRy3kD3Ei3s0fNiB/7LGYBKKhNhA1lJ0SKEfyRyZ+VL8fk0A5q3+WAM170sH9Dzw4rOW33kw6DowxL5slTGWsxY2CVDAooQ88qLkywK4Y9Lgg5+HjDT35vDoNjOhi+teFw2JExI3Xgg3pMwbIHwBAQFUyqiF+VgLkjz1sH9z2R5ya+xhRBhxQynbqd7tjJfkzR/zkCNPuX4C7fZpjfFrivCySHaRExMj5iAIvfu3lIKQC0r/cbrKYJFDINJWUGPQU0oxWq4D2GfUnF1VAOhJoTP74Ul4J4se2gHQN+OpHMQZAXQFVDeNeExHEWka8t5OcLlW2EIE8MgXvifpTnnQqWK52Kgb5Y0vO2CqNQP7Ug/sfeNBYBVRy568xqso7QRoYYIOQZB4KBK8kgRQqIAFREHpM/Bw+3nhxEsfEDwAACKhqm4fiiSBGxDZEdBruI2XyqCZCyFoFdMqp2UtPBZSLnUpl/4KcST8+Sj0NTKR/rcG1m/tK0UuqaX425W82pjeRWvqVuO4Xb+kXYA2FqkqGUOSEIEaQ+pU/mr3LBNC4K5j4/5mjeMKpPXTnJYqW8QJQ/gBA3cFUzXNTMhHUbBj1LSc+0SzQthmBDVRqohRIIRdE1Zo6QEREnA9fjKW1H3JGLqlfj/7RW8YqIJlggs+/DqUILEzVP6++9FoyJJDMz8id0HUwjqxTZLtkgseEkXS5SJH+VQZidSiS1ytUQOtUQIwRUUNE/WVHXIft3Z42V9fbA7nWjyB/Tr/4Ltr7/b/H/gIABFOw5aWAETUHbCg8PMHxrPE1bcmjNaTJHJaSS3/8nb9yQkyJsTAaT04DAxRZAgRb5Rb/7tc/cfb9b//Jt8/+/9t/8u2LsaoFCQS4Re4kkG3qV+51iYuLNkOTQED4+QtxDbUhpXbjiwMHNtQC6o7MazPw7dA9ZE4J9O6P/HS2ELRQ/4D8AQAEUkDZJFCzYcSuMOqOe+IeOG7ZR/WlJjKBIJeWkDk+iSm9LwDyZ6kfmAJkdc6Y/JHx7379E5dIIKCeeC10LJgj6aPjPLJlQVTqn/H3voP4mIdxDUZljNDFmWMCaol1DtSS3P/+hFN3jzu57ie+vqXTL76LTr/4LkyiAigADdjYAJA/mMeUwVqizdWGNvftasp55B0OH2+UXyHxx9/5qwtfMlJIQ2NNXP6nhLXen/Jon72k9s8UQWTyGcjeyDdmMo6tZgpAy+qfXNfEo9cfUWZsqTgLVCqtbBMAklGITLigG5hr74+oPWTWhE5/yontDU91dTBRAY0hq39qTO8DoQnUGEAB0/NamiqItURty4az54gPHSkDwScJNPegU1YG+VD72N4f28QpAJ273RJ7knfk7IGYC8jkDtQ+QEykWvx5SWyZZUQypf6xOdiWHpyo/RN+8Z51dqjgXlEL6NyhWhIoNHuMeEfWTnh3j1Nz7dx5vP9Tm0sEhlzrR0cIIfULGAN7uuzgCVg23yWmh7WHAxHUH/OhIHE/qFIWgRPxjhOPJDgXPrIpEaT7+2DYpYHDfi1Hp+ik+nt/c5xUIWhbxQ8QDlb1ukL5X4bt30uL6edIoKI90rmbRy2gfPDOn3Z036+1kwqNJUFZiZt+DVJTAS0lgdoDRnxr6TjzUVHoCRLoG0+cf69SBYH8Ue8vACgxYALWr4MSiaDmwJWvsnugccqH1JwI4oyU6hHNnfsh1T+l2LEL+69XL7Df+5vhNSGJIB9ED9K/KvJBDYkf2+LPuULmPLIjgGzVP75TbGA8wuGdZzu69onN8qdpCQOpYI7BiDb3NXT6tpmjOnZoD//58BT3nWfPe/yOSR8ZQhWka/sO5ceA2uv/1K4CAukDzK2NklvHrzrORilmvBtUQYIM4iJeD0gMzSmDYjxYbfbYUIcJtsza3xuDj+ZQNb+CCLKBaWeuJfV/AMQvwDJk5Y36WGC2KiAUf45rVPpjTs0BW00Cpa7+QcrIRWdraVew5mCQ4pvgy+xjRET05H95jogG0ufTz+jJn08/M/+etc0h74h4H+cp9Rif/5765yFJqK9+VH8dNQX1AGC7ZkAETRxrLRFrd2SHIIB2LFB/OqScnbNCFrab02RLexVSUdA3+2y2kyds2WWo9hmjeRJoCVy0Z19b/wcEU7h4LZcMm1KKPy+Zl2yiExX5YzpRrthJkD/xF2+/5cQ2RKxZftgjNSXPwGBxKtipXSrYl9nH6En+nJLgMSF9iCojfviwL/uT83E++vP+EhkSAqkRLjIJxDtOxNjQpYaVu1cBwOUaAiGkARMdrwZj0rbjMH4Z+uPBjvN+Z895wvffEG2uNMRa2DJbmO4p0zpQJhAEzBoiyGVaGDI4gJqRbZTicuOaMJWy8bt2c38wZC+9Nhi2TCqD546jP+/pyscaYg1zduincgggDWzeGVtUFPqQUXeXz+7rJ/lzk+8jyB8oswSbMQQJ3REn3ultJXCO7TuciA1rsdmw2c5zOQftAOBrbYEQ8ofz2kXs3MYfc+IJPTdjzaD68ZXyVbotm9w/DVPWAXKZKaEigmR1juv6P6j9U1cMY4LS1T+6eRGcRxbVVFx0/fI9sa++9NoZGQR4jjt3HZ6WdMbIqfAzlEpuHLNmw7Qd5IRT82X2sUtfAmPVD8gfsQmJuiNO23cukj8xoVL/fPjDH559TYyxIz4Ude3uctre6anf8ur2JQCsWW/iC/AINqSbba42tHd/M5BD7mpbW32xdpfqdZXR5loD8mch5sjTpg13LY/+0VvGaVm//Sff1pJCaA2fJvAwMG0kTwC5ZBOXBvs2bd9BBLmHPN5Hz/fnHTEsAELFraOQU7DZHk7XjVKpf8ZkkGnqVxXYdUsz3X8h0r9MyJ9UHSLe00AEvdOnnW4xEYgDANZg4WBDSvXetYbaq8NDFbYRNYnmv5o9Ru0Bo819u6+rFl/3NbS52lB7yLwpJmtYRyY+XXPAiIkxDiRO9a3+cRULAm58nhTfv/Q1obq/KI+z15A6ayfJVqKmW1wi5UtH9ox/jvQwT3HoKSfe0vlhVcCGl9cnikHrnTUrgortUsHuXS5QLFRATz7/3AXlzxiiLpBAf8yJbZi32gPpbrqB/NGpfmR7mWLnr89/L83r4h3R6dv9EOTss2T3HQCkvDaRHuYZbJe2ugnIEMCmrYbNvthcnS5St32n96r8FYoeV0QQij+nH9sDYXH0fB+OAHKxMFII2OVrePT6I7OKH9XvQQqZQYzdtZv7dOfWyYXFe/h4Q90xp7aZ7wqWU+qX6tpjkUApt4S3JYGaDSN2ldH2rl5p8STXk0BjdMec2JZTe9hURQJ1x9yY/DGBrNxxRcyM1T8f/vCH6W//9m+TOnin6il0R0N6q8+uNgiOgFKBekEAbBt53QOb+5ohhfken/UD1tSFWZLaJReYBvkDAJp9DMbOHDrSYEzmmKZ/vfrSayCBZsbHBKIeUDuRm55b6lduhdRiO3E2zg1riTZXG9re6y+1vDVRAhERnf5jf7b2uqOeNvc1dQw2H/aaK/iqx6NK/VpLAqmu1ZSsWtIOXoxzLBIIxA9QaqAPQggA+bMezd6QBri9y4nP1LDT+bTjByEmD5BMCKEpwgfNe9zDJFYJ1RL+xmMPG79WLgBdC4cxnq/ouSW6RZFr8SgbMkj3+1qN0tx46SqZ96f8LMfcdBPktlFjOxApO0yLSKArDXVHahnz4eMNPfnABHRIAAAgAElEQVT8kO4lE0GC/DnjRLrhqwYVUDdB/timfqXWrn0JbFLJZBLIxCHqT/hZtxsERgDgZ42DEKp37ktHiLUt0sW2dznd+26n9bXF9zq/1pYMchlzgAjKEygyvXLvxvjQEEygCQGgIhNcLiyVUTFRtsQoIh3LAJre6+T17ZQJzWa+Q0Wuhb5i1wIqkgS6r6H+ZGhxq6oLdPR8f6Huj85u9aec2raMVt5TcJH6NUf8LKnP45tMmnp/8bslqWsmJFB3woMRQCB/gJpJARBB5c9xTQi9ngciyM0ZKH7mMsD/0GffO1uzFUSQP/hWAdmof2rGWFywcTFoOinV0slWbfpSKnSb1AyKgZQ7l42Nsk4Zw7uhPomcCobOX24dipJIIKJBXdHsM+qO+KX0pthEdXJjys3Tv9aQMikVaZbvQxCDutdNXfeSVDDqd+Q2Wh4DQBCSAERQeXNao68WGkvrbE4RAy5jyHEsgeY9biDHYiEyF3i/exjZuytHUGtXOOeSgrVBUwrkj29Z2VJlUC2wMbzjw2MuFezazf2sCnKjI1g4J749GNbMkho3rBKeiDWMeOe2T7nrJ32uWr8vJbBsi1qbPBXjvb99AgCAmzMESG8Oa0Tq6zZGeQM070ljfteogHi/6/y8pUv1O21RY/0fFTZYqC/PLs4QBFQMw5Ia6bR6DPjQQYe1Q1cwU/VPSgW55TmRu5+l4Fzk4FxZO/FsGQkUukZLTLANEZ26eS/ZzsrKmjWpVWuhI3/ENduQVqnVOgLxU1ZQhfkMN7YghPKaL9ipcLBV/yhjr3/WaLuzro3z5uINNO+xh0r9I3/viujjPVF/zIm2+iUCUsee+0iKAKpB/ZMScjVkk8QdHzoz3fuu3TxCgWXnZOTibI2vc9Y5YkPXpfaAUXfMqT/l0w4Jq4P8EWlgzR6j/phfUqT4TJWzJVBMO33Zvu9UnQLf54ZpcXsER+UEVLbXh/lNn2AAgZTmvMBOrYOrMgt79w8NXfiWqN9yL2SQSSyE5j3+Y2xbn5GfTpM/wDJsUloUqkA/BbIByMuo8K3ZPOZI+qSSBpYTCaRzFLVOkyCCDpm2SLRQ/tSi/jkjIw6Gekk+TmJdfZ2YMHVU5Ne5ug/WLuswh6Ao76BqzbVi7jM/fwDYt0xslIr8MY2ZtCUO9ohaYs6uxxZo3jOPKfWPa/B+iOl8kD+1x/fVFxSZylcE+ZPnvMnBV67zKIz7i7devnTIgQRy60TqHClB8vBuqDFFVFfa16Xx2KlRfJJAqj2cCtpDRnzXdXDq/l2oolhD1B42i9c0kG9g5fLasSbSPn9ABMG+lWKf1vraqda5RPMe93GaMTqC9MfT3LAbjz28emjHuXeuqraHDNpVCxTkTx4Yz50ueCxhLuU1msohWZpDhlof5mMj5NrcoBuDroV8LmANUXPIqNmcE3/dMR/y0p1/2EC0NXvMSP2DoKgOGwCbjfVXI7Be01wfS7t+mcRfS/xbnfrHp/9fY+kIuSapyfiq5tiUK+CnQ/0fVRPa7e2LP9zcmH4wK78eCqAEUGLADsRZR7JRKWUtxeicYOqMlOSg4amsOZo9RrS3Yyxm0J9y6u4l/hhHcRusOSdj5N+3B0O9qP6UE+8GqfLajnCsoaGIPYgfBN4B7hNrKF/Co+T1inWZ9ny7qvvj07dF8x73iNKQpt35Zgr3cY7wGUMmfwCkgCUdXAP2qKWIN1rC+3dAQQK5G5Nmj513ckgIrCFim10tJ/kRE2PEGM3yW+dEGAIjBFZ53jvWVZ72uLR1jHWYp31aS7asjcFcElKpI5W6Pzbzrppf02LQg49GRCfLM8FU5A+EJgkQQKkE7PICffFrL2OBZACQd2k4KCU6brp7qjlgXEMCtQdDClV3zIe0MXEmcyIKWFLpTGWzoQspXUEvAgEQAqqExwTrsJzzCoCt8u2Du4bNA841haiBuPNuTALtMeI9J+agGPS1m/tEdK6kqrl726bERQUAJa4lbdeERByVWhzQGE9eSxlf1hJtrjLiHSPOBxKINSEvwEzVg6ANwVTtY4W1WS9+/I8PWb3+Az/3BgYNtsoplvq3iCHdw0XXrzUP61kzdKDlzdAOnka6kbXPD2smgqJGj6ml60BNkicwb/EP3ZqDBtt7zt25c5Eex1oiRqzafYbgGoFULmOHtVoHbEkf+W9BAtVhr1JKt3JViBrQw2VstZYEYgeM+N6uqciu+YgrL7JGIihaFzAV+ZPC5nXBdAKYt5D3upSwEYen+PvxYbpGWYSAwZ/Tl8rYIrDG3kAghbUL5I81xI8KIILKtVkh0q3G/u2cHwoCKM/YSn7Ppd3Dl3ANH/rse1cX0s6dJBL3jyqyAFAhxkqfKSJoqSODYME+sMopaEWRbATPCKLqHlus6bxhSvxMETqq94AaqB675ZtwmVKkg/wpZ75NawEteV8VBIGzlAiK2YnNJaIQQKmqf8R1IJ0oLtaOf+kHgYuOCTryR/5+jUODAGEZSTDlDGJc85pLAEFULeONNZ8H5ogfG/LmAz/3BkigSuxWSoRLTV2/AH8YK3lKIXVssLn/gQeHDfXWm0E+MGXyZykZAeaZQJpFPphtOibIr/VVSBpkRdnkAeYWQAAFyPMAu5AmTBQ/S0gb8TeuU8lgt9LyMUNhyQNOxGD5x3W+VECma8Qkras0kggpYJ43SU21aID0D/Ex2RPiUAcJBABA7QFUjfMCux8eIGFgt0IgZFwz57eC/MkvvhNzllsMWVqB6LNddf8DD3pXAeWi/nGZBgaSZB1MGOHUusnFWKNLuneFaiEPEggAAAROceGqyL/tfMH2+8ca4kekcY3VP7oUrqmfL7mmWtLEcrZdIFyAUPPuUgVUY1xoi2AKoNxSv0zICCwws3EC0kAowkfnACEQAACghqAJuDyPsP/pQSZ9xkAdH9iwWLV2XDzgBJYj967KiM3NgB1laIBUmCI6aluAIH1wSJo4QwgCAAAoJVjS2dxUbLEugItxfeP5xTkQBlMEj0zuyP9XEUJAmXbMxudMDbmTFamPZ+w4G/CHaB5KDptUXpw28jRfhIiOWLrx2MNOP+f2K68Hva+a1lXtzhGcfwAAcg+WpsgVwGzecRb4hVDxLCFvVH+nUwTpfq773BKVRaUrFmP71qaktSmhgFihzCZHcoyMedZjgwnJC2MCJpTKKGXSB1K/PB0lOP4AUHfwnzNEMCKTPTmRP+JaY6cGj4FzYRmmOnGpfjalDJp6rQ1qIX9KJX5i2zKdOkTYq7XXh+Y9ZnMAlIuzkz9UG/jc4btVHWA3F7UjVwklSCAAqAulBEpTaV8iQEmBCFIVb1WdFSmlDkMZtA5L1D6uCZmpzwf5A6zxb8e2SrZZLm0u0pLizTFi7HDwfurLQfq1m/v06kuvXXpdqu3VkKMIlBCcpOo8wdEHgHJRUoA0FWCkoKYpyZ8BEbQcU2qgMca/t03tMnnPte8F25aOrctBCXL/JzfEe07dESfemcekgP6syA3INrLDhsif+sdmo7360mvJkEAyQXXt5j7duXWC1QJjBXhwouDkA0B5+7q0gEhF7gi1T2rEz1QAJ77PiQgiAhlkCxM1kClZtJa8AfkDrPHtZ20VJ+pPB/JnDmjeox6L8b3HjqegAgqDjWvyZ83EqZRBKQKLM405ANQHZG4tM0ECAQCColQxZU9LKficw5mBekH2UBE8c92+5Neg+1f5Nm7KpqX2cPWCreJEnBP1x5z6U776vWtt3hM7nkKmTRx4O/FVC0plSHIhfVT3BxIIANw5VnDoAQBBUcrBkOp3Oal/jAOrjNYdzo3lEF3CxPdTvzeBqaIINi4/e5ccdqqf/oQTT/x5MJr3zGNtLSCkf9nDyWl/47GHtcxj7pMh0tJevAV2MhVA/TNvPHN2suDQAwACohSCoTnlT06ESYlnhmot4vxYhjF5Y0v8mLwvbFyeNiJFW8X7HflzzLFxHcdTIE7qQXTvJdXiz6U6S6UZKxgs++AlF8cLjjwAIDBK0X6maltt1T+5pw/j/LDHmNxRkTOidtAaEmhcf0j8mwsRVCvxk1Ph5zvf3iIDo0AsjbMhClgGLyd9qYwi2tWlhWs394noPI0wFzIRWOaIwaEHAARHOSAGiVJKPSLXaxXnhh5yqpZPksak6xjsWhzAdtSJ1GP1pTE2RAFmAHtRyMYFBiIo15pSLlC60fvd7hgBKAAgSAIMAjjT80B+XWnBIM6NyxircsSX+HkIxU4qNYKwNvLxJeVrQgyEGFJ1HyB/zOGMAHJdzRybCFiKGokgcc/Xbu6fKaNKfaoDpw0AsN98Ivc0qLVOcIlnh1jHNa5n20LOLsiflFO+4EPo93pOATTir3TOjNKuowZsMJn294NaQGkY+0evPzJJ9JiQQLmnjdWseILEHwD87y+g/ABO5deUUA/IZn2Xfo6M6/IIyGqfXAs2w6a5sR2Iv+qMpVKO023SwEAe2WGDIQi7QH2gBvWVjukXBM5SIqR0AqV0J75GRx4AEBwBrgO42oOrms8Rl12/xu+pQ0iiCXbNzgbkcI0ggdzHUriX+rDxvVFLNZIwQGlhrOSpWRVDRHTn1smlICEmCTQOUkJcx+92xyCBAACBEQI4+DbR9keKZ5BKBSTgigSaq+8TivyBfasjXkMznvLm3aThEsif9YACqEDc/8CDQ+D91ptVGiyTtK7SSKIL93ydqnfikR4GAAiI4MivQw0K0lD7LZWzaI4E8vm5sG/pAJ2/wiM2aZFzweQxCSTfBzpCL4O3k730XDy0hM8bpRuI2E9ydc5F6IACaiAAgSgCI2CdLQcJ5H4fxjyXpkggH58F+5Y2rt3cVz4UTdVPRvxlj9wUM2tiGBBBZsCpXjDuf+DBIlRAkPrBiXfhIIIIAmoNNoEybTpQzh4NfT6NW7/7/gzYuDxtx6svvZZMEC0TVNdu7l8qdwCYI9d6TyoVky6jA0TQNEAAOUQKLLRI/yppTIEynY/QhBSIIKC2oBKoO4BbExigFlCae9f1+ZVb5y/YuLC2o/aamr4Qs3lPzvWeVJhrBjT+Ocigc2xuv/I6RmHFJoKTBGB9TjsYuuuIpUpC1zCgtqAxp6AE6UbpOfRIA0t3z5d+foHwCW87ciR9kAY2PTY1rN1Hrz8yu3ZzSnX0DZzoMELZGK3S60qFCLJiOfEpk6WxnrwCAAKgc9z/qc0l8hjEg9qO41wEarMPAGyHHLC/eOvlYuKvUM17cq/3NLd2l3SETinVMSTgWRUc2AKAygHwGVBNORi5pxZAOQQgsPNjL1Q2CTVuKOqYwLdZNi8gLIGQPpcP5BIMw0bNw1T9U2K9JxsySPf7komhja9NCSRw8CiY5HHKX8wcVAAHZK7OkW2ADqIIcL2mSgqaQf7k4WtBjQUAy+zb3N6JURexlDitNBLIZfMe29Svkus9qYgck/uNMSahSKfN5gZb9Qbb2xyWHnAOpH/ld0AulReXHliMg3qQQYBubdQWGOkCHjlwAtbZVyDMfNRyngFm68JkDYS0b7XY0hzTwEI17yml3pMrmNQMioFQ14RTykOAnYIBGjPIukLft195HSogIPp+qTHgBxFEVc9/zcGRLjCK1R0wZ7IhtK0GuQEA8/tU3iNTZLZ4LchuwCVKeYiuq/f04tdednJPS5VBJQAneWkHkIcCYihsXYeT4jJAmTPMtQcWqCdU5zzD7uh/B2LBHFD/1HfGAnnYtqk5n/udLztYunowxYfwuQD1ntIYkxik0ypLI6d/wSmh7AyQUAelpARC+lc5gR0AogCAfTAJgABzRzj2fNY+j6qAWhWcYKzqWAtzc4x1ANR8Zri8j1KzB2KQTg1jRIyWfQHpbzA5/Ut3nfLrkBqG9bnEEbb5LPl1IJLKxek/9tovoGzc/6nN2deSv0WAGdcupuDbvP3N7dnX3GvgAwIh16VLGwX1j7v9Z1sAOZk15bkNfElAB7h1aJorjJqr9l+nKP4MMsADcjXaOc67D2d57doCCVQfQAYBIHpwdswF2VO1o0IqLKYC6g999r0ggiqA7ZqDfQMAIDU0rCWy/Tr+SzjqJk5SbDJjSv1j66jEuhc4U2k7QWvnSvU3NZFAPtUwU6obkC4AUIeNLSnIHhfTHSt+Ug6w8VCjPCxVNKYWo5Qeg2Vn8zyof0qs9zQGVEDL0WCRAQK6bmGhgNo/4Y1nv+VEC8R8Lp1azPM51hIyS4idEGTQ3s+hICMAILgyO1umiJ1xsVw5EJ/qtuTq2paMCUggAIgfU6SKt996E6lfQHCs9sqv3dynazf36dWXXqumdVoORs209s/U36EOUPl459mOuhNOfOU5uTY4AAl0jpgEjk8VEgAA/smGWNfn4v3GxM9Uylfq6gucZwAAwA6FuS+ogJbB+WPZ2omg3AqRpWog4ECFw93/3FF3t6f+dJkayMdc1fLEdEoZ4zKFa+/nmktfJp+7FCB9AAD2z/Z+U6r1Mzcnc+cemhwAsCOIwQAgVVgTQKabqUYiSNyzUEXFgq36R/59jFQwGOl4ByQREe+JunucTt/pqT9erwiC82IOH+lRJmTPHBFEZE5C2ZBSus9Fmlgaey52NyXAzGaXdh0mxI6r1+AsAgAAZwbur2ZYedyqIH2ud70gRaa+csfcffgkN+Q0rdh1fJYA5E9CxrMn6o45bd/paatRBcEZdg8TZY7N+/j+m1j3BwClI6fCz67OgljEztJ7NJ0TqIAAIL5/ixijfCANzB5OTlRBAi0lc2pQCh0939Ph442T99FBRf7YOCrjDXT7ldeD1ACS70cop8SamCMYAU/rkxPxLVG35dQxTqxl1OwRvfOnnfdDOydD7qMLTSySZPy5LtO3TO4HxFB6QXwOtVZqmQsg3eByyRxjX/nbNxhbP+sWAICy4NTrfvT6I2dftePOrRPvnzFH0Kw1+CmoiVBcPAFwIr7l1B3x4E5FygHR1LXlnkajqhm09MvkMwAAyCNoq0nV4kKNpfobEH1ATP8ECA/fKqQcsz9cn0VQAdmhWTPwU4fhmAzSfZWG8b2FdtyWdv2y+hs+1Irh3fDvkoLBUwZx6vNBBPk3nnMH1NGf96vXWGnOlepp4/h3cMIA0/WU4lpBPaC8yAYEm2neE9QX/myTPE+wVxgD7DkAmIexVtIHe1m6UkhOq1qbBqYrzOuS+ZWv+cIa+Iue9n6JDf9hRKwhYvuMWDP83wa69TSXTjj+OZRm4RAyh3pqDabiWM0RPwBgspYESRiLLFSRDqq9h7QVBGy52OhUA8oaxwwAUvJhXZThANI+i1782svVk3+m58zGdOMA8cB7In7KiUs+oo748emocKH62amBaMup2SNqDpg1CTR1zY9ef2RW8aP6PUghM4ixu3Zz/0K6oukhGdLAphJ8gvwBagj4EajmTzZgnaQ/HyBV45zVsCVAbPiurwoC5OXqxmXJWQzrmDh4T9Qfc6KtWcZVjAXenxIR4wMJ5NBYjckc0/SvV196DSTQzPjYwiZVr2SHUkf8TDmZcEAB3ZqJnV41lXKUY0F2BGxp2kgAYxbCdkG5qB6b2m2pyyyMpUD9nzQAf+YiNrEXLgzQNPipOfkTE/0JUbNPq1RAU7Ahg3S/r5UYmhuvqTUaa//L1xTTkUOXJMBXwJfT+sF6R8CGOQFy8bUBIEW4Vv+A/MHen8IU37BZMtDAOpiSQLwfWnHzTO6rP+XU7LPZe18LFZFjomyJUUQ6Fulkeq+211fj/tcFvQiGAduAUqyZ2GTK0oLDIIH84trN/axSm1Mi6n3tDdfjRYQn0b5sV83jy3uiO98GcZkUOcCHpjlAeIxj7NqELKYiE3hyKaOjaOxPbgepSc2gkBB1dV689TJdu7mf7JjZHJKxyR8En0CuAUuu67bkJ2spzIsp2ZBSarN8zsp15EoMIGEfsM9TA++JqOfEdyTD3e90yflsKSJUGpgo38EDcnKYbzV8zbeOWAql8lp7X5slNwfEc6I3N84VNtvbPKnNz5h/9Y8poaFzVmuGTQCRwt6HrBOoCeOOYCFJh7lzozSVRyrpPbbXgbMs/JwgoCpjfkohgXhPxDu+I3+IeL/7XnpQLB46CpuBupihJ4qIa8gfpGyFiRdCEH0xVEYu72ljO8BAwGC2paGmjkIFlB75Q8T27MfEN0IefLr5vXPrJKoKKOfDXxV8XvsfN8Qa8lZvCg72OSEBrEdK41hLbRPdOh6n4qU2FqrzMEfSJ9dgO+R68P1wo/YuWCU9POLdjugZ/WubGVA7ERR6PfCeqEc2HpA44OFHgmALp9g81hCxDRGdXLT3MvkT23AyRrMdwGpXk+Vw8E7NdUrkb3fMh73REFFD1LQMZBCQFWIEZqoA13Rf56ICUtVaSjEgLkVpIs61F2+9fOn+cicfQs6Jy/Ear62p7pUp7QcfeyZb5SIfKX263b+cnJSDqJEIEvcsHsLeuXXiVx3CifiWE5BWDANcxgYBe9pge4x4z4lNFIMO6ahsb/OzNDRGuwB8n02qf1RrqTY1mTBKUNGtN+p8y8/2AmuJeLsjS1sGZZAjYiA1h1kVsJT4lDvkvay1RamvjxLWSS6BWu6OdymEnLwn5ftKWQG35IwqBvxietdZmpchjyD72HM1MU2UhbmTRLWlzCK2UO+LEPWecsUGiyttsGZQ1/BmaAd/+lfxU78Yo4H42WPWaV+lriXZ+dU5xC9+7eWk71913ald79ioiydkxIhYwwcSaANVUEmQgxb5XyBMgKuyDSkVUp66jpTJn1LOw1xJoFg2xKVCRbcHVLYyNyK0WOWiIH36kdLHgvQZ+0MqCAJnKRFSOoHilRyY8T3HtVyXYJwFgnpPwFI0NgYFcO/omYy1IIFk8ifWdZ/+Naf2qhn5I99fTURijvea7VPcXSeM/oRTd4/T9l5P/QmP1kWvJOIgVoAkPvv+T20mn2oD4QLclGyabn3IwZ4u4IsVCNZYhwnntr/1P7fOdXshVwLdhXIxqp/SE/WnnLpjTt1RT90Rp/5kWW0fEzx6/ZGzr9ohdyv0EusyIrZhNO6Js7nBLnz5xKsvvVZ1wwCIVcyBGkARFqerIBsLPQ1MKWbE97kSK6msMat9w4n4lqjbcuqOduqgllGzR8QatlMLYd2qnGHdOId+cjr3tBoFquPt6dhKDxMlA1prAzmedzbrdu51psq4lPdKEcpFTmc1fPotH1LYFyh9XKxfExKoNPLgwj1fD+OLM0bE9mmo3xrpISTqPQWo95Q5LllA1GuBo2ICk01Vs/pnCqmmgaWe+mW7/i44YFtO3ZbOvK6hwDoj1o5qBwHRA/ypLmS1d7ZJ9dwIFUzZdqhLMbAtvc14boV3YytgfNlal0RSCXMT/EzbBf1853v0JzvSJzfCBP7NMrChREZPnOiUiHp3fJ/cBAj1nqhqxdMabEw2C+DXAC0hU1I3mrWkES4lTVIjgWqrnM97In7Cz7w1dlbTqh4yaCoYjaFcW1LIF2RQOmvJ11zYEj9YF0DO/iDUa35ikSCB/07twztOfDukevkEynW4GUMvChE2NMihvUGRflbjaQVOv69eT6j3FGmOMwdGJKEFmtsBbHPNtROJud1/ite7Zv3N+m390F5+e6en7d2e+tN8ntiFDPJ9v3euhXxrnLNQELVLcp//0tU/uvtKdQ2WPB+l2UpfykV3DsQQ4HcnnLq7PXX3OMgfYAAjYntEzSGj9uq6rzmg3tM5gtR7ynwvbqZuAuqfNJDbvNSyjmzVP/ITqFRUQDmlfqnWmmtmX9QPIsbP28u3o/OcEVEzHMa5qoWWBj++nk7PvSfIn8gBjiYgq005CAC+9hP2UhwbaX22jGr68G7Xwav3V9cHwH6bOoN1QL0n+Cdz2OiCdgAGCI6KHqWMQW73EXT98Ytt5kl0lhdFpNn594IUKi19DPu9rLlMLpjCXMC/iRT4pzwfte+lpFRjo3btZz4BJ6KenxFBoYGH9e7Hs8YUIdR78oPbr7xONx57OPnxaVTGBIjjBKrmIXVDX+PaURkU03mRX5eak5yDIxHlGjkNhfz6Xbv506GwY3+8a+c6+j719DHb4CeXlA4gnwAXQECPawFCz8+HPvteM1u469jVn+zO9+Pd+X60O9+3UPyUhtRjGcTpGEPXUD5iEC3Uamwjh8XqHjmnGIUgJEKlgs2RTbnOS/SnN4IYEt4gI2ItJ9bsuow1F1PIEPwApcwxFGJA7ec39lLe83OmthJKn12xXpHeBZS7rnLZbyAu8pubHFRAG5OFBSIojWC2FEfF9G9LbZWuGj8dCQSHMEPwXdcHGlLHGONndYTOWs6z8JelIgZslGvoVIMAyjiYAmb3Xm0BVgprIydlXI17Kdb89Nuha5cgflJW9iD9K51YBsAcz+H+Bx4cbNtbbyY3NhvVYOkKQ4EICrc4czLyMmklvl/LWk9t2hjj4dKITBmlGMbq2s195b5Pda/L45dsDrdoC9tzoi0Ra/gZCRSTDHKxhxDsI4ACgFz3BlDv/Mj+Q3+Erp9AuvEVznR/8apP3H7ldSJ6nR7/yC8kORZK710EfXNEUMoBYkkbPlfIm8zlfaXA2q81xKquYKnh1ZdeS2aPy/bo2s39S60ek8a4qDSNyKCWzlLFfJFBLogBFWkJEggBLtRhQI5rI8VACnspzvzc+y91FgEG1LEX1kL58+xijlXknCqOe/6FH9LjH/mF5FRAmymD++j1R2bbxOWkGkgxuDYJZHNwVEw2lOmGy4EAizEnrg4l2/EtrVVkKjjrLLIVXcSImpaIbdySQS6JAUimEUABmJfckLMyrgYSCMrF5QEnAADp+K05+cjNnCF59PojZ18IGN3g1ZdeMx6jnAy8K+Lm8PFG+1UbQtz7hz773gv7PFcCN1vlnCg+uR26jWzvcjq909P2nZ62d4ef8e2uICV3M98IYEEyhAzoQD4AGH/Y15Tmx6QLL4CzMiWfFr5XOvM8NTfG3QYjw+qxwjgwXBWUnDwAACAASURBVKIMkt+jJsyNV45P1mNcsy8iRHf4iyruQy5n3vdY0oEi7MiLt16+dH/ZE4U7kmfoQDIQPz0NxaSJiKhl1DR0VlTaRinkY76R8oMgF8qwMsiHGtZGDmdezfsJQa6djwq4329F+JFAUnj+hR8m1xVssdeuInJMVC0x1EGxSCfTe9VdHxyVcBgbe/mg9Un+iDlO7fDJhaitwlEWhJBQ//ScOrZLG2OcqGHUbIiaDYtWUBokEID6JUDqtiJXcqGWvRR7fnIK/EGUAcC6vS7HfrZ/a7sXU2sN7/REMakZFAMpp6TlTP7kfoDWfvCWdB/VPS3lI0Ko49R1RP3JUFS62Zwrg6BAqCOgRmAAewvM7w0A85Oj74BUoPrWAuYca8o3nEfqci0RFISeHh8ByOfThKz+ydkI1yIhrlIq3Q8pY/0Jp+09Ttt3eq/OdS45zkB4hwcA+TC3LmKMzbWb+2f1F8dfGLMI2NW9S3GckWoFYB3APzFdF3PvKf8+ZDmROWxCOGwxSKDUDnabMRCOSgrjaLqpkD+LMQQScq55+OAcKT/xSYbUCBisCSCVvTHlK6biW8l+31yH2FTPn7Nv+fhM4sODCk5EPdHdP+uStl0lB7GAebBv4oePSQEf7cWBNGKt0ualWM8sJ+WRqfoHjgoOXlcHSmlOBAi0uuYbgMIEc5O3jU5p/NG5dgXGNeo4Ee/58G9HxDt+4XdYmyADYKPqij1K9alt5kVeV2tqAbmMbfBoLjJsjQ0clXoMMFRAQOoOo3yw9aecWMOINRStIDVsFJzomFCRD3Dg1eMUSh2mGv8cfamYirqzlC3Oh+93SlPeXfzZkjMqtf2Riu8F8ifd80s3N2vXDh7e5eGjrJ2XFApCgwDKwInP0VEBeZFO4FTLgQIVUHxi4J0/7ejwnzdDhzIiIsaG73fTwESMoAsUZNKogtex8a8NX3f3P+eTPvH2N7d09eNtfXNGgzJ2fIajJuJFdEfc+Vzc/U4ZqUVirbx46+XL++l/aP2v9wvdJ/klpc9SRQ9IjWXjBFuCWAaIM8cuYihVfGdKAt147GEvtYNAAEWEvBhKc1RKMZwx5wWHD7DGaYyydvtxbMBTVv4XMcc5oD/BKkDwplAMRlwXucyBKnDoj3lRayLVcYYtAdac0Wt9d6h/4sdaLv2t1GwM+9Bn3wvPLBJKIYCm7ik38iJ2AK0yDmvHcHxPNRwo4zGsiTxbk6Nc+76HjcKa8DE/4ql97iSEy4BVQNQMdL0uSj3vSjjXUrddqdgs1TjNZQKACAq3FlTzowvsbdYQ0r/S2+8+5mT8uaZpYLICyIVtgpeeCErZ6DBY7scPkml3jhRsClDSes5pjmvYi/I9zgVlqrbkubQpN0XI+6jF3ud4n/Bj1o3To9cfmbQnJdmMGv0t7I/058yHvxWzLTxSwCKhliKZOaUwpWKAay+iCsR3Rmra9wigYMd8B24iQFuC0gM62AqcUanarBTWpjxOj15/ZNYmqH4PhZCdvZU7G4u1MPUQRnxve+6h3lPdZ5FJLSAfdYBw6gJARg5K6UGjj3mrUXmAvQL7hGtMC+IJPpx5uhBYubJfpadP5HyuQbno1n4usSVQBs2Pj48xcrF+oOxC/OQDUABFQIm1f+T7ya0bU2obHR2tAOx7wDYwyMGhqmFNzM2PSeBWmsN/4Z6vE1SuCKKyOMdy2ldLlEGm9qhEzI2XyqdZcg5PnXs29Z6gCArnt/q0W0uVYq4BAgiAgxKxeC4AMsL1+sXaRRAF5I/SnXyXgXYtNrCEcy0X5WLo4MyFjVfZDBMiOQbZHMu+md7rmuszXT9L04bHPwcZVIbdMm0J7xIggAKjdPVPjQE4DBgAxHOca8O1m/tZ1Xio4SwAQedmDOEjwAfB2nQLk5pBMZCywnF8lup8mrm1vOTcQ72nOGtQVe+phtgJBBBQvdOZqpOyNnBCUFLf+k3toEJQF45cePWl15Jx/GSnVHawapwfACSDD78AewM2ZA5LlUG1IIVzc6rek+2cpeQLpIhU1v4qW86JiK37/M3ch0M14C9PD45KeoduKXMCx6t8NQrmGIEBnHoANho2IgeSHcrFtGKDGOOe2vlkMgZL1D++1hDqPflbe0uVXi5hkwbWH3Fi+4xYQ4uJoM2SxV8DgQGnpF5HBWOIscs1mEJQV37AnLpTXdNeRP0trAvAbG9MBWY1KxdrepBTAvmw1sa7mm/UeyJn96q7vpTP85PvcdrcIGr2iJoDtogEWpUCBicfKMk5SXGzq4JpWycZQUn56zflOUZQVze5IJyrF2+9jHUBOLcXNSohU6+rBeViWX5orXBRszXkAzHUe1rhn0TiM+T1cfuV163+vj8lIsYHEsgSG9PWdMCANYcsHJU0HJXSD13s3XwcZcwv4MqByW0vAgDWRT1znFNQOHX2+vQfQP6kA5c2KTQJVMJei+0v5bQX+xOiZp+sVUBaBdCUkastAMFTSgAOMpCTc53amoXaA4FBabYM6V9YF7Cx5e4L38pF2I+6zuCYNWZQ78luDHLci/0pp2bfjgFalALm65DREUumRZFMoZNYIUCpMxjMYbObjiHUIQg6U7522Nh1Z2GJ94k1AdR0lgPxgtLa/QcAdgX7+zJi7+9YNiYpz+vw8ebsq+TPhEFBAB0qaMQ6Kye4zu26sfYAAFhq60zsHR544AzI8T6g/gEAYM4GbG4w2twwU/UwZl8DCI/eELwBBa6pazf3z9quIv8XzjWuMd99XdoYyveT49mIAA4+FexrvXOy5j6xbtMHFF/1znWOZzljRGzP/u9AAOFQrMZRkedhTJCMv0ocw9qJoNKDaNhCAABg0+BrAlj3gDtCwPVcY74BW1sglEDyF9FA/izpAEYEAgioxFGx+byUiBKZnLp2c9/J+9WE8diJ8cvNUYZjX6ddLNVZzFkFhL2Y3rpAYAXblYPNgnKwnKDcFaA2iofU1T/b21z7O0ZErBnInyXqH6KFRaCBdI0J4I40yMXpOny8ueRYPHr9kcl7MLm/nIq45TyHthDKtVzmCx3BAJzpgE+yofb1B/sKAOUTAoC/uU4VrFX8rCFi7XLiRwAEEByV4h0V0+LIuRIGujUmCIGl91W6UigXR9nUhrz60mvJkEDy2rl2c5/u3DqBEQSxoD0PcrS1CBCwLoC6lIsg20AIwMbB3wq1NtqrzNtngQACsNEzgQjuX7z18qK/UwXmtUEmIVJ34GwJZBT8BnIOIhFMAXPrAg/VEFCWSjqAUE5jHkLPxYtfexlzj30X3C8CAZRQ8AZHJS5ySXmaGsM5Q2Zyj6WRCBfu+XreOdelKNcQ7AMlnGVAWHthqubFeMWzr1AuuiUiYHvWjRXWMBBq3eSGJAmgEogTOCppOCqlSpN9OiG51/6JOXZYu/r1JCvXQAKVd+6t3Ysprwk80EnLRouC/oIAL/3cAvL3YcXr1tqSqb1RcpxRUvAu2ziogOLNQ61+ERRAAQBHBQDKcOBSRAnKNQBI3UYAaduL2v0r2Nd8IPsbLu0L1kB5hADgZ2/kNNc+4hQQQBEARyWMowKnHYBTgiAFyGtNpEbIyucIHuikMQ/wry7fs1ibd26dRG2yAZtlB9O/hU+7bvzmxjS2nwUVkN+xha98ESCAEji04aiEcVRKM6wIpssdu1ocvZzVV+M5cn0PcAJxjgPTePT6I5P1z0xqo+U+Zyj6XxemzpnayCEXZ27sMVP5oSgMfhk+fPUcxtV3nJI8AXTjsYezDgzgqMRxVPCkBKiFiADKWH9A+vPyoc++V3uWgQgK7wCLsV7qX5ROoOBcC7c2Y491aLWX69js9iuvB72XXGwc6j35GXPYcyiAgjnycFTiOiqlGkoUkivPWS61cHmqjrML+77mHkD+pKnIW3qWj38OMigMxuNcuyrmzq2TaOcafA8g11gtx7WLDABgDbIjgO5/4EEiInr7rTfhqMBRAYCigk4AANI8C+QAYU7ZqzvjQQqZYZwuPvYV5gI1k/Etzfe6cM/XwwWGIK8BwL0vevh4g72lwRK/4P9v72x640iONBxZLLZGNgXpLOkwBnjwbUFgQR8W2B/iH+gfsl5jYWIMXucgYOYgzXkXqx2P2M3KPVQXVWxVdX3lR2Tm8wINfVAiqzIjI954MyKzP5ZXt7uk4rLPDVMqgAISRohKHKKS+64UQkY+Y5d79U+IoBZ77ra8BzvoacXyNRs6Hz98QgSKzHlyH/8QcY0EFe6VeqzWGnen+BDnPbn3U5ri8mkMPN0EcYVkBaBXr98kWwUEUSGA+gRtYACEIY1DvmuJmEUSNT6eqYmCS8Sgsa+XKgydGy8fxLdE30V1NeMM8oi5vmxsbGx8nvfk872WznVpXTlJCUBd+xeOhQDKPACfa1gDiaNyjXcAacbxISFnDrmMQUBjiU5z3hXxJx0/CAC2mzaX6PPeUHlUSK49NNcpij6uhGZawBSRRgBcBQ+qgECpQS2Ef++vre73S8kbMUMnCfaFOWcGxQBXibOW4LvuxpkqoHTyNM0cGTsqZ66neIOIyI93Pzm3DwQgAOkH2B/2BwKSt6EECsE2Pgn2ndiurQwqBf3xOfXJrA8SSgC0+naQfswpLU9BAPLgWCAqEBUNDoIqoPVjF8MGSyQoKeyervXvc9/l6nb3TAjggGBd9hmKgPbXge+fq010wubT4VYk0mGSM5C+b8+RDzHX+fiZZAWgEg6Ahqhsu+4vp4UPACgjOJcuBMVKpkpKbBFcWEuu1ggcyx1/BWF8e0o2iy0Ry33ZBlYF1BAVFj1I3QbB9nHXtI6XEkeX7/Lxw6fi2oO6d7663T1VRoWwh1iJ7Y9/+enpc/r3JYP2L/1xrVujJfopkmqeGx4KUkeSApDL6p+tzoGKExwfYwjhYR6Z/7Xfd6oao0uwzn1Sh7b3YP0BkPYaxmeAVOcJWyInn2sbW3hqUi1gtH0BsAycA7Q9mIQov6V6TTeJWEIkzvXxj81zJwKtTaByT7x8rkOthLGzIfw38GHvvtZTiS2s3Tt3VYuf7x5o3UkgeSb+gZKBRQHVTm9uYjxE4iHOIAWCgPijn5htfb65c/z++t3Tp3R8vnvIep3MbXMqrR2M9i+9fOzUV50DlYv54ub7t0naLCjLR+UaO1xVARV5C9jN92/l/udfMDaQrXPgNjB34wfiBPJYO14u/PqQDS39vnNEoNySj2fvfO1f/NAWw/E9QKNdUbmYXhwDz9GdV7UmzmpYsyFtCeGsDHANPE46eaKCswK5+AeEuvhznVIyn3ulkM8xjBk3zlW5dL8vUQhC/Eozoez7odIPhB6qXMw9v3j1+o2I6DqmY65///jhk5o4erp2rm5339gTgEu74kYIQAmSR4gK86Ah+QT4kVQSlFgkgnXofr34sgnNhLHUKk4E8fTmhMpFhMzUeBW32IESuVGd+sKFqADmggTChw1pEyMAfgT44Rkh53rtGTe5+3DO/gkf12KBysU88er1G5WX9Qz5khRFnxg8NJXznsByFJvRbDFqzv7RmXxd3e6e+nxR9EFqSSjAlwJsgrUANMUg4hSx/hy69i+tY52qHx27DIL1iJ8as+2lY0ALGEhmcS9Vvku8jvTUOVCKvBz9K137/dcud1+2XDPOuk+fQDDXadiEayytcin1QH/Wh471RLIJckUqeYE2Hq/xvCewDvQ0QFSSIipryEmJFUHdO3dVUUPJB9BhJ1Su6fMtrmMEcUL3fP34l5+efXwA/8vYwFkZZ8AcYEvAl20s4UY6KoCsiLUiX/7z+YOH7D20jyJiRIxpf42RKIBvDXuMGA7Nw/vrd2cT6DnJderVQlPvOPb1UqukpsYrxllAVK7F3/HyTbg4k0u3Tcz9WUvO71n7f7VXASHe5LmeOOrALThHMMwYY0thoPW8J3zVfMQVgKyIbUTs3rYCTEQ0/7StAFSJmJ0RU8k3QhDij37i3yXNayspcq/A+Hz38FQRFPu9Ywkcc981tgBTohDUb7/r7NU32SHRyTMWnENnT1tj+rnnOWdHW20stgjkS/Tp1n3pIjjiBOOcImgLyhvaznsiN9+GeAKQFWkerNgHETvw5dAnj1srT4KUHKxUlyLVC/MkAp0aGERFdwDtz0fpbTX9c2y6Pw+JQLGSfY3o24/r6oNTX0LlWjxbCH3uD9USunAaS1zaw9hcrxFuhmynBFuCX4GUgc+PF8tz28jhZtr4HC43PxNNAGr24+JPDBzurdQ3pvd8ImJsKwJBVNQb/9bkODeR6Nk7X3+bLEyJDqVhybrdEnjHghWVa/7G3KUvcQnawNwQP5d2Mfd7xSCdKSSTS+ZiKGEb82Pwq7AJJVWRZa1bF6D6B4C0+HIcAciK2L0e8WcMzYNItRP57a8QFW1EJaYAkAsJifHO2oQKbfNO5dpXnFauuRaBSHLAWpyzw3PxaauNaUwm16zJtUJ4/+/hWADEhw/hZ2msLyWWUwU0PT5gPqIIQPYgk+rP/c+/qBigU/EHogJyQKzqg1TXgo/AS+XaxDtf+2tziVU2XOq13r7GTyP6fqFvZ77m2XW7fJ97hUouTsdmToXq0NfhWvPQP2utL7STUAbIKTxULgIQGhoqvmj/2paj1AwbRCVFogKAhuATm8SVWLkWwq+DvIhOzrj/+ZfgZyaGWHtrqiE/fvgEt1rIRaeSKnwjCIGb79862fjP3V45Vwq4QhzWZNJdeGNEpfu4DMSlExXGiCQ3p/Fjt2I7fIxh7HUBmcNWwXks4Vgddzj9lM6lxsYAXgD3AsSZJaD6Jw8/E6UCyNQiciEiB92DaVYIVUt2rca+XuoO1lKSRlDdnngyhssd7JqEnWBFYr7VhkA6Y+jTxjqfnaINuRiXIX40hzvEEIFicbm570q1VDyfRbvdtK9gfHRBw3lPY3GEXGb52EZrAasujTSNba9dH3u4Gz+lQod76+TfQFTCEpUf70iaXAMRCJJCsh//nViHea9D33ObehuYC/6iscpHc+VRn/ON+Vh8EkjB95fOiUrmoVe3u2e+FlF7PqIJQKYWqcRI88WKNO2Z0L4En0XPJeK1MQ6iso2oAJLp1JJPzlTQk+wzF9hF6IQEGwuTqK3dcCsFS3kUdgv/CrV2O7g6Bwjohs95Ll0IWuJjoh4CbWqRi9qIPYjYw/lqIJe4/NdhoclUIubCyJf/gqhoIyqnBg05KY+EMH5AW7KPHTF+MRKlHOwnRAyPkQRo43JsoBHHQP7xD1sa9sMl+b/+pUkiIp/vHs7ahYpbwEwtYmqjeqFBVCAqAEDk0k32tVdm0AYWxy5S5w4dNLeBldSmkQOPwQ/BHbBboHENnMaSqa6aOXlu6j57bS7PNfAQFVA4ugSK4Ok+8aQdREeyzyHcEMnQ3IG1Pr72GBudHADojmMaoElkJq4TS/q57FohJPcOnDFehOwMUUmOnDAnQAuRg4zkMXelPwdIMxE5tZ8Uzs/A5nXzK8AaSIHXwLf82FHI855c4/31u6dP6fh89zA5r1QAQVRAobYN8QM5JN1TFR8pVWbQBrbdl2loqWAO01t7JeKUA3CjTrx1oq0NzDYi9tF/0g7ytqNYMXaO78qt8ufZO19Pi/t1SobdwYeBQ1TSICjAX+JUcvLpw87wKfoSUABiE1PfKP1KeOAOCEHlwTYidm/FHkQkcvh8/NU+/b67pMdc6vO5IE3k7temNvqpAAKQa5AkEAfLXP9b5l2j/0CI3Z6gXt3unpU8h9wJjS0yaq3mRABPK37+8c9/GN0RRwjyv241VG/YRqT5YkUOIlbBGO1/sFLftBcE2UcRs7ciDyL7f1gMKIAdcd5TXji1jVr7w855CYhKOQQFlJE8zLUJTej7JIJVfMKTsl9HBDqP3A9t3LomYlcB4f/SjKNTh6n2/x4xKI2Eb4ifjMHuz4s/sc8YsyLRq5JKsZfgc9u1GxoRY9pfiSd+UWPwGBYAU8SwJPjYhSOZx68vSeDPJWGlJl5Tok+MHXU2j/B/Oc7P1NXKY+sRUWiZL4tZufhNAt6IWCWVP+dwuKf6Zw5/2IrQGwjNP4/zao7tfjsjppJnQhBwaxvJCkBzDwCFqEAgQf7QdPAdSaE+wpPCHMx9pxjVL7ESu7nvSuKpp5oT/5cHt+qvqbnr8OOHT6zFyL57defEo6hXf4bEH/zLirkeQPMQd/Jt9+NtK0bKwUp1KfJwZ5lvT7ZRa37IOeRmi2IOUdELKlHKSxyWopTbDsA2wpOqX/989/B0K08Jicta9BPOkL5MO3/gMGjgY42tqQw6/R4lQWPl4hZ0Z/K4xtLKHm6scwN7OJ77FLlo+nBvv7GtZs/8+OTLSVUAcXV1GWCOdaytjoSM7Si5Ti7G+stTFnoQlcMHtZzaeqfO5Cg9GZ1rEz5sDYASudXQ+pvjn6hcjP98ZzsnLqRttznRYXwJPr7GvFQhaE1+3Ik/tpnPx0E+tqFSADq3s9b9HpGgDIKCyh8fMQ43TlX0ITHURXiubndJnVUxdiNYjOfVJjpp9v1ahF6Nm2Rc5qBzHlyvTY0idWmVi1s6J0wlYmoReYjTCeZKaCoxV+ifKSXSVg/P2fxo9sPijxacVoURO9xygywOgXa1ywdRScfRIQSls65KGi8QN6jNnQNNZ1WcJimnB4NqSFBSt4lSbw3V2AY2N9GFf6W10bm2MqgUxKpcXCIumUsjtrFiFB4GfSoGTImOc2wv9Txiy/qyB2nPfQLFQp0AtJZc+UhWISpxicof//yHyetIEYL8JU5gvd+ici1v8gTSW58u+AEi7zSmWoddcIqcOVeoGBxiDKlcDDcGLjonTCVSvTBiq/Y6+P65MFb8Xcg0JTaNnQ+0tUU6dw5wNu5xmVrxnCjZCiAXySpERT9RmXLw/b8nydabOCE2IATFiBE5EL6uDQyE5Qdakuit7x6rCug0brgUz9ioAFOcMXWf5Zt7jX1/U4mYF0bspYh9FJGmVQp8ngRkRESa4+1PdrlAsebGulxxWj28xY5iHvhN+5d/mO/+vVKjA66p/hk7uNblc4B0kzcS7mUCxVAAGTsDyOch0CmJTkN+a8pWsUu3mNu+q50cdnYxlOBCgLbZxVafklLr15D9zPXXsf0w/GsYrm67xZdIUut2zrzP9U1rv39I2O46eisix0f78rfGqe3mJhKd8slZebEVefw1zhlAYwJQX3BCAPLvY9RUAGkK+nMdIkTFHVHpj+XYQl+j8ms660Mj5owjVUDLfQCVa2kQJa2gHdPPWnWZRGM/4flDaZzLR9wlkSp33abgF8wFPCDIPBsRcykiX8J3g01VFs2pEALbbUOFALRlhyJ02SRExS1RWTtOS8Sgsa+XmnhPjRfJpztyPed2lJRuqUrBlnNJcFiHfriGC36Qgo3laD8huF1OVa4pVa2Bdet26RzHzJlC5ghgOu5Vl0Yaa0dvfjNGnqqwQsFUacbbFKHyDKCtk63Bofn6+WPO0CdRCU3AlmLt7RMxykBjJfZz3xXhwb3fonLNrz1ruDErBDgLyH8yFYKfxMKas4Co/gRAZ/J+Lh/I6d2BRxiRamfE1iL2YNubwY5/b+pWIPJ6+NOMOYfz+ONFtbYFvmayh0hersRl7DyWUD8zFec+p/IiduKqDX3BIbVdolRA5VqeawfkkVCRhIBck2cSqbx8VqqdEyBskj8J07bdmao9+FvkWPljGMPcEVUAckmsKJcHcxJlksj1QgKJkNuxoHJNNr/rafVPbknOaVyjCiguN7i63SXVsrnmRrCb79+OVgCDcuITSMtn5dA5cc6GiXvid37NUfhRtg6AP9Q5TTYiUNoEJcRij0HUtYlOtBbpBZVrAPhPqOYmO3MTaU0tm6dr9ep2V0ybJCCRKiGBp3MCbLWhVPJC4C8m1JoepjRjL9kJlZbU55A0gTD2S+XavPGZe/V7DoGaKiD96zzXNQqPSttu8RV5+H0f/AOOV6YNkRcCEaWHQENeynRUIB24PnQc2z0PKteoXAMtYhHaoXWeouiz5jBoAED8BN5H5bxGkQAR058Nac3T+7i63T2Lr3A/P6i1TDgoA7Fav0C+wQO/5QcpBd3cfUjq6zC1Z88lAXmqlrt7Pv5TIhDnAAFQZtxj0xxoA0KQH0QRgHwmUZ1DJGklcQPhks9Xr9+IiMj//s9/ZzsOiJdAC1JoA9Mcg10lOKkQUoT8sn0FMQt/uJTrIALlzWO1zO/QZstYZS1CkFuoaAHzHZBwZnoTaABSBUQakFDERYi4nss6RwQCS/wG8Q0fq0UQAGXlhJ3AMyUE9f8tWI6axQ1iLXTmPl2MtRC8ev3GexVQ35ZCCbv4LYg5CbwbaN+MKWWjgrOA8pz7sZuiXPrYnONfqbGl1HeHO+izww5zbsUd+jqi0DwEFYBCBtfcd7uopgFaAkjX/gUAAOeSUgBAnDXnkjMiFIT3h6E3oWJ0TpDXhOPw2jpjxuy5L+bMvXTh44dPiEAT4yMSuQUs5C4CbWDxQPVPngi5gzxGDEKsa6p/gFYSdy6Z6Nut63XaPyA4p7ia+1o/tR+qgBAdSMLdjh9+Kc0cEejHEjFo7OulCkND4xFMACKJAsx9fsln7oAM408AAOWhVGHsnNBRWjzUIG6X0jlBjlgOh3dh00NCzpwKoblVRC4RS3Saetc6lcl2Yey5VgGxgwdiran7n3+Rf/+XuC1gIW81gJTEB+0HgATErQ+f4hC//Ucjuz8ZkcpIVYuIwV5KRIgYS+WiHg5C50T+MS+n+Z1zZlAMaHwmkUgtYCRRAOQJHwdADyVmQyKA62DGjpQ+IP5wmxNwj35iPAb7ICJi5bESMZci1aUpSgjqzrrzfckBAKVzELhWWBsLKQL5LghZWxlUCvrjU5e2sEtQtLUTldPkBWdPMk0SDAAxjQREr/+03W8aEfki0jRWqheGaiAAEkyU5/qGGOcsgnK4c4hYG6MFS5voNDQG3gWg2AubRFE/5s4PQpFu0SZU9c/pEsVPaAAAEFZJREFU71nfJOkAgHCwIiJ7EVuLmLqsd3/1+g1VQIB4l0mOWKotxeDNJc11CodN1yUaeyk7plqISjfWWxf/OYeVczKoWeC4+f6tN+Fn7VWpvtY2lWusA2IayBX1TVvKc7i3s/69FZFmb+XiIv8qoK6qGoBY/j4mfMWX05zg6nYnIl+rJ7jKO+35PTfXcGgFMT/khDPZZROVUwfjUg0mOXQ7N1PrOcTB42v9R6hkmMo11ifIhwCXmFT21+Xh3j6JQLPRiNhGxFxgQwDk4o+0dE4gBOUdf0Bc1CUZG0lIeqJDqeTc5filgpvv3846jDTU2qZyTby9NyCmAaWk8IZDfQAgvvitMh3a4Bs7NwUhKL35nZproCDW+/rG2ieckvl0cG6eShOHSrXZKf/hM5hRuZaePZQIYhrYmgQsrgKqRAwmF3XNl84Ncp7TXGPdGIfqBJ4pIaj/bwEA61CHXNwAuEYoxbqD69ansYoXyFz6NocfdLNm++PIGQHEYN9AXJwHI+VdBS/CNfCgLF8YYpPq1Oe+v343eYvS0NfhA/PQjd3V7U4+3z084w2ucw+qf/SiDuVESnJmEJW8ktRQyRSizzb/oe1gXCrX/Nt26UIQbWDuCSqYhhERc8nZP5rslQrA/Oa2hM6JsXfsx/S5V2p//PAJEWgGXyK2AhEPAlBKah8BEwDdjnyr/9C6xkM8k89Du/uVaxrGt0QhqL+LJyLy+e6BmAZBXeVj+yJiv6DHDvydVK34Q/UPYD3y7iGwRAwa+3qpwtDUeIXcOKX6RxecCkA4MIgKAC5EhbXBYqgigqQ4H1I8VRo+Z4crdSK4dBcvxI19IB/s763s/tQqO0/6jj3+oTJS1YLw48i3+Wq3IN6ljxw7J1zkiEPxe05MDF39EpNrzH1Xn89H65d+1L4dh0anqqlNpFSiAkAfa27/CkFYQDysPShSIxHUMG4gPb4SC9ULbgJLYW2PxTo4W/rzqvlZtdnWnDODYkAz1+iLP3DmQuN8iQ4MwgzAeoSoKNjqP0jm8sf763dPn9LRP8hxCq9ev5FXr9+QdBH3R/0lY5NO7Mw11pVSuVjKWvP9nn0+AC+YHh9sEtQpLGwfARO1czr4uqzKAATumISWHdG8EtQhcjOF3Cp/nr3ztRDTACgoDvd9Yvd7fED+sU5DzuSCT4V4zxgikDaeoUUIO/VNbNLGn4fal7NIwckSLAFYhpR35RCBykbuO4JLY9qr12+KPSuOHU44Ue4xKbd411Ut5uSzUu+cmGtfJfnbVHlG6ONR5sYahCJ/wn7tw4gIxBAVAOaCSjNAgh42icK2IJnE/PyFAuaQGOdLIMDfEgPOoft/W+38nM3lbEchNmNqFwYCAEE6L9hGRB5F7KP1+nN8ij+UxbPmADiHq9udiHwt2+fcCPyOb/hsry+hiivXysVSOicQf/Ke31OcCkgu/SzcfhucVgBd3e4G+x+1kqpUbwTLgagAnbCNiN1bsXsRse3tv334tgff5IAdUQCBA2MoXQjCfvTzvakYmeNNt7lXLubaOcFV4MSAU9A2GGb85qDeuvjnkiothOpUoLq63S26QQWAXGEbEfvQij82ws+HHAAII9DEE0oSgrp37qqiPt89IJgr84eAeQUgtK3GiAFLhMXc4Wv86y1GsYZcAAB0wj5asYc44o9PlLirDcEEHe5//mXw8PYSD4A+XRfvr9+d5SZzeEvqIhHc7FtouOxgy9kpOVYB5YpcOyfYzMkrbmryHz4Pzg8RD8Y6KUKPce3SKeRALFILlCnfygQp1APbiMhBxEZSf0KSA8gwyBm08Swjd12itZav5C6glOAvUxDMt8ZI4l5atpZy5wQbUHCIrWsjdtVRKBuO6ZPrrZMUOnlzic65/nj3UzKBEscKvMDOr/ypb8ymH3W4t1n4D+DXt2EX/ghcqde/z+EDQwlPaThN7koSDzRW/6zxhUM+IId5TNl3ldo5QSzPg58hIOeF2uc3T6U0WuWOqT1WY1jdRGVN4MvFiXQHE+aeTG0VfPo4FX9irXESGlAifPiqFNfSVEIyh7vkJhI9e+frAm5YmcGxQj2HmPUiQXLcFpz1Q6l3TrCRk49thvAdY/4OwSlAbuebSGHsK0jJ4/EmpqZHThQczPL4qxVTHclKZcRUIuaCRZQDTNV+bIR1BwDwi67nHDHQHXI/IDpb8cD2brt8jM+tfvtrIy/+rfrKrRzHyJzmMafqHzonQGoxgDnOC4sFoFJakGIYum1Emi/tQbwasf/BSn1jjhzFijUiphYxl2ZQCCpF2X31+k36VUBGxFwYMRdHUhwouJS2xrXYqzYyza5hWrj5/u3oQYYpJF+gUH9pRZoHK/ZhXPeJYdePv1qpLkWqF8a7H0xxHkuqXKRzAoDncRvRyQ9qhkAPMbELxZ9YBNz2n3kvYhor1QtTVDVQl0TnBHMhUu1MS5A9iECx2r8gLKBEYO/PSSQAzf68+BP32UTE2GBrgqQqrm8uJcacfp3NnTjQyAWGNv6GnhN/5Qf11snKmTCHNDrbiDSHNMfNPra7ahcvzWJbYlErgjmKQN8ZsQcr8ijP2xBFkr8jnpLWr9BSuUaCHs7ex66EJ6EEaxO8dIhKu2GlOYQ9/N1idB4Rq3KxpM4JV0IEQpEUuYHDxlU4UAGkhZgc0g789tAKQV0VEMpuojAixrRtfXLp7pDML3+jxUcDUqhcwzaAr4QE29o+nqnGa3uYH8tcXnzQx7kqWJ8Vsp3dk1gB3xg7DHopztlqzn5c8xp16fvPxWb8VRjULiYrJ1AhsIFgPVoxF2b22ALFOE6jMfmvcUCCnjN82Xtq5wABd2s2N07kS/DZum6Zx/RtudTOidNxdVkFBX/bhhTXPf7KQ9xjCHQl3FqIy5bdqNKU3dyvgc+dABFYQEnw1QYG8kQ2grkCjWeMr53yLYRwkBvmcixawreNX845QSiuXooNrhrJ3INT8PczIqY2s6ot6hvz7KOKX10YFhtgbkEafrdglFC5Q3UZa/MZP6lFROFFFSEvR9A8j6G4Qkjxu6TOCVdz2VUPDX1KQ8nvTsz2DyqAZjpx3wvQGBGzE5GH47krsQ1jobhk6vb8H+3Krmu4rP4poRJFi0OnDSx+5RriIPYOQEhUl0aaxraXGxAjqX4FScGXrY5xEddi4djGS0lrcGmOyLEsHuMhQ6AEpiUnZidiKhXVyvMf/Xh9eIpCwJbkmdYvt44eMaJc2wB5JZYg//Wb4ho2tUj1wqjhWLR+4X95v/iIUWlTYnVPijEj53b5KtdJc+3MgoyBaYWUi98Zqb4zUl224kq0T3WsTJLnZKn7szEi1eWRUF2sU3ZJCnH0IDxiipentnF1u5Or2518/PBJPn74xOQEQs5tYLR/gVGaVYtc/N5I9TIuxwrZ+pUa7+KMMjggyN8e5sZlckU/oAVMJUMRMZfHq7gVoNmLSGPFNPJVMqyOu2gXLMitRKeE8zg0JmAllpb6EH5cj1snAr2/foeDSAiPv9r2mm1z3DzYtTEC5OPDc2ojNHV79mIs7IXqHxI6AMqNJ5p451y8ev3GG5cODejZAgMtNUh1VT7VS9P++uLrztnYuKDslkuEUt59h4jqsQ0qgvzHNJfi8/6H9mwV+9huGjT/Z+Xx1/DnrbCG4USlJUM5rZnQ1T/2sf3gh/APQG9OMPR/sK9tqF1MAgAubYRDvvJx9CnYKofjriPpS8WDMdvoKn3GxJ7+31MV5B6+KhCtiJhHkeY3K9V38aqB4CyAOKk07im48KT5zYpUXWueedrYBADo8nWa+Pqr12+SrwKqQk4eyH9x56TsYvtlJF8kiDrGfY6401UF9T9gHrrxurrdhc3vHkXsY5hMj7N/8Jdg3TwG5TtWxDYizd62AkxE7P9hxR5Emi8izYP1Ug2EXQHgJn7EjD9d+1cuqEmAp42NCgH/9lHyOOd6DlCqiQIVaP7HbMw2+iLQXHHn44dPVAZNjE9MWBGRvYg9XiwAyl77jFfhIqU9tomOiC0xuZA9iDRi5eKl27OhEE0B8LMOiD/rwSHQGJuaxY3YlhexBWALlohBY18vVRiaGq8hX1vfzE96Ft9gZCV4uwdJF7wI6ONc58QfDbCH9hm3tILBhQAg/mjHbAEIMgVC2weLOl1013qnkpDndCNYKPI5t3LNxfMM2c2cypYY1S+xbHzuu+YqipF05S0c5Gij2ni197hn23ZQ7W1W9tGKuTBO5hj/APB3QCNqJq6s5DBFBxJjrE/tP/TNFLk6ek3tOqcJ89XtTj7fPTCZieD99TuVZwBpPpeov/a2kPQl1UIixyu3Pbpx+ApJHsmQfthGZt0KuNS/zMXiykWQNI9njeY5lp1wHjP+5HANPC1gAEcJgtoCB/diG66wtjKoFCwRWw/31kviZUx7u46YMDbWHXLd2QHnQ5HkaYSW6h8NQp4vwWe1z7owWc0xALn7O+LPCr9Lcp9OkCwhqYup7Nqm7f2W5vkuUejqn+ZL7+dX7fXJKV1NOuToU0zKcwgo2irXQhDiGAm/NvteOwajfsaKSLP8GB9jRKoXca9WRggC2jiTZmHAa9w76sCx6nDmCE3tdfD6uHHqORMJOv4uF+RQ/SMyIAANOTBU7DyTw1SSOt9jbRsRu2+vAhUF8fvh71Yun4iKFWuOLRSXRp0QlIuj75LDH+9+SnqdayKgJZHhVMWFU5K+/8GO27ttr23+xk/ab5M86XxW3QrYoap//vjnP4yKcQhBJHn4wbgwlYitRcyjiFXYjdUJ1gBw7IN+fxe6MMOH8BMzZp5tAaOUGuSa8D/lLs2x4uYQb1dqJNd69ge7FzGNjb6bnnuCnFOlX0wCw0ZC2j5+kJAYkWpnRC6PyZsdcVydAHT8NTTR7HzNlBAEpwGxYoz2uOczKTEXRqS2IntdnMtctP6N6h/4FEjT37EBsQyLzgAqXQgq3ZnlqOza/bT4M+emoxDork+9eGnUrg/WOcjZNohr8lXcUW5jcw4JT+mmQm3oxu708HxI+DhnSskP+ppHU4nIzoiYVgQSu14IMqe/sUv/o4hUbbVidbn+nDI2PPJP0F+9fiMi+bT/4O/iYe4Nur6xaiV+/PCpuIM2u3e+ut09VUaVrviHVnZdwzYiVlnlz+QzH0TNFaql2D87e8vGCRKAL9fy/O+v3z19lgobAP5XUtwI6QNM1bZaVb8zUn1npLo8toxezPzUItVOpHpppPq9aX99efx+cz69f3/x0rSVjY5E7S5HYJ0A/F14vwVfn4/63MBN7aDNcW6p76bhwCXfpO5R0lJ/jrCP1tktFSBfaKlcA2n6+9yqOPpcZE1lUA58xhcP4iyg5YmK1mcMWf1qKmkrcC5N9muHzok88Or1G6qAMvF3pfOteizBPyU8a4WQ3AWUEohOTGUXUpmGTeTm7LE97IK51GnzLuLRUDI2h6vE4DOxEse570rLXL7JEHHP/Xoqab3020RFRD7fPSRpU137F0jD3+G35mH2GUBLds9yR7/fvURjyyapu5DZd5LOuT50DQ73y0uQqP4BAPjw6yWffTXnzKCYSZTWMcN+hhMQUOZc0zlBjoi/S5e7hHoXDecA/T9J5zrydJef3AAAAABJRU5ErkJggg==","data:image/png;base64,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","data:image/png;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TsMhoQfiD5mgAgU5wI2p7o6wO8crCIu5uQ6SKXOU0pP+rEOizvwirUPUxEdQp8bVNpx7HhV5orURKK9c74+LRbuzkshrT1l43YOWgKQ7MPGBmFORbdcAYEnHprihESf/uynCCYCAXWBwqKvHlBfkAD3D7DJmAgkm6/R3/GsndBX4cyZc0UgrJ36Yy0fDzvHxKCuKwPXIg2211D/mu6vHK6JKYxdQzGv/Spcdu4WHiDeScBGkKEjVgDz9LmBgHuE8BZjYWi4k/K+PyCIwb0foC9SwsQ9TSYuvHv2HsZjC50d9XDtmBnXJkXR2B/8DQpAYzlxqic7ZFtKefEUwgWLxan9SUCFK48/MegCkokTwD5dEQguICCbLxZfZs0/CkasIGIl5tyU6XMBdYV79DWEB+CnL+D+iWusT60d6/L4xPbhIQHxJ9x1YSjX+MlLxd7xqLrklRxA3Tc3efFiYM+jr06GmMimbssI5iPSv4jUtymF8OMf7A7mj246mOwm62Phz3fOdU6cEbGKiB0xOv8RUr8QOIGYQBpYWEHUlIdxSMO01742AlvMreogVovz3h7j/FNNmRCmnCgWWBf4KEKcuxDkc/yNiT8QffyCVDAwBu/8g6+IWM3RMAnfI7ouILh/0gEiUDjMdWTjYWd8gW0o115IcWnfuA3dOZXbfBPieJ4q2la23jj0i8017XQ60aYQgtyes1goPDhbOkkDU3X9AP/IRCCkg/mhryh0aPAN+ioXkG4SfxCLB5B59AUedk5vXxfun5AFjAdnSwgsGTA3/vNd99HUHFpN+WCTB24zCJ+SEzdlQRjCtuLdAXn1+jODBcZUio/FfgP1ucVhX8AAt0+4QAQKhzERqLrBrHzu+vY8Vw+e1oWB7WAf/ZrGGEE/phGQDa3/8LBTrW1lQe3c6wOiKwiBFB8AmDinSvcDY5j4Q7y52Tz3vvcXN76pQohPASXWRccQN559ek9ggBgUHhCBwqFPBLIl/vgUIhCIhhssIPULC2YQbl/gYaedtXrKqV9DYzEkYRgPlMKbc2Lf+WtvLZ1jIJ4b7Ztb6qLOGA/Oll7GnmkHGrAHRKB80RWXqhuMimOi5f9r1jmUy6Iv5IAcc3b6QQBcQOH0xZy1GB52zouxbAS1MYsXmBdAjHOo9np3bNIA9idmInNpZGOTlsqTjtRuhnvnfN190IFAIj5yFoFCr78j0rRCcQKxktHJS8zavROuhXm06+/J5uT2bo1ERJ/+7KdoNAAiX+vhYaefh50x3rPgDkTsrfM3qvF26FSqJ2r6YstlYSsbMLLzDskFlXrONCZ7oEJOIlAMRZdDhFVErOwXHXTvD0Cv/XwAW36Y/QDy6gs87Bw5Z8WHnS6C2hjmyNDiAtxnwo7lU6AK5QLOKQ3M5ESDACLMsQfXDwgJCDzmYSVRsZjnQtKx5adOCPf/Ke4f1HkKWygA8feFrbkw94edLu4xsc57SAND7B3DuJ5zTpXKpICLwMxNq92OJlxQEH8AsEufC4goXCeQSbEnpELl3X4wBZvwB6wiYkdM6v4xhQtBJKedMqci2mXuVvCo8xTH8aEv/IA6oG5ikqF2tlH7B6ANQ2JK7bFUNZHKp6iAVBy9yRlg7AH3yESgELDl6gl1d7puP2gJN2z/e1Zsf6ar/hSMWEFWhR/ghzH3T1cgmysIYcGP4CtFsIaNJ96wHdSe3lxI0+xCdV6FWiQeJoxwrpOUqEIaeCkJIFMnV9U2gEsLYw/4Ex+I7NcDcpG2FarYo0JxeUL6FSNiU4QfkCxTiz6PCUKy4tPArFDQbdsxF5tJ0Q59AWLA5cNO1c/54N6HwYhAXYHq9ObioIC2S1D7J+xrIsT+6J7P7fc/UnJ0VxAV8pmcwfhiEgsh0IdpJxAEnnnAhQNiD65R58ktQ4vi3MShWNY6iEviWOfqxjG579IGwr8mYp57VESgyvdCZEo+3pSbRsg3LFttAPTGXmzjDLinKwJNdQGZFn9SFnoAiIEbzz6tLSKgzlNY/Wf7/NAXIJSAt4tp54ns72MUfXymgUHsdHtNtOfN2GK7KfFshYFnf2K1/RnoK7cXDQBtVIpCzxV8chZ4+lxXtudaBFEAxAN23gTA3DpXZ3fDVNKWRFrau2fvHbTF0Dkhhkj/mohhTMvO6crjTxCRPNW9CvFEY3XAyAIS1baECwhM4d/92Z/tvv+3v/VbaBAH9KWC9bmBVMQfOHjk+Cy+jTkYYPwAEM6aGg87zQWHpmqU6QTRoRZ/niIOQPRJ75oYel2M3H7/I3rp157o/X1lYgJw1QlT8fVkaO6gwQLS34JjSru7Hmdt8Qe4ZUgEaqOSHgbxB0E8AMAsQ08+AQAkXevOjQdTEelkO4K54vTmgoguUuZiEc5SWe+lWNrjyuNPHNwLq1AvttgW3iaeVMiEsLG8RDwRCafPXQDRJxymFoWG4LPPVJePrR3YuiLeHFEY5DVXT6kDBAAAvubE7n1N9T6H+pdypqwTxtoSQpA/Tm8upLWrQu2Lro7w1t/+Hb30a/+V9LVVjoKC6SdDJidC1KTxf8FMXfjbAqJPuAgxR1XEgPhzga7wY0vwmbtgBgCEvd6DCyhegSKn2CQmTKWQpdQWpsZ5X7FsCEH24z/V8fzBvQ+D6YfueDm9uaAHZ8vRv6tC7oiYB5SNdsBE63YSGJrUeWBdgfo/flFNCQMNU1w/U3dc00V8Rl/fpSIE4X4CUkU85AMA2IuxUhfpZO1l8r7fdw8WwsKYENR+LXBPjLvatalCvnhtp4HZeDJkow372gFPRPzAayK+5Np/p5oaoOr4gegTFlNTwnJirH3aDqkhQS0UIQhuoPhwWauNb7bfMCLGmv8DAKYFxsBMjIINZ8LtmzZXrz8zKjLElJ4UGqLt+hwzshg7RtGnLw2syq3DY30yBDus+xtj/6KeE1/v/8xU3Ycx8WeK6GM7hQxC1L6AARHoEB3hp/uzMWeVbTFoSAhqz8tYRIcBr7fCS92I9Mu/4t6OpX64/WxGxAoitmDECoIQBMCMwBggJvEVF9gSzPrary3mqIoPIaUnhYhKO8Y6nkW/v3u2H8u+9bd/d/DwqwrtZFEDB4R0g+tO9LwmojURnxlToBZMfuTU5zoi2Fi7jIlqrlxBqqlhRPGJQb52yjQJr4n4aivO12Gc5+4+wcW9g1NxRFQcM4hAAGQsLCDOAlODeyKa5AzqvkdOmHLuxNJ+Ktd4FfoEm6s9UfSJrANxQ/Q4/jiRjefJMpcOnDUgNkwKP7LXjglBrlLDxmo7oWC0W3hNVJ/zRpwP/FjrFREx3ohAjoPpHAmlADT6AqQaZ6Uek9iunWRKiFAROXykMPkSTVTP9er1Z/YcM6mM57Fxm10KmO3GBvlO9NWN4QX9+raf0ERHSGoLUa4EKB+f6YrUXT9T0t3mtIlKjSCX9YHEZ44t9GITgkzvlGkbvgpT/Fnf5tL7Qr0kKhYEFxAAWFMHAWoBxdVW7ThFXCcqNYN8EHLdnKvXn8nGDXf7/Y/2XNBViBOsq5xLk4tb3KjSWnT0TQisaL44jQs+sTGnVpCuiIOt7eNHVfyxJYL1uYJcForufk7qO4eFCK+JuKL4Y6pWmwnqFadiAQXIJtj+Pb7AGvhf54J4x/hUZ1AuoDbSBVVMF00oi2eXi8juJH16c7G7mDGQPYw9RsRKRqzkFzu8GCYmF4xMyPl3f/ZnSF9LGN/Cj+xzfBeK7n5OKjuH2dgp0zgbCj/vKwBSqPOkio0xa/LazakvQgmMwXh8gb5SbytT84GOeaCvr9793nuD7+MjVgxNdOprg26bpmbm6I7btguoiuWgQ14guBwwD86WdHpzsXeBQQhyCyuJigWjemlPBHJNKI4ciEfhMmUnL1eoFIp2JQIRqe0cFqoQFOtOmdHdRxjcPwDIBAWscf31A1yq7sZ5yuCaDZ+gHUA2RKC5wk/X/ROCWoibpP2xd+gCIipOGPE1J9psd3hpP4We8URaiDE+hRCfaVwQgcLAVkFnW4wVinYtAhHFLQRFQ9nMyapzrq3UXZ0ab4wRsSO/zRZbnScf3Hj2aSeOb/QF1rgg8rhgBJn4YzJ+FMeFciT6bRZSPO9i3AoXUFQrT9/qqa/6Ad1B+eBs2XuTFF/AMqypBVQcMSpOGBWXOl+XD7+mCCHiyyau3T/dz5OJPagRFAcvv/xycIWuxTHJjuuHP9n/csWQ8ITUh5lTcUHEqv56ytUNtvfl/XgZOdkBDIAY1/VDQRjWt/bjC937EQQHM+1uSqxAXSegCnYBc3gBu0R2k8TTE722O7252BPbpGo/u1jU28SlK8aH++ff/tZvHbyn7jmrHpPNdpyyK1YoxOb4UT3OUPoEbiB7sCNGvObEPO4ENiYuMSKiokkf9u3+aRNFnaeAxAqb12hufdEnNoi1ap/Y0/451rVh9BlQbzNTsSMKeecRz9saK1Xo1kpXO4LFNlgenC13x6D6ROSDex/iZjnSPr4QosSQiKHinPF5/HNFIRMikApDx5lb6lloBZ1tMCQC+UoLi6VIdCzBKCsaVw0vmu3gqbXebgtCrP0NI2fbsLNiu3lAIMIP6jyFA/qif12tsq01HnbOX/MqPewkiD99gbRthtw/4nsIQUCH2+9/dOEACkkc6E7o3cnJV2OFOum0+23KzTLnG+ZYe7kWINsCxJigYqJWkK6oZMP50/23z/Qv3e3sx7h161aw4knMbiVd2n3ge9v49mf1uYHgBNKHFUTsmBE/oqY4f91IPzuNpyaigogKRsUR2it2XAWjruoAIbD+/Oz1bYjxTIzrXqA3Dw3dr225f4YY2xUMAKJOChgmhfBvkG0xQnaRy256Kv3qo+993aBVz9X3AkLFFSR+H3rB6Pax+jqOXOsKTRF6Ynb8qJxbSNvGhyoCxZqKwormy5m9BwDgfM2Ih51m1726DzshMIxjQqSeWqgYIpBeu+aoIVSxXlQ6iutcQtz5S/emGaK4F7Lg2F4k+M6z7QobqQoZrs9Lx20VIynW9DFFDLWBfIlANoQfuJoAACbX6HjYaW6NrXJ8SP/qD6RV7282Y0fUAwK6BC8AiYnp3bP3sKCccZFPvVnmgs4N2vfYs5UmpeugMeE6ciW8jB27DQeVT1Elp/Suuf0z5AZynRbmcmcyAIjS2Hr8xrNPoy8AHnbOXPtCRDCHidQvXfePSpYIyJv2GKlisUP6mphCd//MucB99H1oN8JY7cBdEch2GljMDhlsKd+Qm8tHt11CEIK6IlDMDzpQOwW4Cq4A+m5oTYeHndPWvOL+g+vNfUwKIc5tX+ZIlfoFN+fJEBavfm8+IY89pDTYJbfduEww5PqB+DNOaLuFAWAbuH/0qc9b+8oVbLvDG/oi5OALDzunt4FM/IGrRN5OpmICWZyr2uZwAU1r3xypUrvgbCrVoVxEsGmmN+FPwdWOWX2fYfKzXQk+OQpLEH/026rPDQQRKN75EtgVG5z1L/fbdny5fzCcEbGKiB2xSUJQTjW3cnKSpPKws83pzQURXYhb2GltuuigE0/OjT0hAvX3Q46Ia7xK+SRNun9Cvnhwcfu/MYJ5+N7JDIA2fUIQRCAAPMGJ6hUnvvJ7GKvbnKobbO+4+IqI1ZyKY2bEDZQicJKkR+5C0JyYQPXvplwjsuOKOU5E3GWHKvYLzsaTDqR+ARsTvmliq20T+nb2KQHXj7l29C0C2bjHuXoSjzpAaeOsf4X4syTiPMz1Gt8Q1UtO5SWWdl8YXEuBNNa5OQpB4pyFK+rB2XLvXi3+78v1FvsDaxfHnvscVBGIcpAgzzMMcktrGBJoUGwZpIhLEQi7gAFwCOckFX+CO851IwTBBXS4TkLgFV/c0w3Cx3ZZU6l7FLtIpFvbaU6ZkrnXiSxOBECMjSrWAz9wAf1GQXyz/zoTT0NiulFBBPK3uHEpAqUktLjezQyAKfSJQERmhCAIPwD3wh44EV/z4MWf3eFuOLGSpdkXIBv6xAIh4Ewtcp36jmxj193Q79riEGI5/fZT6RtwQTIOIGEPzgnUpMmv3fvEnxhFk75jhgikz9AOYMAMQ7uETSUE4cf1LkoAaDMi/uzV5DHI+jZH2xsIiLvrJxA/bSdP6qLOGA/OlgdjHuKrOUy0JcQfyX0zlSCcr8zbg2O4UUEECmeRY3vCt+H88SW0tD9XtpsZRCAQIibTwXyJP1gI5Rl428JH7Rlbgo8JZO6fXGtuYa5Jg7FYSCWtKzWRaO+cr89Pr3J5rajEKu3jMf2QqD1HuRDKUIC+5z6ayoms/oZLFwU6C4X2056Yq6VjYLu5IboU3mTiT0oCiast7QGYi4l0sCHxZ2grehsBIwBBw4hYxYiW7t04ukITq1D/Z46QANIl9QLRc2ICm+KPuOZSNAq0201VSBJFu3PfwY4owSLQU58MweoL5k74Jl1AY2JIiu4Y1AMyJ1AA+208RaDpE36c9Bn3X0R381lzAKxonBLsCGMJjMMKoqIiqtcBH2NJVCwYOqsnqIX4Ew/IKjAz/qfGA7avFaSoXZCzEBS1ANQNwNe3uRFr8OnNhdSuGOoAwY5gaZGq+AMxB6SETjqYiuPHGpyI10R8xQ82SnDN6u3mHs03RGzFiZZN0AwhyC7RO70YETtmxIgTXxt7S3PHVhGxI6bk/oHrDoQMxB+3QCid117tn88fw0efAAAgAElEQVQRtXIUgrANPKm7fz6492Ewg6MrUJ3eXBwUIgPx3fRiFn9MHJvMBRT6eYN8GROBptb5MZb+xYnqZbNBguwu57NeCCciqonqc04FQQRysUiOGVYQlSeNeMhXnHhNF4O6bwnH9r9nxfZnptSfgm3dbJLxvW52L1uewV0OQA7opoG5nKdzrRfbbeOr158ZrEelUqsqdpFInGOV2gWn6wLSTf3Kvdp9SKQ2maW0w5ettkFbgNAYqgk09ne2EbtjhhyCct6IQOUR0mdskJTjRLhtStakM3KNvzMp/AyN53Uznqk+PDzXfcE3LdErsPUanA7hr5vRR/PFBx1Xisv2TjENTIg94rz6BDYh4EyN51PRAeAAUrgAY+zsVNPAQhZ9hibTKUp/KGKH6+MYKgg9pS5Q6qIRtoD3j05NIGc1mvh2d8wI2o9vjxUuoATgDgQHIeiEdupb8YcHYsDafMapOCIqjlkQItCUtRxECKRlxS5KyGIDpH5Na8tum8muDVVxq+3kydHckaQAxBgprXpXHfdPrBegGMTvnr2Hm4YBUBzNP0K0wc5gIBbGRKCpws/U+Yiv1e6DtrbU1nXXcs6JEVxA81UIz4v0/1TT8a8XwThPXFKvwhF/xDVY3WBEjDcikId11Nw0l6F1bMpBM9bvcaKSauUrRdfmxjUht7fKXKGS1pWaSFSleMEVl9g2P5zLF0PbvG3VlVIs+X655njOCZJ8BYpjINVpvx0gBIHYCHU3NluCD/AMb1J++Hp/XeOjzlPIzhNrzb8mopEi675qbtVLomJBXvqiuzYzGfxCJDHXN3Ck+IvF0NbjDI1PV1vdp1YgOkkH0PmPhKrJsrsAcxKB4NTJBwhicYsOwAOeA29doalADaAZ6kMj/oSUflSvyIvzxGcfhEy94kFsU6+6bkuxkDnWvSC02DPVLeExfyis0XI98ZwGh8mLu91upgsatp+O4SYHAADTYRURlUS0Dv9YfbkTUoGL3d4CW9b4dJ6AdNetuQV3WA+nEW+evFR4H7shp6ipHg8cU2ZIRgBKMbcRAABAHIRYjLs4YlTX4QkD+8dIQTgTooUT0aZxAPUu9DzWeQrFeWIbVhHRkkadQL76grF0+sDF2j6nh50IsPMi1Xg55zIok9ZeOZ506pNd93xghQMAgDgwKSSxqqnDwgq7JgyxwzZjre9lX9vdm1hBVFRE5WWWVZ0YW/CaH4gM7S/gANbsYtdt7RD6gjHssAeAzzgsh9gzhHhd9nu0s5wqtQsO6h+IFdS5AQAYD/4qorJixNdNgWCTbiBWEFFBxCqmVwNFbOMNbSLuBaSCoJGS82SM4ohRzTnR0n1JoL6+YIzyqcMEZgfYII+YVPXYTLvfMDYDul/lNrHlosDCBQSAW0JMAQJ+CLEYN6uIihNG5WVzX8UJo2KxdRiVGl8ZbhFutW+LMBszO+cJa9IZi8uMiiPaOe+Yn0NpnHbHDO4fMDl2AHm0c+h1f3TarPs6GEPkoEgOAABECkSntEEdO6AU6W+FtaAOK1fnCWv6ojhmVFzaikGXGRXHTb0rLaF04ldxtBV7H4P4A9SDbIg/5kmtTa88/gRdefyJ6NoRItAhVYoXm2pHpz7ZISUOAACAdQFCBL6s5UZhin8n4Om/jrV/Ped1rSbmRER1U1Npc05ENZe+3GlKUiEEDyY/h+2/Od/+g1/8nHOFtozkumhnv7ESljcAQDixZ6gxoglhUnZu737vPYicLZISgD649yEREZ3eXBAR0YOzJXYD61xUaAsA7BNiChAAugHsTmjYVnBmrYrOrNj+vJV+tFfuBfGuWzij8oRTvWJUbzhRfdidQ31toiYTK1iTanjE9AaaEH74fkFrXjc/a36fqFAEAESJZOmKECG3s06MeOXxJ+jTn/3UyjGYHNMwQfRTfXDvQ7p6/ZmoT0IIPwAA4IMQUrEgOqVH7/bZltwp+x/e+nVL6GEF0ad/vj5cEH69Qof5hDXFuMuSqKgZ8Q3fiSq9f7It4l1UzP+xC7Gx1ynDLgqY13xfAKolw1ziOhIi0k5YAiBTUBfUPqmJDzGmfkEE6qciSl9AEapmjhNed/DDBQQAGKIrZrkSlnyKaKGKZ+VJPDYaIQpNFYJkopL1BW2KohUTtWDSs2AxsXQp2ESz0sVfCRGI17zZIU9BMAMglZgI+InHYogRU24vpIFdkOwjuwdnS0x4uGkAACIAxazjQEWk8SHkzD0fuJfyQ4hJrGRER0RCHOL1Vgza/l+4i/ZcRRCJQCLreFEyQxgBYs8ICYWYUr9y7Bv0R2IC0N7EdR1Vv9sTD1xAALghtVQsiDOAKC5hZ8q5QQQCRNvaVsVFZfM9p1ArdYxvLmoSSVPOBBCLoiPnh50QgswIDDHHiLju8qBK+SIfGtRQ/wAAIDxeeOEFJ5/zzjvvBHfusYltb75yjV77/n2j7/n6F+0e8xtvy38OEQjI2HMK7f9m71+7+kSdQtbS+kTbn+8KW7eLWkMwAo4C7C984/O9JUAgBJmNRWOOl6X3S8MFoG2KP6L9YQrZB6sdMIkbzz6NRgAAJMGtW7dQRHtosSdx/7z5yrW9/3eFINtCzlTEccmEIIhAYCqsXTRduf7SRdrZnstIiEM1oS4RsBpgC4FnTAhqvxboiw8grHZDGhgEoKwuJqifAAAdXLlxQLgMiT8x8/oX+91AALik6zJq3ESMqOZUb6glBLUKVUMUckKqDzu7we/V68+Mbggk+z1EoUNhIfk1gWX3D0QzNyRfCAYDSe2Cm8uVx5/wskUgAABMIXRxKzYnSoyikMyllHKtIxAHTR0iIlYxKo8ZlZcYVZcYlZcKqk6anxXHjIoFo+KIESupMRMxtB2YHhddvf7M7kuV1HeRnsPpzQV9cO/Dg69Y4+VPf/bTqFK/oAcMk50DCAMAAAAAGKcrhqTg/OkCJxCIAkbEGBEVrNF52nWD6v0aQnzTSSFrA+fQLMSDTtOBcGi0RaApzqDue+SAqvvng3sfBtM23b47vbk42EU71Rg99zSwChdkPrjYDezK408kf2MEAAAwzt1Phn///JNhHjdqAYHgEYIQ0YUo1H0B0ba2EDXpY5sLQaipNcTFS7DFfaKYcFjIxAoVJ4sPt4svYUU31szZOXXj2afp9vsfSWNU4A6scMBskPoFAACgzRtvDxeCvvvJhUDkQwhqi1Nfe47oBz9Bn4EEYdSkiBEjVkl+KRCOoppTvSKq1xxi0Mi6N+eHnSo1g3wQyjHJxIwYRZ/b73+UVB2srhEiZxdQ0gIQ3D/jgx8AAAAYo53+da36ePf9/fVTk96vLfrInEKmRKEhF5L4jLufIBUMZE4rxaysiIqa0eYRJ76GCiSI7WGn7foqU51BqdFNmYpVUBD9+e7ZfozoQgSC+8c9yQpAMpEDA0x+gzCdBgbmc+vWrUl/h62sAQAuuL9+ak8IImpEou528CrIxJ6x9LG57z/2e6SBgZxhBVF5wqheEtUruIFSwEUM5CMFKxbRKZaaSK6NAr5j81xdQFmsbk5vLvYmCWxbCEJmqvgTw/FBoAI+eeedd9AIBhEi0FQX0BCh1gcCIBdYQVQsWLMj/RIiUEy43F3JN75jurZjJhUhwaYIJKv/k8q5xUSWj7dyF4JsDn4UgJ7HXPHn1q1b1kQWE8LU2HvMPXaIU2aBYAJyAmlgYPYaaLtzXiruMVZQs9U8EW1Wzc5iIGxk4g8yIOyQi5CAWkDpkbW/OUchSJyzcEU9OFsiDSxwXnjhBQTpDhDiUc5CUOjuM+CfruPHpgsIgBi58vUqqRRCVhDREaOSmnQwDhEoqoedEH9AKHTdPyGNTVkqYcr6QJICUFeRHatWr5I/GvsgcJEjC/eP+eB7TPzxLQx85Tm1v/8hdtgBgfHCCy9APAUghGA6ArFEOHuI1Nw9qYpABduKQBuM2xDpun8g/riLNVNr665LJnUXkK/Y2ZfeUKV+QXYbdGpnpl7Zfo4LyIbwA1fSNPHHlXtFVfhReX1bHJqTwtYWqXTaDiKA2TEIALAjQKRclDqG8xPHpyoGCRFo7HWxwAoidrStCbQi4ps86wLhYScA+oTs/iFqMmJEdoxPXOkN2aWAtZW1HLcr7A72NhBd7JBTMb4YgROkv12AGjmnzo2lf+ns5uWi8LPJ3cWcB56RiEC6bhnxuljOry0EtQUe2fGLnycjBDGiomLECqJ6TcQzSgkL/WEn3D/uSN390z4vEy4g34WfdTSCXLSBpAWgsQtSxWaV2kDYO+frYRUwu/Hs09FMEjkH37ruH5X3Q4oYRAeQHnc/URd17n5yIc7YEIJsvrdL4UFVSJgiwpg+1vZx6KRN+TrmqefYbe+htkjCycWIWElUMEYcKWFBgAeNIKX43OVxyMrGuMaH1lBhGA6TeoFobIdncY1UELGK7f0MO00BAHJBR2wRr7UhBIUs/kypLSP+TlVI6BMnXAgRukJQ2zETklCietwm2yKKNc7R1g20IqrX2CpeBRcPO+H+yU/MCDVODD31q42v3cB8aA1JCUAQMuYTUhpYtClpjIiVjIrqUAACAKRNqiLva9+/T2++cm3vZ9eqj41/jkwI6v5OBx0Xkm9xwZRbZkyI8HWO7VSo9nF306diFUp0092ScQNVjIqCtkIQdgnzsVbOSZAAfkGmRhokIwBB/AFBrIXKbX78NkeeoP8AC3TTv+AsG6dd5wn1jebRrvvTrv/z2vfvG/uMrmgjE4SmvE8MAoKuW0agK/y4ThPrpkyNnWfKRa9TOzdWELEFI1bCDaQL6m+CXAhRnOw6nHy5gFyDFDCgZO9zlV8cbR0gRlQs2K44IoQfAPzTLe79x79N9Ht/Gsexbx5yKk9YcHPJ/fVTdK362Ir7Z4iYa/dMFQdUhCCV1KPXv7j/7zfePnyNSTeKTipb+zxB5LTdQCVqA4E0ydFwYKJcSEyiSg4iUJXixQj74zzwNEJzzVMRlQtGrDQXrL3zzjtwKaD9vLdhCvzxbx/++/f+9PDcbt26FZSTql5xqtecykuNsOxLiJAF57Jdv7run67oAKa3v0ptGdlrdPvAV8pVyk6fLNdEwg1UMaqXnOpVPG6gFB52IiYCTgSEG/3rkvXtuOx/OdbDxV0X9N4EIQKNrXKIymNGxZGdp/QQMYAKSP+S0xV+ooQTbT7jxI+bucY3sjpAKSFzxvim6waSIfvd1wZ2axTCUN/5+t5BDCSyRCqaeYuVRPUSbiBfqAa2EIpQTmRsfLTbZ32bD4pAsY2t3EQg3NmB9sC/8ezTWNgURMUJo2LA9cM3RJuH6k+TXn755YPaLmN1S1JxaQBgiiSEnw71OW/mnCM7IlBXQBgK+lMXgVLg9S9e1EwaSp0bE4LE2IAIBKYvlpp5i5XxuYFcwmsixmjSw0TxsHaue2koBkhZHJoT9EM0S7eNUk8Dq1K7cHExzrtIZROhK0tsLBRHjIpFf60fviHaPKonPe2SiUACiD16bQcH1TxiajtxbaiIP6IG0AsvvLB3TYXupNo84lYEIJl7ZCzlSKR7CSEohfSvEN0/U/pPtP3zT6qJQOJvxkSgNhCEgC47N1CxdQNFsKx0+bCzfsgvUucm1pHsuvZNrt3hjAGqxJb+lSu4i4Ngb4hERPUjTlRcbKc+9QmJEYpmh6/madbhr/mGaHPOia/nTX5DIhCYJgykBMaGvI91xZ/o4E1dIJMikK3iu7GKKW1ciRw6W4frIoSf7u5pMkFIpVA0ALPYbpbRpIQFslMYvxCkVn/t72B43XzRmjd1JQ1sAKBaxgEPedXaD+10aBQYG6KnNxf0wb0PD35+9fozUZxfyi4gCEAg6JtCvdpOMue8mWmKpuiyrbo7veuW8mKXr17Xz8Pa2FOtthtBNeBHLRiQEzrCD1Hk4o+YZ9ZEdGTmvUyIPya3fQf2aAs+whXU/XmXIVcQHEFg3nqKUXlCxNZNeqsXN9BW+KmX8l/7LHXA10SbX3AqLskfNtoWOnIWPVD7VI/VbU7Hv37RZuc/UhsvH9z7MBgRqCtQnd5c0IOzZfJ9V8mUOdPY6mSkf6WPKDLGtzds2jRiC1/z5kmSg3Unq9jOutwnOm0e1dYWMRB29NoKDpn0ycb10w0Mak42le++2j45Cj0xihwqqXdtV9CYENR+P5UUsRDb6I/K46jG3Tc353lcYKxxVLOCGXFO602kTUotX4fbPJw3aWGuRCCfgkhbZDItvLV3WjN5Log3W5dyediPKrjQH0A/Tu7W6OR4GCsGbWvbSu2b46ZJD7N5c2TF1q5cbcWfHrC7hVnmbsedk2CWmzioKvwI0YeoX/gJLT3QpXDZFTfGijq/+cq1ySJQ6PWAVFOdUiuG3HUFyX7e7cextgpBCIpN8Bk7/qQFIdYEj+UJa9Z0jtxA9So88Ue2oxLnzTq3fIwR8AvSv/rjxL5do2UiWYx6QKppYNGuZnKwZ4VycYcK582Cobxs+ObIthblRfP/sQfu9QoFzwCwiUnhJzRicawNiUBtAan7mjfeDlsE0ql9k+qOWKquIB+OoNgFHVPnn7IQxAoixoQbqLYrznAirhA+BPOws24eePp0AQEwRlcgi1UwERlL757tx8AxiUCq8XtlKz3LtcoHO16e8I3Zm6Oq62fv8/FgAAArpCz8EOmLP6yYL3YPuX+uVR/vvr+/fsrYeYYuArUZEzlS3ha9KwSZ2EKeSE8Iyl3wGWuXZIWgrRuoulRQvea0eWSnQHTIaV+9x7zkxC7BBRSKuAGmGwVCLf5s6vx8MeVYra1ibHYyav/4Hfxdm6oppm4dyDe8cerMXHwUFaNisQ2ymPpnEwxAs/nKc0Q//AnawbRgMIcQUqRcCT9zUumm9snQ3/XVKnDxFPj++im6Vn1M16qPlUSgbvpYn1MoJhGoLXLEJAKpbPmuQnf3MBUhSPSxjK4QBJFnOrptF51gxJpNPhgj2iyxxiJq3O7ADzLxBzHnePyYYhwckyCkArZuAOqD5UaaTyCE62fKzmJw/wBgHh3hRxBaTZ8hZOLPaIHK7RbKLhAi0Bh9tYN0awZ1tylXESdcEZMI9PyTaqKN7vupCktjrqCd++xfQwByRaw1hVjFqKqa7eI35wZFILb9Uni/YB52wvwTBKc3F0R0keESi5sF5MvQujJ6AQhKrDtkRepMMvW957h/WEnNDl+Vmzvs3ALHAKROn/gjE31iYq57qzw2P0d1079Mpn3JRKA33ib62nP9YoMKKgWLTaNSADkU2qLNnHbuvl5HWBoTgv6n/+MXRET0v//rxzDhOaYtCMUgBhWLZqOPzUMzBaJZRUQrIlYfakAhPuRk1LjTQXjkLgTFliaVC6q73UUnAGGw4eLu3swnpUWIlK9jtVo/vW8z4W/bgSDEIDAV22PHdi2dKfV9Uu2TsRs2q9y5f/qYsguYTASaK9robGNuEpkIFGoqWF97yIQh1bbTdQOJNiOCEBQqsdQVYiWj6rFmu/h6Nd8NVBwxqjkntvGTXaYlNDEidoSxGjI5CkHinIUrSmzMlJopQxYHy9Zr7VTBG88+bfQY2gXpVcUdpXkopo6A+BPG4N/ek6wzdmMWqVv6q4lmAVAs5ok/YmFCBSea+GSq6wqAIJQ3Oi6RGN1k7TStIeGnK/qYFqPax2G7Dcf6dOyGXhwxKi0XAJ3i/ummf4mUMZMuIlWRY6qooUsoTiBeE/E1p3o9vc1Eu+mIaG3xTaeNVYQgiED+iEIIYlu3dkFUL+e5gVhFVBCjetWIQEoLzglrVAOnTMUx3D++6Nb/uXr9mcENjlQ2P4pdJIpxG3cgJxoBqCtCIBfTD+vbnBZfYkQlzS+8rHB3rc8Pb/RsewNnW2vwlEXElHo/0rcrGydRveSjAZ7KTgJwB+XHnNQg8bcxjJV33nkniN28XNYK6utblac4rCAqLxXmCj9ze8VEhYAkKx6tWw9oCjJhQ/W1qoj3/NpzRD9oFax36QKqV1x6T5zbbrrOHuEG0m3LISFIuIGI4AjyRfD1gphICWvcQHMKRLOKqKxYsysYJ+JcbzMRXhPRmhNtaJYS1PenjDXiD9w/fuhbr4tYc6oQkrqAEtN26ap0jRCP3qqNOnF8kUwRaAhB7igcbkdZVqwRglZblw1rigNOCooKonJhTvzZve0RI74eX5S3JwwdMQhCUDrY2sVryvu6HFcqoosQf2Laxt1WH7OKqLpscIHBm6fmm6UZBaiv+LMQfkzXE5oqbHQZqo0z531dwDfznQ9D5zUlpW7qrmNwBMVBqIIQK4nKk0a8MeEGIiJimotCVhLRESO+2YpB9bS5lbXmaM4b4YeV+Qg/sW6x3o41c3fFiPQvQYoiUIpEIQDJtn3vu+AgBJnHu/ppYPcbVhAVJ8xKMT1WNk/qNw9r5YVIt/2GboKqASWEonQEANkYMb1ocrmlPNFhyldfbZ933nknWhFoytbuXYoFM17weXPOB12Kc/At9ugKHbHCN+OB7htv72/LPqVtVN1AU4pD64D6QOERkiDECiJ2xIhEStja03GUog4lUrVSjoGGUIk3UxOJ9s75evolWlIseB28ANTX4GM2vPbPIQbljYudvqaIQH3B4dTgHvWE4kdVJNBJK5yKiVSptpDTFXx6re/kTgQK6hphzVPtojLrUOTrbeFUC6hsFZ8iMe0KpotunZ+p7iHRjgK4geLDuyC03cyDMUY141SvuZ+qzgCMkHocmtuOYCmkgVUxDrLuRTWmrMp+D1FIjXal97bNL5bB31iFDdbRGPusSwVtHtXEN/NFgLnBvY7DA2KRe0xcP1Pew6XluisiqazNOcXxLHVucee9ucOiQ3GzHA+KRP2ePifPUA2fWNw/sdPUJxm/gtpCylQ3EJFenR8TO7MNiWoQgeLAlyAkUsLYqnE7QgSKE9O7J80J7sE8kAYWPlEJQH2DaUou5gf3PhwVgdpqZm4DOQW7IquIymM34k97IVI9VjT1GlZcqTbQ3ADSdTrQD38y/XO+8lzcY0qlnUIXRse2sAwFF8WaXafByQMXe3MU39CgGP3a9+/v1fPJ1dEzv6HJumopUk10Ul1U6h0NCTVCBBp7Xfe9bDiCkBIWH11BqI1xcUgUiC5oWyAa7Q/0gfgDhjSIlIpBV6l1kI4Y1Pf7XN1BY+0V0+AvFma2eZ8V2JVsFxWInVv4hl/sxGPoKZVOPSHfqIpHvgPz3DB9Hc8dg7G4gKa2Iyu3RZ5tb6SosUuOqpOnrwC0S1QLOduq+dP9/M05b+o2We7P6lJBqwf1Xp8OOUbFbmV9TiAVoWbK1u/t13XbSuU9htLr4AZKA1tuIVYxKotmZ9Z6BTdQzFx5/AkiIvr0Zz9FY0QokICwCVYAMjGIZELOmMjx4GxJ7569Jz0esfW8DXyJTqpOn2hEMdbs9MWO/Ik/MopdUVe2DcwuinqKIE1ri2ZuJpjH0w5gWwiZOsZiEoGUrrltvYpiQcQK5uTkVNyHXRfQXLouom76mIqQMCbw6OxSNefvVY6FqClCWywYMdt9uq0TtXnIe8eg7HoTgkpXCJIJNUNtM8XV0/2MofdIta4SGEcIQiaEIFZs66kdEW0ewQ0Epq2HkcI0P47HlvDhUuU2IFVqBvkg5JSrtvgTssLLiqYGj8uUr8nHWoqaDttVvRCANFQgzpt0gN3uMBOedLmauFIUmqy1XUF2A8ndWEu7j0O5KTfzEiNiW4GAuf1sWbt0+8q0CDTkJmqnFamIBnMY2g5+7nt0qZduXEDFEdt9nm5g2ycEtfulT6Dr7vo1pz/m1AoCaWNUCCoZlZe2bqAlrECxcuXxJ+ACipQcagHFGt9UOdq1pjiDiGhXBNmmEyjU9hka+CEEWqIAM4s1HZOJoJ/p/MlWwj10Fe3F+zMEotSC8aD7vmRUOnSH1MvWuNjWl+W12liZesNjmsOQt8e64Zuy1THJtqkIDvuzLwAippYGIZw6c4Qg1RpCvoN+G5/PHa4BiyO2E4I2D/d3P/rWVy9Sa/7wL+VBdN928WMiUPs1c9pRJgT9QJIe3B6LQ4XIQXr8UXls2A3EmtpAawhBMSDSv0BcIA0sHqpYBpQL0aM7aPsG8oOzpZFjCs31E2vto2LBqDxh2V/M+66iTjTKhWNom3ZW84sI25IjBIz3V3HEGseaB3dIsZB8GGc7J1q9Pqwh8/Av50e5YyKQqyYQApExIYht+7RixCr3/dk/JxwWDpa5gFQDbVnhaLGLGNG++6f7XnN2pQqe2k/S4punJ82lW3NarmpanV9cXUIMkglBQ2lhKg6tMaFIBfG3stSvEGpNAb+YdQM1QhBfEW1WnAjZ70CyHnAZd6ZK6iJQKudXYaj66+hYBZeQciCLY9bY7sF4cMqI2IL1htkipWCvUHUI8DTan6h5GslKRqwiK1t+mxonRIzK8uLAP/1z9a2HxgK3rigga4VXX31V+rff/e53Rz9D1ynQXvhpzWNs258F24mvIaaflscFrTf1wXU0JAKpIoQfmfiT3RRbunV6dYvosoLR0VFBvK5pvdrv7G999XjQDUS0LwSpbAHfFoHEv6cA8QeojHVTbiB23NSIRFoYAMA0N559OppjrfoWvO2FoekTuv3+R9IFt2wx6kqFlbl/ut/D1jYcRLkWgarLzZN2YIadI6TlAgkBvqHDYtmM7Bdcnb3YbAqRMyGzszBcIbqMiT9TgrV2E/SJPTJeffXVnQg09XiGBKLBeWwr+DQOn3j6k5XNtV2f6xUOHmtD0c65iT59hYpdiX9DW2sXBaOTSyWdsw2t1/vpwENuoKl0U7lQzwfYHPfGdgoTaWELRpuHNYpEA+AgvoarKiyCdgCFPFhyKGw11je+BDFx84b4Y6uB9esR2Q5giYj4hjkPtkA/c5/Sqwo/Y4LP1OPuE4LaYsjl/6a8EH4W8c43wiUpE4GI1JxPuoWjU0v/GtyhitkfH0PCT5fjk5KOiWi1rOn80X6/9QlB7fMTfaUq6orqYeYAACAASURBVExNCeu2KZw/YOwaMCUCibVkdbmgzTncQCFjuwA00r+ArRhY1LIKsYh5MAKQzwtwyP0z9ncQgdyKQKwiKk8iLvYMpvc9RB/vmArQhsQfmeDzF79z2vlJf7FhVUeKSoHZ8lI6InN53DiWNo/MBToyESiVYr06W5LbrkGnI/60OVoUdLQoaHle0/L8UAgaKxKtu1uaaSeQqC8FQPtaMCkCEdvOjdV2bkRtIACijA+BHqgBhAFtDNtpYMURo+KYQfwBIGBUd4LqMlTf5/5a/bOHPr8vmHzzlWtS4UKkv135ehq3ymLBiNc06Wl3X82gtgjUJ/64dP/oCDdzEPe69o5cpgNdUyyOC6qOGC3P9+sDqdQG+tpz6oJOOyVs7G/G3D9T5xGQPjZEoKJkRCdE9SPudEc/MIxr9w+wFzOnZprQ0QSuPP5EcC6gIFa1Mbl/Uh/QJvrShggE8QeAeBh+av9g913b7WPCXTT0uV1xqPvaMREjFcqTrRPo3KwIpBPsx464x7EjZtwlZlL42buHbusDrasmLYx3to3vE4LE9uy6It4cJ1B3ZzkAZNeJDRGIXWK0WXLiK6SE+cRGsKwSnyCeA6YQ6V+h4l0A8qm+ws0zHxeuKFY1T64h/gDgeBHWKQA9VvelG8D1iQR9ws+UgE81RaT7ur6dq2RuoE//fJ2MC4io2T2xOGa0OefE11yrCKqJ3cNioi9gYBVRZVD8sSX8HCz6jgqqjgp69HBz4AYiIq3dwvrQTQdD7R8w9ZoxLQKxkqhcMKoZUb3iaexCCpTiT4g/ccaIYOJaIMTB4gLZgFT9bLiAxidVUy4gVjbbGKP+CwBx0N4avC2u9NWKaYstf/E7p0qCjglnQN9ximNN3QlEtC0OfcyIeFP/ol6rBTyxiEC2UpKLBdsV1jYVyE7h7s+nWWye/9wndHKppFXZ1AZqb/hoSggSIhAANjEuAol1Z8GIlU3hfKSExcuNZ5/e23ka+CXnNLDQqEJryFg/O2cRyNoFwOD8ASA0hDAy9NReCCp9Lpu+v7+/Vhd35haHHfucrgiUmguoO9eWlxiVxKheNgEPr4n4pl8QslnvLdhmKonKS0WzS6Ih/ceV80eGKBKts1uYQLZrWJe2CKSaDobCz2DKNWRaBCJGVFQX6bLYKj79OAa4IZV4+YN7HxIR0enNBRERPThb0u33P6Ibzz4dxfFXuQ6+uRe+TPSACHTRHrNdQKypVVFULJTdyAEALVSFoL7CzH1Bno3gr0/s0f2spEWgLfvbmTPaPORNKkTOMKLqMiNWsCSEny5Hi4I2G76XEiYYE4KIhl1B7XQw8W8ATGNLBGIVo7JohHGkhMWPiE1Q/NlffBg7QvjRWjtiG3j/mByEyG20G4RA/PG3kDKN8YUZCIYxIahPZHFd4BWugmmUlxgVC0abR3V+T8G3LtRyEb7w8/znDvOtdFLETi6VRJfooDaQQFUI6hOBiPaFIABsrF1srDVYsd0qvqCdQxLEC8Qf93Tj5SkiSizE4gKqQro4TDhzpgxKk4M6BXyfj+kFN/ATkAx9BgSh+BCBXd+OTqoFogUhCzI51P/RCoBKouqxgviG0haCCiLGiNi2/kdxFLbwIxN9BFPrAwkh6BcP1tJAd06NIJ/un1DvOSE5wcDQJNjMB6ygZpewDcENNBNXseZQHSCRviMEiavXn0HHOODB2XLX9qmcT5vb739EL/1aswtYiO4fosAdQKpCxFQRx4bA5CsNLBURipXbFASIP0kvPFU/G0KRP7o7gAmGhKC2cBLjzj4Qfsbn5+qxgogTrT+LXAja1vFhjIiVrNltsopvV68uU4WfLo+dVvTZL9ZU9/SxihCku3W8wIQ7MJZ7R/s4IQaZue6s9X0rJYyvmpQwuIHSAkIQUGVvjFw/jMNtCD8mN1nyLgCZyMUcEj98iTEuPjdk0WfSAN3W/Qml6LMIgFOq+RHbAhPOoXB5/Yv9biAifUeQL2IXfbzUJWJbR1C9LZDqq0bQVsBRfWAgnD2sYkScEzFmrKCz77nVlPDT5vJjFS2XzU5hfW6HISFIpVB0H0MOwX/zycNtXaa0dgiFGGR23WBrvcAKIrZgRCVRvSTia1iBYuQL3/h8byoShCA77d2OWx+cLbEjmEdGV40u8ti6YoFJW6CvzkjFkeNyp5dysS2y6TBwEvQFUFe+XkVf+DWlhWT7XCAG+UdFBOriWhSaK/CMnaNPxNzka45iBVF1iRGdsIun4ZysOzhZQUTFXMeOmYOcO7+2hZuhlK45PP+5TyYLRItFQWXB6PzRhuqBpdm3vnpMxIj+8P+e5wiSCT/Sa5gT1WtOZZmmXbh7f4MgNO3atOkGEruE1WUjAmGnsOn4qpkiBJ4xIaj9WgBUMFULaCiFcQ5BRrWqokMohbyEghmK6BPj9rysIGJH/lK/hgIoEWCJ72MUS1Jd3PUtlsH866ErggwJJO0gb4xYHDdT01ds90nfHOR1jmLd3cPyCC5DoU/cMSUolRWjy6fNuBpKCxuriTJFSB2aL3IKuFXvcRCKDtvD5vqAldTsElYS8VUjSqI20OG8wGvaPiBo2mf5V34bqes8uXr9mdHCxLLfQxRSo71lerteTs67Z/tGe6V45fFwihoNCR1j4lBqAy5G0adNsdha8R3SfXI+FECJ18bgBspxAWjb8g3UGCsUHcOxx0h7Dsthq3rMsRfIxB9bTiKiJi1svarp0UP5GkukhAmGdg2bvdbhDuxmkSHugRCC9q9Xq2uDrRuIF0SsIqpXRHwDIYh4I9LWK040UDTbtfunL/5rizmqu1R9cO9DiEAj7ZMTLtLATNUBSnaV2G6crhjkSvyZM6m17V6xizuj905Rk8HzOq4t8oz9PsQACws+/0KQbGyopBqmJox0/yYEQciUwOPz+h9zI7aFIIhAcc+xYylbfSKPTfFnt3A8Kuj0qKCHn21oY6n+iZJTENpPL6gn5GEtW1zUGeOb7ZbxuaaF8Ub44cutThsZOmJQ3+9zFYbG2qsrkqTsAgp5S/jJK8Qrjz8R7NZmbVymiaW4JbwLfLh/hgKsbtAu+32uQUlMgZprEUiMGVnwHbp4yNcXu5kwCzU1YnbXhMbYHNUebyHPWzHNJbaQiTyqtXpcO39kXLpcUl1zeviLTW+Q962vHtP/slm1ouQmUH74l/prs9QfhtkC9YTcrgkuhCBG9bLZLSw3NxDfNClxvsUfE7VTZEKOirPFh/vFl+ikeq45imImRCAbdYC0VoUi/StmXKqMISt/oVAsWFPI05MANFT3J/fgBAu+ecF5nwgU1CJtzanu1C149BYqWXYJuRC07twGwp1TbezkJbAlDhUFo5NLpbRI9J7ws5t0Dmv3TK0L5nLTiJSAIOQGVmx3ti2J6vOMtozn+w+VVGKl2FCpGeSDkFOu2uJPyoaJWM4t6RWir9QvoLF4XDDYuCMMVGJqo5DSwYIoKL61ZtdrTnw9PGeC/r49/e8rY1uIqxCDoIj51A5t8camSDSVdpHo9aqm18+XjahsiD7nT0pbwPskF0HI13qgOGp2uN25gRKH13Gmfc0RNAS51bzRbZ8+UksDi0EESlYA8hXIdDsdLqCBReNJOKlfCFbSbisfTqC+elLe0sE40WbJqV6q29GRutXP+hf1TgBiJWsW+QhIMZcaRObaET8LUQj65uacqCAqLzEqiVG94rR5OC8S7BN/iqPmmgOW+hHrDaOwkqg4bh546rhjgNn4zDY+UpxCE51QFDsOKlz4wNvN8Ajun5SCldDbzZcINPQ7ZyIQJ1p/VudbkNJSm4qnnHyzFdZYM6+VJ8zZGANpzqdjKVvPf+6TYESgvrlViDSb80PheU49H1Y2IpNppjjqcrgGUxKEfLqCWdG43nm53SlsnaZNhhVEjOmVPapumL2e17fzKbqUiuCSejFoInM73m0+4/vXW8mIHem9x+Q7VwwFoAW+BxRcQN27Q+P+gfiTTrCChV9/cDAmArlARfzpuibh/qGD9hitA8SbnV/qJafymDVPfAHmUwlD4o1qvZ6uCHT35086KwStM5eWx4xYYW577PLEfDHoqXOxiTk8NhEJDqEZy19RILogqovmfpHiGp9VjNim3+lkWvDZW+9IxB+YAMJgLC0qZRHIJO31PN8QsRUnWm43VVIUgpJ8dOG7jgV2AxumqBiKN0YWrKTUjrZEoCmLeBcLf5WtaFH7Z9p9ZsjFsDlv6j1Up9i5CPNn/MydNxs3UBMd8ppo81DfkcjK7QLXcKql71papj/ftaAUmyDk0wW0N5ZZUwah3qTnBmIlNYFoANvAQ1AAqWsBnIioborNF6QmAk26S8Tk/gml4+ECEneFizxogOAlB3w/3d2cc3SCJcZEIF4TrT6tqTxBvRLMmerMcfLYcgGZDJpZQVQ9VuyuEar5YJDIGBFtXROuePHFFwd/f+fOnWDHT1dQ8ikIYf0yfB2wY0Zs07iBkqoNtE2H5kWz6QRtaLbzT4VVx/0D8QekqAWsb3Opi47zRgQqFdabWneFOcJP3zZ/YwvoKQtyXPzhUizcLuIAsBnIhI5KwWeZ+wfpX3ImbQfPiTaPmk6ACGT/2k4Fkdo1pRaQ6t+GMHeyghpxJ5B2HxN+dF/Xh0sByfmGAy2+uTmHCDR2DWzdQLxs0jmSEYIYEauIyrJx/fF6G6HimVSWdN0wfQ6Z1NPA+vQQU3BOxFc06gJCBUmLIBWscy+oEADlHNAA99QjmQUQf/SZKgLV5xzzH+bJHapbu6s4ekIqCA3UmCsgyRgSlSACHc4ZIT0IErWBeElpCkElbVM37d0DYQBIJ05OSQTyoQVwzmnssYrVu4FtlSu2iz/3NLDyuID7B2Dx5+wOQES13qM2iD/T7jsqLlZeN1Z4iEDmruFUsLW1uw0nUE4Oythoi0qhpajBCaSGVAiq090xzFb8B8JC5v7pfg/DhFsqXPzABcWR+cKNCHAAGBAcJjittZ0tLSAeKfTJmoiO0A6YE+XMEYKG/tZ0XaCURSAhnHQdOl1BxYaDxyTi+EKuVRTCfBLqOG4LQcS3YhBPrE6QReD+iZ/UU8FUd8KT7WqnEnOPfn4IjWC6DlBIFz/SwOii8DMAwKHa4DbXvise5SQIqbuAOKEC/nhQljtzxJq+dDBbdYFSJQXhBC4gtfkmZDFTuOaZqKNTbh1BGyK+QT0dcf8NMf4DDUPun1xwqQUUC7VlpjUBqJv+ZfPkY7r4c0wDK09Q+BlBEHC/cmTE2PDuOicvFdbckzI3UQiikAmhalIdIIC5zhFDNYFMuYFsBM5i9yrXtWqufL3yvhW8CeD2SfyWvnUFEV2IQPUK6WEgDWQ6AWoBqTuFiIiKo2azJaX37f7AZiqVDREIqV+B37BKFH4G4QaeKdeyYIyISjZaB2iO+1J3/rUpmkwVl95424wwJdrCtJs15esP2GMsJaz9mhDm0Lb40y1Y7EIYUhWBQk/9Ch24gAzd37diUFE1IlC9RGoYCA9d909OWTPr25yObsyIj9nF/1lBxMQu24pvaeVuKnP/dL+31cEhKoXdAZ2TC6hE6hcAnlaIROWCaL2y9xFdscOnIC/EpSlijjM3D8N8COHHLbbdQCaDZyHwyESgtkBjSwjqvm9XEHIl/ty5c8f4Z/naAUwGCkKbvc8Xi6bG5uacN3XmIDoEHxfm2A/gkOIyMzIHMEba1QWiLgIdc95nDiJQccSIVQh4APC2NiwYFYvm6aAL+twvLoWhsRQvn+lbORfCR8DnD1u7jLX71rSDok8EInKzpblP8cd0O4ZIaCJQ7I5gVjIqTxjVK97c75EVpi1EQCiyK9qotm/XNJFyGtj5j2pvrvHBO8MUgWLI/TOEbiHo2FK/crG1yfol1AUIAiWQPOzChedKBJJh8wY3di/oOoNsiD+q51cu8hHEMY+Fh8wNFGI6WHvtIEvLkolDJom1HtCLL754ICC5EMumIsYL5gpDt/uiucewYpsStsnjvMX9d25cOBSjpSwOuYhN57Zf6juCeZkvTl4qeN9C2rYA1B10cwSgWAZG+5yH2rfdjjHVlBiagKcuQnwsxnwumLAYcr8AzQJOtH7Iky0YOXXx52p+LRbNE9qUwFwVJ0NOoLlC0NQ5dUiocC1ihOL+mfK5MgdR6A/hQppHklgT8GYT0NzdQKgRGwZT43OZMBWzCPTBvQ933z84W3pZh7bpvSu4cP90XTFTt4OPdUCklAamMtHG9FTN124kAFiDEVWXm0Th+pxTvUqraGRI9YgOmr5Mox4aBB+/gamp9rdZF2iqEyiUe60v8Udw/V/8FRER3fuHL0/6+9hcQMDOvZ6xrRuoJKof5VkgWjWehFA0r/1stWUqmTNt4SckjN0RuuKPb7EBEPrD0GIQCyeQGsUxo0Kkhp3z7ZayzWNCbuppoeenjmO2cCdPXLYFOssF0y7QFxIQfvxg040wtkuYDxEoZ+7cubMTf+YSYyoY5hhL95+SEbvMiK84bVAbSHstkFu8aXpdNNegEasINCb6mDLAzKG5G9SNVXAqMvFnarEn3UY4vbmQNvTV688EOShy2RHszVeu0Wvfv2/0PU1s1TxEX20QiEAgZYrj1l6SW+u4ORWIiK+pEZjq7VNIxwtQH9ZaVjRF8AsIP2BiQOwqUO5zA5nYIcwUvu6/sRZ+Fsdu431TJznxcusGYgtGVBLVy+3DHghBwawf2iKT6XjQZzkRG9k5737vPTq9uRh8ja/4X9XpE4o+UdVLTnx5uN6f4+iZ2+lDIpCqGvvBvQ+DaeTuoDi9uTjI/4sVWX+8+cq1vf93hSDbQs5UhorEQgQCCNYnsrD31v/mpw/DWWczIioZlYtm97WYhB8IPWGgEni6FIFyC6R9pKn3OX+u/4u/ojt3vjxLhOqKQHABZYxwA500D2TqJbaMB3Hy4Gw5KAKFmnJFtC/++HY3VfzcrBA8RfyRNYJMBNK14oU8CFJgSPyJGZ/bRAOAoF2d/+2JS3v//sPlI48LbNaIQAxjB+gFviEEyzZEIBAeeJilNj8mmcIo3ECMETthxGvepIBv0OfATkyYOzpGFNdpYFUoLsApSphMbIpR9BlLA/ORG2gSG+lgtpGJQFg4AQTvYfOtxQkaAUTB3ADTxhbapkUg1ALqB+lZ8jGdwv1tbBORttPMy5qyLQRdYsTXnDbnSAsD07Ep/ohYv60RdIWV0GL/UMvQtBmceaobw48y17e5tJPmdHKfCBTrtu99g+Lds/3zjK0WULc/UnD+dIETCIQCRB8A0gp0Qw2aQ6n74ytoF9io/9MWfVQLPt+5c8doGhhQv+fOuU6vfL0aFILE770+WBRC0BGj4ohRvUShaGAG2zH6u997b+8zYhBc+trJVzHovVlnTPBx3dlTGiKWQTDmeLrx7NNOd1Zzzd2RNebzgTrR4QJCEOZi4QkAwJyj+76YO8JjiujTfv3U7eDboBaQH8ZEniBEIKJd2nJxzIhVjDbnHIWigVasblsPyK09XYhARWwDK6XBletF8sbbjcDT90XUCER3PT2IFJ999xOirz2HyQjY5Y/K470vAEBafHNz7kRwDlHUjnFOM+X+EaJLXaM2Rozj2MTYvfL1ak/okf2eyE8BchmsJKouMyovMWIlxiLQj9ERM8dxXpMl5276VyoDzCdDaWAh1wFqp39dqz7efX9//dSk92u7f2QikCl30JDA1BaikAoGEBgBAGIMYkOZ63Jtj1DEn9hSwVLbFWxI6Gn/LhRnVlExKqptWhjqAwFFXIoZ3TSw2NvN9Y5gk2Yam+KPrNgTiIv766f2hCCi6YWgZWKPSWfQmJgk+73tm3QMCx9ThUJzqzcB0QeAtPEtdIR6/8hFBOoTWeq6pqIotNPAbBFDOnusItBQu7ZrA+n8nS+KxTYt7FHd7BYGIQhsQeqX3ba1bfqoGCPiMy9ol52e2gDrqn5tF1DMdYCECDTVBTQoGmCnWi/Y2CL47s+f9CICuQxEIPoAkC4hihoQgfwgxJ8f/acmwP/136ioKIqdCyg0EQhgzKrACqLqckH1arttPDIaIVB4yszpxswpuYBkbWxTBCrYosn5ZKIaPG3/X2x/3vkyvfMXADHw+hfzPn8b4k8OC0eIPwCkS8iBIYrc+0GIP+3viyKM9H0bO5sBfWLdSKQ42tYGqtiucDSYH+SnALSA+NqwKBbbC/q4+SpOGJWnjMrHGJWX979Wb3OvDZFLAahYXT9dx48sFQzExd2fPwnxZ0KAA+EHgHRxVdQ55TkyFEwV31Wtr1PXtZGdvUCe49U3rGRUXWJUHjNiBdoD+I/NUy4ZY1MgbGRoRlQcxdfpAKQcYNhedLSFHVkalqrwE1sdH5uBGxaKAKQ9L/ukLVaouAhSK6Trol3n0Hb/tHnxxReRChbwWghowho3ECtZkxa2QpHonPDtWvJRMDnFcyumdjjEH/OdHs3cj60hk6Mr9oyJP89/7pPdF4DrB4CUA1Cfjh+xfbQQKf74t/WPP9Q5MwR8puOMOYHgFALhBgJNLFAstm4gxAWz6dsFGozHzCkJQt1zsyW4Kd35UOzJPUNbwvumOFJL/h0rAq2zm5eLws93A9MyfD35UhF/Yg7mUgpeAABhzxVz6BN9/vi3iX7vT9V3cYKLwg+//hsX/dPnArr3D1+WOoGE+IO6PSBkWEHEjpp0sHpNxNcoEp0yMIOkw6RHH+hwP/Ca/OfcMjPHcPcTdVHn7icX4owNIcjme8dGyuKPCRBEAZAmITllprp9xs4vtPkrpB2W+HNE7Cfz3uPXf6Pa2wGMaFjAESJQl3v/8GUvwk8MW8NjrAYII2IVo6Ig4gVRveLNlvFgFlcef6K5Ln/2UzRGjxYRuvMn5OOrpjS478ZMuRh0d0v4Nuf/T01HX2wKdfsSghhrisDNRUdsEa+1IQSFLv64XLSnLv7MWbxB+AEgDUIO4mwIP77uJzEyRwR68cUX6c6dO4PCT9cFRHRYDwhpXxi3tueX0LC51TUwR+juH1P6QMpFpdtUuh3umpSLPU1iQ1Q/4t5EIFYebv/42vfv05uvXNv7mY3dv2RCUPd3Oui4kHInZ+cPFp4AxB9AxhKcqYg/v/enCKZtcufOHamA0/dzgYprZ0gE0nmfXMQBkJewADHokCuPP+HdBZTKdvV9hKwz2LomovB65lQLaEzw4kTENkR8w4kVzO3BsfEC0O26P+36P699/745MaIj2sgEoSnvE3Lw4nvBfvfnT2ZV+wcBEgBxE1O6xhTxB6k6hvllIvrHcRfQmAikgkwEav/Ox9gzkQKX+jooNmIU9YTQkLsQJNK/Qo5VQ9UHQiW0MV2pXIihdXjucCKiFREv3dYEGkv/ur9+iq5VH1tx/wyRg4sHIpCbQBALTADinytjC9BUU75SFH+Cqq3SFoF6hJ6h3+kgE4F8iD+PfmW7vvt7zB1RjVXFuaXNR6/dCOoYn37ztnL8GWIAnQs5awEpj7loVhFIBeuuQrZfLmkVgL7y9Up6g5Ht+tV1/7z+RXTf1MAGAoWdYBDtCkD613mIAZoP1w/uJQN4EIG8BHXXiOio+f74nxPR34cvLGLc6s0toSMEqSEhqCtEQARyPE+8ld+WbrmMsUq101Mt9hQiQYpdjJqUsx4DkKwOUEq88XZYgQ4WQWaCQrQjAGle26EHZ2PCT7vOT+rpXl6cFZyIc9r+h4j9kIh/Zfu7lghEv7hDv/aYPRFIYNr9I0tVu3PnTiP8bDn+55hLUqNP/AnN/dN3bGNiEOoF+Y9PY4iZbzz79O779oZKGDMXVGMXGAiko27sKy+scpP+1R0LQwvR1EWgHIm17g/EHwDSIJWtl0MTfnJ0U4w6I75NRH+w/X4rAhE1wkkfc2sC2Uj76h6v+Pej6wuieklERMf/JeaWXMZ3yOKPyrH2iUK5OIJ8FYCOOfXr9vsf7YlAQKIrqLwo1GJPubKrxcPcXvwqCyiR7iWEoBTSv0Jx/0C4MBMsov0ASONajikog+NnfF622ecqaTHsC0T8XToQgfhz8terFE42UTRa5z1k4s+j64vdvw+En2835336myXxDd9baDJG1teZGKd2iUn8GTqH3EUg18RmBIE+oE811ukhK345pYGtb3OqbjQ35OKYje7GFerFH5qYMoVUFufPf+4TuvvzJ6U/Ty1YhOgDQPzXcUzEIPxk4QLiRJulZsHEHifQ7t+Cf1RLBXMlArWdPif3lofiz9XlwXmyL2zXmJ/xw4ajZufXomLESvvrTozZ+fNNm0niz8//yf3Bf+6XRl8ylCaWsgjke/v3GLSAvrgZDFO5CPqBGYoFEatYk/pl8amMiXFgctt3YE/IiHlrd5WAEQtFAOK+hmMNxFSFH98PFEIKqE27K+o1p80jTiRZ0gg3cveh1M4F1BWBZIwUjL5z587OJTRVBBIizsm95ejriGgn+HT/Rib+CE5eKujRf5y27svRrRYDo+JPn9CjIMYYp30simJQ6iKQDeFnahvFarRAGtgwVWyd3lX4cnIBFQvmzY7bV9snR6Gn+6QFC6DwgkYIPwDEfQ3HfE/oE39CTfNK0VWxecipXo07f17/oqII1EdHBCI6rOsjUsh0i0Z3HTxDr9ulqW2FnvMPFru/7RN/hPsHD38zQwguPsQeGeI4fv5PyseWgwjkC8wHecBOXiq4rMNDT/3qkqoI1D1X25NbdxyoFHWeKgKFXg9IJ13N1WI+V2FDJ1iE+ANA3NdwLKRU3yeUeXPuOOEbos2jmvhGPahpr0Xa933+7vabrggkE4a2aWKiJtCLL754Icz88uHvxWv66Dp6hJun/TfiNTvx55clx/TLkmOnC/FnLo/9t2XzcDKjsRriXKadAvbzf5omAJlOEes7BkVXkKw2UEwiUHtesuVW0d0Fq31MpzflAvTV689EpRHEODZsw05eKrjsxhi6oNLtYAhA5icjIlLe1atPBGr/vew1MRWFHhOEQOgPJgAAIABJREFUbC/sQxY2QlgQQfgBAPOAy0BrSPhpiz4u7g8pzaFTxxHfEG0e1sTr8bWN8nvKRKBvS35GJBV59sSZf+wswFtiUZs9YeeXGzcPUSMCCWFp773F+4+hKP4Mrcu666CTf1lQeYlRUUEECmVeEiingekKQaYcRCrvoyAExSwChSYAdefJPgGIKBwR6IN7Hx787MGZPGUWAtAF0hUJij3leZ5D4s+16uPd9/fXTxn7zDfejkcE6ntK2L4B21rkQ/yJs20AyIEchB8xx2M3Lzdz+pQxtXkkF3/Ewn+KCHSQDtaqnXPgBBrZNWwn0myFoHZqWJvu3x9fXe5EIFvij47os3+wRPUjTsVjDDuGeZyXJvG5X7pIu9IRc9opW0O/13mfvr/ppodJXod0ML04r69ddOdHmfAC4qGSCQ4xkmItIHFxCQX2wdnS66R2f/0UXas+pmvVx0oiUNc99OYr16QuoJhEoPZiyZUIBPEnnvYAIBdyEX10gqxQCjvnSL3kB2lfXdprJ51gZ08E6iITgcaQ7CQ2+BpqRCDOh18jPR6iXvGnb92lu1srr4nqFXeaCobdwMZpiyK9biCZmKMr4HTpCkNj7yeEqKHXdo+z8zqIQOaRxdQQfdKhSqnYkxiYIecm6pxHiAgRaIy+1LE+EaiPuxqbVD3/pNu2cCkC5RwAYpEHQD7Xe8h03T/dNK/c7gG2532dMadS8LmNrhi0E4FkqBSL7ntdxxW09zPqee3Q+/f8W4g/Y07mqW1YrzgVR/m4gEzvWGebp9+8PZwS1hZUdAWcsfcyWTeoLRZ1iE0EchV/33j26b00MJVjidVQIeL/d8/y2Q6+3Xc6Y50R0e6umUKxp6F8xdhp5zSanNB43YyC8x9dDKJu+lfb8SNzAHVFnbHaQTIR6Gs9tmlVYactFrkUg2SLKFOL/1DFD5sLHwg+CNgxJjBuQkPmAOIDCyuT94FcrzXVscg3ROvP6v4OGVsIFxed9vAvx4OyXiGIaFgI+rbCa2R/8wcar+2eW8v1I8SfOcJP79qTEVWPFU1bZjJWQ5kr23PTd75E9Pt/3f/a0bpAMmSCi+8dxAbSxmQ1gUzHTaYDdyKyumX5WB2gVASgIX0gxDFgehwZF4CI4in2lKoAJCtoNXcg85qIbzjRuhkEq7++WD3pCEAyMWfK7mGm0sB8CEE2RKBcxB8E9wjeMWYwZkJHBFmqGgMjCECuxme95LQ557vOce1s7xWEhHDz7YHfDTEmGH17YPwN1PpRFYC01piMqLrMiJUoBu1rbiJqBCCBcSGozZSUMZOM1C2KQQQKVQBKqZyK642UfI2dKeeovDpB3p979kS362S0GDSvifiSE1/TYV55C9V6P2264o9IGTNZPHqItujTTSGzJQjpLKpiDnBNLHYQvCOIx/mC2Ljy9Uq72GqMqWCh1VbRTbXxUdagLbbsiUEDAs3e7/5g5PdtF9C31Y9FRt865dJXi7314VQ3FQiHITfQaErYGEMpY93fe0CWDibmhxBFAJviT4hzJvDPbmWSSrGnB2fLZLeEN7kjGD/fij+Wj1kISLLi0br1gKbQFXyGagpNFYfEe37tOaIf/GT+4j9V8QfCDwQQAHKBU+MCQj2g+YyJQI3rxN5qRuZO7hNSesWgIVQEnpnCTx+nv1nKx++mqeszVlgbhI1wBMmEoNkikKAr9piu+6PymRLEufW5gXwC0QXYHltjQmclhIUY6Sv2lOKOYH2dPEXJ5iuyJv70pX4J4WeKo8gkfSLP3U/0Ck6rvm+95lRU6pboFMUfCD/u2zwUdBwTCJJBaggRKMa5J6Z5m5VNHR+ZWGFrh1GVejoyUWawkLTOOX9h/NgEQ8f44P/ab7STf1lcDF7tjsA+8KHSJwR1xRErgpBn+txAXu4J9eE8FZL7J7XYuWucSGFnOFmfycwhY+c6uOKOZTctk86YHKhX3Im717fYo4Ot1LDNZ5zqilN5XBAr4x0zEHHcB2Cxk0O6DEgL3TFr+319Xg+xpYIVC0abh5xOXir2FshvvG1GBDKV4j3VqaOK7Fx1ij8/+o+HzgTVgClH/Se23cDGikQrbR0fCSE5f3hNxFdN5gXB/AMMM0UHqVJR+3IRgeaeJ9/0TD6Gb9wqW8WniKwWEF8TbeqaykvDIhBEFpB7ahdEIOByrE0K4EnPHMFn3GLHjtH2tRKTE4iVjIhxaeeYrM8X0lpjzt/otInKU/P2Tmqu75lYO+kxJgIJjKWIeWBI/HHtAuE1UX1+seGOb8T5p+7+6YubY3YBDfWZ+F5VI0h2pY00sP6JSDYDFT0jQdTv6XPyDNXwicX94+wGsORUXpKvkLCAyZsYhZ++4FRWLPfaG/9MPke8/p+l76tbcBeiEZg7brXEBhpeyDPH52Jz/IcUYA+5LRgjKipG9cpPiDW2s87QOm1KPZA+AUdVGNJJE1M5l+IY6V8x0d4tjGi4WPQQoQlEIdb74ath8ae9QxcArjQCrJoT7+ADai5drbKj/SXta9+/f7AVPJhHveZUbFjUqWDAfHCVWhCtE2Bfe+Of9YpAuscDEQhMHbNd+mrZte+PnVvoAa+++qr0b7/73e+Ofobu5gjtc0v9OugVgRhRsSCqVxcChY1CqzoP3FRfOyYe6TAk5AyJQzqFrg+aviCtWocgPFS3j+8iBBffQtCQ8DNUCNs2vCYnG+7MJXXDRApZQlMdW30aQZVyB6fqAjI9kIuKBkUJVSfP2KLZBaqFnG3V/Bn8fN6IQGXJDha0IC9iTvUyXSelTwSaclwQgcCUMTvl3tWexfvEHhmvvvrqTgSaejxDApGN6yCWekCsYI0ItGzCrZiLffYd+xxRSybojIlCoyIQIyovFZhkEkI1RaxNnwDjWxjqOp2cs6Hw1Z8MSaEY9FyNAKvlxDv4gOLQvN4n/nRdQLMDvY6LqLuIvfvJuDAzJvCoCjt976MjDE3ZNQxbquZLjoWdieTpXz/5ZrNF7HN/9Eu71wyJQLL3MCEapdYXEMD0mHt/UxV+xgSfqcfdJwTl4AiSikCMqNymIgkRKDVMC0NtgUe7gDQjKi/5dzWjDtA+t373Vw5+9vKf/L3We4wJJ6oCkc+UrKFzCE0AqG7YcdCtb0N9SgFd949K3aPkVga5uICmwgoi3tGA2Na6KysKZloEGnITPf+kOYFnjKHt4Oe+xyB8f2NgLFrSJvWizm1hxoYg01c7SPwudxGoL/CfGvTb2gVrCNcChan72ZD4IxN8/uJ3Tjs/+XjSfbLvXHTTxlIIssXx7M2zjKg8YVQeM1r/om7qHmaAiRpDWsWyt+IPUr/CmPPHEKKQrhDUh8+0KtVjC4KSpEXjbAk+UwWFHIi1GLStvsLjwkQQA2R0p4aSiFVEfHXx77GKlWJhOWfhrFpDyFZqliq+Px+kQY67eQmxpk+UEa4f2c+e+6NfOhB0hsSf9mtyE4FUFvw+hJy55xOSU2Vqzbuh+j731+qfPfT5feLQm69ck4pAIbavafrcQNVpQfWK0+YRzzoNo7sunB1QQPyJFltCUJdQhSHXx8WKJuaipZ8pqE9ogjMorti+jaqpZUzwSnJFkMuW8JMnpCNGrObEN4fpXzIXkGDsCaOscLTYRay7cO2+15QtTQEIjZyEnz6BRkW40X1PsB/Mp3puIYkUwy6cB7vv2m4fE+6ioc/tikPd146lhqVMX12g4ohRccSoXnKqV3yyI4gVTY0hZ1u8cSJeaxyvRjw3VxA6Oi28bPkOxu8HsvQvGbd+91eMiUAygnLhBBBz8ZoTW6McUGj6QGy1gOZmNLXPNwsHEIpBdyajstmys37Ed+lf3cXB3CdEQviRiT953wmwakqNHN0+RI3TR0ewEfV+iA5rAI2h+/qc6HN+zMG2IN+XamJDBOoGSappzeIBRvdvBX3CzxT3kOr9sfu6vvurbEyYaNvQa60MbRNfLBgVC9YIK5y2/1G/bzNG7kUPzpSPlW+2Ow5t+MU5MrUlx6WvjjjHi6bOT3HEIPwEzHe+RHSr8zMh8qgKQ8DCsr9oYi5eNNvBUyu84jrTCmt9zTwek6ICsMPUXb/GdAIhAiEFLHKmqpmsJCofa27qssLEU7dRbS+ucxN9VPLn2xMv6v/ET67ijwmmijm5ikGyp71iru1zfoTqrBwqLBuCE6j9AKN9H+sKR6K92+3+F79zqnTvm5pmpnKc4lhzdAKpBFGNKMKSOlbh5uYbdvAzAF7+k7+HCOTzUi6I2DEjfrSNuWpOyrNQwZq/N3Q951j/JzZM9lGfWSRZAQjFoBUmpIpRdZnR5hHv3TFDRUzSLRydWvqXTuFEtr3iIP7EDYSfecwVf3JjSPyJGaVtpi2gUtdOCCpDLta+Wj+q4s7chyRjn9MVgXJ3AWWxroPokyXf+dKhy6ed4qUj/rRfazNNLMvrsxAPgv0I0BB/4iwTM1e/kJ0zHEAZD2axXWp5Yn7bVJkIlMrTyMkBCyMqSvinYyZ34efK16s9MWIoDewn3/yn2S4dmeDTfk/sAjYc8MeATARy5QJSFYL6CjP3CTg23K99Yo/uZ4VWa8kGuYtAABBNS/uCSwjkRuh1gGyYVx69VactAOXqAtJJAxOUJ6zJH1/ri0B9NYPaIlBfUOLS/ePqSXNf27OyyZ+H+ydOEFD0BMgSEShXp44Nuu6fFJw/svuADydQ+1411LZ9IouJNC6tay2QtOrQXUBEEIEAxtoQMmePTPyxXSwapCUsgHiAAyhRxkSg4vjQiVJdZlSfE23OzYpAQ/hc9NtgqM2rS3D/xAiCiH26LiAi/YLQqsgKR7c/E4xz95Ph3z//ZJjHbcOpMlR7SNyvdAS2kOvcof4PAOnSvQerOnf6xBw4f/KIC0FDyLuBueonCECJDuYxip488eKYUXHMaHPOiWtumWpi97CY0JksigXcP7EB4UcPmevHRBqYYCz1K/W0lim88fawy/LuJxcCkQ8hqC1Ofe05oh/8xG6QJBgSgtrCSYxuK1fCD1xAAMQBHDwAxIHNGFo4voRWkPyKOcZiT7bPlRUk3f69TXnMiI6bLVPrJad6zaW7hXWJRQRyqfQWR2xXZwmEDYIFNWQuIMYYccl2xSZFIKK8nT99241PdaK0RR+ZU8iUKDTkQhKfcfcT96lgY5+n6wjyhS+3TywiEOZ2kDL/3f86z71jolZQX8FpiE/pCwvQB+weoy2ye2Sa025gfZa2YqEhRrALVxBxanYMW3OigSyxkItpuaY4YlRuU7/g/gkbBAjzYc2excQ5331vKjVsSPjJ1f0jChS3mVoIWib2jKWPzX3/sd+7KFisIgJ1cS0KzRV4bAprMYhA4v6LOT7t+7fPcRjy+Bqq4yMTf8a2jJ/6O9/8/l/neW3IxB/U/1GPmX31k+0+gmc+uwht3P0z9LflJUYlMaqXvKkVxNGkfbTFHxD+4hHo0Q3M+9JtbDt2ck/9EiKQjXo0odYHUqE7HodS4dq/UxFKYqmv43KThRiACARSoO9eKxgTcAR94g9Il9ObCyIi+uDeh0REdPX6M2iUAHDp0BLOpyxWzjntBjZW2KqoGDEDmkSxYFQstkLQI6hA+43T7KpWVBB/QgfBgDnaaWGMMWefCdLC945gY4WiQ287X/NoLA5XiEAgZlTEH/H/KU4dmw6e3FPDVIJ81w6U3IWgUNPAXGgUWD1nBiuJyGBsJoSgzSNO9TJvIYgV23S5ih20MdK/wgIBgB2EIDO2SDX1ObnSdfzYdAGlwBRhpPs3IQhCpgQeG6l1MYlAAIBp6IhKIYs8toWWqY4O8XcQgtyds3BFPThbekkDc536JchmFZ1DMej2YH5wttwbXCcvFcRKIlbaeTJfnjSFjuvzZucwXnfEIE7EOaWZMlY0RbNlwg8IB4g+fvj3v3sy6e/+5z95tPseTh/gG6RTqc2xqAcEMP7c8J0vTXPyYMt3O4G76fc2IUR0j/Hq9Wd2seJQHDlE7CKRyjmmMIaG+MI3Pp+vAyilNDDVwcwqRsyysFkcCwVEooRwonrNqV4T8Q0nirEofeu0WNHU+SmOIPyEuhhMkSF3TchCSVvQEUwVhwCYeo3kiqvUuphEoFDvE2L8QvgGuoyJO2N1f0wJRy7dP1OKO/vcFau7MUZfncS5bqC+cxQCzlQhJCQBxQY+i0G71CVwd4mUsQtQVgvosX9V+hUqmBBMiIgz4rwRgvi62TUoVHcQK1jjnqrY1sZERGxbSwnCTzDgie5+4BtK8CATflR+BzQWlCPpXzq7ebko/Gxyd7GhawAMt5OtOQI1geaPX1FTbaiPQpzvQXjMEWNMCTk6wlRu9YGEIDQkBNkQJNpOntRFnTHaWTM223wsbndJVneMrigydcD7sr+pHm/f8dlK/5oEI2KsEVfoaPuDKNA/TtRFsAMEH/VAIvbAeupnIyhqxBZVUefuJxfijA0hyOZ7E5H0IQJSt/zNzxCBptGet8ZEICEU2RT0QFj39DZCLOkTWIbElBCElhzT0e6//p8PXEBEjRBkSwQaExdU4trURKK9c75OzsvE+HShEWUkAMmKPT04W+7+PeW9Qh/QXcGLwa0CIg8osADcXwD++Mc/pl/91V9V+ps5wQFcFfGiI7aI19oQgmyJP3yzdZLW29RiACYQggjUnWfbOyvKXivm9HbxfYhA6cFrGnXImxBzhoo4y37X/plucWiTws93vuS2P1RTztqCTTfYHxKBxO9Dji9TJIdawW2qMTEDxZ7CRqd/Pv0BFgcgLiD6jPPjH/949/2QGOS7roROvR9TqWGpBUSvff8+vfnKtf0FY/Wx8c+RCUHd3+mg40JSDoo2RJvzmvjmIjjqLrLh/qGD9nC5mxl2BtObq2Tzc1sEGpvLdF4LwkeI2vWKLsoPJMCQ+BNq+tcU0WeMPhGISO4G0qkJ5NtdkgI208B87fzVZvQOkbqA8uBsqdTwobVDTlv1gfyA8DMNVTFoSmDS5m/+w/jf/df/48X3usWe//3vnuyJQCqfJ/vclGnX/WnX/3nt+/eNfUZXtJEJQlPeZy6bc071OceC18C1bVsoQCqYOn19oZPmBTdQGvCaqF5yqlfy+phTXS9TBBZdt85UEScU8WdKUekxoeDkpUJ6jxIij2ph6CniAgAysrw7dIs9qewIFqvg0rW0YVEAQgbCjzptsafv9zIRSGcOmCr+ALvcXz9F16qPrbh/hnBRIHqMzcNtUASM8Omfr+n0N8vmH5Y2N4ATaD5td49KSi7cQHFTn7uf51QFGJNCTQiizxTBR6DjEOkTgYjCTPnKERdpYCG4f4iIqj5hA8We0l7wYUEAQgGijz2ESNQVgmQBRCpzwt/8h7RcQH11QGS7fnXdP6mlQG0eyYMi2aIa6V9yZGlg689Em/Jmc4YjRuWCGRWCxDwfuhAUWkFo2fpNdb5Ggeg4x876ISfemudCdXSo1PKZUpx6LnMEHRXmpAUNiUAmPjsUcSEVTKeBhXQt994RUOwJ56qyCEkxgAR2geDjHp1i0X2YcP689D88tvv+/3vtYr74L968+Oy3/s9fGJ+rUq8DlBJ9NWr4pkmJUFlQQfwZ5kAEajUr50T8nFO95FQeMyoWZu1AMbiBQhWBhopCD/0NiAO+Ido8rJuizwYZEkRUUslC3pY9ZLFH5T1VBAHX25GDwzWGrT7wKdDhzrBFJQ0sZlwIXnPtxj52Gkp9cQSxBQhURCDgD9kOQH2kLgLJ2JyrpUNA/DG0wOWN44oYUXEEESiUtcgUESgnYk033LkbDWZ9qYgjv//X7nfRChnXYgvEnXzi5dDcWRCAMg42pogfKguPmBYnyJEHOSGrG5SiKNRNAxuak0K49mXHNzaPinQvIQSlkP415P6hms96DxUgHskDU9MCUCyBeujpYCB++IZo82i7m6ECqmKNbWdMH0Nbx7e59bu/4sRZ9J0v7bdFyoIL0r/MYVoECjGNs0IHoxbQnCAl17YAIBX6iknbEIb60r7aP6d/5f7aF/iYA2zNqy63+7aF6/7otllOglCvzZ0T1SuIQDlfF1Pms+4x5vKwTWe82Er5GuKFF14gIqJ33nln97OYXUDax83+f/beN1ST4773/FV3n38zR3IUs34h6QZ5NIOtxWJRLM3d4EVOwLnXu9bF2YBxcMCL4/sqCDLmvg2EgN8umXDFfRUlxLBmjSHExM4qxJdNRIy5IznDJebaYsYTkZXEoiWZRB7NnD9Pd+2Lfuo5/dSp6q7qrqquqv5+4EhnznnO8/TTT3XVr779/f1+5NRlBcBY/WFusOPtgDQwe176/CWnbYdDBN26jRFEIACWTWgxyIX443r+jZaCKV1AU4tq2q4VMYhCLoQqVTFoHc0pUbGz3HkBTiC7+UzXgQydybapj/yIPyr3jxB+XKNz8di2jg+2jFQMXSSBNSLGGOMgi9WZhRlYIncRSLVgmyzEqo2KSD1ILQVBHJcq+IUIBMD8fOVrR16et1vIeqhT2FzOIF1tn8UIPT3rji74mmLrtxWPfDqrxq6Z1193s95OCXLHkkrNFohAZoi5stuBTP69785kc48pk7HSnHDjtK+pqMSfp556assF5BshFHWFoVBpYF2KPUacc+KZJTQg/SuNzyUmFr/TXVoa2Jj32yf+pIzNHVAAUmZqOpeLDmBERD/6t/9y9v2fdX4RIO1Lfg+2YpDrzYo8rw7NqVPclrGnMpnOwz66ccjPN2fAJs7DmM/L51rGSsyhpht7cIaYM3UF7pfsBlqSCyWmLmKsICr3ClrVDVLBQHB9ICZhDuXHaXlKqfx+XdWgSFEUUgXa6LABQDy4Ep+GXkN86YhhXuibY1/6/KXNV0hxwNU83P3qw7dAs/98ofwKyfXXt79M1i1/Oyaico95fYmURJUUO0zNjU7geeiFKlvxp2+c8JqMU79s5zs5/ctX6lfKsIKo3GdtPaAMiNllktt+ecq5jk1rQK4L6MX2LnWKwAkEcmaprd/lTmA2fyeQ/96VE6hvXr1Uvbv5/s7qQ05FhbmdQKZiRvdnqr85erWh/V8siALGvT5FoKGgUnYG+VivdO+v2A2zS0qpfTecQGDKOOG1Wbv3HDf2n/vaG/PXB2JtLSC+06bi5S5a2NB1vCCNzO+6PjcQgHougBQGf+zpa7fu9v/+yiNxHjdqAYFcMR3XuTnhZDHHxFmkEpFCzA13Vh+iS9W7dKl610gEkoV5XbpYDCKQ6piI9MelE+iP/qqhC58q6f536+DH7CsNzVQI8n08m31Sxby7f7pABMpzbZljLYl5LPEFGDZiSvtST26tuM3rcLWYQogMEG3c4yIV7PDqLr11++1zP3/88mOzvS/scGdgKTWHhjYbt+6eCURzCEFdceozTxJ95ycYm0tGVY9g7hbhfTz99NPaFu7dxwA1QtgZEoLmFoGG0LkybWsGDYn1XWznaxPHyhhXyxziTzfozrYeEWtTJHy0fjfZuBMRCkNnxJJvpqnGCJswbdi0bEf618A0txaB6iO+6HpAuj3p0poi2az/Q2u/6dr91u23ZxOBIACt8V0MOmbRx3Rxdp2m0N1EqDYfrkShvo2NeI1bd5EKBs46lMita8WmP6VgViX+LNX908fHf3WcCOQKeV51mfalEoGuv94K3kNzsumcOvQ3Oc+pPopSdxlyBrl+bVYQsZ2wrh8d6A4GshUeSkbExosONiKQjpAdwGSicQetU8Fol6g+Tl8BglgTx9pve+NG5QwKAQQg6eLpCjWpOXUOfrGg8oC1i0sAVHeox3aqUW0ibO5Ij3n+od8jDWw5yE4f1Wcfon2tK1yKPyGKMM+NiRvIpwhkypi5VTUnTxXXu8L5GBfnlI5mOnyntumELN8iEJHntuxFuwli1XozBKyBCARsxgcr268prci7xZ6nikGLhrWiN6uJ+CotESiEQzSlkigh9QHbv5WZS/Tpgt3tzDgN7ApGrAgbwAkRyOVda1ebFIDA1AbZ9aNywXTdQHOIQLrj6oK0rzNk0UbXllhg4gYSuB4DY+ZROf1LCPI+5uOhOVoW7K88ohZNxDGL/8tCUKwt6/sKMB+92tDBLxVEnIjLe4gAewrVRmArtmDbaSesYBu3D2MUbTeclGoCAYwfG8q9glarZnB/YLLJF2KQqRA0p/snRtrW8Ixqnk49IFfijyxq6IQOpIOZiUAp1WSCADTiA56Kl7t5jKgoKZu2hnMG+bmlLEAEGkef2KJzCYXGVOyBk61FfGZ9QpBpbaBReBQDhICkKh7tw3EjIwv2feJPjmtEdVG/rvOm7TbDaz5cANbRGBGB6MEvFVTuF8RK+2tljjk3pU081lkwdnywkqjYY9QMpB7Z1AWTW8CbsiQHkS5uY2U69YDkMXB4dZeIzlwlU2vKhNgH58AU9++cxZ83MQs+wmGeeeLR3t/ffPMd7WQdCsaIWKBPU95c+HQBATBXQGCyWUkhHWzK8eWe/tUn8qncQKPTwNbOkOaEE2/cRJc6MUXMw6nMySHEKdeoRKC+uYAVbVFl4qx1CPH+McDrVjTajBXNwx/838N3gdvHpNF2SFdnDU4gMJaYxo4sApV7jKghak7N14TuHqNPDEIBaHuKihHtresBJVwSyFQIUrl/5O8hBI0ndsdUgY9omK7AEyusDJ/+BdIBwXN4ASGGY7MVf3Is/jwkYo05T1ZwovqI0+pe0wpAHk5xbGKPLI689PlLWbh/uoxKVVunYrGS9X4Vu4zKfUbVhaL9unj+y0T8SRXVPPRb9XH0Dhuss8B2jJQHjNjI2lv7zxfam86maV5LcP8Yv0dGxKp5uh+aYpNi9Nbtt53WmoEYdP58dz+P2bp2jgQOIM0HnNpAZwUh/QuAEfRt/k2EgdAOoBTTub7ytSP6vS/uJ7HRdAmviVYPGq8GDJNW8akx1AAg1vpwczsCcyqurTuXcAMBW2IbM+JYhKBZXWDUnBDVJ3zUWqGrFSREILiBzOdpVhAVO6yXUoV6AAAgAElEQVRN142sHpBOYBBOH53Y0/25eGyf+6cP1ALKBwhAGpISgRgRlfO9/NDdZ5tuXiECe5fdxVIKPlCjANjgOv3LVAT6yteOvAd/Id4/r4nqY3PxZyiVtm9jn1P67fXX+0WHsZ3HfKwfn3mS6Ds/mWcDI5NjcW104gS5xWG6mKzYbZ1/zQmnZkXEa7s0JOEE6hOCiCAGGW2pinU9oGMedfasLMQ8fvmxQcePrSMI9YDOn7vDq7t078bJ5ueqay4FkQwrqyE333xnsBbQbJMVIyrKOO0/t+6aB+m+A/s5Nw1LQFe/AaT1+flkSATyLf6EhK/M0r1e/MadrfSo3Bw9uvc2VrTq6zzmcn7vu1EgXuPW3fCNA/rEn5SxOY8xu4BwowVMGS+tEERE1IpBtvVohjqHCTFoaa3jX35uu0j26l5DxT5r6/6c21S19YB43dbtixGdwNCt+6MTe7rihYlYIYtAS3MBxdCy3QfYqWUAK1m06V82wXg3qHYt1kD8mS84xV3cZaIrmByjyOPa7cRromaEfdxUFIlhwz/WSSmcTvL7GZO6pJrPXTo8h9YL1e9jme9yL64NEQjYEuuYkVPCBBtX0IpTc2yekmTSPt62dXxu8Iaovs+pKbm6SyJrzz9v2ps5KaISg2TxB6gZEn36nFGpiGPYlVl8wLG6gEJ1/5LvVBP5uVutEoJMA3LdRgWunzDInbHE3Wq4g5bJ6K5ZgY7DVPgZ9R4sun2p5tYpyPOyLASYzIk+6/D47ByZ81wvu39yK6xNlI8TCABbtEJQtXaq8LZO0FDreCLz9vFdV8wSxSBeE63eb6jcb8W2rb1V0XZqWzXzpoK5KC78+OXHlIKFqVihcgGJ9vOumatFuqnTJ4YW7i7AbiwD5uj+1Q3eu0G8yzuOciCvEoRS2RAsLVDtikBd0QduoDTIvf370PtzIVr1dfpW3aF1LQL1iStXHkm30HLqosWc5FhcO2ZXB1xA8ZFCLKYdO6wVJBijUalhQ2LCl19bjgh09GqzJZLVR5x4Q1TuSyJQ2RaFNhHdUmOqU+XejRMvIlDMKVdd8UflAkopNQ47sYEBKBd7is4FxOi8ddEz4u5t6FoV2JCkgXABqWpVdNumQwhaJr/y/M8NPuZPX/2HoMc0RvDpG7+sbOdmsowZhYA+RQgynZdDz6ey48enCwicJ+fi2hCBQG7o3EBEbWoSFUTNWrSwYUgIWpIIJNMW4OatG6hTG6jcZcRP7c+1C1y1FnchVKgED18iUCzk4vZRgR2YhKnyePPNd7QXq2y99ImygJmHzbyMKmhPpevIXCypG5hu3HQ3zhCCloeJ+BOCsQ4fm7HKCka8Jw2sr07DkJNSVTi6W1unz5WJeTkPUFw7zvUVANfxmhjfcuxfHK7rA5247RqWK3IhaCXr2kB1walc12AiRlTsM6rvz+8CGiPcuOzipRKBXIgksbl+chZ+BFX3pC/hDY8ZeKpaQLHAAu+dXacpxEYKNv6YkVO/+jpLdZ1CEIHm/9xC8Kev/sOgCBTa/TPE2LFZ7BDVq+EgfGoALjsy4ahZJiiuHX+rbwBcj6O2PhARr9ct5E/tRArVGrSUAtG9N+ybNi2sOeFUHhRUVIya0rwQt6vj88HUNCUfreGXqj/MSWUjhPggx2JP4qIN4QRijtq/yxvAvkArdxHIJznfpRyzUYbwszz6RKAYxB9XY7LYYVQfDd+VHXsntjsPpyj6DKV/2QgOIVKWXAogvkBxbYhAIN84rHvM8nhiJVF5wIjtEPFTshKCdDcilpwOJuBNWySaleuC0IFcQKrPw0V9GR81apbWFj4XZt99pVzsaeh33tPBWFulfiqqu/9DjgC5VkUOaQZw/8S7mQZ5oRKBQoo/ocZluc+ofmAWMJqsFbaFo1Odl206N/quXTNnXZylM7a4NkQgkDt9qWFUEbEduxpBfSIQkX8hSJWa5eM15TQw030ar4lW9znxmju78W5D7AILRKD0wO6swxQ3kg9L3BAu6v/4Sv3IQUzxtUlErQIQM647gE1pBZ96N7JihxFvyGsHEZUI5LIb4xzYiC3dujGuxZoUxB8U105nnYUIhPHhY0yJ9yPvD9gB2xQ2NqkP5CIleQy6ujxROpB4WyOovOBPBJI/gynCSuh96ZJJTQCr5kjByqnYU/cDF9+HuuDYzrS/dyH+pL7RWGrwkXsgGqqmjS1LdERNaan+8V9NXwQq99qOIvWDZnIXEV2A3hWBdHPyXO4flUDlo4OkSgiSf2eDjQsJYJ1NcY2EQzcfVELQJi3spO1wZbL+6FKSXTuBBosxdx7nWgQa6wIiImIVI7bi1BxxKvZZ1GPC51409H53aec3BLPM/qkWexrj8vGWBla0XWZco0snWKLQY1MXCcEpsB1TSw2+dfV/fuX5n4uuALQrWElUHRbEayK+4sQ5EXEyvjMrB+g6EaiPGFyZXWdKX6eyKciijUoQGvM8IE1iW2djuPkixJ+li0A5xmCq8VWsu1nxei0E1cNikM+6QKbij8vXdLlXY7uM6vfbRdy1COTS/aPaw/oWRJaSBpaD8AX5f8IHbjrQfYhAU2v/yOLGUFHnsd1EiOKvO2G6McIds3iJ1fFjcsyxjak5XTc5i0BErRDUrR9QEqPmlFNzzK3cQXNZ9acgdysLxdKEHBTXBmDZ6NLChCOIqE0Nq4/7b0C4FoFMhJ9QtYhULeFN92qMERW7RM0JEW/cpYO5XNPH7lfBcsBu1gMh6gGxkjkpAG1DnwjUFZDkx1x/PW4RSD62PkEIIlB8qMSfd158JqpjfPSlm1bHn+sYG2oBLx7jWgSakobmm2KHUbHDqFnxNqBcmReNTlEEksmhgUAqLLW4NlxAauACytuJ3TfOhCtItI7XtTfvSwmzEWN04o9KcAm1to0WgdhZKhiv/dUEGivahHSnzFH/NsY9f4pgJzvyghr6wOWLwqkLaGL3rz73T/furMsikrGLQLoNiEoMyiVgyqEOUCrOHyFI9QlBMY0xWTBJvQ5PChQVo6IiIs42ATlv1s4gbh48x0I3gB/qVpY6qTQ9QHFtIAMRaLkiENG2ENTnCFKJMj47hM3pBDLahhVERUVUn7QdwqbWBEo59UveK+fuNspF8IIAlOCHzTzV/xF0rfomIpAc2OucQimJQAJdG1pXARPqAI1HJ/7E5v7RHduQGBSyXpDYBOjoc9CEEIdidvC4n+DboHzzDyJqTjnVR/b1gnwjB619glTuIlBoUFwba62rtQMi0LJFIKK1ELTDaHW/0bqBdIwRZUxuXujcR2NfU4eqKPTgMTIiqhixen2z5pSI77RpdjHtV5H6BXRAALK8mGwuKF8uIFYwsS/whhCBhtAF9LY1g2KrS9DFtwgEpgW4OoEldlTHqhOFQoy1IRFIh404Mya1y7X4k+I1W+y0ncRWD7hxiphvVEH5kG1frAm6jmUppn+huPa051kqvh24Yp6zqTUHEShvEUi8xz5Ro7pQUH3MqTk5v84MpWbpRBnZYWO7D+p7XZ8Foof2bKwgKkqium7vzTRHnMqL83UGm8usIO91c3YB5ZTuht3riIHuc0IxgpGz+j9y+pfLtC+VCHT9daLPPDktMOwGnaGCSZ0IBOIWVFJ8D3OLQPJrgkhgRNUFRs2KWjfQjOV/fNVnyGGODb2BRnHtdDf4IdKwhbA/NJePvQGQG7k7xQaFIEZU7jMq99Q3HLr7lz5RxjUmbiCi8WLQqFQwyQVETZsO5sIF5MLJA/eP+88hp3PMPvqFD3N8xP4uQN0AGi0CMaJyj3VSBOzpLvJ9ApD8b9XdRBNL/9BdyLF3fecQglQblKkB/5zBRoo1gJwVfX7vH8Mf/MMftHq4SgyK5Q5tDJuFJd+tbk7au7Q8sBCUWuHp3Makbv0eWndTLa7dXXNdndvYNviu1+G+mwVDNxLgbI5zjMw19nhNVB/1p4XZrglTb4Kbvt5YMcjKscSJ+Cmn+rjVg9g+o2Jn/nU1tDAxJVsmxLG45vDq7ta/H7/8WHLXPmb5AAPIZZV0xrbbCNuim8THuH909Qdsn0cEeLYBqhB94MxZNoPij07osRRjnNA9FoPXVzmCYgnQVXeMfdcDktPBeM23JkfWdrhdBJvinStO/JSoWc1XI0gnRLhMQUoF+Zrwea2iuDbQzc1z/G2OwkjuQtCQI4iVbVpYX/qxTdcuF2Uw+txAXVw5kXozN4QLaN0RjDV8VBBi+p5iZe5uYHOnZr11+20iSksIwkxvMbijuDiKce3fed0WEvVVP0IISKri0ab1gFIN9nDHLGKE4DKH2KNCHMd7/2h8bLGKQKHFHxX3/q+a9j8pJkROjJ0Vs1yMEFQxooqo5OtW8qKlr4epXg5Oh8QH21pwXWJ3rJiuV2OuVRsRCcW1x23ul9oWHrFK2mNlljHIiKoDRvUxKWsDdQWMkJiko4Vg0xGsocmp2fJ5TEkQUtUCWhopCUFYCQwHtY9AesyEOSa3lNdE9bFb8UcXcArhpysCLfEuMAjHoy/d1LuAHv7g+FQv1yliXaGn+72BKygKEYgTcU7r/8zDD/7kvAvo6K/P5lLO2/o49TGn8qAtnLwY2LpY9A4j4uReDBp5KvtEoO46oqoXF7MIJB9bnyBkc62qUiuH0i1RXBsAfyzJDWRSG0jsJ9p4wO0aNvb55haD2M7aBeT4eU32iT5byKeOK2FSPsePX35sI/ao6Ptd9znmBAJQh9Bq5RgRiBX2gbhP5w/R+PQx18KQ7yAXAWmidEUgGyfQ2L9TIRw/qucxdAXNJQKJFCNe8zm1nw0qEegcnKi+z4n2aVK9tGSRxaB6/Rly+zQxVjBiFdH7f1Gfm8O7a4DAZSOB2EUg3foztmukr7paKK6t3tQv1QUE8hgzs4zDtRBExNr25w0nvlqvLQ2NFoWKXX3h6bk2/fZrLgWvyRcbc6eC+fj8dYKiEHBMxB4VY//OFckLQIuymI2o/8Nr8i7+9NFXODq1u5XiuNASfj5Gb5CEmKMTYfr+jmh6HaHu8+j+RhaCZhaB+pyD8oI4R/qXCfUR3wSXi4WdpYn5zIvTpQDrkF2kupsCKYlA3bXCdp1wIf7AbZv2hh4iEMZMSuOQles9yc722tKs1qJQ3d+kgDEiKhmVu+2NBtHpkteMVg+aWTtdjlpqq3WJjoA3ylJw/zzzxKOT/v7mm+9svp9F3Bug6+SZW9SxIckda6qij7gwxx7/mOLPQxOwHLzrAve+wNLmb3KoVZBTS/hcAs6uKNKbDiYEFvlnQ+geJwtDQ89n4iqSj1N6XAgRiNdE9YMm2rtZRi6gNfUxJ1YyJ61Zgdk6MoRuHbB1hnY7QQ4Rum35GBHI9DyhuLY7R9BSarwAd0AE6mdzw4Gz/rRxTeMGVhLtHBbUnLTp3JRIr2pWERV7jOoHYY4ZHTnn28frMEnrikUkqpZYpMnlh+3iAjZVNItqrZjbbOQG5ge5gKRJ8O4aH+lgcwT3cAHFQW9NICJ9/R35dybIz+WyblBP/SLfIlB91ORjZeatCFRdYLg4HM7Z3TXDZdqXaj24/jrRZ55UP95U2OmKRaHEINObBbK4geLaZucsx/UWLqA0gAhkooiIPcu4tXfT6TIFIYgRlfsFsYKoYfOky8fi/okhDSxmYikQndXqqRNSuippnxWtazOL6WLazC8j6v/YYBrEm7h4/pf/457136RGLk6gVAPOl5/Tt/kcFIEEsuCjElymuoSmIEQgi3Qwoml3x5uTdeFgQ2JN/+rCa068hgtoDsYIFSqBY6poI/7+1t0zMSiEEOTrZgGKa0MESh0X69WcQAQKQ7HLiJWtENSsIhSCirYukogvWMWIn/g9yJQKP998853JaWBzkbPLqkj9Dew/X2y+pnx4svjjk1EXakFEhb36Y9Iy3rX7xoWLSATpuq/YAxoQhpefa79UPPrSzXMCySAPf/D8l3D2uO4K5gCdyDV6HHKi+oTnN1B4KwIBt4xtACA/R0jn6ZVHzr5CrSt9gkuf+0ecG9fnJ6UbF9eePfvytebCcYO4acrYyX38/H65N7vQxUqi8oBRdaFoxZZKfM27k2Ul0c7FYqvjaLHDvN6sR+pXGHI/z5Vp+pHuRLhW9XRCTOjCTyHVVJM0sKJi1ulf7eTEiNi2Yr7/fHHu85RTweZk6A5l6Du4qtcXfOZJou/8ZHoAgRoE03DiBtLRlzIm/34GVE4gEVTb3lltVty68KKqFk+MriCOmCk6hICkKh4dIjVYXj/6RKCxa414TnmtML0+UVz7DBd1lVLadC9BmHrohYp++u2V8jNMySG0hFbxMYxJUXi62N38pL3Bw4ma44AOIXbWuUz1O1Yyrw145tqv2hxTNw0sZRdQrhjPql2BIpQqFkr0iT31i6it/0OjBKD2ixvcYBFB4hQhSHWn0nW74G4grgrYXYlCJpuBW3fzSAXLIdgUTiCVEDRZBBKoUsZ8O4MMBCbx3qwdT1sKidk8YYJpgWawLHRri1gLXNcTmrK2yGvBFIfQ1DUJxbXPgAiUH30iUGqfbffzylEMinJMrmsNlQeMynV7+ua0bYCzKTLN1y3rJ25fWdGKO+We3uXDWPs4H/JPSqlfqr12KiJQyufZlEVVrFUNvJCpX/Jg6qqjfS4gNjL9S1DuFbRabQ9mlQtIMBQoqgpHdwPUNoC/ZxXMjr3bqwo+XVr5h4Jb1e9RDHpedEKQLI54EYRmRucGAnAAjTpntXknSVvmFntcrgOuQHFtM3zcdInVibskEUgVP+l+ngK5uoJiH5OsJCpVXZOHupINPrG6a9n5x5mV35gqSsQOikHHTda71DEXS4wqHxuZ/tWdDIs9Rs3x9qTXJwKZ0rWni3/b/J2PDcAcaWEgPvrSwogMW8cngjPRx3CemVpzbZZ5tMA1YYq4gzomJdCEObpNxoBL4QLFtZfTiTNXEUj3Wak+R+ES6vu7WMkxzV+8n6TG5cSuZNbxxtp55IsUXCkQgeIlTwGIn7/ba2I7m/ti0rmAip3p81W5x4iaNqhXbeRsN25dF1Aqd3FjDuxRB8gPQyKQwFmK2Az0iT9WG6J1TnszoQh06FptVgEZOoCZLZ81UX3UGHWCGxLy+0QKrBt6XBXXDnme+1KzfQlCrp1AWIfnp8/x000V6z42BeAGWhgFI+axHXyqKUkppIEtIf2LKDcBiK8t6ytuVMtirvSv7qAaUkZZQcQKN2p1edA+jywCmW7cphaOloNany4ggIVcIHcJ6ysW3UdsApGPVC/mQASKErbuzAEGqY+HxR9VGjCIBxTXhgsoV1L/bHMUgjA21bGUS6MROn8B1+SzSq7Fn+aYJ1XrYagWEKvcthMsD9q2ifUDNxs8lQjkO7jMFdx9DENXEDJxBwmE4DK3ENQn/PQVwjaLWlq3IG+4s4LQ80diROU+xB8TmpX9524q4MfQZdK0Ppwvx4qvVvMoro11ODdyr6OYmxAEEeh83OGLw6u79Nbtt8/9/PHLjyWxz0VHsDjIZoblnKg50Ys/Q26fWC1ehYdPqNhhVOwwqo858dO1RdFAD9LVDOqKQBB/QEqYpoh10QkwcwtDstNpSuBSXSioOeFUHwdqqeorBiva+mdw/xiuoxbij60DdAjZRSSvJbfuDm/4h8SEMYWNxwoOJsLG6n33d6tQXLsVMouShSj1gU12Yoj0McHcQlPuXcMWTcGI6ukBlKn7563bb0cjAskC1eHVXbp34yT6j2wp6V9EuQhAnIhqMqpZECN9qWCs8hfBlHuMaK9tmcg5b91TA+ewTwRyHajG1orW191bORhAEGDON7/4kXM/+9zX3rB6jiHhxFQgmrP7Vt97GJsSUeyyNh3stHWF8CYdJYgVrdMRwo/dOsp7glXV3O9aBOpbD6484k7gGbueuF6TXMcsKK7dUt/nVDNOrGRUHdgLQViHwRykPu4gUEpxCE2/f2ab+qVyBgGgIh8H0ITNSWwK3yYNLNDehZVEjBgVFSPiRKsHTe+dYBfdw4YwudvbfazP7iMhO5tgAe8XMkwQopCtEKRjclqVR5y5fnoodhjRjghngDwec0pVYAXrFYFUCPF/ihBkKlzMPQeHen0U13YRFLb1IE9/yqnYZdZpoBCBljOPxzSHY9xlhIeQSbVfTVH0iTENbGl1lqolnaDqGUarmyndxZ5nwqouFER83Qb4VO0K8i0C2QTaPtvQLkn8yQ1fQpBMrMJQjMeVGym3Jh4TsPbN+0MuUFXhaCF0yMKF/FzXnl3GeEJxbT+05QF4G9skvhmHyyJ/UhaBMD7N11Pb/Xaq6UgiLe3HN7YzXWKvBZRz+hdRRg6gtlPWtrhTPcOS+YBVaWCuun+NnbhECghxotX9851h+jqHdScuVZqAj8BWJQTJv7PBxoUE/KJy/6jSv1R884sfcSYCqQjhwgHxjL++1sRJi0CGHeBciP/dDlXi3+D8OTIBxbXNXp+v2jgGIhDmcdXPY5u7IQIBU2It/myyz42FJdX+2WgkWbwLRkRlm8rUl1Mvu39i/oCPXm3owqfKaM5vdXFdFPZomoOqa2vvu+M7BVUL2jH1eyD+xMvLzxF9U/qZEHlMhSEAbBAbBNVmoe93SS2lFiKQKmgaonszYGmiT7dGjek5csESi2vr4Ku2A2p5gHQwED8QgUBugkTMItDSmBSpxmTd2gSumjbwKaV+nb2puA6n2GXESkarBw3RiBvA8l3fUKQm5My96Ke+cH/ua29ABALOUHWN6atHlbQIxNbNAYgGRSCifheowLZwdG7pX0PCD4prh2340JxyYmUbz6QMNtjLACLQMllKPZoY08CW4P4hyigFjFjrACr2GPFV27Wmr/x6jB+wrIze/8s6uo0EK4l2Dls3UJtXbx7U6gLRpdZ7AON4+bnzLp9uipeN+NN9rM80MZA2urQv3eOSF4H22/Tf+kHjpbumSuBw6QKdE1Onj8k5IkJxbR/Ux22HMGZhsoYLKG3k+frS9Z+lO9f+aev3sc7ZGHuJwnEKUmBpxZ8FTme7hz7wM+1E+i//PFvgyioiVjLiO9SKEw2nk/+STuqXatGKcVHatIhei23Nive6glzf0cw16I+F1O7cjHH8wCUEfJFDQWhWtKm/xNdFdPk6oGVnwS1v1jcBegJd3c2A7pqgE39C3gwINYerXFMorh1+Y1Yf29cDwjqdJqYdRGNGfM6pCUEYo9MFidwcKbLZYU4X0FLFH6KcHEBbkeu6tXlJdPQqT/rCiJ33X6kHg1tdoArCcOu97durVx6+u6j3r3L2qMQf38WiAUh1PS32NOkynK2FIU7NSZteo6JPBOojN2G9b31Ece2w8FVbMxIuoLxRiT+Xrv9ssu8nVSEIgNiQ19vDq7tERPTW7beJKJ3i2mPxIgA99IGfmc8FNEAKSmoqIpBqYR0KYGVbew53JH1sUmIINGO5cyOPM1Pnjk7MgfMHWK1nGjdPCi4fmzvfo94Pa+vvETEqD4jKg7M6fM2KbzmDXAgcKWFSH0n3NyiuHWb9bVacyhIFoXPEZO6T08BSohubxT4e4QIaL0rkWo8mJheQjtyFIGcRrEj/in3ApbqQxbbZ8GWpzeGOb+wbw1vvPZKtCwgOHgDGzdGu1hnhFip52zCAdw4jFRFojHgzCkbK9DkU1w4TK/AVJ9qzLwYdkwiEzbXdvJey+yeF8YhxClJAJbQJwUcmVyGoWtIHDObZWJgEo8Dfon7l4bvn0sBSXbQ//R+nuXdc1ArSFZyG+ARymNudCdiMqLpQUH3EtzqKBRNXIodVjKoLjHhNVB+5KbaN4trYdCMuVZOj8IPxmDe5d6OaK9tFpw0IgWdICOo+NmWqpVxIh1d3lR9qrB+ifGHE3lVGd+dxiUKPqm00CENfHR+V+DPUMn7s7+bmy69hLCx1w6PqUKbb/KjSH8Ra4yp9rNxnVOysO4rhngwRERU7jMqD1nnCyrbYNq/bGkq8XhfcHjhXKK59/nzYwoppreBj2XQv3V3RN1flLvzEOB4xTsUEg7XOBpM0sKNXG+c3kWSh7fHLj2lFIEFKeoKObHempu6ft26/Hc2HJg+ow6u7dO/GSdQL7VBR55c+f2m0CBS7Rd00sI1BvJviAoo1sCMaFnAEOvEHgNw2PDbCja4Ghuv0MVYSVYdrkWPFiZ/yZYpB7EwQU52jth5N+7v6mFNzzAdFDxTXHu8qK3an79DgvIh3LhwSf1Kt/4PxmMx0DyJH57Lq6gJDYlCMeoIJXnalcxeAtk39Mv1wwTj6RKCugCQ/5vrrcYtA8rH1BdWxO7hSC+yIzgScsS4enw6eJaeG9X1uuAb8Xxe2uCqEajLHbUSOPda24j7hbeoT51l/ZqxgxCpSCj86yl02KAAJ8QPFtcftzmw6gIE05sIlOX50xCwCLckFZLuqLbFsiUkx6GeeeJRuvvnObMdoIwbpfh+jMFQtZYCZfkixL3ZzbqD63D+i7SyR2y4ksYtAXbrHqRKDxnx+vhZym0LQS7WX24hKMYs8vucMG0FCPBZCkP9z3bch+slv/SMRET35+x/cPKZPBFI9x2TRiBGVmwK8uFeqOj/FLtuqn9QniqC4tmXwe8HdscB1kcZc6HT+ihy0iwdgGxdrpErIMdET5tAchkQn51F4bO6fVItoiQ/uxzf+frKIEIo7qw/RpepdulS9ayQCyeljOqdQSiKQ4Nqz7kQgQPTyc+OcPGj5Hkew3fd8uB7G0xVmfGxo+u6mp9xCORWEQGYqAgED1sJabu6fpdcBMnX+6OasXNehGMXJxYxVTsAA25bwPuoATd2vx2gqGTomZzOeD+HH54ecSp7eXFXSZZpTs5lMiEBD6GoH2dYMumXRzfxK4BI4rkQg3F1UMyTuDNX9cSUchXT/jCnu7Fq8GROM9wkFcAW5Pee6cy1cP6qfPfn7Hzwn6JhsqCAC+Rcryj1GxQ5RfUJEokA0t3sObEw651NTgynHjfbS5vtXch4AACAASURBVL7B+HRh4g/GZtqiCHCrJ/hkrDNoTipcQGm8j7lFoPpoO2KU079cpn2pRKDrrxN95kn1402Fna5YFEoM0olAc5BqIWgbpogxroQcG2Eq1/pAspAwJE4QwR3natMzpQYG6mfEKVqwklG1T8Q529RL4g1txB1WsFF1lJrT9fNEUIPJpPPZpNNYrtO+kG24SJYq/gggAi1boEgd13WAQugDcxhNbESnKqcPeSkXUOiNUn3EJ90xHNMFTCUCTRVtxN/funsmBoUQglQiEFxAw2NcRoglOoGlT0yJQWhZSjqa3EJcBN5dIUgXkEMEstvQ2Ag2ot4P0fkaQEPYPh74UDCIGFt/Q6oCxvbKRlmO/1sv8NZtzJu1MNXwbW2K2x0qY0RUMip31yIZxJ/FzZFDa9WSiCmOXHrK4hL3rn34NDos6fzaiE6ItEEvzYr31h8Y4/6R079EyphLF1EfXdFHTiHzJQjF5ARKHRdiTl8RZ9Xvuj+zLQ7tUvh5+bmw59o05cwkkJYFi74W5BCB/DNWzIEYBLzB5NbsjHhNxHl7E4rZVgRgrBWBAgk/cFnMw5g01KWuMRijIAWG6gCZohJ/kF7XEn3VQFPlLpfizzrk9xOirkez4lTf92sN7wpIcu0gXZ0gl1x5ZPtLuINUX2MRfy+nsM1Rm2UsCBjG0Sf+xJr+9eXXzr6GAmjxZRpc37n2T9Z1ZoB7poo/AISClURF1dbtYaXlV0Fw/WTIlNhJt2YBxJWx7PUgUITbSy8ZzIJASX3EjTqP2KITdboiUCgnkAqdA2iqCHTlEYypsYx1vYwRWGzdOmNFnFjEnzFFpU2DZzkVbOt6R+Hg0ZsXOb1OJ6L95Lf+cbJLRyX4dJ8TnyM221PGMgAh507QAhdQIAzEZ6R/nWHbDcz23EL82aaacjJ9YVsHaCkfsnxx+EqVWL3fEK/9v5+5xR4bIODklbNtKsC4FGpiEH3GCD5TAmjxNzabSATqdqhEIDh1wFhCOVPR/Q+4GJ/iBpFubcP4AnMB8yGIGcyMYIvmmAcTf5YIagHFsfmwxaSWz5ji1FOZIuiY4Cp47nMDIViffi5tC0Kboioc3X1NgDnX1evj2geuxyrGlB64gPwzlEMB9895XBWDhvtnmCrHwYOLYzz1sV3a153Vh3qdPH0dwFJx//ikPuJU7qdzn8CnC4g7WAv7BBGTVLKY27KnIvYgGJ8HlevHRRqYYCj1C59vnpvoLn/9rV+Y/Pqf/Oz3tceFMQRsxm3opgggrZgyZlCc2AxdGtjRqw3tP18Yn1twntGrrYvq3MDNougqaGosxJ8Xv3Fnq57PUh09k8/5SdvdpDxYsFmUE60eNMQn3Ig2EUe+/BoCRmzY8/ns5A0RY6ztliThUgQigvMn9U2zKS7Enr7nVQlBcAOBsWNYlQqG8dQPXED+Y1sTDq/uEhHRW7ffJiK7Vt5LwKYkjIoQwlrXmJGKkGc8K0JRW8BcNfIjNnXyhOjqNYRpIWdfNX9Ur9+ccqKCqNzzKwLdei++QkbNilP9gCsXSlOxxrczRkdf6/gu3/ziR4I4i15+bvtcIOhdHoy1cwjnfPO9q9SwPuEHYy2tzbIKX4JP3+vBDQTGrnXADRCB4mPpQpBxpgunc4WWkPplzqgVNib3zxKFKV/FoHljl/4lu4CmIruI5PSxW3eHhZkhgcdU2NE9j40wZNM1rDnmVFSMWLmcccxr0oo/LnjqqaeIiOhHP/rR5mcpu4AQ9IIu8pw/V8c1bNTnZazoE1rw0R0DRCBgM7aH1kH5RgjGUvwsNQ1siCUKQeI9C1fUvRsnvfsmtsOIFTRLxW2dSPXjr/99EsJTOjMiJxLudsYI5dU9wApGvNbvxvefL84Jbq5FoD430ZVH3Ak8Q/S1g5/6HDrqo4aqi8ViFuv6QTNZ/FG5f4Tw4xqdi8e2dTwAPuimhQn3T4jXBHFsjPuIQewZOjZdShjGGLAFIhCIGXkf9fjlxzbCh4q+33WfI2VM3qNMc0rETjmxXaJil0EXsKRK5WLZ+fn1J8uIWElnqt9C8eECYhURndr/nXDqTBGCTGsIzd2O3efr87r9CuECuvLw3VnPY7PiToo+y6jEn6eeemrLBeQbIRR1haFQaWBg2Yg1wHdnJ2ykwmPzmcYs+AwdsywEYeOO8S6AC9YPuaaBxVgDSpe1IgScMULIlL9LHU5EdELUMN6KQBKySyeUM0e8bsxOoMrk7MptwacWZBr1IfPO8TREdMqp2KFZPthcKXYY1Uf9KTkqF5Cgr+OX+L1cOFp0ESPadv/Iz3Xt2WV8Bs2KU1nGL2NPdQE1J3l+fhB5QGz83hf3R/3dV752tPkeG/D5N78mpCj8qN4DRCCM/6moikKDfMeKbn4QzthZ5o8RoXzXybNUUUegSv+qnmEqmaI1L+wMP6dpF+0hPUElLKmeO+Z0sP4rgrcFanmkm7WTG5yAW4pdNtgNrE8EMkUIPyrxZ8nIYqsrfBSAFneMrIUgTkSKelO2Y0oO7HylfgGQA11BRzBWHAJxkIPgo3tfEIGWvaGXceH+QVeweJl6U7Hvs+2mR8f02Q8JAyZpXbmJRFvv+bK5YEOciK9o0xp+6h6173V1n5tx8epIqIY2o/y0476JiNVNiD8+BltRsU1r8j7GXmRdF9DSRJ/rr5tMYoqy9h649d4jztLAbIUgzs/PKTkWc//c195AfaCFbVJi3FiohB+T34F5xpAJuQo/8nuECIRrAmlfYIjunKCbI+T06BDzSAgvf+4Fosfuc8Ue1cceoy+tTHzffUysopD+CuBE3FOdDuBv8ZxcB6g0cwHpLjIVtoWjc0v/MhJ+MsD4Dg7PS7xF2hdQbWBcB5i+6/r4eG1s1v18hl1hJGcxCCLQsq8NF+KPqiA0OE8udYC6bp++NSmEEMQH9kLAntVNrkwDazew0/aqS/uMtCOfN/37NO0HMPGDHQNq/7ilqBjxU7/in0oEGqohlAo+BJ8pC7Mu/culC6h7nK7aedq0bEf6F4h9QzMl0JxT/AF+Nreu+ORnvw8RCGR3fbh0/sgiEMZP3pg0QxgSipzAlykszEK5bmQ0kT6hSPUZpqw/GJ8uH4LPWJD+tT34nHcDK4mKfUb1Az65Tbe4oFQXTlcE0ok/Id0/oZw6vUo0C3udzSICMUaMcSMjkI0IpCNkBzAZuINALJsOm3o/rlLDlrzRMt1cmIo3qjbp8u9QEwjkQIi0L4yf/Bn6fPH5p7nPPbelKNomRiH2bqZCnuqYdXs/3XM+88SjTo9fbuBV9Z1Qxpzs/50gRJ+YhKicKSpGxSGj1f3GSWHiPhGoj9zSp4ZsiK5bwMvunysP3z33s9AiEGNEVDJlIWgV3Tt3qAcAYtvY/93f/d3m+6efftrob20CT5WQ8IM/Gf67j//q2fe2xZ5/74v7WyKQyeupXnfpY2NI1LAVQQQ6MShnNxBEoGVcM77WeKSCgbmQ9z7IWpmuB1TPsDbjqyAq9pgT94/rz1EWgY5ebZR7wO7PQjnF9p8vSL8bZUSsYsSKcB+oyYmF+0c9yLzAiKqLBZX7zEk1M9MczFzYf7449zVEuXv+RKeal609bkZU7o4bG19+zS6Im9P9A5bH3/3d3537miIUjBV/wPwbWZ2IIb6miiE6+pxCqbOE4tfAH7K4hNTabVyl74cEAvAyWd3kVBwwKi/OI/7kQO9pYyUR2yGik3nqtppU/4aSqg5EXU6KxS5rC0OfcGpOptUGctFCPgQHvzQsSPCGnFrkWMWctg1QuX/E/0O4gIj0TiBWMCp2qe041xkbphPu2Dt5S3IQ4e64HZefe2Xr37df+/Tg3+gEHvkxKmeQSaHKFPnBnyzLBWQq/LhGPKdK8Mm9LhDmuTyvnTnWZ4wfAOJHpQewQJftlNo/pi6gOeg/fazNq+MFUXPKiWrykhN22uP+UbVUIyI6vNpaCN66/TYR5d8KLwaEEEScqD7hbWoY59ZCSApOIBdpb9YX44E794+u8LNgdhGIEZV77fvtikC6cdInBqEANHCBieAzFp0IZCMquHD+PP/vLm6+//9ePFv+/7uXzl7v1T97HxuskZ+RIKT4okqNIspXBNK9XwCWMLf0ASErPpD+5Y6xLeF9HMfUMRHDPnj4CFirspX7jIoDRmyfEdsjYrvuvlzw1u23N2LQUi+MYKw379UFRtXFgnYeKqi8EC5dMEfKA7fuHxmVsKP62a33HhkUj7qPM3kskUbIYu28svNQ0QqLPeOnL4XONM1rCe4f1Eg6z+XnXjnn7pkDE7cQSH+DNofooksry1Uokd8rUnnSv4ZCrV0vPxfvOvnTb68mjeWpfw/c75VA2rgQ8FR/E0MmTGUzkFkpitSy2U/uvRsnGxdQlyU6gsR7Fufj3o2T4HddRdFoXhPVDxqvLeRzo9hhTivYm4oyRGonkHiOYIWh10JQSYyaFafmmGsdWLoUQiECwQ10PiBc6l3Brujj091jw5AIZOMSihk5DSyndDfde0F9GgCwTrqYS7DuA2CuH/hy07gUaWJxL3VJZoawPXkmbqDURaIYHU+sJKoOC2pW3Fkb+Zxh5dr94wiVmDMk5PSJQCZ/b4NwAumKDRYVo6Ji1Bxzqo/7U8P6hCAiiEFLJxbRxwabjmJj0KV9dX9O/3a+TVDMm5YUhB9VXaBcW8QjFSxdYqj9E9s8okKcF13Nw0vXf5buXPsn7etABJqX+39Zn9vHgnSZ+vnFJgLNOjtMbal278YJffQLHx4thOSeMjbnAiAcQfURb+tHgfPnaJdt6uCo6KZNdQUanSAzRvzpPk7nHBpyA41xC/W1iSdq2zo2K95bi2mooLgQg5aWFrWEdrfC3ZOiyAPMNkcxbV7g+kG8Y7qugTTXSV/jZ6zLx2Qdv3Ptn+jS9Z/d+nds1wQALplLRPEh3s1dC2i2V3ZprXr88mObr6Vz78aJk8XHCax1t+w8hOJAW6elJKoursUf5iaQnCL+dB9vIy7Z/H7Me6wuFIPZpiaTp23r+Nyoj/IQYEUtn8vPvUK3X/s0xB+PfOVrR16e9wd/cvZlsnGKoaZFiuLPkuoBgbRYgvvHdu4SdYm69YlMY5au6NMVg6LYA2CcAw/IYkzKLdrnPPYqljc8tqXaj7/+91t/ayIC5eb82XrPlym6PEMhBNVHC04JY2tX1B4jxmhSGS1f3boEJilhfY4hG3pTwtbFxocEDNP28d2AakmuoOakdeGVe+sufomSi+AzJrXLRQcwIqIf/dt/Ofv+zzq/CJD2Jb+H7r+H2sbHdCf7r7/1C3Thm98n+uaZoHL/c2ox6ILBY0zpPpeM6rlVKVJLag8PwBBTXUBTN/lyHDIk+ohjk1+36wRSpYXBCRSfaAHiZg5hJvRrVjlcGLIIZCWYZDrRxCYCiSLHixKBGBErOkWeDffec7h/VH/flxKm+/nY19UJQcUuI86JmmPzQdNXI6gbaC1FBBI2U5GOaeKsAkDgSnwyfQ2dGDTHJkbeaOnEkwvf/P6gwGP6GEH3sX3iTx+5i0CoA5QWKbh/fDk3ht5rn/gjz3sPvVApRSCiVgDqqw0Ewo8hiD9p7XN9CjFiLMSwRw+em+OrpVp0rpcFLGjWg21n3fJ7J+PdJyNiVdvVqrpYUHVh3eJ84lv2UffH5DV9Oo1UqMSvco9RuW9/Dvtaxw8FXLnCa6LTew01J/GosLG0aR9DLl27fDBWOOpLEwu5lulea6wYM/S3U563jyU5fuaMdeau/9NXUw/Mh67tvEhNH0pRtxW971z7J4g/YHGEEG1SPPY+qlQ/oBhdLsCM8oBRedB2euKciDetU0a/aW1dQzySPevRX5+N4/1PFsQKIlYwYiURK9v/+w4idS4cH4KNq3Qvm3OgcgIRjatnY+IIyjHo1AaVnDZuoHK/mDReXeE6vUvUCTJ9rI9jUCELRn3BfW41BGRnj4lAJLeTF+fFtxNIde5jEVKmppIRIRUMxLFGRb9WenovJq83NMepXEAuYi+QlngAtjWGqUWVXZhUXPDME496f40q5QsDIlDa56bYM7V0sDMBiMeVP9YVg2wWbx/4rgsk6BODXNUn0opABVH9YFwaoaprmAjEck8HUy2MvCZa3W+o3GfBXXldx4+t8NIn7tg4icYKP3Lg/fTTT2+1bwdmCGFnSAiaSwTqMlYsuf+5Xzjn7FGlgvly/3SPP9dUKfm9od5JnKQmaLuOCWxEJtPx230cig5jnGOfOz1OXtIevZrzg3ONbS2gpU1KSQdFjNriyTMXL/E5uQ/dfTFx4vhMCVM9X0hnENG6kPYho9UDTnw1zg2kmuSXVBNoC94Kahs3UKCk4LFuG534M0bMCV1U2iZdbElB5Md/dZwIFGqO74o/Y4QalQjURfU7Fy6fIeACAqDFhQtIhwu3jwm6AtGu4k+AdTtGfAopIfWEIfHpoQ/8TDvG/uWfnb1mdrdJIAL1T064MxZmYu8+3uScu1h8Q4oxIV5L5QIiIiJGVF1g1KzGuYH6RCARDPpEFRD6eE05qO2zx/IV0epeQ6wiqg7iLRLtSvxxzZALSCX+6OYFea4JUYR5bkzcQCFEIF8BvCwCmRSEdg26gvldq+Yk9vo/S2j93re+azd1HuJxxPhxjPHDq7tEdNZ1OvfmQ7EwNg0sltSvkFQhPxQQFqTI+efas9v/vv66emHoW5RTuPMS2ukjnxtVgFtUjOhgXRfIcnrRiUBzBYexOJD4iuj0pw2xgqg8CFcfaMrG+zZ9Wvv3voJh0/oLSy8SLYs2Q3epTdxApvOqizHY5/4ZcvaYENr9k2sqGLqBganIN0xs12RT4cek7ltoESeGGDT3IuYQguJlLn1izB79oQ/8jDMXUJX6yY2ppVqMQATyszGQhR/T55AXdtuF16Ygc+gOXj5fU9smvmJUXGSbosY26IpDu3YCmQaGPkQgGxdQF94Qrd53JwTpUrdcOC76nsOn67GvFlCf8LPkO7Ti8+gTgkxrA4UQFQQ+avSMFX90xxLaUQTAmPk5J/ePL7dPd92aSxQC48f4R7/w4Y3gIwMhyP8+d2ox6NjcPyL9yzXFXB+WTyB4AF8TOxHRZ57UP/7as/3i0E+/vdp8+brrErJ9u3itUK+pPGes7Sy389C4Gja6hcJFTQDb5wjRmt5GkOdNWyi6WXHn11Uq+fI2haWffvppp66f3NO/+jY1qnQvX+ejr+6PDltRKBaBRn5vcM4A0CKLU32OXdPaPl3B23ROlG8u+Oj4BfztEYhagadP5Hnr9tubLxAPSyoh411SXmJeXQqTFe4mjOPas0S37rZfVx7pfxyROiVM8Bvfep/+8LMXnR1bSNFnTnprAx0WrRvoxN4N5LI4tElwGKoWkarApdUdknXb+OIiG1UbSHb/9AWy//5/+pDVc//B37x77u/ln01xAQ21k7cJzE2OIccgf6h2z9Tipb4CeIFL909f2hgcPGnGOaj/kzciBghd20cnAiF2T0tAePzyY4Mij+r3cAiZIc7d4dVdunfjxDrGnbs8zZxZOl5nkqW1VAN5BpECIepcecRMBBJ/MyQCdTERhHJK7ZoadKuC33KfUbnHaHW/IV6bP2dfSpiLWgCqxShULaLJItDaCVRdtLNYdd0zLoWfvr/TiUBjgnMXhaVjCNi/8rUj+r0v7kc/x8aG7/bsgiHxRxaOpopFcs0cFIMGIa7vFNK/VGvlkPgTKs24+29Xr4n6P273oSq6Yo6p4+et229DBBo4P7kwl35RxXBx+ADdwOYfXDkjhJ9bd9U/72JSKBpMC17OBRCMqLpYEG+I6qOGuMU+UyXK+OwQNqcTyAZet06gct/OBnT7tfNFmk0Fnx/88tc333/8L78Q5Rj0Ffy7TncyFYG+8rWjoJvCUO/f5FhMRJCu+GIrEIUSlEBLc8Kp2GU4ETOwlJSl0AI/HEBpYyMG6X6/VGFo6HzZ1gJKMUMpiTbwSP2KC/nCgJXUDV3BR7iC5J/L9LmCxjiCgD4tjBVE1YWCmlPedgubWMpmjChj4rLRuY/GvqYOVVFo02MUGypWEhU7Zpuqm7/zqfECyC9/fZToI7t/VBuTGOe+EBumIRHIt/iTEq47dLkUf1y0kc/NBaTqBFYfceI1UbHLvHQ0TKGDJ5i+TnZB3AxcrdcqIcfE2TKH+2Uu0cn0vaYuis1h1PAyk8XSUg0uIOAKk65fXVfQkBDUfT6TFDGfQpAQTlIPZrW1gagVLFjBqDnhbUHjASFoKDVLJ8rIQaNtJ4K+1/XZKt4mHaw+4kYCkC5AMnH/dJ0/U1GlhC0BXe2dGEWeOYpd97l/Qos/LgQdoKY5bef88oBRUeXlBkopdSb17l8hhB/Va+QuOKGG1XkhI8b0pphTrrrij6mQErtJ5eab79AzTzy6HbM4dP8QBUoBgwgTB0gFM4ATNStuVTtGRnYFqX7eZahOEJE/Iai7+P5WfZy1CMTKtltYUbN2U3DaLwR1BZE+UcY1Jm6gKQH11FQw4u2mqk8EmiL+ELlL99K93lIckEMFmOc+DlPhJ4b34BJVMeg5RCCVayZltO+HE9UPOBWH4wrZ69YaYL7mgDjjJWCPb7fuWGfQUrBx+6hubs5d+Nl6vDkWfsQ58B4Bzy3+wAXUP4nBznoWIK4ecOL19DShLqauoDkcQSqhJHcRiGgtBJWMyn1Gq/ucuEGL8z5RxhemLqQxAbZ4vJwOZuoC4isi2rELjsYWelYKCpr0MJ3TZ8gFNNTtq/s4IjfFoYcEk5wZen++BR+b2j9TRZm+rl82aWHy4/v+duwxZ10Mmq8L2V8onIlAc9K3xp2+d37d2Hm4CHZsaFkOpo7hlAixx5wjxSk20cnXOYhFIwht0nC++19yS7UUgQhExiLAFGQhyEULeSI/qWFLEIE2E+AFRrxmbaFoA9eXTdcu2/SvvucYek1XTiRTEYg3nFS7qDHij0j38l3kWRaBxNzX7VRmgm/xxze/8vzPDT7mT1/9h6DHNEbwGbtuzb057RNnkArmF163N3qqC9MUoJjWR5XYM3dMmQOTnbIJxEhguePbhFTr6vQVg06pPrEqDWwKzzzxKN18852z/U+Ogxa1gMzPzeKDwfuNkePHpOW7CXL3MBMhiGi4aLSP1LCliECsbDuGtfWBaNAF5kLYscUkHS3WwGhI/LEVfnT1gWSHj43jyNT9swTxJwRjHT6hblaEEmFsXUA+yKkYtEk6W3uzB53BQvOJv92uwv29n6+TOn7cLHVLiu4fVYyDvWUapJb2FYLK5wnGhREnEIHabkb1sXm615VHzEQbU8TzmQpLQ64gWyHIZPFdkghE1HaKKXaJeM2I123hUO7qZg9r6w8RETXH02pMxSoGPfO73z3X9cvE+WMtHjh0CsUi6oS6q/inr/7DoAgU2v0zhM9NVwihY0hMshGB4A46T+gaRjGsiWM2z6fvNUHTwIjMUpNlYciE1MSjGOMi4GYvBdLd58b4+cnH7doF1KVa8ocPzjYfS7qzwWui+sS+1k9XtNH93vb5iOyEJddCkEmgubRggZVErGRU7K4FG9E5rKO1cMOxwwqi8qAgxmhz07moGNVHw0WoTZjDjaQVMKRgf8iB4zvlS4WcBmYj/qTu/hH0iUAxiD8+1yLXQhsEmXkwEX1imRuXFkuqGCPyDGH6nLZiUfd5X36uzjoNDIwf2xB/0tYBUvr8fIlAziKt2N0/SAMDgvp4ezNvg06kUQlDpoKQrRuIaJoQZHv3MPU28TYuIBWtM8htykC5z6jYYbR60IweizHjsuCzCVPSv5aISgQKKf4glWKbuYWklLqBTRV/prhgYlwDxfuJrRZQHyEdPJ/425K+9/O1UjCSj0N+TPvvvNxGqTrYAFgKPg0s3TpATqIw5NalP8CW4gLi9brGi2Nk4Wao65fu721rDZkIQXADnQU9MQUerCTaOSxaN9AJT+p8suK8ICanf4FxuO4ANqUVfM7dyLLtdpUhpuLUElw/NmvYzsNFMGForLtOJQaFqhckXkcnEOneIwTsZQH3T37739T26D4ocj65uEiBjOs27zquPHI+xcv072weL7j27HbR6C6/8a33N19TBZDfqo+Tvnvz++VedCJWuc9o5+GCij2WTG3SriNKDo7mdv+Abaa0VPfdjn3OIB7oicUN9MnPfn/wWPafLzZfQ4SugROKudu+q9DV/3El5sjP872fr7e+bPCRohZr/AOwbiwJWQdIVRfodu9yxWQZO6XCz0gDa3nr9ttERHR4dZfu3TjZmuhyv7PBA5vV5LpBpu6esV3HhhxBrj7j1GsDTU0L80G5x6jcY22B8hMebWoYK1r3Uqwg/asfXf2fX3n+56IrAJ1LEG8jqMCZZHbObNw+k8WQSBqHqdaslMSfkKgEojFCT+7t4GMYwykLCiBuUAtYz6RVAqlfafHW7bc34g+wQyeomGDrBhKP7ys4PXUz5GJDlPpCHquAVewy2jks2jpBu22tIPF/mvkGtihqrdtYx1j7x7bb2OXnXqHLz70y2zme03UTS5t434QUWWzdNCaul1wR773v/Zu6fQROxBCWrnti5+Fi8+WLvnhiqrvG1M3zib8tz3254BN/W0YhaOUa78QMUr/y4vDq7mYf3P2KFXm8uXYBFT4PNsYTuDQ1cGiQy+cnd7sjm3ED3RV2TB9PNE4IEilhurQwV591DiJQzEJQuc+oPDj7/85hQdXFgopdRqwSHcvWjhzPd6hZte5oZhFX/+CXv94rwIxtBU80LvXL9G9y6fglYyLw+BCBYkoli1n8cfW3sZ8X2/drk+Z1NmHlm/LVR+rvee50rBxbzMcS46D4MwiJ6X4/JhFIFqcOr+56e63RuSAppX6pBoXPkyp4/PJjsw2gmI9vTljJiNi4OkBdF1CfsDKEEIFsi0PbppF1j9VnSlgOreJjTAnTj2Gisuz0le/Aa6LmlBNvqG09T0S84W3bevFl/YJrN8VrJAAAIABJREFUMWpvnMKka/f+g1/+utNW8K7cRzGIP7JgknMxZt/EdlPj8uXL6nF3+7ZSFMk5JcxXO3chnueEyfoUu/gzt7gip4GNTQsDAMS/z/exb86JUTu/1FK/QlTTTm1AdcWfuc7PXJtnxqjdEE/ANJWr73dju4SNEYK6gpUsBrnobJGLCGQaaMc8vltxaOunbfc7zjciEG/OCqLzdX0LJv0ZK1qXUbEzvJF65ne/ayXmTBV/XLR9j6ne2UMvVL1CRZ+DJoQ4lFMx6DnFDZ340/2dLATlJgJ57ejFiKoLRdQ1ynJDnre66VIhxZWx4pLq73IShuD+8ScqICUsjs/BVAdIaY+u4+ab79AzTzzq5LmcRMBoqRY/Nm6f3ItBs4oRN2i7LQJQleD5nZ+0/9c5gUyEmjGt37uPk0Uok+foq2U09XPPQQTqBkw52ZVZScQkxxCv2dbvpwb+SuFggsijEonGpH25dBn5ZEgE0r4/C3FmTJFn1+JP0LVFmuZDCSm24o/8uFxFIF+OH2JtEf1ud8KcMF2LTt9rskp7c+0YgtsHzCFEQCiat/xKqudf7Nt/fGP73LmqBVQt9cTeu3Hi5dhjUxSXmOY1RLnfdloypU8IEoKKLASphJo+gWaMq0d+jb7nmFLEekygmosQlHPO+lx3yU3q/tiIP6bunxTaxcviCFrQ2rNJg1xxevBXaTaqUIlAoXElOvkUfYqqFX18z2UooGtGn/vHRMyBQINxG+N6PHUd7hM/chaHYjddpLI/9mVgsRaA0PkrjwE1NMB8uICGUo1COo/KPUb1MXf2fDohiGi7o5dKnLHpEKbDRa0gl+TkBkLhQv21TGSf/jX0WFn86RNuXHcdu/zcK1EVgO6bD2MQh2JyijYnvJ3T+bzHIQseps6fc2NREoFScQH5TvEqKkZsp/0/AIJP/G2ZZQHnHEg9hvJ5YwZtyqehWke6OkUuApsPEWhS9CZaqqUigsgn8Mdf/3tY8wY2eT4C/D4hKJQIVOwxamoivrJ3Av2nRw7oN771vvIx118fJwJ1HyO+H4NKCBLpal1e+vylzfcvfuOOt0UfIhCwAeKPXVAqB6K+6wHFWAuI10Sr+8054Ue+WZVzMWVX/PW3fiFI5zIb8aftcrh2+qhr3y+anYcLOn3vbKzHmAYWSphROYh0rz3lmHIvkwCG116bvQ4YP//bApOKOZWPE/vW7bejEYFkgerw6i7du3GCT15BiDpJ3YlTJwSFWlyrC4xW9zlxizn6Pz1yQEREf/jZi0RESiGoLy1syOVjIhSZIP5WlfrVFX98AxEof27+zqfo447EGBPxZ4zwIz+Xan5JrfV7aPEnxo1QLK4fnQAy1v2TEjaCkWngz0qicj+OYs5IowkHHDz5jdslx00XPlVqy00sTajwKfosleoZu7shq5vbY9E4crMdrEtsqZYDIYtlq/JrxV3tYCLQQUH1MR+sCSSEH5k//OzFXjcQ0bYQZNICvisCiX+PYW7xpxsAQAQCNowRf0RtoVSKPqfID/7kvAtoLhGI10T1iZn4k6r7J/Y0sD7xZ1TAX7RrMrp4pb+BDiHmoI07SJW5XDCuOkh1CxHHIu7I7zu3DB95f766ybdEIFtzbDXlQGRSFH2QBtZPiOBeTmUY2w1nFKJ7yA5RfcSJK2IWnfgj6HMDjUVO5Zqzno+rIBYiUH4887vfpZu/8ymnz6kSf0xdPybiD6z701CJQHNQH3Oixj4A9sXS3D+uxZ9ih1F5EFd+VyprVgppYL6wEZqmPPbl54i+/FrY2Dj1cbv4WCnCdFUh3LgSgsDMQ6wi49To3X+9/SCjFSIXVe3xy48pU9NQhKufEGKMvJCGFoFYyai6UFB5sN1RZEj86fKHn724EYO6XH/97EtgWvB5bIFo2f3z0ucvzeL+kYOBHAICpAT44Q/+5l0vnbpS6P41dU6eI/2rC6/Dvx6v+SKuC1lImlKjxxbVa33ys99X/nz/+WLzZRfAMtp5uIhO/EmdriCUcmwI0gQ3yubBdL/uqpV4au87deT3dfoap2KfUbFn/+VUvl56S7WcBpiP8zN0t2TOotBtJNrehSx2GDUrTv9xb3/U0wylhV171k7QcVUXqMul6l26s/rQLOMrh1bxcAL1o2rjrsNFoWdda/kcxZ8oPl/JBbS63wZfrGzdlMWO3808r83r/oRImVqC+8e58CTct7sQflwgu4CAe2QXUKyxSa4MdRKOjVhmNux5gYpizEDKReQA9hNvSFQ1gkIxVvwRqJxAguuvt525bEUgkyLS4vm7yM6fS1Ucm+LUHUFwAtGk9K8hx49tseec07+aFaf6iFP9oP1/dPD2i6/aYzy911Bz6u84Ofa53pAFM53jRzDK9VMSVRcKiD8D/ObdB2bXHgARMTWuE3VAdWs4nGdq+lwwH/3Chxez7839fbp6f4XtgMoVqKNxXkAPvVAF37S52tjrUsIE3/mJulDzELbpYF3mdP74ChbmBCKQHUL0GRJ+dOKPzukzRvy5/Nwr0Z+vZsVpdb+h+kFbqL45PV+wfu70L/WB0+aYfcAW1lAkRkfRGOGHGFGxy6i6GH+h5xjm9sE6Ppy2bAZz1v15+Tmsb8Bt7K8Tgvp+B8zJLQ1sqYzVaVANE2iRbYMxF72LOegbKhKtaxuvwjYdbO66P0tg6elgOrFmTPrVv3fUTj6H1C/h+qGE78HUx7xNB3Ns9GAlI2I8SvdD7sWfx3Z8YVXr+gFmGK0pMFABz/Grl3FryJAIJPYl3X9HhSjOG2CdGlsD5+ab76Ag9EKpfAyoVAUOdATD4ukTV0KQaSpYasEuagKliVJs+Rvz1DBXok/v8cib9B73z+XnXqHbr3169vPaHJuJP6qOXNG4gnjbqr3cc7tTZWXrAgpdfHrJjG71i1o/AICRdIWd5ISgCKe8HOsBLSVTqe9zPHq1sV6j4QBaCEhxG97Ah8JUCCLSi0FdEci0MHSM6V9dIAItB9eij0Al/ugCwhhEHh3Nik8SN2Jo0y7gK060694FVO4XtHp/OPAL2TWLiOj27dveX0P3nqYWvNY972jxh1rXT+zpXjGuhWMIWQQa6TfAF2NEHFXN0NwzFrqbf1kcsBEP4AJaJpWrAZUqMbuAINqE27jPwZAQRNTvCuqmg4l/5xD4QgRKg2d+97vGRaCf+d3vGncF6xU2ep5D5/zZtAtnjNjakh2z+ENExDPaW/GGiHNqz71DWNnWk/FVZyhFfIhdU5w/EH/CgQ5giGNjiN98YiLodIWguctWsAApYEt0vwC1fmHrAoIDKDJiFn1yVNNjWDRNhSCdCES0LQSlDkSgdBAi0KCj5y+/YNwa3qaFvEAl/oiFcPU+X7tPOLF1Edq+ujSxi0N9m/IYg0Hm0QZf7jPiNUcqWOBxNvyht58NxJ8wTBJ/pELSY0ABaMSx2K8oKBgxxr3pP6r13tTAkKsLCGVczKlwQtUuIEyMIDRTagS5cv/wFSdWzZ+4DBEofrrunz/4m3cHRaCPW4hAfcjPYVTweR2BcU5tO/UTTuU+o6KKsy4Jq4joJOCG3ed7KZlXEai62KaCdUWgGM+DT1wLf1POHyuJyoNicZ3a5kIn/hh1BBsp/iD9K65YIwaQ/h7HXnZSTJegCAQH1ITYCacgDSDa5LtwypgIQSYdw1Rcqvo3y80pURnJUBMBRapCUM4ikCr9SwgxfUKQEIHE97rHmKATfq78hz8jIqL/57XP9gz0tk05uxCnS6GoGDVlHs6WYpe8F8OsLhZt2/nTZaaDRSF4rV0/xQ6KPYegz/Vj3A4eH9UkltAZF0yYEj1eXy7KtKgKQqckAkH8mVbUGzNXxGBhWTZ9QpBJoWgdfYWgeePAD+6YlIWgnESgbues1an+DvCQEOSiFtCQ+ENE9K+e+xYRER0+fEA/+s//RjHYia78j69Em/JV7LHk28AXu4xYEWY+KQ8Ysap1eBHKAoXd6FSMyj2kfIXCifgzErh/4oovYorRgDwx0loFcrsguRQ+cuwKtmRs6gBVvgdXKqguAtcq6M0331H+fP+TBdqkLnThNOEPP3uRfvPuA+11aeoIUgk/L37jTvAgcaywmWpaWOoikKpl+vHR6UZsOXz44GyOk9LCZMZ0/zr3PJoW813xR3D48AHde+8B/avnvqV1BPGaonUB0X7bDj5FJ1Cx04oCIfXkYqd1oDSnrRuI1wQxyOPmhhXrc47YJRhzij8qll7/Z+kuIIg/A9Mk878ETU39ykEEQu0fe2AxmQlZoUO+PJhC1xFkik/x59q1a+rjvH59UsCUsgiUYrCkEn9WpyvinYjm3nsPiKgVW3SdwcTPjer1jEAl/nSPjejMEUS0nR7Ga06sjHMDW1RtnaL6mLfdrlIQMxjNfkNDCEHE6UwMaghi0MTPlbF1Tafy7P9gfuYQfubgy6+pfx5ShHr5Of1xzBFTgPjnzdSEjxTSwJD+tT0GxnQDg+zQcyHpHDvO5wdGRAXuoAE1v3m33cTuP19sfblm//licrpGn/hDRL2/M+W36uNk7zrlELStVuqF9957D3rbwj/zu991ehxX/sOfbb7G8qP//G9aYSByyj1G1YWit3tZLMFueRCRI2Td9a26UFB1saDq4loYKgj1T6TzxApaCzudr2rt5Dpg6/NXbD5fiD/hUbl/Qoo/srM3lPDy5dfiEF1Cv2+QwdSa6FoTav8L5mPwNjxsVYGCLwSjQIEQf1zS5/yRg3pVKpeNe+f69eub712IP11SrQ2UUkrY7dc+rXQB6VCJMbf+93/XKwxNeW4nJOIKabsrMSrqtvV5bK6WYodRuR+pQLVZYxmVB0QlMeJ16/4S55A3PAkxcPCtsvX7NXC1sYKICoq2Gx7oZ07xBwCkf5mtPS6B8wXnQMWYNL4KJzbPSQL0b8BTYEj80bmAxlzD4rm6HVxUbp6+FC45QLx+/frmcT/99oquX7++eT6XefMppoWlXBeoLAtanZoXpfEm3Cx07hXpN8XuOsWp5sRXtBYyAqtBrHWClLss2fO4gbP29PGE88QY2whAIG+WnPb11FNP0Y9+9KOtxyzJlYP0rwT3dw6WFZ/7c2H2iL0WkOocwKiiPk9DmSJVqMGVCjoVrWuHc54bCfsPkHDl/LGp81MYbOKuXbu25epR/V7FQy9UG4Fo6DnGkHrL+JgRXbKEE2hnt6KT49Pk9sm6ItBJT79s7d6oupEmGHsuhUsIm8dlkrujYUzB+9V9Tnx1frIPIbjoxJ/YQDv49BDxqO/PjTF/haB9Cx+x1wI6vLpLRERv3X6biIgev/wYBrYFmLEiuABQABp0efHeUbDX2ijE68KtXR56odpy7ZgspoKu+ydk0JSSGyg1F1BXCNrd26GTo9Mksqd0wo8AHYzAlGsY4PNMhSHxpznlVB+dLzYv3xyO0W2zFBcQWr+7o3tjUvxbF9eOjlULRqxo042nIF+DcL2cZ+lCkG0aWNX3RKBFLoblXBTC/gN0FtTyoC262Zy0nX981aXYEn8O1O4flQjUdfB0F0XxGJ27x0ZQmnoesTHzhxCCmhNOjz79p1Ed25DYcy42SzB1CUAcAMA1vCYj8ccE2bnjSpjpun/kNLC5gQsoHXTCjnwjs1vCYNLnOzHGCJmdk0NL+CUKQeI9C1fUvRsng2lg1RwDLHZyuABAOujupBS7Z3U+6uO26KuJ5cKqQ5jo2mNZBFSIQN0FsyvuDC2UPtLA5HOawoYt5VpAxS6j//eN/5VW7zfE6zSPX3a9ASBfnwDEyOl7jbM6QDrnzxh8detSpX5NFYFUx2oqVqnawTenfKuOYq7zUS7un76fySKREIFM4tutENtDF7CQBo2Y0sBkneLxy49thI8+UaSP1EUik/eoA3L1hIuCiKLOjwTxYrWAMqJyv+2ws7rXuHMEGYo/OueOyvFjK+r4vGsGESgM1cV2E1I/4G1Xpe4mIpYcsfUQZ4yISkblLhEr4P4B8W6yALCl2ybeVBzidevmVM3VtqlfMbVqH4tNKpksAr3/FzXt/2JB5R7zKgSB8ExxA00p84HUL/V5EAgBZ6wQMkVASeW86UwBVd+JBdsXna44NEQgYCtMTNlsr+47cFwwoupCYVwQsi99S/WzPiHIp/NHda6xoQtDedBpP8TJuqNS+3hyKxqJltgiFkeXJKAAcwRIka7gMxZeq9PMbfYFQ8LPmPo8vsWkvucXvxuTunb0V+2Gqz7mWQpBS2/9PuaG5dhGE3PtzeX9bgr73K6TJ3dRZ4h7N07OjSOVCFShpdr4i8IZHOd2KYH+5MVzLdzU6/pA1mNnXex5bOFb0xo+pnV+QohBKYhAqbuAVOPMtqMSNBmwtPUAABt2Hi6ciD5b4WdjHoNOEWViKtIsv4/95wvlZttECFKlghERUbN2xa7EzRHMVSnh1JleuOkDH+ve3KTluOu9eB8maV25iURb7/kyGWkVWyMcLdVa5BPXHWzie9QIAnNurss9RuUuo+aUE6+JeDOwuDBGxS5Z1/pRLYhCtPFdzNklcAIBALChAqnjQgQa0w7ehv3nC2IF0YO/ciNWuWr9PlbAsi1q3d0QN6dt/cbyIH030NLdP6ND9qL9mlK+YW7xJ7dsl9z1DRPDSq9k99bttxdvpTK9MAAIv6qsC9keMKouFv1fF9gk8aeLLAQheMGGFPhB1BvoFqAE064x8QVAqujq++w8XGy+ekOHcntz6sp+uf98sRE+eHO+IcWXX5uvTpDudcUxdo/d5Lm6XybUDzjVx+NcIJivlsfcpVmGBKeQYhDK1Pg5h0YetyU5gvrcP32gFhBYEqIrQoi27i6J3QmUXSoYcHKtETloRbtQsHkCOeKqAxgrGbGCn6sr6DOlw1YEMu30Zfu8qvfY/ZnrjWdzzKmomFf3lc/YKbc1NSgJmr9iqAUE8ccfW1cBWqqNvzAANgJL3Jim6EqACARiRNViVlxjD71QbQlBswWxmOsBCDp+fa8FrGydxM1xp4Ojw7qUuvo6c2IqbsmPc/E+mlNOZclGjYU5YyYwjaJiVNdmF1aKnb9C1wEC03WKcxHkkluqyZWzhy66FCulAyyik+HkrhX9jJ8FRCAQG11RVSfwiMfADRTnZgkAn2Pax7pQ7JzVp2lO28LFzak7FUhsDFO/m48NLhgLqxjRcXodf+Y0O6QohMWMLNJpo8eltVSTxZ+wM4O7p1I5MrBJAE7gbcvYpm6LSFLjZjFrTvksxREhAoEY6Tp9+kQgoN8kA5D7WPe1NhQ7jGin7Vy1utc4vdkTTEBZhxNs/XImnc66tZBsOqNZHxraXYKBTXqX2ESPrtHhmSceRQ3cBMeXmIcrkwGWe0s1lfhjetGl4AKamjIwR5oPNjiRwYmamrc28drtU9cP2uct9sJ3yUB3MBAzKPw8vBEGYMnj3+dNguqw2DiCeL1OEUvBxLA+RtNYpdhjVO6ZxR71ESe+4u1LWJ4PVjEq9pD+tURM6j6h3g1wTZ+Dy9kuO+XaPz++Ma7ws445RCCTjUJKmwnUuYgsnuKkFX9cFILmTRtYERFEICkARAC2TOSaPyCeTREAMV8PLtcM4Qgaa1VvTtvuV/VPOfGGqHooLgtMsWMu/hARlftscy6aU07UEFFBybd4B/6xbQUfi/tnjjQwpH/5//wWn9A6tuvX0N+EtMXlvEHI5b0lvYlfp36pxB+nlm5Oo9ukLvrzAWAhG12IPwCYXysxXDPFDqOdw4J2P1jQzgdYVN2QWNmmuk15b76cy3D/ZEihHycpCR5I+8qDRdsrXCqakxRSD3velz5/iV78xh2nz3ntWb+fx/XX1T93UewUG4dpuE77ImqdQ+doUBNINXYRiC2XJbsgMW8D4PY6mmstKXYZFbvtur6636ZREaPwKWWs7cjEKrh2QOChV6iHO1K/QEjEeGNExJdqrXLh/ul7TjkNrKuadp0TxS5b20rtUTlkXvr8pa1/y0KQbyFnsjDwuvuN0NwbidQdQPUxp+aE904oNmlgQvxROYjKPbs8+SVsOkOPH6Rgglg2rACAPGMTkQ7Tppev4wsPSz8r0hN8ELPmR3PKqX7AtRtyl3vREHtmuQi0q4wApH/5/+yIiCqcWH8DzHctIBPxJ0WuPasXgcA8mBSwUzp6NMTcTjVGJ9AcLiDRblwlAslzD4QikPqGB4ClX3eh1xjRpatNw4IbB3PhEoJp2rIBpSx2IBUsHVRZSojaA1wgc3cF85EO5huVCOQiFQyMW7BYyYiV+g5gLgUdYROfE4hALUIEEt/Lv+tem6rHAIBNDgBpXZNwf6TJrfce2Xx/5eG7k+IfG7D+W4TTrG2qQpRe6tdQqZNui/GxIB0u3Oe32Ks1dEVz1xeKfAc+B+ePjCsnEKy0bhatYo+19lWPOfvFbjxFIiEC0VZQ1xfkmTwGAIg+AKR5nUIUipeu8BOa7o1Z3KQdiKML1rZearh2g56aiBDi9YAfFnml+hy8YrDOLTANLhgDNweuPBLncWOBmWvlIipKRrRP1JxwL0Whi127dqwhgAh0RtcN1PcYcZ12/w2wkQQA5HMtQxDKc86c8rn2OYa7scNi4wKmLwQNoQO1f0LQFfAQnQcYZCINTC6Y1Z0UQnL99f5C0LfunglEcwhBXXHqM08SfecnGKOh+MSb9YyvPs1a9L0nSnyAnjERgbqPg2CLDQwAIN/rHELQvKjcP1PSv2xQre99biD5BlH3Z0uAdfZ6SHUCc7O4yNxH56+56aZ/Xare3Xx/Z/WhUc/XFX1UTiFXolCfC0m8xq27KArtk3kFn7DvJSeBaM7W8DYiEMhvwwcAAPK8kKMQtOlMJjbwZfyFqkOJP1PihK4QtKiGEuys8HmXw6u79Nbtt8/9/PHLj0X5NnrTwDg5MTXA/eOfRUXoofMWh17PRcEsFXdWH9oSgojGF4JWiT23HK4vQ2KS6vcpuQpiCopyEntcvH9TQSjGNDARePsaXxBvAAQfAIDtfJGTEBRa8LGdc13X/rH57GxvAqkev8g4g5m7f966/XY0IpAsUB1e3aV7N07OPY7zbaeTKXBEhUPoE9XST0IoQncDEyLQWBdQH7HWBwLbLF3wMTk/SBsDS9+wAQCAr3kFKWJ+mDP1i8hevMFNpZb3/8IuLlc5g2Kkemat+tTUOoAsRCCIP+H56Bc+vBwBKJbUL2UdII7BOATSwMyA6GN/vkxEoCW6gBDM5b85AwCAueYciEPj5mYf4g8+i/k24jKpiD5dVjc5Vc8w4g0nZqH+yOLP4dXdrXMQaxpcDiwiip+rI5ecBubbBSQ7fny6gEBcQPiZfu7gBgJL2DwAAECM8xZECJAzchpcqnVuhCjz4xvbe+vVTU67/9pt2iSEIH8s8jYuikuBnID4Ewa4gEBsGyYAAMhtfsN6ZkcshZ+BG1IRO1S1blkx3v3z0S98WOt+ghDknsUJQHOLP8o28ACMAMKP+/M55AKKVQQC+W2CAABg6XPgEsSgKXO+C/EHgtvy9qIu38eWCFSSUf0fXd0fIfAMCUHdx4JxZC8AzZX+pb04AjKU/mXTzStE4edbuIlhDMQff+cVIhCIPegHAIClz5MQLkAqmHRNy4HjvxnX3VoWxB6//NhgLSTV7yEKmfHW7bcJlTwDMKcIpOPWXXNR59bdM3HGhxDk87kBsCVFEQhpYOltXgDIiZTnH1yneXxuWAMBSHOPrKIr5pgWxn7r9tsQgQbOjyBrASiWzl+DsPAvaSO2iMf6EIIg/tgD9088Gx5sHAA2kmCp819u7wXX77Ln3znG9NxjDqKZf3Ip/qxDNjkcvTrOBdSHjRik+/1ShSHd+YADaKYLpHuhXPjlad2HXvzGHXrp85e2fnapetf5e1AJQfLvbLBxIYFl8MoP+da/P/0xNstxmLaHjy34RTC3rOAdAGwQ3b9XXNeYz5c29gEIga72jw0qIcfEIWTqInLJXKKTyXvNVgBKxv3jmG7dn279nxe/ccfZa8iijUoQGvM8YJgluH8+8tvtwHjjq9uDKhZxSA4QkQoWZ/AOAJg2t+G9Y25ZMmM+d5vrBuMqDn767RU99ELl7bmXsBcN4QLqw6Rm0BzEeEyCLAWg2OrthOLO6kN0qXrXi/unDwg5wAcf+e1H6JWv3qVPf4zRKz/kG2GI6Lw45IMUXUAIzgEALjanYPu8Yb4BY9almMXEpc0HQoxRiT0+RSDQ4sL908dYZ9BSkM9PtYSWarEortpi0Nz+uR56oVJWlVd1/ZLdP9eexYWQIq7cPzE6aXQIEahLCPGne85REDruABuA3MQGAADWK+AesXfSiUDiMTnvRYPvcWc8H3PoGrGJTrpzUA0ddGqi0FJTv1R1gHLi+utYuFwgxJ9umpX4WVcIkkUigW+x6NMfYxvBp+v4kdPCYhOtcIcYgTQAY+YNAADA3BOO7g10IfaI///02yu4gRzRTQPz7f6JiVR0k8ERnlJLtRxTv2SXT9+klLsIBNygE1Zk0af7OPGYEIiUrze+eldZDyhWx9JUEejWe9vn+8rD4883xBIAsOkCAOTNrfcemRQrLJWu4NP3cwhB01GJP0sxZ8QM++gXPszH2pViE4ZScf/Ix3nhUyWV++c3taoUL1OEEJRD+pfK/WMzKefSZtNFCpjsAOrSFVxUvLGuxxOSuZxIMja1gMaON5cCEAAgHiD8pA9EdRALLmKFpc5JKnePL8fPUgpAD+1xZSD+xEFFlEdLtZRTv+5/t1ZOSD7IIZUKivx4hHDyisbN0+fyCSG6qAQfVWraKz/kQUUgm4LQrtLBcGcPgHSB6AMAwNzUD5w2ywLiTzxor7iUWqrdu3GS3AXQp5C6EH9ctn0H04ixKK8sngwJL77pvn7f624ErB9yZe2ilLny8N1zd/YgAgGAjRUAAPTFCqmDujv5YFsMGsxD79WWaku1FBRG2wtEV9tniUKPTV0koGaoE5gQWEKJK7avM4foM1dbeIhAAMS7JfTRAAAgAElEQVQNhB8AABgXy+u6Gvtgrv0CnC84B7FhfSXE3lIt1QEm1G95Ehwq6vzS5y+NFoFirwdkmq42dOcghg5NKbiA5N/p6u8sGd8ikBB6QjuBuq8HsQmAYSD6jNvszbkJAyAHcnL/dOcC1T4oxFwRov4PALGRxCrcJzrBZtYvAnUFJPkx11+PWwSSj61PEIJ91A4TB00uqVVzbQ5di44i6PMt0MBxBED/tQ3GbYL++NeI/rf/E+clhvUEgLnnhm7MLoQfuSZQijWCIP6cz3KB+yc+stoxH17dVbqFYm1jL18gfe6fS9W7m+/vrD7k7BhiF4G6dI9TJQbFLgLF6AIC9oRIBevL8YdAA0D4DTgYtwn641/b/nkrAuGGjesxCIEoflRr+tS1PKdYQJUFoROGQFr8+Ot/DxEoMorUB5QJMdUteuv221tfh1d3jf9WCD9dMagPOX1Ml06WYmcwnWgVu/KOIA0Bu01gpwvubr33iFcbeG4FJgEYew1D/LFDbNb++NfOiz8unz+1tT/UWMWYjQ+X63UOa3PfzVrVzx96oTrnCEqFj37hwxA+QJQkK6Xapn6lULzahDurDxkJQDqxx7Zm0C2LmwtXAq9L1541dwLBQg1cErIgdAg3EDqQAXC2VoBxmzoiP6KP6SYSLgH1OEbsEx7cRDG/bk3pikCxXuNI/zpDznKBCyguqpwGmkzKoo+c/uUy7UslAl1/negzT2o2h4brWFcsCiUG6USgmEEq2LKCcBfBt644dPdnEGsAmL5ZBuM3PSbij4saQH31QbppJBCCtsc3hKAwmIg/tut17s6fMdc/SA+IQPOe+y5VDm8i1cEkahP9+Ma0QtZjuoCpRKCpoo34+1t3z8SgEEKQSgRCPSAQU/DtKvC2cQO5CBjhAgJL2BiDaZs6Ijvxx9XaLNcHkTeIEILU4x1C0HyMWU91a3lKa/MSnDFw/5xHdgGp9vB9f7t0fDa6ynpVjLX4s8kFIhjj/pHTv0TKmEsXUe8C11mr5BQyX4KQiRMIaWBpo2pLP2enspBpYKqgr88N5BKIQCC3DTBwt9kxTflyLf4I+mqDdAUiiED66wBxUThsHLu5tnvPeT6EgOGOPvEj53Mbqrt58ldkLoOgTwSaghCQLlXvnhOTbOsBjdqsSutXX02hseKQeM7PPEn0nZ9sT8g5uYC+90RJn3izXvSC8JHfPhskb3x1ezDJAlHubez7hCAAAAQf35udOVw/fRtMiEBurhMIQv7R3VgxXc9zvimT+nUqmvuIMiSpmBFSIpRIkiv7zxfpCUBL+dBf/MYdbSHnPnR/0+0gFsoJpFy0NGtbN23M5fOqAp2YgptYUsFic9fYHPenP8bolR/yXnHIF6YuoLnHnU2wCEEJ5LSZBe4wFX66dX58OX6WtKGc6xqCEDR+vTVZR7HWLoOlC0GywWH/+f4G5EevNhg0CobOmy1YFTNmbrHHasFc8DpoIwK5dgEJ4acrnhC1AooQV+THCuYQiN746t3NsX7ktx/ZHKd8/EsPNsfeHURAClLbpAL/xCD8gHmvMYhB09Zol+srUrLTZIlCkHjPwhV178YJHb3a9IoZfb9bmjjkWvTpktQKnUvxZx2ySvriN+7Qn//64ajnMmkVnyOp1gKawwmkE3/Ez4S40v3Z1t+vXTahhCDh9OmKQCre+OrdKN1LPsed6R3HPnIoNAmWsyEF/klN+PH12hA/kCbmap3uW2unPh7MO08KHr/8WG8XapMO1amLRL66cPsSRHTC0jNPPOr0dW6++U7Q99UHbtFEjqjfo3Py9NXwScX9k9tmfEqQOccGp5su1RVWhAgk/1z1+1AIEWjofYRkrmLQrugLLiH+gJg2nSDshgaOH1wDpscFQah/je2upVPWVazJcc6VMkLAGSuE+BJQYmHIBRTqGATdYwnlMpr7/SezYufu/um+L5ULKLSjR+WiufYsJnvfmIhArtLAZJeMcNeomEtc0R33K9LxvBHYjTQlaE4hUEaQCbDZXe5mxlT4gegDdNcuBCEAtp08uYs6Q9y7cbL17xhEoCVTCbEB7erixdTJM6ZotA1CFOoTgvoKOXc7dGEzriekCCSQ6/30PY5oXqFF5wCyeR8YdwDEt2kE4ZHvYOvEn6W6fTBXu722cT5Brgzto03SunITibbe8+X5Gznp3D1LFKM2q3hK3bVyF6t8toTvIqeP3bprJtIM1diJMbhNLWANnQ5mKpr0pWD5pvu6uuN95Yd8FhEo9TQwAZw/YI5NIZhvbUSaF5hjDshdCMJaCsaQe4FoX/tbYMfRqw1qAKXA2JbwKvrcRLE5dFwHu6rgNWY3xpAI5NoFZMocDhtT55H4fQpOIASqIOcNXq7riCBFMaR7/H3CT1f0SfW9ulqDcS35fW9wBNkh1xMSP8N6Pu98CsYLEbE4b5bWYQwCUCJMFYHG1hB66fOXegtNj8F3LSGdQ0knAsUegMYoAs2BjaAD8QcAbFJ98NALFf3026vk1pOffnsFtw+Ifv6AIDSMSgQC4edTkBaywLN0N1KVQks1Xdu0nFENzCEhRhaJRPcwIf503T8moo54LvF/+W9iLQotjkslBKmCdtRkiZ/cBB3XYw5tYsGYzRYYR1cE6v5bfJ/iZgWFnUFKc9SSYrYrD9/FGg+y3t/iWMIh9BlvK/0cLdXAGUL4UYk/JvguKB2Ca8+mVa+oL9CBCwgA4GMjBcYhhBKVEBSjiCK7f+Q0L0GKTlmA+W0JNYW6IhBcQPMhC+poojRdkPCdBqZy/8jfL00IwiofMWOUya4LyFb0GcJHOphvVCJQji4giEAALHfzA+aj6/7p/js2EUUWfHSl/BlBBFqCoIA5Mf3POyYRKPX6aGBe0BI+3HkWJHeVLl1pVV0gsrI5VC+oT8TJwfkjY+oESrkgNEgzYHUx3mRrOO4KLnsjA8KTigjEDR+DCmqYB5Z+vmOMBVWpYKFTw1D7Brjay4dy3PS5f5aEfB6iF4CWWP/HBSoRyId759bAXvNKpGnLKXYFGwIuIACwyQNxEJMIJAtUU9ZIADA3n5FivOj7hmLOcwfSv9wRW/2dJdUDOry6G7cABPHHbEDuP18o6yx1RSAf4s/11/sLQd+6eyYQzSEEdcWpzzxp3uY+VhHIZNGGCJQnujavcP+kv4EA+ZLqJki4gCACpbk5VX1mMRcpz2me9x07zlEQeozrB+MNxICt+0fec998851RzatSAFdmgoNZlQbWJwKZIncQE4ytJdQVfVROIVeiUJ8LSbzGrbv5FIUeAiLQPHzizZq+90Tp/XVQ/DHuDQDIlyVtZpAKlub4lIuSq36PTfn868EUociFCGTqAtKJP/LN3yXE1sD//lbsZ10+H1CTzCoAm90wOhFoLN0W8oKxhaBVYs8th3vYITFJ9fu+QChlFxBIK1gcM85UIhCcQfMF8wDMvan2VZtj7PNCZJhv3ul2qJM/i246ID6jdPDh+umLJ22veyEImTRdSRWkf6WDai9s+nnl6AKSz8fjlx+LVwBC+pd+MPZVS/clArnuKEYUb32g2Ik5FeyVH54vM/rpj+E+8uRrxfCOn22QCIEDgPQ3IqYwMisELeCdv3N9jBAf/CM7guRzDyEovzjB97zSV/aBSF1uAa4zYLq/9fk6UzWJ5/+H/74dz//yz0mdY50mgCsyQ2zsc0uzyNmkgaXeFcy1CKQSdwSf/hijV37I6SO/fV6AeOWrdyECeWDubiAgjo0/Autlf/62DIlALPB7iXH85tQCXhZ75N8JgQjzSFhiiS9FLDk0twwJP0Rnrv4cyy2g+5k/bEwOY/a1Y8QflTD16n/9bxsRKAe8z/hjBAa4f8wGoy9kx49PFxAW6ekLdx+uRSCVwPPGV+/2ikMf+e1HIAI5YGzeP9K/liEKjN3AzRHYYrPp7zOSu3/KyCncqln5S1/6kvJv/+iP/mjwNWxTxLvvDeMi/LWFc57O+u+S3/jW+8aPtRF/hLNfFoF++u0VHf7PFbEyj88D6V9x4tLUoNt3P/SBn0nOBaQat9HN/CrxBxeaepDv/2JBhBpX3oEIdMYbX71r9HuVUBSSPkGqS86iFISfZQkAKd2hROqJu89+SPBR0Z31dGKPii996UsbEWjs8fQJRHCi+EvLxbUGTLERfDbxhkHIt7rfECuIij1GRZVO7IXaP2GECR8mh6mfVc6t4aNeEQ6v7hIR0Vu33yaitmgROGPnsCDi7aTK0fTJe1CWsgjkgq5YMiSwDAlFIeiKUCphKoZjtMXEBQThZ1kCQOrvDRvTcYwRfrqYCj9Dgs/Y49YJQXM7gnJK/wJAYOr4GRJ/usKPdR1PTsRrovo+p6biVB0UaDUIlExNAyPyI9SllgbW54gKurpOraK9dCFIqUQyoupiQc2KU33EvTiChtK/bLp5hSj8fMvT/jdlEciVC6gr/KjcM+L3MThrVAJPiqLPuWvIQQtYkP7mf0w3ximB/1R0NSEgAtl97i7oE39Ugs+f//qh9JN3tX9vmirefS+uxzIAKRAipjQRfmwdP6ZxfF8tIL4iOr3XUHmQlhsI7p+w4oWrlvAuefW//rckuoINpcMlGXUtUQgS71m4ou7dONkKnIuKUXHIqFlxao55MEfQrbvmi8Gtu+fzhF0fi6/nDrlgjyWECDQk7Ihi0ENCkW/EcSwNuH/yQuX+ERtnnZPCt5AzFl2bYPE+IQK54VL17qi/66vvc2dl/tp9r68Th3SCJlIFARiHC8fPJLePCZyofsCJDihaEQjFn8MxNd1qaU2NpjLrqvrQB36mvcDWxZTk+j+PX35sI3z0iSJ9pC4SmbzHLkV1pqbXQghqOHFPe2GbRUE81ocQFEL8EcAJ1E9MdXWGjuWVH3Knx/uJN2v63hP+qxyqXEAQf/KiT/xJmRw7xMRGvwvn3ua7rtvHxdjqe11ZHJIfO5QaFmr9nJMQqdwgLlzHky4cP96Fny6cqD7iVFxk0aWDQfwJz1gRyKf4I1xfKdUCMumEFs1tFV3nLyHg2AohgrF/l9ImQXd3rNxbz6actQLQgAr04jfunAsCx95N7N28KoSgKYuNjQsp1kXbdRC79EDSVNhBZzKQOj7SwXyjEoHgAhregKjWaBWqtO3uGNEJP2PWe9OUL/lx4rVUQpA8njE2AOjHdapX0Ji6aW9Yl/vxxGPy3IuatPMJGWPSwHyn6t18850k0sD6iGJFbZ1A/a3fuxdb7qLOEPdunNgFR4yIsfU3hnQDyG6A5nKjIS8wKkFozPOAfhEohAtobpYg7MTm+EG6hr/gMwfnj2ozAieQe+6sPrRx23TXbnkMibW8u6b/+a8fGgk6Lm4M6Y5THGtoURPuHzDnZz92/A0JP6YpwT6EH5t4vjnl7U3rREI3CEHxYOJ2AeeZLVIX6V8qhj48kwsuN5Fo6z1f9mtF6wZmQTe0iQk5MbuAREC7ZBEIgKUyFHjHOtfC6TGMEEb6REEhqOhcNrq/v7MyF3dMnT86hl5HFoEwNkDO2MaTroSf7noxa0kG3opAxe78CpCq7btuTwkhyD1yGlifCyhk3R/XLeF9Fbk2FcSyXU1zvxhdDcSHXqiUea6q4C6VYqPgDKSD/f/svV2oZtd5Jviuvb/zU6VSJAV7MFIxyHYZOyG0p9JJzUVA3e54IGMbQ3fUxONAB+O7SaBjBHMzvlRuhjHR9Lj7zoQ0tGOIMg3G8Si0EyUKYZiykooH48hIiUQjCYNDJEWlqvPz7b3mYn/rnH3WWWvvtfZe/+t54FCnzvnO9+29ft71vs9+3vcFYjtRCNrC4pkX5wt7RpH5S8EBEdGnP0z0h3+LOVsCUyJI9zBHR+CsJXZU0JE9tp8FEgioHSkRP1MPGpa8J0/gmaSu7s9cOZLxz0EGxY2NQyH3NLAkTtIXvvcDrFoHRsuFY2RaYyDn4MglUlcBTcGXCmjcCl7uxIWaO3XZIkEwI2hbDl2NlqWB+tgxVznwrp8CT13Dy28hFczFmS2vkzF06yS0wtcHseQKSP9yEyjDzvvzJ10SP2P7bGPvfZ4XROStWY1LQmGuORGRmiQCKWSGccfrcbkTlVomx9Svm48/qq15HBrRrTXInziH9dRBXToJFPLQTsW5DZUKJgifj375EXru6bfOvici+uHTdXSpCtUJLEXoFIUggdwG0nLwvrRmisp5f9nhNp0LDlS/x1qZDvB0ZJntuZ0yIZNbUXPgop+5dP/G6LqUg62ZIn+WKPFtG6eE6grGmrTGXUcoLKlJ+/orb4AEmhkfG8Rq+S5n36SmArIhxeBlZQzTNDBdQGbigOlas+aY/oWnzGEgCB/5+9ThuiV8bY6/zpEWpBACe3cQJJCPIB5F9dMKpnUBn+o8G5/TOT7EiUH85KrgTW1d2r4mtftJ5WwSDxRdK34ElpI/Ic4FluFzMxsySPf7WomhufGyqQWUa+FnX3WATBDV4snqH1Tudh+E+TqISyBTXB74UAHlAV1Kmvg5SCB/ey2noAAIC6SBuR+zXJS8tat9ckr/KtmGp/SAwrXiR8BG3RlK9XMGRsRalvXaVhE5JsqWGE2LYpFOpvdqc32xuYNUVEC2qig8ji34EHNh0CDFrgMuSaAfPv1W0sqfcUraOGVN/AzwA9QDWgdZ8eNTBQTkARMSSEZoUmitD+GTHIT6Zz2Wpp/OzblP6NZT7PPJF8Fmq+Jxpfqx2beMDV+lwaRmUAyk3Cl7TP6oMl1ipX9NXZMNQtUBmiPGolm6d995GydnhIWoc/5qJHps6iKZIGcVkCuoCj8TDcRKasqaj375ERA+jvbReO/M7SOQQABgdzZNBcTj35kEXLmc9egymvaaHPuTuZUKmEqjjHU+TZE/a9K9BGzInxhpwGzDiFg6a9sXoSGQMgETGjZqn9jkjy72jq0CWlIQO5oXLrNfSP9ytxBVBm3uqd+apzipO2qmTyFcHPxIBduRQCNiJTXyR1Yo5VSnKOdggQhdYkqGys4iiE8nsM3l2kOehbGRS/rXFPmT+35JYa+4Jn+Wpm+5IH+Wjmezn46PGCIejZGClRrp5GIMwB0sB7xx4MKBriOBxoe9/JpnXkzb0ZevbeqAAgnkkAT6Pk9OYaNTKBGlqVLKGSB7/GIu/cum3oOvJ77C1v7mzy3rLoauQMvOVpszL+X78HVGI/UrvA+Zsn8o749QKqC5Qu+2WEP8mPzNy57cuWafResAVlNtwlyLTa9NuarxukwAD71ATKl/xu2DXdaOSJ0E0h2uviTAqZNAU1hDAunIldSKK8sqINdEVU2t4FV7BeRPXNg8yX35rXU1H0zIBVsCIqZTnlpXINdnHpAGclX/lKD8Ue2P0CTplI0z9adlQmaJ/TY5K0yIpanxm+py1Owzag9YEmvbJngG8iE6QiFWGtjStLhNrEHChosHUTzUtICofODrnvLkRALNHfylk0A+6wHpiJ5USCBZnST+hfoHKAU2gYB47RIiqOTOXd5VAJyo7zjxLRHvBuKcNYzu/XGHBTxzTndHnNiGqGnt64ZA/RMWc6qRjzxS2f7n5/vdxLaqfGoXHbpM1Dwm58FS4ocYUXvIqIlY+yd1QgGoA929y/aANUNXPLY3/bdraiLhMW0hsJWiCRJoDrqnPbZS3xTSEUydS5cOQK5KoKUqoCkSJQWCRadQGv8ORBCQElTtvE1sty1URNASm4yuQNPot5z46fAvSebo/vMgf0xw7zsdHT7RUMc4sXZQETQb2O3UMPdQcK36cC3Gdu7THyb6w7/1/IE70rc/5quv18V4Tb3H3LysIv8ZUXsl7p6V1T8gf/KLeXOMvZVmoVP/jJ1yopNdiqSCCJLJn2u39onovNbTXMrfpGczfvNJJtfg7wVCtD6reUPIC1FO/3KZ9qVy9J95cThIbQ8bn4ecaYDh62l2qiTQnArIZWv4FGBC8Dz3fZ5cuhqwzLErMQ1tbMPHttwl4SLbXBUhRKQOltAVSI9+y6k/4sR7++sC9AE13xJ1W35GBrUHDbFWf+algFzSv3T7W9gigaV+5djWqGyMK/9v6gHkmPj2nQrG+aBeo14/rnM+9doxMSHc1pA/c7Ei2xBtrjYEAKaQ49qUybolaWDbO5w2N5nqeCPqifpjTg3Nq4FkzBFB0T1ksK7pYEkQoSKB1h5Qa1IS1gYBvooB1qYESg2mpI54DdRAeePBz2yKazc/Tt0NCZXtVQUA6AqkxhLiB1gSXQ9k0HbbE2uI2it6Ighwa5PmfMKldsZl0eE5H1L1e6dnCCfq7veXyB8Tn/oP/9YNGWzjT5vafQETkQDbEG2uxCd/oP7JBykWWZ6Da6EL5wMJ1O6dxyOqtu+6Lm86IujSTjx6oT/7kn/uelCw6dxDN6ZL1D+qtIOQwcdHHjn/EmSQ7mm0ywDAF1J86heLlBJKG1VKlu7nIfFLP8NA/iSOd7+1PfsydfRygS7o+Lvtf3P2JZCyyiZHUkg1fkvWEe+Itnd76u6ZkT+yjwX1z/KzmfdE23u9UloPuIVpOYG1PuDar9joT7jxelTZzTXEtM3DVFVR6GdeXE/+NAdsIH8iu1U1df2qKcYt/Zo4J+Knal9B4PqNxybTvl5/5Y2zLyIFAeQLMSpjA+5SA8YEkuqJj2/Ih7lMCLkgh8TfyylsLg+MHKXfvrpZiS5cY7InNvED5EeUCLWPvE8FiVKCw5dSa2U5EPjqr3youM5Aa8mX7pgPBIThczMXD9hqw+yY8YEE6k/TOlNyTf+qBV6IV07UncRZh2PixzURdvhEM5/y1RJtrjVDp68En6lBiJAuckr9CgHOudEanqv9QzSQQVbaRnHgmrC9c4czNl3Y4OHbv3rN6m90Dv2YBHJZT8gWuoNsLQkU4klRjulgvlLBPvrlR866cD33fX5GCrluyx5DzVNTK/jYMCWBUksJ012vzo6XQLSU3hWoP1le5BWww9EL/bQ/yom6+8Nc/J+HhxgwR5D9P6ECiukTpozu5HLBd1MffEz+23batS2hMLbNq9O9mqHQM2vSIX6Q+pUPckv9clEMeunnqjAmgXSpYRv5MDW5odlDV8LNxx9F8eeMF2JOB3uqwYOMlEggny3hTfDRLz9Czz39VvDPVamNVEQRikLngSnFz5ggSoUEUl3nnFpJBAO5FVk2DWCy7wrEB/WPLYkhA+lfaiyt0dQdcSLwP0AM8IEUDu1rL7WjH3lkPfnTHjBq9tNU/AD5xrW5xd6qws7bO8sfDjV7yzaUjgza2N7QEoD8ib8QlyJ0wdHcHU0b5KYEEmoWX0WhhfonJMafKauOBEEkCCqQQHlAR/CkpP7xlZbm22bJQFcgiWiwfNIP8ifQ2ZyIIAvpX/Wh39rZBJkEkotCm6iAVHV8TGziHOH97z5xQP9Ld6r9PTp8Ab7i2Ryh6+61BM0+0dGfr08VH5NBG50jMh5w8b0LQsG2Tz3gBp/6T3fp27+qd8ynakxA1uvXIUyBBLJRAZXWHl5gTPSM09GANJFrhy8X5E9KNYHks6LarkCciG/XMQ0gf+xhokj/D49cwUB5xJxyxWbfhlD+vRxQcGybDro2nW7Jvc0Rqv/uE+c+6v/W7l0mgdiQ7tVs8npIhhozac5DyVhCCDV7NCjqHD/JWOxB26aB6QAiKPxBDQCx8Us/w+i5p99Skiw/DKS20V0DClEDoaGr7ZMq0eMzgIkdHMbEGgUXyKO0Uav6x0aN4jsFNHR6Ke+G7j0uzgeTs8D2/myIHyXYkJaSaoFnX0QEiKJwpM21W/vKGjapcgZy9s32Dqc9G9KHnf/LGiK2z4g1btQ/MjZE0+qfKdiSQEv61APuFuKn/tNdoyKiKRQaNX2K4esglz+/O+LUHvo54WotCq0iYH4YOdVKFKVO6ZqAciCrf+Zs7VL1jE9CIHSaWWzYpByxlhHv4hDI8jXWRAhN+aIlqn9SqmXm0kcbp1+6Jmti1BbjHQ+efmhyf2uIn3bDiLpBkZAb8eOqM+gU+VEyOZSSUuf1V95Ihi+QeY1rt/bp7u2Ts/83VxdsEkbEGGn3l4t1ZnWCuKgrIyZsjggavxZIC7KKSA5QTJ74uOoEo3sfm0PehGzqd7Ud2ivlEgGxi0H/MEIhaEFCEVFUNRIA6DBFAo0JJPk1th1j1p4J1XcFYkNQ1Fu0ez58ovHWAl4V5KVACrkgqkLU6HOJJefqOEhVkT0xSCBVJ0IfqnIVEbTEt7PxSX2AL9zatvbThNwy2S9TxA9jRAeHDW32Gmrb/NK9xpD3jcuafDWlM6VGvCTrGqxsBuzLR9jYqn9kEshUBaTqUz83eTnJvlLdGDIT6aqV8NTB9JFHwrX6nWoHv/Y9ZPSng2PvgwSquTW8rvhyKOJF1PyZuy4AWIMp9Y+LAso6px+pQQEdvYUkUCjH0CdpsnSduVqjYixclCZwfbavDVSF7RgHrqKzYSwl0JigGNssl2mrsm+mIoRc+ni5YTwWuntcS/w0DdHefkN7++f7KmfyZ2qf2Z7hwPozbOo8U/ERuZA+8n0tHSPVGe9KZRbk5FjTp141+SCBpsfH96Gfw4Hr6/P7U05ss7wdX2lYQwLNtVcP2X5dTkcT5A/UP0AoiKe+pk9+ZSJfpxQCCRQQbGiBzDtOPECdfNmp9PWk0AQi0Fyy1nwRU6Wkf00RQTFIoLGtKsGvyw0mxI/Jvpqr8bPZY3R4pcWAS/tQhdrIIddE+9JSNKlB8BMv3X710v25GDOX47JZ8sZLVUAmg2ZCYuh+XysxNDde8nzNPaGRVUIiIBGH/dTTnhoCje6IeyGAUlABLUkD89UVLDT5Mk4HEwitRgLqhqqLlgo6FadtzSBf3Xmq7grEiDYPNNQdcSslkE+nPCQxNJfilVv6VmoBqCo1zCcJJH/m2FapfMfa/MEYmLOJa4mfpiE6vNpS08Dvsdkna2IK3Vmhs903H3/U6fXfee1NqzMlNsGSOlyUzPFNim1cvbEggVw4GqoJNqEIlD4AACAASURBVFG2xJCGxVqMpve69vrkJz1oCU9EfFAClUoCLcESEigFUkXX8Wt8bc99nwdVIwHlQ0Wwu3xvVT2gT394WTDhmiSppStQezgUSd3e64Oogabg04mf8/lkZZAP8ie1ICWn4NMWrsoIpIrY5ORaVdXU9c8RP207pHtt9ureTylhbNtCEfmx7WkphbRdkEA+sVk62Kob87k4TWoGxUDK+Yhj8sd2IY4P+dpIHxMHgG+JaA+H0xi+lEC+MUfs6GoEAUCogMsWKhJoLcnhu27b1Guz7Qq0UwMRHxoJ9KIrEN+1hy7ArIhgwZQISi3Y8Im1TRVCpnfJKp+pzy2dBHK2/S2XtvC1bUmgVYofRtS2jDYbdqHODwCEQszU5dD3aXrehUiJW3WyhGa3liqDaoGt2meufsDcIV+a3NfmyQ/vOdn2v5zr6jF2GmOqgGJ3AwsJU1UP1D/AGnT31ZH+EvWPrgtPDKI+l65A0TtiMaLmgFEjnRm8G9SkvJ9u+Wp+MA1nk7b7kEfCKaV6RET51/8JqepRpXjN1TQR/p/Y/yX4g67VP6xlRGy+FbxsR21s+VLFD2NE+wcNSB8ASAyhzs7NWlZpigQKIeOKkYKVGunkcwxUDr7LLg8lHfYmjtXvfo7o175RruH6i8eHgoE5KoEAwAf6E37WQdA1xvXZZDLJth6Qq2uRA5gUuwKN7f/SQDVG0U8jUoCznbpIveZ4R9RvJSUSkXNyaE4ZVHraVi4PUXyt4xLqPK0l4Vg7EC3cYG/ZqKrWjO24nTuQCCp+vlhK8WcdXNRM9jUmG+w8e+RabHpuIepqOI0PJp0zH/JpTyjHYq2DKhyr3/3cxZ8PJNAWKiAAKB2cqDt2F1nrAoRx6kAMJVCqXYFMzgrb8yRmtxdVFyhVMMGYPqpg7dCq/sIy7WjoXNYvX+e85+dpbdzdOboEpXT/8kFKuF7LpTwQ9Bbb7zHiijPAVc3UMeYUP5s9RgeH6OqVEub2YO31zWpDSELMGwFUGotX8mIzJYFcOtGpY43R1RE/NQFKIAAYunv4SruJRfboujil1hWo5E5TrmvDsHaXrrLuXQYiiXOiflAZ8W2d+z7nhyc6krlGosemLpIO7QEbOjwZqoCm5mDRrgTxk8XaMo3RSos/a+ANfHROdwEogACihohG+9DHk4mUcfjPGidBGogfAAAE+i0fUm08ILTSZi5oyaUgrI+0ON+klo7IClkg2DjYbInYTnnU7DPi/ZACuUpdREMxXdYwo1SJrz5wCOOzIACd28Nr9k7q9YBMyeKle649ZMo6cEt97cMnGvrf9/aon/nTdsPoylUQPynvOwCIBSfeg2DtUm53Buixd62h/oQPqQp83cEUGk5Y1AUxGmuY0qibkD+51ABykQZm0xlMdNpCwWUgRUfN1vHn23nbIlKndEqeqYDLt/pHDoqmgrjUSCBVQCeuL7eitVPt01MkgS6ek0PwO1eXaPpNmHGB7Jhp0zVgigQa73/5Nc+8mDYJJF/bFCG0ZM81e4M6rj8xW/8mRNsU+YM6P+n7EzLu//Enz76/8ovfqW58Ss8aWto0S/4bl+PkzXN46euvIg0sEcwtOnGgNfvDUwpRsBS5pxMHbHvZsNuQPyYOROw6QKEwbrH+0S8/Qs89fV7VVZBBU23Y1xJGqvcGCQWsgaipYkqYpKTo0QVAc0/JU+kKNEX+5Axd6l0eB+Z0XaKSkEP615T6Z2yLXJLMqZNAOlvlinhtDwdFHJdUoXPF0m2xf9DQ/gF895T3m4wx+SP+XyMJVBOWpoGZkkgm/AtSwIALB1p7ZXDQfHWtKQJskLfbpnzZkD+pIKQK6KNffuTCv0R0gQwa/1zgh0+/5eQ+5fd+buZ9QRDVayONYWhCTYOsUCSGL5IhNfIidJc0V4GpPI6pq4BCnlWAG+g6C5raJt3eyokEmtpzS/fd5gqj7T1OXOEOrVbdM6JDqH6U8yQQw07qyB+Z9DEhDIDy4YoQniKKBDnkdDcslTgBaaG9woi1dCElDDhHs8e8qX5SdaxdkEBE6qLQv/QzjJ77PteSOSrih8gd+aP7zB8+/ZZX0gkoG3PZLq7TpmQVkRyAvfyWm65Zc0iJVClB+WMakALAtEEiq5pkggRausdsCdaXLY7VOTsWas9Zk0CMaHO1oe19fkkJNA7+rH121PpRQiZfTOrv+PbTbYmfUlEjoWVTDFr+ucvxEtfgdaUjDSw+VPmDOpJufJg1+4xYy6g77qvt5DFltOaIn3GdnxKezvpuCz9W1MgpWVOEiysljimpY0P+CNILyN9xtHX4WTs4+3I7bPkQd00CTT2t/8gjdkHWXIBXYlegufEJHXjarNeaVUBQ/0yAD4ruTtOJSk7/cpn2pSKBnnmR6NMfXre/xvs01J50Rrwyos1VRv2WqLu37gkra4gOr7TUtlAkz53dMWypfC1LyR+ofwBTcthmrUA3XCFMlVqsHZ5W9Kd818mj3jGLRfykVAcoRDrYc9/nk6SOj0LRtuQT0r8AI+ecmQkoXbT+Na0hNBUsycFNjl2B1gRoc+kpL791HnjGIILGQe+nP0z0h3+LPZYakqv/w0mrNlmCJftdZSfW7h/x96H3pMsUzGbDiB8Q9cfL5oYxooODBuSPNBeu3idlQv3m449isguJv123hJ96L5kc2vi+OaiA4mGqeriuc5vK8DV7bOhi0A+HVb+tJzWsVsWPT0yRQHPkik/yZYp8miOmVPcIAKrDWfeEZi64UhWOHqdpjJ/chyrAnHJXINeFbccBpkop5CoAnVIhjQNfpIINgPpHj+7YnPxZov6RSWKVLfKJqT3pixByue/ag13NzRM7n5o1RA88mK+fuYaoUfnXc+/31X/x07Pv+xt/8oPZWAjwR4oAYfzPMbC6AatDp73CqCVG/ZZTf8yJz6nNMiWKUiJ+SlMBCYLEtD18KEwRPCB/6oHsTH7omZ+kv/vNf7B2DFnDlJ3AVhf7pItFWl0EXFPqn1K6AqlqmixVMamCy5cdlgabC15Vv0fAEhcpqn9M2467wJiQlsmkEAXX5T1hQqTaQrynrMBbs/faA0btARvIuo6IOCemUfWwhoi17EIX2hrP5/FY68gfE9JHfr2KBHLl2/us/fPgQw8P1/vO21nFV0BcBPEWoAIKA5Oq367QbBg1myHHgXOarHjKu8ERGV6Xh2EyJX7gcC/HVGFoH/CRPqa7JyBf59IV2IaITtW/W9rpYawCCvWUfUye5N4VSNyHj7FLtT4QUCe6I7/Oli5FVOwtX/ts7X4cp42ltM+FGmgoHlcfPvXwIRERffvto9XntC35M/47mQRyhSu/+B1nJNCd194kojxTwUD+pNMwaxPq5lQ3C1KIoi+C1QuRDbnIU4cWa4ei0rwj4p1CNcSJeG+gJvJlkP7s4gfryJ+YaV4lqoDGpIkvEkiu6SN+hjo+gIlT+aFnfnLx+zV7w1NdmrBrJrnftoWjfaV/oStQeqg9DSyVMzE59Q8R9V149U8O8GUruvuc2kNWK3+zCoL8kb+XMUcOLSV+5PfwlQ525Re/4zROu/PamxdIoAcfejgbFRBw0cdzWQfIFN6iWBNiIaRiJSWEJn3mxlKeK19SctaSVtpKnM0qiVzj7v89kA6o7xMfLtVAY9LnR/cuSzA+cHXPy7UDecJE9SOngZmiPWDU3Xdv01QkkKsUi9y7As0Fpz5VQEB9SJH8GVKJwnyWaQH60iCTr/0pp/6UU7M/pHSBCHKPTz18qCWBXJA/4/dKrSaQLqYW6V85AiKQuEg2mk1BHgUEhIGSyHWwN0X8jEkfojSIn5JVQAJjMmUJGSTInx/dO6UPXN3Tkj0u0sFA/OSNOeJnjfpHoNkb0mTXpGPoagaNSSAd+eM7vSq1rkBAPUDxZz14Z9+oY44YndrrIFPP0Z9w4j2nzZUGJJAHqEggl+TP+D3X1gR68DOb1WnlJs17cgHSvy7Oq89uYCbYhLzBpXUPasHayVeNqynDGkoFFDvgg9onH+gIljliSJA//L6a/GFXTs9es/ZagDztwBRcED9jNPs7EujYDwk0hTXpQTl2BQKAkEhR/UNEVun0qu6CwMrx3w6kf3sFDNAcplK+pv7GpFbQWrioCTRVsPr/+90vn33/T37t6UXv/8L3fkBPfPynsZAAawSNcAXDZdOnvnT4ZPzWyutKIoFMWPgcCjunpAKKhUky5vtbEDsWcKXkysVWTNkB18TPGM3BkOK6piuPi+5hIRG7K9DcdemQWu0hl93FAGAKpkTtVA2yUDDdF7726Nzn96ec2N7QMAXQ49tvHy0igcb4jT/5gRcVENG0EmgOJt3KXMRwOZBAEH6o5zemmis5j90XIaJbfK6rqIvq7KHuS3d/S8gf1WIsiQSS1T9ymleJ95wDeeAatuoewA1U+8ZlG1UX16clBWbInyX1f2S0h2woDH2/X1zwPmUSKPWuQKZBnU3dIREE+ggyfb53CWdPbKSq/lkUQM8UlreFrCKSyV6TfTZHsKytD2azr5aSsP0xBwFkABM1j0wSySqg0CTQUp9IYI36R0ccpFoAek12Sk0InQbm3StPpd3ZeFBDOdChJtLl/aQyXz4gEz66Z/GM0iaBoAJaDnZlKAqdEkFUynyO891VRFDM/eS6w9fi9dcSba41Q0fELad+92/sc8X1mZhrkWWboFC81gcRBPJHD5x9bnxT2+6Ctpja/x95xB3Bs3RPh1D68X4oyM2QQb4aMkn0qYcPg6SCuWgLvyT1y7Z5zwvf+0EWbeGv3donIqLXX3mDiIiu33gMizsSgnvksdqd1YS1zGrJJBA3fA2e2Zg74yk9CX3wM5szckeQPVOvBdyP/7vf2l4gfMS/sdRAa4swulD/yBAdERsi6k/WFYlODanUEFEFtD6uTUUErQkcbVRIQByUpP6R9wzRuhQv0z0We40H+Xw+FOTWdr+t3E9YAxepY7P7YYb80X3+mJRae5+lo3YiKGa8jQiowMXkI4DKPVhecuBABZT/XH/5/xokwU//qx+ctYRHethFuCbxZMJHnpfYaWGmyh8d8eP6upv9oWWwj3bxa1BSV6DxfYyvzWUdIjmgVBFCOQTGKZ+DSP0yAzN4xjqVTjq3L1SFo4W9mNtjvjsTpgaO0idWfsIY45QuFRkjSCBBuLhMA9ORP75JJ5s4TiYP7rz2phMVUAyhRo1EkLhnoYq6e/sk6NgHOdVTaHcGlOMEBjm0Kf1UMKzJeULv6X/1gzNnY0z8YE7jO30x9lZq5I9As8eI90PNiNgorSvQuBB1SJSk4hnv1bHdhR1NE6xlRA0nmiEfXNQUk/cXOv4pnEnAyodTkTjiZzIxI5NAq8+/CdXPWvJnnPo1FS+vgSsSyBVk+3L9xmNnxMcUKTKF3Ekik3sMgU3MRQESyP3mAtye2ykLd2tUAS2V06ZO5JU4l1Oqu5TnIjT5I9AeMGo264pEOx+LzLoCffrDRH/4t2b3UbsyYY3tjaHmg+LVHKwduk+ZdB0UfritLzkmimsjfZ550cKPBAFk5cdNKXh05IyrYtAuVD82RJRc/8dV854lJNDNxx/VNjFyHZ8KAmcpEZIKgZI7PxLMCy+5rkzMReJzvogoqznzlWu79H1DOMUpEAch6gAhjzpP5KIQmKvzE+o+xkWiu2NuXSDaFUrpCuT6PnIORF3sY5X6J4W0zlDIqfZPs8eId5x4Z/Z6k4DDtnB0aSTrkv3G8Jzb2JfTETcuCjH7gCnZo1L+2Hb+KjG+Hit5Sid15nD39sklW+ubBAp6WoME8j++vg13Kg7eUkKAkZ0il4/+zvU1Qj7vZhx//L0PKH/+/o//CIMXCKUQPancG2uJNlcZETHqjzlxPtSSWBNM8F7fcSy3rkByIDYVWJZOAoXe51NF3n35CFD/LLMh7WHjnUhW7S+XtbViwgXB2uyhAPScL7dE9eN8HSs+R1b++Ow4llrzHtcExNz9maR1lUYSXbjnG+EFF1G9dqSBrRs7l8ajFDLAyDGiaRKIBb6XtQ5zyalguvlWkT5jwufH3/sA/fh7H7jws1qeUgNu7EUq66Q5cGeRumO7OkMpdgVSBWVzgZp8HyUoE0Kpf2z2S6zaXiGQY+cvQSTzjjkhgnQ1g8YkkI78CbnHQu2N2fiFoQX81Fk8l6qlI3/4KK+OsfXn4xz5s5T4Man54yt+S60WkHPCpECEFskgEsoQIev+pKLasgnk5oIV2UFRHR9f+MIXlH/7O7/zO7OfYfv0C0U1zedYkDqC2JlS/+h+BwBzgWypaPd3aSFb8+DOxKaF6grkK7BLjUxJZd3a1vByfQ1Q/rjBJUVhP7QnX1JrbIoEKn2PyeMwB6h/7P33s/WkIGW4oqCS+NmYCFrbDWxtUek54sdl+tcUbEkgl3WAUJ/WzRj6FMkE93RjdwQrcVGGVP/EeLo3d3gseTo9PpZ1ZI8KX/jCF85IoKXXM+UoLR3f3FVAvmr8yCogQB9o5fiE22ZNfe3nh3+/+N1wAXR6kSDR5kpDp3d7pQwy5a5ALgLIUlJTQiHmngD54wfnikJGxIm6I079qZ0yyIWdyAlLY5T2AATQEuWPCtygmvYS4kbXXn7Sx5eu3yZNLRT5E5u4ANJHkNNdztu7dmv/UsEjYNnGqiX1S2mEV9Z1MCV+5gifpdetC0ZqUwTZkD9LyByQQHA6Uw50g4MRba42tL2nJ4GWOHExugLpzoAaiR55zfta0zV2/CqNHB/bgvYKo/bKoAzqNepAFXIhgWKVmWj2WNptZCOdw2uUOUnEHZoW9WMS6J/82tPeCz+rkGPzHuDyHIaav03tlbdzQqzDVl6QMXP8XRXznCJ/VITPt3/1mvQTfV2LJa2Tcw9YXCpIfvnn/lsiIvqDF/+r1d+ZEj2p1qgouZZTbKdTqH+AXdzXDk+nuyO+KnAK1RVIVv/MnQNf/ZUPLbapqdcDMlVC5VqLBzYwDpoDRg0NreOn7IKtjagV7WHd7I9L8mdO/eOiDpAplqSXTRE/vh/ih64FBJGC+/H0ZWc3pd/gFHIvkIWNpYZp0VEZU/V9/m5r/tlTn68jh3QBS+mFi2UnQZA/8ve2ZBAAh1MHVSpYjQXCm31GvCfqT9x2CEqlK9AUCTRFvj/zYtokkHxtU4RQqQWZAc92gdsViwcuoj2E+ueSzfWs/JE7drkC5/wSwWRCAgkVUEzyBygDvjiS4J6BqOL90u1Xg9xgqYhtOFJ3LKdVOHfPvhurfVyoi6Y+VyaH5NfOpYbNIbaCxGcdGZUqCEWe85m/WIDyZz5QYc1AArkuCOuqK9CU+mfKnq5B6iSQbhxVZFBOJFCK6p9i07+m7MI+I77lxDvYSFuwZiDRaob8MMYn+eNL/TNWHZmQQHIaGFG8ej+pNO8B0p6/Tay2aiku0AcfengwXu+8ndyCiJ1rHWu+5INkLsVgHBjIAcE4ENERP0vUQ6aBh/w6XZFU1ZPrGp7kjhU/MkwVQDpSCHWA6nI4iebJn6/9/OWC0DUqJpp9Rs3+kPrBu113ICIiwyMndlegcdFpE1ssnx86pVBOJJDAb/5c/iQQkAKLsasT9l6/iBiudtgaovZK3Q+yfTX0mIIr9Y94n2+/fUSMsVkSaG1MFQqh0sCQ/pVXzN3EvkEgrwUZ29CbBgREl8mcr/7Khy58jQMV8SX+fu7L53WqgpRc4PIJ7h+8+F/PvmpBjU+bY0JFEqVq13yj2R+KwW6uNbS50lB7xdzZja3eXVJ3bY29ffkt86/Q0JFWqa9rqH9SYzOINtea6tUsxsO1YdReaYi1GIsLtjXDos86QmmuFpHpveYS+x69oG4UAZSBTWqLLYU0sAcfejgpFRBY1YsQRM2U0y6TK6oAQVfrx1QFtJYImvsc+cl06U9xbYgendJnrPJBilgdQNFnD8FMS8TaIfDr7psXhPWtVJXVmi7TvlRKoGdeJPr0h9Wv/8gjZu87JoFM/2YtdEogIKxNUp3XuXX5bA/ZWcF43nHitgFh6QEkGzp+1V70WXUWhyZ/bFvAj+GrhlAsyAqSO6+9ueh9uvucml2qOBCfB3DJkUATLA7iXfoXYGdUYsKUCNIVZtYFDz5aGOvIHtvPmiOBcusk9eBnNtZPpgWxA7IHcKFqUBWFBgY0e7tC0cfxugItJZWW1FJTkUBrSRvx92NFUAgiSEUCpfoQoUT1z/hsE2Ou+//4Z6mSHO0VRsSHAtH2LBAR3xLxnoj3nhghTmHT1dhAkrcHDKofiqswXEP8WE25QQqYqhaQHEPlBN4R9Ud82P/M/JxGhk/6iH7iyIQCikHntalScCjniCAdybK0W9hS+CCWSoAJCTRH8MzV90H9n3ocThfqnxq7gunQHjAi7r5b2BosUf/I58OUOtQHxqSPnBrmixDKQQlUcuqXONt0RM/4+yxsDiMaYmB7tcs5SeJXKdOf7mqZ9eRNtcCagfwB8RNo2VnW3kk17SxXUuRsP2G9B18vPgUX8G4TRuzCz6lB1DbQObSmBaIFUiZkYrRNdunQ2zrQstPr8mmSivzRvT8C/jyAtK+wEG2NS2kNLQgkVfHoqfbxriATPlO1gpaSQ+I9P/1hoj/824t7B3YuHFQkz9TrMD/r0Owxoj2MQ0zEJGB8fbYNCTWnAsqRQOAnnNihWgWEWDXcHLoUyWxKv8HSFkKK8xUyyCOaJoLGjnuOhZRzJn584v0f/9ElFZCPzl5wvtOHL/JH1RUMOIdIdeiOuHGHsGQCkhl1qOt6QrbQkTxrC0mHqjm0BKmmKscu/IzzByjhTI5i5x2RPyYpZbkUt1bFa5ubl1mc7Z3phzs2WZ9I/8oDOGlUxiyBAtA55VPGCprn5O22iqBYcE365FYHSOcEy06FjgQSv5N/vpQcAgmUl6PpUvkjk0BYCxfRbBixK4z67a4gbE/ZkUGxyR4b+CJwTu/21B6wQS0RAbmfTwAA+EWMAtKfevjwjPwZd/xy0f69VFIEtX/8w5foYlP6DZawoQA9TEigSwdLYFJoLcFTa0cXUxKI6HKNIB35o/pbXYoYAv/0ESLtC2vhIlhL1LaMeMfOHeV+V3tjzdEVILssdN23ZM/JftfdjVPwNt8pkz8ua/8AAJAXVOSPCrm1tjeJr1WqoDGaPea7fBdgwRG4yJLalH6D1s5+Qu3fx5s3dYPiOkiSA3+R9qVzbgVMiJJc0qym7rlmzHX/siV/nv3chp78xhaBf+KQbYIv8gepYGYQBSHZzits9pZ3CCIaikyatpwX9Xt0Sp4pG49i/OfojnlQxx7KHwAoG7mRI3P1epaof+T3Sy2G297hs4TPhTFoiJiBKwz1Tzi44EhQaEcEF++87Zz8WaLkyVlOl0Ie8G/+XL7Eibj2nO/BNR78zGaShHn/x3906UuFuS5iz34ORA9wDplcSqXGQdJg4+449l/Nhs16JDKxI4o416rsWQ1O1AXq7pY6+ROi9g8eKABAepBJK8bY2dfcay+dUQkUf3Z6rDOi5gDFn2PDBxewSe0Gay4GndtmCpW2t4QMkf8mhRQqV6SOiTKlhDpAsuO8NAjXkT8mNYKgAkoDodQ/WAsxPc2hxpBpu3lTJU8KdeBMCzn7qvkz9fn8lBPt+1UBgfwBAGAJxoRKbHXRks9PtXnPrLlng+qH7TFl+3eQP/nH3PBmHePm44/SndfedDbZtS1IX4CiJn+M2+SaYE71Q3Su/HnyG1s6/dL7iIho77f/HoMNZIGlpGiqRBbbENEpTdYDcl3cX1YPySqjl9+aJ2bmCB5TYkf3PjbEkG3XMM6HL+aJAELaFwAAtgitpJlLBTMhf1JP/Rrj9A6n/f9eY/QbtlPzqn8tkz/Xbu0TEdHrr7xBRETXbzyGBRwAa0UyyXmBaAmfvuGYC0jWBhdIt7iM3ApB/x/tgbenqqr1Ja8ZE/IHyJPkCKX+EZ+TYj2gtTZS/H1qRFCzYcQ3Q0FpgcMnmksOp2sSaEpN9JFH3BE8c5hqB7/2PSbBOfmQAOVA/kD9AwBpIHb61BqFUY6pX82BH9YfRJAZxlxHjJgfCiDPMCWwqpbTcaJ+y6k/5XT/TyArNA3gikoDk5/4R+w2cPql90EFBCzed74+t6T7mXRK94c283NdwYRSZw0RZFo7yFdqlilif/4SgPwBAMAUpdXOyaF5zxKBhapOrSB8ZIAISnMOBUAAJYhrt/aVGyrVTbS4IxgfnvRu3+PUHw+thGUgdWuCqHi3p2afUXuQcW/GXfoB7zjxbvgRa3eFZBkZE0FyjSBdu3ggL6RQ+yeVe5/CnFrpQ8/8JP3db/6D9nNSIoFYS9QeMOqOplVAZ4HDTFdHWS0kuocJ8mes/pHfC+fPMoD8AQDABCUQPzmlfsmwIRB0Z7CITeeIoJTj2FDQlUx56euvBl83SeZW+RqEUCqbm48/6uW6dJsrBl5/5Y0LXyIH1Cbw397ntH23p+7+EPxzToDlGPbHnLZ3+zPyJLvr7zh194c10J8MX919Tt293kgFMAWTIs8AMIdQHcHe/db2wpfN9X3xu9Opan/3m/9AH3rmJ8++VJ+dEpr9y4UnXaSCC7JHRf5UDYcFgED+AACw2j3knHgGQUFuBJbL+Fp+LxNyR44dU4prU4cu3l7KbWShACq5DpDtxJWyWbbv9cR7ou6EzoL87Z2Lxh5PX+nSeKjqAPF+GM9mn1F7mI4aaK4OEO8G5ZeKvOI9UXfEiW9ouKeFtyVIoB9/7wMXCKEff+8DZz979nMbevZzG9r77b9H+ldCqEH9Y0u8yGMwR/xcID92JBCRWhGUmhKoPWxo+97F81H4Abbn5lgFVBvpM1c7jjE3/E8u6cYgfwAgXfDMnwTX0rxHd59jEsg0Xn39lTeQJkbn6iB5bH3F/UgBy8B45Ej6TAUT3X1OvN+1n9358TL5A8xDJkb7E058y2lzrbng7CbpmHOivqNp5dIuRfDeH5+/aKod/DefHP79JThRFQAAIABJREFU7LOXf/f+j/9o8vdEdEYC6YJ0tACvF0JlY2LfdPZw7eePMUf66Drm5UQCsXZXD0jRFn5JXb25wtGlpX8ZNw2wSLVVAV2+AABwZvdZvIeYa1vO59q8x5fIwoYM0v2+JGJIJt10RNxLX391NqvGRS2gZCMa393AbNO0fG26EoyH2KAv3X51Ppjgow4vqPfs3HDznuj0H3tqDxk1++nWBuI9WaWtfYV9goiInvrW8xf+L/AUf/7S3wjCZw5PfmN71g5+LogHCRQGOah/fKVNzd3rFPkjr08VYSpIH5EOpqsNlALaQ3ahPthqB19BAs3VEMoFS7tEsmb5OZEb+QP1DwDkCzndak3Xrrn3Fv+f+ozSClebxqpr4sQxTMQNMQQQIUmnJWosV9dXfjSz4xqO/jxftiEXBtRkIW/vX36aq1L/IP1LDdN28N3RoLJKKSXMBWTiZ4zPPntO+kyRP9988rxItEgDe/IbZsE8SCDAF3TEj2mKl+26TJn4ueCkXG1oe8++zpmucPSYBNKRPyHPn6XEjS10D9CWZlxA+QMAQEyYkDShPiP35j0xSq1cv/FYkhkuPq7p7u2TS+Mvf29CBI3X09pUvqQjmVU3x3cqg+1l7yYF9Y/qXkvA5JxxIurP54PtM9r+v31U5ztHmJJA/QkntiGitqz7V6l9TCCnfs0ViZbrBgmABEqDGIlxHaZkjKt7Mfm8ubU4lTaZBdhAAnXHXJkONkd66EigKYQiZUJhyrFnC3z+HMkfqH8AID2YkDdzSpu1qVsmSp7f+JMfXHhvU/VPSvVtZGLj2q39S8SEDN/Nk5Yqg0rH3dsndO3WvtXasSXxsopiTG+O90T8mFO/TfteasA4WOZcetrI1OQG4G5fdEecKEFfnbVETUvUWe5RQf6oUsC+wj5Bn332Mjmkq/kzBdFCXvwrE0EggfzajJzgmqCyIZlM1+D4dVmSQWxQM7YHQ00gzml4oDA6Q/h2UD2qyI9azltxv1ZD25Q/JiB/ACBfyKTOFPmi+p0rhdDSlK+SCI0QYoUYhJnPOZpS/8z+3Q1/91xeBMPTI39K7mJmNzfzT2/XPHkFeaRAwnEPa4mosb/GqTQwFxCkj/wzkECACxWQDi7UPibQFYjOAoyoOdCktXJG2/tcqfrNhQQK7icwItaapwlD+QMAwBRkpYwPiPc3JWSm0rhU7yE6kZkWpC6leY8cq9b04MQn6STXx51aR7ZZT2tS+ZKPXmwHhPc0S/7cee3N6JtsznjkDHnOzgJlxogxTr66PMrkUU2EUI4kI9swag+GrnBrIUihr7BPWKWIqcieqdfOpY0B61BD63cBH0ofGxRHXjKizVVG3REt7hxWG1i7I+INgJo/AACkBNuULJNUsXEbehMiqLTmPSKWUJE/pcWqIaDq/GUTP7/09Vetx900HkzaAxQMqmiHdvf2yfSNcXXNnxTAT4nYXuXOJiOill2oA+TzyaxKTZQCKeSCqDKtA5Q6mg0jvjfqDKfA4RMNPfXC88bKH5EK9s0nl6V/6QDyByC6rAL64nftiCpfRZ2BAe0hI2JE/THHYMyN1cG8k5gz8VOK+ic1tR5sEyCvh/EaDaECkmGq7jH53cW4ZVkjlZKa95gQF8BlrCnQ7GMOZSRpxUssANUfc2qI0fH/01exqXQqoHafaHt6OcBfClvyyCdpspRceuZFN8SUGIusnnTvanvwfr7Vs23x5zH5s7YGiiB/nv3c5kLHMKSB+QtySlL/xFb7VEds7DOifppYrh3NAZtU/+Su+MmV/MkhNXPuGlO2YXNnNs70cmCbKkZkR/iU2ryn9CyVEFARMqbjuEQFtIQE2pSQpygHlCmCczyRJCJiDaNmn6y7ueggr4OYOauCXFpC5pTWdWYcRMw64oxo80BD3ZG+y89YKSYKPk9hnAq21pl7/8d/RM9+Dg4hcA5TFRDUPrEOmpES6ATnrmpsmj2mtdm5I0fyJ+tOfZp7Sc2uieuauz6QQOsRQwWkw5LuXQDgEmtJNNtUMJM0sGwsnFxFW3lzbKgrwk7m68xsbvphirZ39B8sX1PprKqSkWRE7QEj3s0rPpZAt+BDEkNzKV6h07f+57fv0394+Ery66U9ZMSaXeeyibk1nUvbekAqyGlfY/UPAIwhSCCofdIiOtoDRt3J7rzpFb5BJfwQa4jY3jAeOoD8iUdKmODf/MtPRr3W//ifv7P43lKxdbIaWHVd45Qm2Gjzcc2BxPzqv/hpkEABiYsaYVv3xzR+dk0CJW3ZLuRQ3jDLp2OMiO0TcckH8EX4AHbOwFAMel7x4Ro+06LmCAlZGeSD/Jm6v9htfo1UQDs0+8M+1ZFAAiYqoLWQlT+C/Dn90vto77f/HhvaYxCUQ/qXiuyZI38QTMRgPuic9OBs10L+on3hPRHf0vBgQrSYX/hZ3uwt310Wv+jvTKqe2ZDm1Wz06V4lFXcujfyJTfjYXs8UQZSiqkaQFjoSKNXrThUp1AIywZJrkkmj0pv3AMvgcgxt58T29ZtcClUZ3xwjavZ2CpMIZDSIJnOcPZ09Hlr3nvnkmT2RNVWm6Igf3zV7moO81mSzzyZTJk0Lh5uof4TCZ64b2JPf2NLpl96HTRshCCrJOQYig+1IE4k1YS0R7e1+zon6jhP1AzFk9LbN0E7dtKNWCgDxky5SI35sr1tHBKWqCJpS+0yRRABQMqD+iT+Ga4m5KRVQ1hZNe2OMqL3CqD/m1J+kc71T6WElL35lS/jxXB2yS09m+9Od832hJSMR9enea0r1iMbj22zyIyXbg10gtlAh9hR/fpXDhro/gAmmUr4QMGSKCDbz9B/Nzoq9n1j/sKC0du6lkD8uSZ8fv/WOl2t8/yMPWd+LbdpYDAiSR/cwAilhy5GqCsj2HlwG9bnEa0takAN+18ncnNgQRkVbsuaAUXMwKAmG/H/pBXzyv0Bgp3v8ZLZtR7+QJqk/4dRv+Y4gSveW5pRB3rt1MaLN1ebMSY7p+NukgQkM3cGI+JYrx07VGl5V+HmtwkRW/yD9yy9y7/6FAAFIFSB/8oYNsWNK1th89tTn6z7v3/zLTypJoNQIlXHKl+73giSKfc0p72NVLaASSCAASAW2JJBOLJOdp7pEDnWWAsNpMr+fq2TffPS1gm9o9updrLMqIEtSYyD22EAC7eo2zM2tb4xJHnmjRWnLvqt7kVNKggqbK4xO73LlvAoSaCoAf/dbW/rmk0NL+G8+efk9xq3iTQDyxy9Kav0OAKmgNOKHqD7yR8A1sePic2VySH7tXGpYSHIi5t/XgpJJoCqb9wBGyG3csrdmJq3OxkExm1B2s1b/S94NxBDrRsqTcVDKL37O2ec1RGyf7QpD8mqMSAg0G0a0IeIdG80hndcUSlwh5BPtATsrqJw1dumc3T3zzmBjx0OQPzrM/X4MFfkDh3Adaqn/AwCTtkVK7TJNCTMByJ88bN9//M/fMUoD+/Fb7ywigZakhZl+jvw68VkqIkgmgVBfJ6/9XCvxWjupgZjVbJx8QIy9nJ63FkVYXSsSaGkc2opCkWZqIhG8ii4dSdSDKRSyyqU9YEQjhVC/5V5qB+nmNMR61I5FQ9QcMmUNi9hpYEvRbBjxPaL+lBvPgUgN++yzg0JIpf654MB+/EeThaB1yh84r+4CoFxh2/odKB8mBI6qno9L4ieFYBEBqFu8/5GHztQ2NiSQjpCZeq2v69SlhKUCnOfuxlGlAiIipIMVTHCAKMpnHDa5Dmx0qdWMmsgkSK1tM4SeM6EQarqhK1x/wo27umQDdr4Wmz1GzR6bbgscEUvqAAm0V9hZZx4ZqjpAJh3ABIQKSEUCidbvc0QGnEZ3+IW/usjo/sXPdlldP9ZDvbAhcFyTPbKtLRGlkz+CGJlSAglCxYbUkf/G9PVLMfc5MgkEm1kmVCQQUV5EkFwAGvHaNKb+rlRySL7n1O6zuC5gyFPMGyEP/EG9NaRE8W5QBPGOLnQYcw1B+l35hHslEGuG2j5sw4Z7YOxMaVYy2kN9KtgYY0JIEEFyDSBd2pdoC09kRv7AgXUDk9o/MjFkgtzIo1ptfgn7xyehY4pSiR+iupQ/pkSQrjCzjsDxUT9IR/bYfhbO0DL3t44EAuoDYna3vMfaTBNY2wgTCMQDa4nadlSkaUUwM7UxBe4/33t2auzuIdc0MCKipmXUNXbpfIIMGhNBq5zdkUJoTBbBgV23fwSWkDxzMH1PW7Jo/L5f+/kOaWArg7yc94+O/FmT5iX+1uT1JRM/4tyqEXNEkI5k8dUGXodYhamBPPahrsPaWF2DtLC0yYY5wgGZLuFj/LXlRoqJVsTii1V7BZvC3qCUFjBDleYZu85m3X1+4UBStYNXQSZ/5tq+XnCoJ+oDAf4QUsHzC3/V0l/8bKckjOTrkF8z/B9qI5NAQLb74v+5PiW2IX+mfr4EpRM/a4LOnPCvP/lPiYjo97/zl8rfmxaIFkiZkEm5/g8Qxv6rkEOXMDzA1wPkUH7rA4+rAcASKvWP/D2IIH3AssahbzaMOnaxLbwJCfQV9okzFZAN6ThF/Pz4ex+4pAKqfX6W7B9TqMigUPWCxOfoCCLdPUIRpg8C5LHR/dw1bFO1dITN1Pu4JHlU71UD8UNULvmjs4FTRNCYOLEhg1IBiJ/1Z3MJe3GOBBojNiFUY/0fH/AlzNARSzcff9Tp59x57c1kxlIWGqxRAWXtnaauuID6J7858+XsIRB0BEbU7DPqjy/XAnqKzyuB5uZhrdIHc20PXf0fV2SOTNrMqXmm4CNFDfCPNfV5XBFGJQSBOQacOeJff/KfatVARPaKoFgA6QOofCRTxEwRA/mTfrw2Jj5CxdviM+XPy1EdtiltgcZswT2GajFCPph/wDyl/snlPnOuA0Q0dDuTCaDDJ5pgB0Bpqh9VkBkq+DIp/uwbMiFkqvJR3QvqAJnZwfFT4LFddK0CCl2Y2Yb8qYnMWXJG1Q4TEkhGaFJoLcEzd49AWbZiTZov6gXFRyrxdYo8RI7zgkfVAXDt1j4REb3+yhtERHT9xmMYlAoMAtLAPILRhTQwIrt6QEsckjHx8+znzk2nTbcwEAD6sVqrrjFVDJnU+FmCX/irFsWgJ6BL+Zp73VKYkD9ThI0NeWRC/IDwMUPp5I+85kXalwrj35kQJbkobqbuGahnT77+P12uVXX99+YLmIduI4+H98AYsbN7XMWXRRBAuQXbtRNBuZIjtuqf0oteL8VahQljRKwh4oqYXZBAJgGoDQT5MyZ+BJ793KY4EiikCmgpYqdjLVUKAW725BRc1OdxlcoF4id+oBkNcqby8sajs4WiUwYIH8D0YduYFJojg0zTtGyJIqR/6eMYqIDKmZcio9FcFmiNRJC4Z6GKunv7JAtiJNcONUWCDWlgXceVv1bt/c215fbg/R//kZL4IRrUP7rfAcsRsvuX7vPlukEge/KGz9o8KoD4sUNR5A8n6rec+lNO1NNZ7TrWXmSAlhAj8t+kQAi5InjwkKyefalS/8y9xkQdpAIIHcAlvzBGzuqwTcmTFIsEkhfI9RuPnREfSiM38bvxe+QMk3tMFSryx3TTp6oCKqEOUHfMLz9h1fnjW05sf/rxq00B6LHix7X6J/e5Md1H4/o/IcmVpeSS6u9ADOUBkD91Bpkx0J9y6o4un03dfU7UcOefB3VN2SjBlrh6gCoIoaVEELAMKGlR5rxsMBBuocsNFATOUiIkZwLF9IDI5cnPWsYXT7kcYCINTN6Hh0801J9yavbt9fdywecx2XP6pfcNweVv/73S2cEch4NrxVAJpM7UOqxpjYL8SRvFkD+cqDvm1J/oSZ6jP0VnWBkoBF2fLTFR/7j4exdEEer/qP1rpIGltzZs52VT2mSkzlKOlTylkzpzuHv75FJQklpAsrTr19y6rJ0EclFjptlcTgMbEz9fYZ+gp/jzo5/12sKzRBfJnh9/7wPauj+C+CG6TP6UNMc+6wBNqX9MyByobswgr3dVxy355yVgLekDEsc/Skv52r7XE++nnXPAzOe6+smWWEvEWkaM0araSTmfvyXs0ZjlE2yJpjFhhOY9QOkoOgKNzVLOkQUmBqU0kujCPd+gpAk7lwcXJJTuwfYY0fHlp62C+HmKX+wI9hR/nt791pa++eTw/88+e/434mfyzyeDzAnyZ7yGoARKC7/wV230GkMhMV5/sk0TJFDtqjUQPnkFlSlBl/I1B6RuTYzpmYqKD2rfdqih1GzqYIJKtkdr1T/RrhvNexDDWMT3OcwLIpPEUbqxycmorN3wqd1r7rVmzrqBKR6sCuLnKf782f8FMaQjfuYwTv8yIX/GQbdtYF1qHaA5hCJmbFrBr7mm1AhAcS0qVVCNhe5B/IQ7a0pEd8ypP+aYYJ/gRHxL1G05dQ2ndp8tSueGTXIP3ZmR44ME03QxNO8ZsjdSSgMLra5MOS3QZl6KI4BitqyDxNfNgZLi4eFjwyMNbGWK0a6zSnekd8BVRJD43oT8UXX4UpE/4wLSct0gzLV71KTgWQqh7jFdd7WsT5A+4VAq8UM01J8zJX9k3xDqH7o0HkZ1gHqi7mios9ReaYghEziKj770NTmpf9C8B2VKiIjuvPZmsfeGiMQRQP4ASw9TEAMroOB25dQvostEENGQ6jVFAok6QM9+bmPV6WtcP2ht8FRDsBqCzEG3LgDETziUTPwIdPfNfD74hsv86akHt7wfai6xDaPN1XLUQCnZKHkPl6wQ1al/0Lxn3T4tESmqf5YKX4qKPMcytXGBYVQsT39DpZYGVmM6RCyHZ02w0GwY9Q0/SwM7fKKhoxd6JQlERJdqAgnIdX/GBM4U+aNrHa8igUD2xYUN0bTmtV/7eaIvfjeNedd9bk3rEMRP3MCxRPRbPlnwGQgTXPItp9N3ObVX8q8PlLKdmvOH/9f/brj23/pr/d7PtfYPEZr3jCE370ktvr75+KPO3ktW/+TUEc5kXorwAmNvSPkJD9oGrj9sYgYoPskfsTZSIbxKUJmwDSM+ar0rSCBTfPZZmuwOpoOO/Bn/fq0SqBQVEAhVAEFV+aiB/CEi4qfLfEMipH/psLgdPCfq7nGiQ8q2NlCu5I8gfuT/TxFBqQPNe2buOfHmPa6QW+rXEiFFtgSQaoONmcmYtYAAN4dOKk+pfRN6qAW0TgXUHjDqT+27sBBdVP6YkkBzxI/8WhfpYEBekFVAAAKq0lEL+UOciHfzhw3IH3ssJoFoqA1EDWWnBMqR/JGJH9XvxyRQzuqfJUDznnTw4EMPD2v5nbeTjgNjzMtmCVMZa3GjIBUMSugDD2quDLArBj0uyHn4RENPvaBOAyO6mP514bDQtMy2IX3GAPkDAAioSkY1xM9KgPyxh+2D2/6IU/MAI8qAA0rZTv3b7lhJ/swRPznCtPsX4G6f5hifljgvi2QHKRExcj6iwEtffzUIqYD0L7ebLCYJFDJNJSUGPYU0o9UqoH1G/clFFZCOBBqTP76UV4L4sS0gXQO+9vMYA6CugKqGca+JCGItI97bSU6XKluIQB6ZgvdE/SlPOhUsVzsVg/yxJWdslUYgf+rBgw89bKwCKrnz1xhV5Z0gDQywQUgyDwWCV5JAChWQgCgIPSZ+Dp9ovDiJY+IHAAAEVLXNQ/FEECNiGyI6DfeRMnlUEyFkrQI65dTspacCysVOpbJ/Qc6kHx+lngYm0r/W4NqtfaXoJdU0P5vyNxvTm0gt/Upc90u39QuwhkJVJUMockIQI0j9yh/N3mUCaNwVTPz/zFE84dQeuvMSRct4ASh/AKDuYKrmuSmZCGo2jPqWE59oFmjbjMAGKjVRCqSQC6JqTR0gIiLOhy/G0toPOSOX1K/rv/eOsQpIJpjg869DKQILU/XP66+8kQwJJPMzcid0HYwj6xTZLpngMWEkXS5SpH+VgVgdiuT1ChXQOhUQY0TUEFF/2RHXYXuvp83V9fZArvUjyJ/TL72P9n7777G/AADBFGx5KWBEzQEbCg9PcDxrfE1b8mgNaTKHpeTS73/nL50QU2IsjMaT08AARZYAwVa5xb//5U+dff/rf/Dts///+h98+2KsakECAW6ROwlkm/qVe13i4qLN0CQQEH7+QlxDbUip3fjiwIENtYC6I/PaDHw7dA+ZUwK9/+M/mi0ELdQ/IH8AAIEUUDYJ1GwYsSuMuuOeuAeOW/ZRfamJTCDIpSVkjk9iSu8LgPxZ6gemAFmdMyZ/ZPz7X/7UJRIIqCdeCx0L5kj66DiPbFkQlfpn/L3vID7mYVyDURkjdHHmmIBaYp0DtST3vz/h1N3nTq77yW9s6fRL76PTL70Pk6gACkADNjYA5A/mMWWwlmhztaHNA7uach55h8MnGuVXSPz+d/7ywpeMFNLQWBOX/ylhrfenPNpnL6n9M0UQmXwGsjfyjZmMY6uZAtCy+ifXNXH9xmPKjC0VZ4FKpZVtAkAyCpEJF3QDc+39EbWHzJrQ6U85sb3hqa4OJiqgMWT1T43pfSA0gRoDKGB6XktTBbGWqG3ZcPYc8aEjZSD4JIHmHnTKyiAfah/b+2ObOAWgc7dbYk/yjpw9EHMBmdyB2geIiVSLPy+JLbOMSKbUPzYH29KDE7V/wi/es84OFdwragGdO1RLAoVmjxHvyNoJ7+5zaq6dO48PfmZzicCQa/3oCCGkfgFjYE+XHTwBy+a7xPSw9nAggvpjPhQk7gdVyiJwIt5x4pEE58JHNiWCdH8fDLs0cNiv5egUnVR/66+PkyoEbav4AcLBql5XKP/LsP17aTH9HAlUtEc6d/OoBZQP3vujjh74pXZSobEkKCtx069BaiqgpSRQe8CIby0dZz4qCj1BAn3zyfPvVaogkD/q/QUAJQZMwPp1UCIR1By48lV2DzRO+ZCaE0GckVI9orlzP6T6pxQ7dmH/9eoF9lt/PbwmJBHkg+hB+ldFPqgh8WNb/DlXyJxHdgSQrfrHd4oNjEc4vPdcR9c+tVn+NC1hIBXMMRjR5oGGTt81c1THDu3hPx+e4r733HmP3zHpI0OognRt36H8GFB7/Z/aVUAgfYC5tVFy6/hVx9koxYx3gypIkEFcxOsBiaE5ZVCMB6vNHhvqMMGWWft7Y/DRHKrmVxBBNjDtzLWk/g+A+AVYhqy8UR8LzFYFhOLPcY1Kf8ypOWCrSaDU1T9IGbnobC3tCtYcDFJ8E3yFfYKIiJ760+eJaCB9Pvusnvz57LPz71nbHPKOiPdxnlKP8cXvqn8ekoT62s/rr6OmoB4AbNcMiKCJY60lYu2O7BAE0I4F6k+HlLNzVsjCdnOabGmvQioK+mafzXbyhC27DNU+YzRPAi2Bi/bsa+v/gGAKF6/lkmFTSvHnJfOSTXSiIn9MJ8oVOwnyJ/7i7bec2IaINcsPe6Sm5BkYLE4FO7VLBfsK+wQ9xZ9XEjwmpA9RZcQPH/Zlf3I+zkd/1l8iQ0IgNcJFJoF4x4kYG7rUsHL3KgC4XEMghDRgouPVYEzadhzGL0N/PNhx3u/sOU/4/huizZWGWAtbZgvTPWVaB8oEgoBZQwS5TAtDBgdQM7KNUlxuXBOmUjZ+127tD4bslTcGw5ZJZfDccfRnPV35REOsYc4O/VQOAaSBzTtji4pCHzLq7vHZff0Uf37yfQT5A2WWYDOGIKE74sQ7va0EzrF9jxOxYS02GzbbeS7noB0AfK0tEEL+cF67iJ3b+GNOPKHnZqwZVD++Ur5Kt2WT+6dhyjpALjMlVESQrM5xXf8HtX/qimFMULr6RzcvgvPIopqKi65fvif29VfeOCODAM9x567D05LOGDkVfoZSyY1j1myYtoOccGq+wj5x6UtgrPoB+SM2IVF3xGn73kXyJyZU6p+f+qmfmn1NjLEjPhR17e5x2t7tqd/y6vYlAKxZb+IL8Ag2pJttrja092AzkEPualtbfbF2l+p1ldHmWgPyZyHmyNOmDXct13/vHeO0rF//g29rSSG0hk8TeBiYNpIngFyyiUuDfZu27yCC3EMe76MX+vOOGBYAoeLWUcgp2GwPp+tGqdQ/YzLINPWrCuy6pZnuvxDpXybkT6oOEe9pIILe69NOt5gIxAEAa7BwsCGleu9aQ+3V4aEK24iaRPNfzR6j9oDR5oHd11WLrwca2lxtqD1k3hSTNawjE5+uOWDExBgHEqf6Vv+4igUBNz5Piu9f+ppQ3V+Ux9lrSJ21k2QrUdMtLpHypSN7xj9HepinOPSUE2/p/LAqYMPL6xPFoPXOmhVBxXapYPcvFygWKqCnXnj+gvJnDFEXSKA/5sQ2zFvtgXQ33UD+6FQ/sr1MsfPXF7+b5nXxjuj03X4IcvZZsvsOAFJem0gP8wy2S1vdBGQIYNNWw2ZfbK5OF6nbvtd7Vf4KRY8rIgjFn9OP7YGwOHqhD0cAuVgYKQTs8jVcv/HYrOJH9XuQQmYQY3ft1j7dvX1yYfEePtFQd8ypbea7guWU+qW69lgkUMot4W1JoGbDiF1ltL2nV1o8xfUk0BjdMSe25dQeNlWRQN0xNyZ/TCArd1wRM2P1z0/91E/R3/zN3yR18E7VU+iOhvRWn11tEBwBpQL1ggDYNvK6BzYPNEMK830+6wesqQuzJLVLLjAN8gcANPsYjJ05dKTBmMwxTf96/ZU3QALNjI8JRD2gdiI3PbfUr9wKqcV24mycG9YSba42tL3fX2p5a6IEIiI6/cf+bO11Rz1tHmjqGGw+7DVX8FWPR5X6tZYEUl2rKVm1pB28GOdYJBCIH6DUQB+EEADyZz2avSENcHuPE5+pYafzaccPQkweIJkQQlOED5r3uIdJrBKqJfzNxx81fq1cALoWDmM8X9FzS3SLItfiUTZkkO73tRqlufHSVTLvT/lZjrnpJshto8Z2IFJ2mBaRQFca6o7UMubDJxp66oUh3UsmggT5c8aJdMNXDSqgboL8sU39Sq1d+xLYpJLJJJCJQ9Sf8LPT1fREAAAgAElEQVRuNwiMAMDPGgchVO/cl44Qa1uki23vcbr/J53W1xbf6/xaWzLIZcwBIihPoMj0yr0b40NDMIEmBICKTHC5sFRGxUTZEqOIdCwDaHqvk9e3UyY0m/kOFbkW+opdC6hIEuiBhvqTocWtqi7Q0Qv9hbo/OrvVn3Jq2zJaeU/BRerXHPGzpD6PbzJp6v3F75akrpmQQN0JD0YAgfwBaiYFQASVP8c1IfR6HoggN2eg+JnLAP9jn//gbM1WEEH+4FsFZKP+qRljccHGxaDppFRLJ1u16Uup0G1SMygGUu5cNjbKOmUM74b6JHIqGDp/uXUoSiKBiAZ1RbPPqDvil9KbYhPVyY0pN0//WkPKpFSkWb4PQQzqXjd13UtSwajfkdtoeQwAQUgCEEHlzWmNvlpoLK2zOUUMuIwhx7EEmve4gRyLhchc4P3uYWTvrhxBrV3hnEsK1gZNKZA/vmVlS5VBtcDG8I4Pj7lUsGu39rMqyI2OYOGc+PZgWDNLatywSngi1jDinds+5a6f9Llq/b6UwLItam3yVIz3/vYJAABuzhAgvTmsEamv2xjlDdC8J435XaMC4v2u8/OWLtXvtEWN9X9U2GChvjq7OEMQUDEMS2qk0+ox4EMHHdYOXcFM1T8pFeSW50TufpaCc5GDc2XtxLNlJFDoGi0xwTZEdOrmvWQ7Kytr1qRWrYWO/BHXbENapVbrCMRPWUEV5jPc2IIQymu+YKfCwVb9o4y9/lmj7c66Ns6bizfQvMceKvWP/L0roo/3RP0xJ9rqlwhIHXvuIykCqAb1T0rI1ZBNEnd86Mx0/0/s5hEKLDsnIxdna3yds84RG7outQeMumNO/SmfdkhYHeSPSANr9hj1x/ySIsVnqpwtgWLa6cv2fafqFPg+N0yL2yM4Kiegsr0+zG/6BAMIpDTnBXZqHVyVWdh7cGjowrdE/ZZ7IYNMYiE07/EfY9v6jPx0mvwBlmGT0qJQBfopkA1AXkaFb83mMUfSJ5U0sJxIIJ2jqHWaBBF0yLRFooXypxb1zxkZcTDUS/JxEuvq68SEqaMiv87VfbB2WYc5BEV5B1VrrhVzn/n5A8C+ZWKjVOSPacykLXGwR9QSc3Y9tkDznnlMqX9cg/dDTOeD/Kk9vq++oMhUviLInzznTQ6+cp1HYdxfuv3qpUMOJJBbJ1LnSAmSh3dDjSmiutK+Lo3HTo3ikwRS7eFU0B4y4ruug1P370IVxRqi9rBZvKaBfAMrl9eONZH2+QMiCPatFPu01tdOtc4lmve4j9OM0RGkP57mht18/NHVQzvOvXNVtT1k0K5aoCB/8sB47nTBYwlzKa/RVA7J0hwy1PowHxsh1+YG3Rh0LeRzAWuImkNGzeac+OuO+ZCX7vzDBqKt2WNG6h8ERXXYANhsrL8agfWa5vpY2vXLJP5a4t/q1D8+/f8aS0fINUlNxlc1x6ZcAT8d6v+omtBu71z84ebm9INZ+fVQACWAEgN2IM46ko1KKWspRucEU2ekJAcNT2XN0ewxor0dYzGD/pRTdz/xxziK22DNORkj/749GOpF9aeceDdIldd2hGMNDUXsQfwg8A5wn1hD+RIeJa9XrMu059tV3R+fvi2a97hHlIY07c43U7iPc4TPGDL5AyAFLOngGrBHLUW80RLevwMKEsjdmDR77LyTQ0JgDRHb7Go5yY+YGCPGaJbfOifCEBghsMrz3rGu8rTHpa1jrMM87dNasmVtDOaSkEodqdT9sZl31fyaFoMefDQiOlmeCaYifyA0SYAASiVglxfoS19/FQskA4C8W3dgChJpDaFUmgpozhmtOWBcQwK1B0MKVXfMh7QxcSZzIgpYUulMZbOhCyldQS8CARACqoTHBOuwnPMKgK3y7YP78E9N/dE1haiBuPNuTALtMeI9J+agGPS1W/tEdK6kqrl726bERQUAJa4lbdcER4ctSKBljnYIJ62U8WUt0eYqI94x4nwggVgT8gLMVD0I2hBM1T5WWJv14uV/fMTq9R/5ibcwaLBVTrHUH0UM6R4uun6teVjPmqEDLW+GdvA00o2sfX5YMxEUlQBKLV0HapI8gXmzP1hdH7o1Bw2295y7c+ciPY61RIxYtXsQwTUCqVzGDmu1DtiSPvLfggSqw16llG7lqhA1oIfL2GotCcQOGPG9XVORXfMRV15kjURQNAJIRf6ktnmRBpYvSp03VyogofgZH6DiZ2sdGAQMdsG/qdOHsS1v7oF6A6ncxhJrt0ysIX5U7wMiqFyb5ZP8ET47HuaWHVvJMYxpGpgAa4Rq3Iz6kbmG6zcemyykbVJkO3eSSNwjqsgCQEUYE0Zr076mHBkEC/akQE5BK4pkL5tjAEFUKWOLNZ03TImfKUJH9R5QA9Vjt3w/aJ3yT6H+KWe+bUkgm/dVQRA4SzuqxezE5hJRCKCU1T9IJ4qPteNf+kGwdI2akD2uSCGQQMtJgilnEOOa11wCCKJqGW+s+TwwR/zYkDcf+Ym3QAJVYrdSIlxq6voF+MNYyVMKqWODzYMPPTxsqHfeDvKBOaR+2ZIRYJ4h24x9MKfYEh5kRdnkAeYWQAAFyPMAu5AmTBQ/S0gb8TeuUslgt9L0MUNhyQNOxGD5x3W+VECma8Qkras0kggpYJ43ScmGCaRPmXCZGgYSCACA2gOoGucFdj88QMLAboVAyLhG9kWR+pV/fJdrvafSCkSf7aoHH3rYuwooF/WPyzQwkCTrYMIIp9ZNLsYaNU3vMoVLRRFIIAAAEDjFhVzwP9R8wfb7xxriR6RxjdU/uhSuqZ8vuaZa0sRytl0gXIBQ8+5SBVRjXGiLYAqg3FK/TMgILDCzcQLSRajUMZBAAADUEjQBl+cR9j89yKTPGKjjAxsWq9aOq263wDLIwoXcYnXE5mbAjjI0QCpMER21LUCQPjgkTZwhBAEAAJQYLOUUwMU4K8bzi3MgDKYIHpnckf+vIoSAuu1YikRA7mRF6uMZO84G/CFatJjDJpUXp408zRchoiOWbj7+qNPPufPam0Hvq6Z1VbtzBOcfAIDSgyVgft5xFviFUPEsIW9Uf6dTBOl+rvvcEpVFpduy2L61KWltSiggViizyZEcI2Oe9dhgQvLCmIAJpTJKmfSB1C9PRwmOPwDUHfwDcSHUQTFVo2gl7wZTnbhUP5tSBk291ga1kD+l2rPYrdZ16hBhr9ZeH5r3mM0BUC7OTv5QbeBzh+9WdYDdXNSOXCWUIIEAoC7k3PZYRZKkQKDY3IPurEgpdRjKoHVYovZxTchMfT7IH2CNfzu2VbLNcklYIS0p3hwjxg4H76e+HKRfu7VPr7/yxqXXpdpeDTmKQE7IqVgeSCAAKBs5B0iq1sM6IigXm5uLPwMiaDmm1EBjjH9vm9pl8p5r3wu2La4fKduN5O31pzfEe07dESfemcekgP6syA3INrLDhsif+sdmo73+yhvJkEAyQXXt1j7dvX2C1QJjBXhwouDkA0B5+7okyGkH8lPo1NRAUwGc+D4nIogIZJAtTNRApmTRWvIG5A+wxreftVWcqD8dyJ85oHmPeizG9x47noIKKAw2rsmfNROnUgalCCzONOYAUB+QubXMBAkEAAiKcoCu/sSDn9nQu9/aZtuuOIfrRr0ge6gInrluX/Jr0P2rLhuXuvrngq3iRJwT9cec+lO++r1rbd4TO55Cpk0ceDvxVQtKZUhyIX1U9wcSCADcOVZw6AEAQVGuSEUNtDSAy/HBARGIoDUQXcLE91O/N4Gpogg2Lk3ELvxshZ3qpz/hxBN/HozmPfNYWwsI6V/2cLJCTFjMXCfj+o3Hkq1PVCug/ilnf8lOFoJJAMhnr9a6X6eIkjERlHJAVYqDPF6LOD+W4yM/8ZYXAifX9C+sqXRshHwdvCfqTnb1fhAOOI2nQJzUg+iPe3IhVyBRS9NYwWCpkWsqgnC8iPBkFwBS3p8lY63tzEX9k3v6MM4Pe4xVPSpyRtQOslX/qN5DfJ7us2Df0vIZc/Gr7357iwyMArE0zoYoYBm8nPSlMopoV5cWrt3aJ6LzNEIotcoONOHQAwCCo1SQGlGSVfpGwLWKc0MPWenjk6Qx6ToGuwbbAYRD6rH60hgbogAzgL0oZOMCAxGUa00pFyjd6EHiDwAIkgCzAM70PJBfV1owiHPjMsaqHDn1K4RiJ5UaQVgb+fiS8jUhBkIMqboPkD/mcEYAua5mjk0ELEWNRJC452u39s+UUaU+1YHTBgDYb4C/AK7Es6PmWkG2hZxdkD8pp3zBpun3ek4BNOKvdM6M0q6jBmwwmfb3g1pAaRj76zcemyR6TEig3NPGalY8QeIPAP73F1B+AKfya0qoB2Szvks/R8Z1eQRktU+uBZth09zYDsRfdcZSKcfpNmlgII/ssMEQhF2gPlCD+krH9AsCZykRUjqBUroTX6MjDwAIjgDXAVztwVXN58iags9T76lDSKIJds3OBuRwjSCB3MdSuJf6sPG9UUs1kjBAaWGs5KlZFUNEdPf2yaUgISYJNA5SQlzHv+2OQQIBAAIjBHDwbaLtjxTPIJUKSMAVCTRX3ycU+QP7Vke8hmY85c27ScMlkD/rAQVQgXjwoYeHwPudt6s0WCZpXaWRRBfu+QZV78QjPQwAEBDBkV+HGhSkofZbKmfRHAnk83Nh39IBOn+FR2zSIueCyWMSSL4PdIReBm8ne+m5eGgJnzdKNxCxn+TqnIvQAQXUQAACUQRGwDpbDhLI/T6MeS5NkUA+Pgv2LW1cu7WvfCiaqp+M+MseuSlm1sQwIILMgFO9YDz40MNFqIAg9YMT78JBBBEE1BpsAmXadKCcPRr6fBq3fvf9GbBxedqO1195I5kgWiaort3av1TuADBHrvWeVComXUYHiKBpgAByiBRYaJH+VdKYAmU6H6EJKRBBQG1BZW7BCJQmbgO4NYEBagGluXddn1+5df4C8RPWdtReU9MXYjbvybnekwpzzYDGPwcZdI7NndfexCis2ERwkgCsz2kHQ3cdsVRJ6BoG1BY0po4HP7OBoiVhhx5pYOnu+dLPLxA+4W1HjqQP0sCmx6aGtXv9xmOzazenVEffwIkOI5SN0Sq9rpRvxHTiUyZLYz15BYDaA6CxTRqTQCAbpscM5yJQg30AYDtUEAH7S7dfLSb+CtW8J/d6T3Nrd0lH6JRSHUMCXlbBgS0ATAVcoR2M3FMLoBwCENi5tQ+yLRIkEBQnZuMH3ya9ecG6BXJHLsEwbNQ8TNU/JdZ7siGDdL8vmRja+NqUQAJOiYJJHqf8xcxBBXBACsc5V4cZyiEg1prKOUgW+11HZoAEStPXwnwAgN6ujW3bmteVaDtq9nFt4bJ5j23qV8n1nlREjsn9xhiTUKTTZnOTrXqD7R2OEwBwDqR/5XdALpUXlx5YjIN6kEGAbm3UAHmf6/Y+SCB39hUIMx+1nGeA3q7Nzb3p60Ku1xJjh9zSwEI17yml3pMrmNQMioFQ14RiNR42VQoFt8YM8p3X3jz7GgMFwIEU9kttAT9qNlD181/bOlAFPA9+ZjNZ/Hnu9yAbwttqzAUA6PfDmLhe8joAcIVSHqJfv/GYUhHj6qG2eP/xVy3AY4rSDiQPBcRQ2LpMp8XlEyjbp9OyKqm2p6aoJ1TnPAOXIYIh3f6f+32NgPqnvjMWSNd+qeyVbLNUrwu1VkpXD8r+JGIWc6DeUxpjEkOJtMriyOlfcEooOwMkVEAp1QNC+leezi4AogAAlgZRcyQQkMZ5CDJOHVCrghOMVZ1+z1ydM91rsVaAEs8Ml/dRatHvGKRTwxgRo2VfQPobTE7z0l2n/DoUiMb6XOoEmX4W0gvqwek/9tovoPxACYGNn0CzNN/GJi0mtRQaPKiqCyJFde1rxq8NYT9KXacpluJYNF+e28CXBHSAW4emucKouWr/dYrizyADPCBXo53jvPtwnteuLZBA9QFkUPmBUswACMjj7BBEoUndp/HvQ58ZUwH1xz7/QRBBAAAAQPJoWEtk+3X8F3DUTZyk2GTGlPrH1lGJdS9wptKFiydLqr+piQTyqYaZUt2AdAGAOmxsjpgigcZE0ZgwSvXcwEMNINUYBfeXmK3woP4psd7TGFABLUeDRQYIxO4Khto/4Y1nv+VEC8R8Lp1azPM51hIyS4idEGTQ3k+gICMAILgyP09siB2bmisur9N0TEAC1Q2oG9OIKVLFu++8jdQvIDhWe+XXbu3TtVv79Porb0SpYg2jpoZp7Z+pv0MdoPLx3nMddSec+Mpzcm1wABLoHDEJHJ8qJAAA/JMNsa7PR5A8JnZUnZV0r40NnGcAAMAOhbkvqICWwflj2dqJoNwKkaVqIOBAhcO9/9JRd6+n/nSZGsjHXNXyxHRKGeMyhWvvJ5pLXyafuxQgfQAA9s8FbAvpplJMF00OANgRxGAAkCqsCSDTzVQjESTuWaiiYsFW/SP/PkYqGIx0vAOSiIj3RN19Tqfv9dQfr1cEwXkxh4/0KBOyZ44IIjInoWxIKd3nIk0sjT2Xcj0V2OwyryP1FBnsBwAAcGbg/kqClcetCtLnetcLUmTqK3fM3YdPckNO04pdx2cJQP4kZDx7ou6Y0/a9nrYaVRCcYfcwUebYvI/vv4l1fwBQOnIq/BzyLIhFEqnu0XROoAICgPj+LWKM8oE0MHs4OVEFCbSUzKlBKXT0Qk+HTzRO3kcHFflj46iMN9Cd194MUgNIvh+hnBJrYo5gBDytT07Et0TdllPHOLGWUbNH9N4fdd4P7RQN+dhxlwMR8TtXAUoskmT8uS7Tt0zuB8RQekH8VL0VIOxcAOTUxroMLpfMMfZVuPMZcLNuAQAoC0697us3Hjv7qh13b594/4w5gmatwU9BTYTi4gmAE/Etp+6IB3cqUgiIZIJnnCIzbklcUuqMqmbQ0i+TzwAAII+grSZViws1lupvQPQBodcuEBe+VUg5Zn+4PougArLDxtXAyzAhgUoL7C/c842wi3Fp1y/5byavmRNxPvxLjIix4V9XBvFjn/+gdk1AEeTHeI7ne06ldvRnffLBiS8I8kdFAsmvca0IAoDYQQTWch5kQ8xrL22NuAygZ30rwNn8QGEF8gd7DgDmYWwlfbCXpQfztgH2HHSFeV0yv1NG8+jPe9r72R3jw4hYQ8T2GbGGrIkg3XqaSycc/xxkUDiEzKHO4eCWiaCxwwkiCNAFJKmtCRXpoNp7CKoQsNUeXK0l5BCQAkBcH9ZFGQ4g7bPopa+/Wn26o+k5szHdOEA88J6In3Liko+oI358OipcZAHxHSG15dTsETUHbJUaSL7m6zcem1WIqX4PUsgMYuyu3dq/kK5oekiGNLCpB5+6awMRBKjWsEgXTHU9IFDNn2zAOkl/PkCq+rW3OHPzsSW1wXd9VRAgr1Y3LkvOYljHxMF7ov6YE20vNWNKZoH3p0TE+EACOTRWYzLHNF3w9VfeAAk0Mz62UKXqAeaAEwoI0kf+f8y1MZVylHJBdgRs6QbdsHUYs1i2C8pF9djUbktdZmEsBer/pAH4MxfRxF64tTlztuPJT83Jn5joT8jrRdoUGBeFo+WvWjE3BlNrNNb+R/tcoDTIgUhuhcOxBzGumBMgF18bAFKEa/UPyB/s/SkcPtFovzYY6PAwZaF5P7Ti5pncV3/Kqdlns/e+FioSyITgiUECxVIjmd6r7fXVuP+nniDi6S2wJLiU08FCpywsLTgMxYJfXLu1n1Vqs/yEvYT14ZP8gbLOr+2qeXx5T3T32yAu52xU2Ekh4h3mIBbx4TLuzPXepwBPLmV0FI39ye0gNakZFBKirs5Lt1+la7f2kx0zm0MyNvmD4BPIHWPCR9dZLqU1jnpAaZANKaU2y+esXEeuxAAS51ree6zE8eU9EfWc+I5kuPedLjmfLUWESgMT5Tt4QE4O862Gr/nWEUuhVF5r72uz5OaAeE705ua5wmZ7hye1+Rnzr/4xJTR0zmrNsAkgUtj7CD6BEgP8qaLhIVJPbNU/Oas8Ui4GazvXOMsoub2BtZ7H/JRCAvGeiHd8R/4Q8X73vfSgWDx0FDYDdTFDTxQR15A/SNkKEy+EIPpiqIxc3tPGdoCBgMFsS0NnLYUKKD3yh4jt2Y9JSqTHWujm9+7tk6gqoJwPf1Xwee1/3BBraFXXOWDewcZT6fVYMoY+g5WSapvo7kXVfS+H4Fh1HuZI+uQabIfcG74ebujWem1dsUp6eMS7HdEz+tc2M6B2Iij0euA9UY9sPCBxwMOPBMEWTrF5rCFiGyI6uWjvZfIntuFkjGY7gNWuJsvh4J2a65TI3+6YD3ujIaKGqGkZyCCgCIzJC9fBmirANd3XqamApgJaFYmpIoVSIhtyfbgmzrWXbr966f5yJxtCzonL8ZKVhOK9U0wx9blnslUu8pHSp9v9y8lJOYgaiSBxz+Ih7N3bJ37VIZyIbzkBacUwwGVsELCnDbbHiPec2EQx6JCOyvYOP0tDY7QLwPfZpPpHtZZqU5MJowQV3Xqjzrf8bC+wloi3O7K0ZVAGOSIGYjnMUCBdDOJ8jsFaWxQ7oFqSSpcaEWRKsMDxTotcSPH6x2tZtQdyJoGK78rGL6Z3naV5GfIIso89VxPTRFmYO0lUW8osYgv1vghR7ylXbLC40gZrBnUNb4Z28Kd/GT/1izEaiJ89Zp32Vepakp1fnUP80tdfTfr+Vded2vWOjbp4QkaMiDV8IIE2UAXlTn6ogvTayCGX9+giwFXZhtgk4dTYTb0uJSKolPMwVxIoFrngSqEyRXaqiKFY+9bl/OSqXLwAQfr0I6WPBekz9odUEATOUiKkdALFKzkw43uOa7kuwTgLBPWegKVobAwK4N7RMxlrQQLJ5E+s6z79K07tVTPyR76/mojEHO8126e4u04Y/Qmn7j6n7f2e+hMerYteKRi3KI9FgKiIn5jXVXOAm4pNc5kukyKBhXWHc9vnfhirgWqbn6j3vCN9+lNO3TGn7qin7ohTf7Ksto8Jrt947OyrdsjdCr3EuoyIbRiNe+JsbrILXz7x+itvVN0wAGIVc0AblfHixEJPA1OKmY99/oNZz1Mq1251HZyIb4m6I06n7/Z0+m5P23uc+lNRSBFrVucM68Y5NRIIRFC8PR3TJqBlNlDyeefSls3tlRjkp6/zyXZOg54ZZ+ldRN0Jp+6+P9Jnzt8ck0G6r9IwvrdQ+5sxIrZPxCKq0GskgsQ9X7u1f6aMgqBFj0vWH/Va4KiYwEQ+WbP6ZwqppoGlnvplu/4uOGBbTt2WzrytocA6I9aOagcBZ/OekhJMRQKNfy7/DgRB2HMjVVImh9bvpZ2JuRXejU0eu7C1U7WwcoZr5WLQM21H6vCd79Gf8GwePJWuFAqyFthQIqMnTnRKRL07nk9uAoR6T1S14mkNNiabBfBrgJaQKakbzVpY16WkSWokUG2V83lPxE/4mbfGzmpa1UMGTQWj4vtc1oWsCAIJFH4t+R5zzCtQgz+Ide4nFgkS+PMd6dNx4tsh1csnoG5wM4ZeagGxoUEO7Q2K9LMaTytw+qJ6PaHeU6Q5zhwYkYQWaG4HsM01104k5nb/KV7vmvU367f1Q3v57d2etvf6IV0MvtWlANw31gY+OaQ1lDZnwLK5KPVMlO8r1TVYy3zAfwpgG3ekT3fCqbvXU3efg/wBBjAitkfUHDJqr677mgPqPZ0jSL2nzPfiZuomcCCmgdzmpZZ1ZKv+kZ9ApaICyin1S7XWXDP7fEvUbTkR4+ft5dvRec6IqBkO41zVQkuDn5hPp0HsRAxwNAFZSIUY5h8omeCoTYWbio20tis7lY8gfYa6gss6eAHYb2vPYB1MSKDSlD8X7vkGwabOYKML2gEYIDgqepQyBrndR9D1xy+2mSfRWZ7tiB92/r0ghUpLH8N+L2sukwumMBfwbyIF/inPR+17KSnV2Khd+5lPwImo52dEUGjgYb378awxRQj1nvzgzmtv0s3HH01+fBqVMQHiOIGqeUjd0Ne4dlQGxXRe5Nel5iTn4EhEuUZOQyG/XTeP/nQo7Ngf79q5jr5PPX3MNvjJJaUDyCfABRDQ41qA0PNj3JWVE/W74s2dONeP+dC965QT30LxUxpSj2UQp2MMXUP5iEG0TxPyMOQTYrGuQc4pRiEIiVCpYHNkU67zEv3pjSCGhDfIiFjLiTW7LmPNxRQyBD9AKXMMhRhQ+/mNvZT3/Jyprc7atfPzfzuMf8nrKpf9BuIiv7nJQQW0MVlYIILSCGZLcVRM/7bUVumq8dORQHAIMwTfdX2gIXWMMX5WR+is5TwLf1kqYsBGuYZONQigjIMpYHbv1RZgpbA2clLG1biXYs1Pvx26dgniJ2VlD9K/0ollAMzxHB586OHBtr3zdnJjs1ENlq4wFIigcIszJyMvk1bi+7Ws9dSmjTEeLo3IlFGKYayu3dpX7vtU97o8fsnmcIu2sD0n2hKxhp+RQDHJIBd7CME+AigAyHVvAPXOj+w/9Efo+gmkG1/hTPcXr/rEndfeJKI36YmP/3SSY6H03kXQN0cEpRwglrThc4W8yVzeVwqs/VpDrOoKlhpef+WNZPa4bI+u3dq/1OoxaYyLStOIDGrpLFXMFxnkghhQkZYggRDgQh0G5Lg2UgyksJfizM/9P62zCDCgjr2wFsqfZxdzrCLnVHHcC9/7AT3x8Z9OTgW0mTK41288NtsmLifVQIrBtUkgm4OjYrKhTDdcDgRYjDlxdSjZjm9prSJTwVlnka3oIkbUtERs45YMckkMQDKNAArAvOSGnJVxNZBAUC4uDzgBAEjHb83JR27mDMn1G4+dfSFgdIPXX3nDeIxyMvCuiJvDJxrtV20Ice8f+/wHL+zzXAncbJVzovjkdug2sr3H6fRuT9v3etreG37Gt7uClNzNfCOABckQMqAD+QBg/GFfU5ofky68AM7KlHxa+F7pzPPU3Bh3G4wMq8cK48BwiR9jc+oAACAASURBVDJIfo+aMDdeOT5Zj3HNvogQ3eEvqrgPuZx532NJB4qwIy/dfvXS/WVPFO5InqEDyUD89DQUkyYiopZR09BZUWkbpZCP+UbKD4JcKMPKIB9qWBs5nHk17ycEuXY+KuB+vxXhRwJJ4YXv/SC5rmCLvXYVkWOiaomhDopFOpneq+764KiEw9jYywetT/JHzHFqh08uRG0VjrIghIT6p+fUsV3aGONEDaNmQ9RsWLSC0iCBANQvAVK3FbmSC7Xspdjzk1PgD6IMANbtdTn2s/1b272YWmt4pyeKSc2gGEg5JS1n8if3A7T2g7ek+6juaSkfEUIdp64j6k+GotLN5lwZBAVCHQE1AgPYW2B+bwCYnxx9B6QC1bcWMOdYU77hPFKXa4mgIPT0+AhAPp8mZPVPzka4FglxlVLpfkgZ6084be9z2r7Xe3Wuc8lxBsI7PADIh7l1EWNsrt3aP6u/OP7CmEXAru5diuOMVCsA6wD+iem6mHtP+fchy4nMYRPCYYtBAqV2sNuMgXBUUhhH002F/FmMIZCQc83DB+dI+YlPMqRGwGBNAKnsjSlfMRXfSvb75jrEpnr+nH3Lx2cSHx5UcCLqie79cZe07So5iAXMg30TP3xMCvhoLw6kEWuVNi/FemY5KY9M1T9wVHDwujpQSnMiQKDVNd8AFCaYm7xtdErjj861KzCuUceJeM+Hfzsi3vELv8PaBBkAG1VX7FGqT20zL/K6WlMLyGVsg0dzkWFrbOCo1GOAoQICUncY5YOtP+XEGkasoWgFqWGj4ETHhIp8gAOvHqdQ6jDV+OfoS8VU1J2lbHE+fL9TmvLu4s+WnFGp7Y9UfC+QP+meX7q5Wbt28PAuDx9l7bykUBAaBFAGTnyOjgrIi3QCp1oOFKiA4hMD7/1RR4f/vBk6lBERMTZ8v5sGJmIEXaAgk0YVvI6Nf234unv/JZ/0iXe/taWrn2zrmzMalLHjMxw1ES+iO+LO5+Led8pILRJr5aXbr17eT/9D63+9X+g+yS8pfZYqekBqLBsn2BLEMkCcOXYRQ6niO1MS6Objj3qpHQQCKCLkxVCao1KK4Yw5Lzh8gDVOY5S1249jA56y8r+IOc4B/QlWAYI3hWIw4rrIZQ5UgUN/zItaE6mOM2wJsOaMXuu7Q/0TP9Zy6W+lZmPYxz7/QXhmkVAKATR1T7mRF7EDaJVxWDuG43uq4UAZj2FN5NmaHOXa9z1sFNaEj/kRT+1zJyFcBqwComag63VR6nlXwrmWuu1KxWapxmkuEwBEULi1oJofXWBvs4aQ/pXefvcxJ+PPNU0DkxVALmwTvPREUMpGh8FyP36QTLtzpGBTgJLWc05zXMNelO9xLihTtSXPpU25KULeRy32Psf7hB+zbpyu33hs0p6UZDNq9LewP9KfMx/+Vsy28EgBi4RaimTmlMKUigGuvYgqEN8ZqWnfI4CCHfMduIkAbQlKD+hgK3BGpWqzUlib8jhdv/HYrE1Q/R4KITt7K3c2Fmth6iGM+N723EO9p7rPIpNaQD7qAOHUBYCMHJTSg0Yf81aj8gB7BfYJ15gWxBN8OPN0IbByZb9KT5/I+VyDctGt/VxiS6AMmh8fH2PkYv1A2YX4yQegAIqAEmv/yPeTWzem1DY6OloB2PeAbWCQg0NVw5qYmx+TwK00h//CPd8gqFwRRGVxjuW0r5Yog0ztUYmYGy+VT7PkHJ4692zqPUERFM5v9Wm3lirFXAMEEAAHJWLxXABkhOv1i7WLIArIH6U7+S4D7VpsYAnnWi7KxdDBmQsbr7IZJkRyDLI5ln0zvdc112e6fpamDY9/DjKoDLtl2hLeJUAABUbp6p8aA3AYMACI5zjXhmu39rOq8VDDWQCCzs0YwkeAD4K16RYmNYNiIGWF4/gs1fk0c2t5ybmHek9x1qCq3lMNsRMIIKB6pzNVJ2Vt4ISgpL71m9pBhaAuHLnw+itvJOP4yU6p7GDVOD8ASAYffgH2BmzIHJYqg2pBCufmVL0n2zlLyRdIEams/VW2nBMRW/f5m7kPh2rAX54eHJX0Dt1S5gSOV/lqFMwxAgM49QBsNGxEDiQ7lItpxQYxxj2188lkDJaof3ytIdR78rf2liq9XMImDaw/4sT2GbGGFhNBmyWLvwYCA05JvY4KxhBjl2swhaCu/IA5dae6pr2I+ltYF4DZ3pgKzGpWLtb0IKcE8mGtjXc136j3RM7uVXd9KZ/nJ9/ltLlJ1OwRNQdsEQm0KgUMTj5QknOS4mZXBdO2TjKCkvLXb8pzjKCubnJBOFcv3X4V6wJwbi9qVEKmXlcLysWy/NBa4aJma8gHYqj3tMI/icRnyOvjzmtvWv19f0pEjA8kkCU2pq3pgAFrDlk4Kmk4KqUfuti7+TjKmF/AlQOT214EAKyLeuY4p6Bw6uz16T+A/EkHLm1SaBKohL0W21/KaS/2J0TNPlmrgLQKoCkjV1sAgqeUABxkICfnOrU1C7UHAoPSbBnSv7AuYGPL3Re+lYuwH3WdwTFrzKDek90Y5LgX+1NOzb4dA7QoBczXIaMjlkyLIplCJ7FCgFJnMJjDZjcdQ6hDEHSmfO2wsevOwhLvE2sCqOksB+IFpbX7DwDsCvb3ZcTe37FsTFKe1+ETzdlXyZ8Jg4IAOlTQiHVWTnCd23Vj7QEAsNTWmdg7PPDAGZDjfUD9AwDAnA3Y3GS0uWmm6mHMvgYQHr0heAMKXFPXbu2ftV1F/i+ca1xjvvu6tDGU7yfHsxEBHHwq2Nd652TNfWLdpg8ovuqd6xzPcsaI2J7934EAwqFYjaMiz8OYIBl/lTiGtRNBpQfRsIUAAMCmwdcEsO4Bd4SA67nGfAO2tkAogeQvooH8WdIBjAgEEFCJo2LzeSkRJTI5de3WvpP3qwnjsRPjl5ujDMe+TrtYqrOYswoIezG9dYHACrYrB5sF5WA5QbkrQG0UD6mrf7Z3uPZ3jIhYM5A/S9Q/RAuLQAPpGhPAHWmQi9N1+ERzybG4fuOxyXswub+cirjlPIe2EMq1XOYLHcEAnOmAT7Kh9vUH+woA5RMCgL+5ThWsVfysIWLtcuJHAAQQHJXiHRXT4si5Ega6NSYIgaX3VbpSKBdH2dSGvP7KG8mQQPLauXZrn+7ePoERBLGgPQ9ytLUIELAugLqUiyDbQAjAxsHfCrU22qvM22eBAAKw0TOBCO5fuv3qor9TBea1QSYhUnfgbAlkFPwGcg4iEUwBc+sCD9UQUJZKOoBQTmMeQs/FS19/FXOPfRfcLwIBlFDwBkclLnJJeZoawzlDZnKPpZEIF+75Rt4516Uo1xDsAyWcZUBYe2Gq5sV4xbOvUC66JSJge9aNFdYwEGrd5IYkCaASiBM4Kmk4KqVKk306IbnX/ok5dli7+vUkK9dAApV37q3diymvCTzQSctGi4L+ggAv/dwC8vdhxevW2pKpvVFynFFS8C7bOKiA4s1DrX4RFEABAEcFAMpw4FJECco1AEjdRgBp24va/SvY13wg+xsu7QvWQHmEAOBnb+Q01z7iFBBAEQBHJYyjAqcdgFOCIAXIa02kRsjK5wge6KQxD/CvLt+zWJt3b59EbbIBm2UH07+FT7tu/ObGNLafBRWQ37GFr3wRIIASOLThqIRxVEozrAimyx27Why9nNVX4zlyfQ9wAnGOA9O4fuOxyfpnJrXRcp8zFP2vC1PnTG3kkIszN/aYqfxQFAa/DB++eg7j6jtOSZ4Auvn4o1kHBnBU4jgqeFIC1EJEAGWsPyD9efnY5z+oPctABIV3gMVYL/UvSidQcK6FW5uxxzq02st1bHbntTeD3ksuNg71nvyMOew5FEDBHHk4KnEdlVINJQrJ/f/tnctuHcmRhiOLxaOWTUJct7RoA1x4NyAwoBcD+EH8gH6Q8RgDE21w2wsB3Qup1zasabfIw8pZ1CmqeFR16paXyMzvBw50oURWZUZG/PFnRGZ+ZDnXg8u1EmcX/n3LOyD+6KzIWxvL+3+PGBQG/XEuvSrm091DtLgG9wCp5mop2i4dAGALkhOALt9ciYjIv/75D4gKRAWArJJOAIDOWHCcIExV9o7FeESheei3i/e5wlSiNmd8c+NeL975OlxiiHgNgHsu+s0fK9bWCNbwgv5YXtzukorLPjdMqQAKSBghKnGISu67UggZ+Yxd7tU/IYJa7Lnb8h7soKcVy9ds6Hx4/xERKDLnyX38Q8Q1ElS4V+qxWmvcneJDnPfk3k9pisvHMfB4E8QVkhWALt9cJVsFBFEhgPoEbWAAhCGNQ75riZhFEjU+nqmJgkvEoLGvlyoMnRovH8S3RN9FdTXjDPKIub5sbGxsfJ735PO9ls51aV05SQlAXfsXjoUAyjwAn2tYA4mjco13AGnG8SEhZw65jEFAY4lOc94V8ScdPwgAtps2l+jz3lB5VEiuPTTXKYo+roRmWsAUkUYAXAUPqoBAqUEthH/vr63u90vJGzFDJwn2hTlnBsUAV4mzluC77saZKqB08jTNHBk7Kmeup3iDiMgPdz86tw8EIADpB9gf9gcCkrehBArBNj4J9p3Yrq0MKgX98Tn2yawPEkoAtPp2kH7MKS1PQQDy4FggKhAVDQ6CKqD1YxfDBkskKCnsnq7173Pf5eJ290II4IBgXfYZioD214Hvn6tNdMLm0+FWJNJhkjOQvm/PkQ8x1/n4mWQFoBIOgIaobLvuL6eFDwAoIziXLgTFSqZKSmwRXFhLrtYIHMsdfwVhfHtKNostEct92QZWBdQQFRY9SN0GwfZx17SOlxJHl+/y4f3H4tqDune+uN09V0aFsIdYie0Pf/7x+XP89yWD9i/9ca1boyX6KZJqnhseClJHkgKQy+qfrc6BihMcH2MI4WEemf+133eqGqNLsE59Uoe292D9AZD2GsZngFTnCVsiJ59rG1t4alItYLR9AbAMnAO0PZiEKL+lek03iVhCJE718Y/NcycCrU2gck+8fK5DrYSxsyH8N/Bh777WU4ktrN07d1WLn+4eaN1JIHkm/oGSgUUB1U5vbmI8ROIhziAFgoD4o5+YbX2+uXP87vrt86d0fLp7yHqdzG1zKq0djPYvvXzs2FedApWL+eLmu2+TtFlQlo/KNXa4qgIq8hawm+++lfuffsbYQLbOgdvA3I0fiBPIY+14ufDrQza09PvOEYFySz5evPO1f/FDWwzH9wCNdkXlYnpxDLxEd17VmjirYc2GtCWEszLANfA46eSJCs4K5OIfEOriz3VKyXzulUI+xzBm3DhV5dL9vkQhCPErzYSy74dKPxB6qHIx9/zi8s2ViOg6pmOuf//w/qOaOHq8di5ud1/ZE4BLu+JGCEAJkkeICvOgIfkE+JFUEpRYJIJ16H69+LIJzYSx1CpOBPH05oTKRYTM1HgVt9iBErlRnfrChagA5oIEwocNaRMjAH4E+OEZIed67Rk3uftwzv4JH9digcrFPHH55krlZT1DviRF0ScGD03lvCewHMVmNFuMmrN/dCZfF7e75z5fFH2QWhIK8KUAm2AtAE0xiDhFrD+Frv1L61in6kfHLoNgPeKnxmx76RjQAgaSWdxLle8SryM9dg6UIi9H/0rXfv+1y92XLdeMs+7TJxDMdRo24RpLq1xKPdCf9aFjPZFsglyRSl6gjcdrPO8JrAM9DRCVpIjKGnJSYkVQ985dVdRQ8gF02AmVa/p8i+sYQZzQPV8//PnHFx8fwP8yNnBWxhkwB9gS8GUbS7iRjgogK2KtyOf/efngIXsP7ZOIGBFj2l9jJArga8MeI4ZD8/Du+u3JBHpOcp16tdDUO459vdQqqanxinEWEJVr8Xe8fBMuzuTSbRNzf9aS83vW/l/tVUCIN3muJ446cAvOEQwzxthSGGg97wlfNR9xBSArYhsR+2hbASYimn/bVgCqRMzOiKnkKyEI8Uc/8e+S5rWVFLlXYHy6e3iuCIr93rEEjrnvGluAKVEI6rffdfbqm+yQ6OQZC06hs6etMf3U85yyo602FlsE8iX6dOu+dBEccYJxThG0BeUNbec9kZtvQzwByIo0D1bsg4gd+HLok8etlWdBSvZWqnOR6pV5FoGODQyiojuA9uej9Laa/jk23Z+HRKBYyb5G9O3HdfXBsS+hci2eLYQ+94dqCV04jiUu7WFsrtcIN0O2U4Itwa9AysDnx4vluW3kcDNtfA6Xm5+JJgA1j+PiTwzs763UN6b3fCJibCsCQVTUG//W5Dg3kejFO19/nSxMiQ6lYcm63RJ4x4IVlWv+xtylL3EJ2sDcED+XdjH3e8UgnSkkk0vmYihhG/Nj8KuwCSVVkWWtWxeg+geAtPhyHAHIithHPeLPGJoHkWon8utfICraiEpMASAXEhLjnbUJFdrmncq1LziuXHMtApHkgLU4ZYen4tNWG9OYTK5Zk2uF8P7fw7EAiA8fws/SWF9KLKcKaHp8wHxEEYDsXibVn/ufflYxQMfiD0QF5IBY1QeprgUfgZfKtYl3vvbX5hKrbLjUa719jZ9G9P1C3858zbPrdvk+9wqVXByPzZwK1aGvw7XmoX/WWl9oJ6EMkFN4qFwEIDQ0VHzR/rUtR6kZNohKikQFAA3BJzaJK7FyLYRfB3kRnZxx/9PPwc9MDLH21lRDfnj/EW61kItOJVX4RhACN99962TjP3d75Vwp4ApxWJNJd+GNEZXu4zIQl05UGCOS3JzGj92K7fAxhrHXBWQOWwWnsYRjddzh+FM6lxobA3gB3AsQZ5aA6p88/EyUCiBTi8iZiOx1D6ZZIVQt2bUa+3qpO1hLSRpBdXviyRgud7BrEnaCFYn5VhsC6YyhTxvrfHaKNuRiXIb40RzuEEMEisXl5r4r1VLxfBbtdtO+gvHRBQ3nPY3FEXKZ5WMbrQWsOjfSNLa9dn3s4W78lArt762TfwNRCUtUfrgjaXINRCBICsl+/HdiHea9Dn3PbeptYC74i8YqH82VR33ON+Zj8UkgBd9fOicqmYde3O5e+FpE7fmIJgCZWqQSI81nK9K0Z0L7EnwWPZeI18Y4iMo2ogJIplNLPjlTQU+yz1xgF6ETEmwsTKK2dsOtFCzlUdgt/CvU2u3g6hwgoBs+57l0IWiJj4l6CLSpRc5qI3YvYvenq4Fc4vw/h4UmU4mYMyOf/xeioo2oHBs05KQ8EsL4AW3JPnbE+MVIlHKwnxAxPEYSoI3LsYFGHAP5xz9sadgPl+T/+pcmiYh8uns4aRcqbgEztYipjeqFBlGBqAAAkUs32ddemUEbWBy7SJ07dNDcBlZSm0YOPAY/BHfAboHGNXAcS6a6aubkuan77LW5PNfAQ1RA4egSKIKn+8STdhAdyT6HcEMkQ3MH1vr42mNsdHIAoDuOaYAmkZm4Tizp57JrhZDcO3DGeBGyM0QlOXLCnAAtRA4yksfclf4cIM1E5Nh+Ujg/A5vXza8AayAFXgPf8mNHIc97co1312+fP6Xj093D5LxSAQRRAYXaNsQP5JB0T1V8pFSZQRvYdl+moaWCOUxv7ZWIYw7AjTrx1om2NjDbiNgn/0k7yNuOYsXYOb4rt8qfF+98PS3u1ykZdgcfBg5RSYOgAH+JU8nJpw87w6foS0ABiE1MfaP0K+GBOyAElQfbiNhHK3YvIpHD59Mv9vn33SU95lyfzwVpIne/NrXRTwUQgFyDJIE4WOb63zLvGv0HQuz2BPXidvei5DnkTmhskVFrNScCeFrx8/d/+t3ojjhCkP91q6F6wzYizWcrshexCsbo8Xsr9U17QZB9EjGPVuRB5PHvFgMKYEec95QXjm2j1v6wc14ColIOQQFlJA9zbUIT+j6JYBWf8KTs1xGBTiP3Qxu3ronYVUD4vzTj6NRhqv2/RwxKI+Eb4idjsI+nxZ/YZ4xZkehVSaXYS/C57doNjYgx7a/EE7+oMXgMC4ApYlgSfOzCkczj15ck8KeSsFITrynRJ8aOOptH+L8c52fqauWx9YgotMyXxaxc/CoBb0SsksqfU9jfU/0zhz9sRegNhObfh3k1h3a/nRFTyQshCLi1jWQFoLkHgEJUIJAgf2g6+I6kUB/hSWEO5r5TjOqXWInd3Hcl8dRTzYn/y4Nb9dfU3HX44f1H1mJk3726c+JJ1Ks/Q+IP/mXFXA+geYg7+bb78bYVI2VvpToXebizzLcn26g1P+QccrNFMYeo6AWVKOUlDktRym0HYBvhSdWvf7p7eL6Vp4TEZS36CWdIX6adP3AYNPCxxtZUBh1/j5KgsXJxC7ozeVxjaWUPN9a5gd0fzn2KXDS9v7df2VbzyPz45MtJVQBxdXUZYI51rK2OhIztKLlOLsb6y1MWehCVwwe1nNp6p87kKD0ZnWsTPmwNgBK51dD6m+OfqFyM/3wnOyfOpG23OdJhfAk+vsa8VCFoTX7ciT+2mc/HQT62oVIAOrWz1v0ekaAMgoLKHx8xDjdOVfQhMdRFeC5ud0mdVTF2I1iM59UmOmn2/VqEXo2bZFzmoHMeXK9NjSJ1aZWLWzonTCViahF5iNMJ5kpoKjFX6J8pJdJWD8/Z/Ggeh8UfLTiuCiN2uOUGWRwC7WqXD6KSjqNDCEpnXZU0XiBuUJs7B5rOqjhOUo4PBtWQoKRuE6XeGqqxDWxuogv/Smujc21lUCmIVbm4RFwy50ZsY8UoPAz6WAyYEh3n2F7qecSW9WX30p77BIqFOgFoLbnykaxCVOISld//6XeT15EiBPlLnMB6v0XlWt7kCaS3Pl3wA0TeaUy1DrvgFDlzrlAxOMQYUrkYbgxcdE6YSqR6ZcRW7XXw/XNhrPi7kGlKbBo7H2hri3TuHOBk3OMyteI5UbIVQC6SVYiKfqIy5eD7f0+SrTdxQmxACIoRI3IgfF0bGAjLD7Qk0VvfPVYV0HHccCmesVEBpjhj6j7LN/ca+/6mEjGvjNhzEfskIk2rFPg8CciIiDSH25/scoFizY11ueK4eniLHcU88Jv2L/8w3/yxUqMDrqn+GTu41uVzgHSTNxLuZQLFUAAZOwPI5yHQKYlOQ35rylaxS7eY276rnRx2djGU4EKAttnFVp+SUuvXkP3M9dex/TD8axiubrvFl0hS63bOvM/1TWu/f0jY7jp6KyKHR/v818ap7eYmEh3zyVl5sRV5+iXOGUBjAlBfcEIA8u9j1FQAaQr6cx0iRMUdUemP5dhCX6PyazrrQyPmjCNVQMt9AJVraRAlraAd089adZlEYz/h+UNpnMtH3CWRKnfdpuAXzBk8IMg8GxFzLiKfw3eDTVUWzakQAtttQ4UAtGWHInTZJETFLVFZO05LxKCxr5eaeE+NF8mnO3I953aUlG6pSsGWc0lwWId+uIYLfpCCjeVoPyG4XU5VrilVrYF163bpHMfMmULmCGA67lXnRhprR29+M0aeq7BCwVRpxtsUofIMoK2TrcGh+fr5Y87QJ1EJTcCWYu3tEzHKQGMl9nPfFeHBvd+ics2vPWu4MSsEOAvIfzIVgp/EwpqzgKj+BEBn8n4qH8jp3YFHGJFqZ8TWInZv25vBDn9v6lYg8nr404w5h/P440W1tgW+ZrKHSF6uxGXsPJZQPzMV5z6n8iJ24qoNfcEhtV2iVEDlWp5rB+SRUJGEgFyTZxKpvHxWqp0TIGySPwnTtt2Zqj34W+RQ+WMYw9wRVQBySawolwdzEmWSyPVCAomQ27Ggck02v+tx9U9uSc5xXKMKKC43uLjdJdWyueZGsJvvvh2tAAblxCeQls/KoXPilA0T98Tv/JqD8KNsHQB/qHOabESgtAlKiMUeg6hrE51oLdILKtcA8J9QzU125ibSmlo2j9fqxe2umDZJQCJVQgJP5wTYakOp5IXAX0yoNT1MacZeshMqLanPIWkCYeyXyrV54zP36vccAjVVQPrXea5rFB6Vtt3iK/Lw+z74BxyvTBsiLwQiSg+BhryU6ahAOnB96Di2expUrlG5BlrEIrRD6zxF0WfNYdAAgPgJvI/KeY0iASKmPxvSmqf3cXG7exFf4X5+UGuZcFAGYrV+gXyDB37LD1IKurn7kNTXYWrPnksC8lwtd/dy/KdEIM4BAqDMuMemOdAGhCA/iCIA+UyiOodI0kriBsIln5dvrkRE5F///Ee244B4CbQghTYwzTHYVYKTCiFFyC/bVxCz8IdLuQ4iUN48Vsv8Dm22jFXWIgS5hYoWMN8BCWemN4EGIFVApAEJRVyEiOu5rHNEILDEbxDf8LFaBAFQVk7YCTxTQlD/34LlqFncINZCZ+7TxVgLweWbK+9VQH1bCiXs4rcg5iTwbqB9M6aUjQrOAspz7sduinLpY3OOf6XGllLfHe6gzw47zLkVd+jriELzEFQAChlcc9/topoGaAkgXfsXAACcSkoBAHHWnEvOiFAQ3h+G3oSK0TlBXhOOw2vrjBmz576YM/fShQ/vPyICTYyPSOQWsJC7CLSBxQPVP3ki5A7yGDEIsa6p/gFaSdypZKJvt67Xaf+A4Jziau5r/dh+qAJCdCAJdzt++KU0c0SgH0vEoLGvlyoMDY1HMAGIJAow9/kln7kDMow/AQCUh1KFsVNCR2nxUIO4XUrnBDliORzehU0PCTlzKoTmVhG5RCzRaepd61Qm24Wx51oFxA4eiLWm7n/6Wf74H3FbwELeagApiQ/aDwAJiFsfPsUhfv3vRnZ/MCKVkaoWEYO9lIgQMZbKRT0chM6J/GNeTvM758ygGND4TCKRWsBIogDIEz4OgB5KzIZEANfBjB0pfUD84TYn4B79xHgM9kFExMpTJWLORapzU5QQ1J115/uSAwBK5yBwrbA2FlIE8l0QsrYyqBT0x6cubWGXoGhrJyrHyQvOnmSaJBgAYhoJiF7/abvfNCLyWaRprFSvDNVAACSYKM/1DTHOWQTlcOcQsTZGC5Y20WloDLwLQLEXNomifsydH4Qi3aJNqOqf49+zvknSFh34KQAAEFJJREFUAQDhYEVEHkVsLWLqst798s0VVUCAeJdJjliqLcXgzSXNdQqHTdclGnspO6ZaiEo31lsX/ymHlXMyqFnguPnuW2/Cz9qrUn2tbSrXWAfENJAr6pu2lGd/b2f9eysizaOVs7P8q4C6qmoAYvn7mPAVX45zgovbnYh8qZ7gKu+05/fUXMOhFcT8kBPOZJdNVI4djEs1mOTQ7dxMrecQB4+v9R+hkmEq11ifIB8CXGJS2V+X+3v7LALNRiNiGxFzhg0BkIs/0tI5gRCUd/wBcVGXZGwkIemJDqWSc5fjlwpuvvt21mGkodY2lWvi7b0BMQ0oJYU3HOoDAPHFb5Xp0Abf2LkpCEHpze/UXAMFsd7XN9Y+4ZTMp4NT81SaOFSqzU75D5/BjMq19OyhRBDTwNYkYHEVUCViMLmoa750bpDznOYa68Y4VCfwTAlB/X8LAFiHOuTiBsA1QinWHVy3Po1VvEDm0rc5/KCbNdsfR84IIAb7BuLiPBgp7yp4Ea6BB2X5whCbVMc+993128lblIa+Dh+Yh27sLm538unu4QVvcJ17UP2jF3UoJ1KSM4Oo5JWkhkqmEH22+Q9tB+NSuebftksXgmgDc09QwTSMiJhzzv7RZK9UAOY3tyV0Toy9Yz+mz71S+8P7j4hAM/gSsRWIeBCAUlL7CJgA6HbkW/2H1jUe4pl8Htrdr1zTML4lCkH9XTwRkU93D8Q0COoqH9sXEfsFPXbg76RqxR+qfwDrkXcPgSVi0NjXSxWGpsYr5MYp1T+64FQAwoFBVABwISqsDRZDFREkxfmQ4qnS8Dk7XKkTwaW7eCFu7AP54PHeyu4PrbLzrO/Ywx8qI1UtCD+OfJuvdgviXfrIsXPCRY44FL/nxMTQ1S8xucbcd/X5fLR+6Uft23FodKqa2kRKJSoA9LHm9q8QhAXEw9qDIjUSQQ3jBtLjK7FQveImsBTW9lisg7OlP6+an1Wbbc05MygGNHONvvgDZy40zpfowCDMAKxHiIqCrf6DZC5/vLt++/wpHf2DHKdw+eZKLt9ckXQR90f9JWOTTuzMNdaVUrlYylrz/Z59PgAvmB4fbBLUKSxsHwETtXM6+LqsygAE7piElh3RvBLUIXIzhdwqf16887UQ0wAoKA73fWL3e3xA/rFOQ87kgk+FeM8YIpA2nqFFCDv2TWzSxp+H2pezSMHJEiwBWIaUd+UQgcpG7juCS2Pa5ZurYs+KY4cTTpR7TMot3nVVizn5rNQ7J+baV0n+NlWeEfp4lLmxBqHIn7Bf+zAiAjFEBYC5oNIMkKCHTaKwLUgmMT9/oYA5JMb5Egjwt8SAU+j+31Y7P2VzOdtRiM2Y2oWBAECQzgu2EZEnEftkvf4cn+IPZfGsOQBO4eJ2JyJfyvY5NwK/4xs+2+tLqOLKtXKxlM4JxJ+85/cYxwKSSz8Lt98GpxVAF7e7wf5HraQq1RvBciAqQCdsI2IfrdhHEbHt7b99+LYH3+SAHVEAgQNjKF0Iwn70872pGJnjTbe5Vy7m2jnBVeDEgGPQNhhm/Oag3rr455IqLYTqWKC6uN0tukEFgFxhGxH70Io/NsLPhxwACCPQxBNKEoK6d+6qoj7dPSCYK/OHgHkFILStxogBS4TF3OFr/OstRrGGXAAAdMI+WbH7OOKPT5S4qw3BBB3uf/p58PD2Eg+APl4X767fnuQmc3hL6iIR3OxraLjsYMvZKTlWAeWKXDsn2MzJK25q8h8+D84PEQ/GOilCj3Ht0inkQCxSC5Qp38oEKdQD24jIXsRGUn9CkgPIMMgZtPEsI3ddorWWr+QuoJTgL1MQzLfGSOJeWraWcucEG1BwiK1rI3bVUSgbjumT662TFDp5c4nOuf5w92MygRLHCrzAzq/8qW/Mph+1v7dZ+A/g17dhF/4IXKnXv8/hA0MJT2k4Tu5KEg80Vv+s8YVDPiCHeUzZd5XaOUEsz4OfISDnhdrnN0+lNFrljqk9VGNY3URlTeDLxYl0BxPmnkxtFXz6OBZ/Yq1xEhpQInz4qhTX0lRCMoe75CYSvXjn6wJuWJnBsUI9h5j1IkFy3Bac9EOpd06wkZOPbYbwHWP+DsEpQG7nm0hh7CtIydPhJqamR04UHMzy9IsVUx3ISmXEVCLmjEWUA0zVfmyEdQcA8Iuu5xwx0B1yPyA6W/HA9m67fIrPrX79SyOv/qv6wq0cx8ic5jGn6h86J0BqMYA5zguLBaBSWpBiGLptRJrP7UG8GvH4vZX6xhw4ihVrREwtYs7NoBBUirJ7+eYq/SogI2LOjJizAykOFFxKW+Na7FUbmWbXMC3cfPft6EGGKSRfoFB/aUWaByv2YVz3iWHXT79Yqc5FqlfGux9McR5LqlykcwKAl3Eb0ckPaoZADzGxC8WfWATc9p/5UcQ0VqpXpqhqoC6JzgnmTKTamZYgexCBYrV/QVhAicDeX5JIAJrH0+JP3GcTEWODrQmSqri+uZQYc/x1NnfiQCMXGNr4G3pO/JUf1FsnK2fCHNLobCPS7NMcN/vU7qqdvTaLbYlFrQjmIAJ9Y8TurciTvGxDFEn+jnhKWr9AS+UaCXo4ex+7Ep6EEqxN8NIhKu2GleYQ9vA3i9F5RKzKxZI6J1wJEQhFUuQGDhtX4UAFkBZisk878Nt9KwR1VUAou4nCiBjTtvXJubtDMj//lRYfDUihcg3bAL4SEmxr+3imGq/tfn4sc3nxQR+nqmB9Vsh2dk9iBXxj7DDopThlqzn7cc1r1KXvPxWb8VdhULuYrJxAhcAGgvVkxZyZ2WMLFOMwjcbkv8YBCXrO8GXvqZ0DBNyt2dw4kS/BZ+u6ZR7Tt+VSOyeOx9VlFRT8bRtSXPf4Kw9xjyHQlXBrIS5bdqNKU3ZzvwY+dwJEYAElwVcbGMgT2QjmCjSeMb52zLcQwkFumMuxaAnfNn455wShuHopNrhqJHMPTsHfz4iY2syqtqhvzIuPKn51ZlhsgLkFafjdglFC5Q7VZazNF/ykFhGFF1WEvBxB8zyG4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","largescene":"data:image/png;base64,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"},"audioIndex":11,"boardevents":[{"id":"Rules 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