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"_text":"플레이어는 벳 배율을 선택할 수 있습니다. 선택된 벳에 따라 게임의 양상이 달라집니다. 가능한 값:",
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},
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],
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"_text":"베팅 멀티플라이어 20x - 노멀 플레이",
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{
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{
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{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/MultpiplePaylines",
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],
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{
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{
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"_text":"모든 값이 동전에 있는 실제 배당금으로 표시됩니다.",
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RulesBottom/FSWinRoundCompleted",
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"_text":"라운드 종료 후 무료 스핀 상금이 플레이어에게 수여됩니다. ",
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"height":220,
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RulesBottom/FSTotalWinHistory",
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"_text":"무료 스핀 총 상금 이력에는 해당 사이클의 총 상금이 포함되어 있습니다. ",
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],
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},
{
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],
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{
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],
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{
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{
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],
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],
"fileID":14755
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],
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],
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"_text":"스페셜 릴은 무료 스핀 기능 중 플레이됩니다.",
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],
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],
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"_text":"플레이어는 벳 배율을 선택할 수 있습니다. 선택된 벳에 따라 게임의 양상이 달라집니다. 가능한 값:",
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],
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"_text":"베팅 멀티플라이어 20x - 노멀 플레이",
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],
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"width":1400,
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},
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],
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{
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"fileID":14765
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{
"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/RulesTop/HighestWin",
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"width":1400,
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"width":1400,
"height":50,
"overflow":0
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],
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"width":1400,
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"fileID":14602
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],
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"_text":"모든 상금에는 기본 베팅이 곱해집니다.",
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"width":1400,
"height":25,
"overflow":0
},
"fileID":14603
}
],
"fileID":14769
},
{
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"_text":"모든 값이 동전에 있는 실제 배당금으로 표시됩니다.",
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"width":1400,
"height":25,
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},
"fileID":14604
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/RulesTop/FSWinRoundCompleted",
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"_text":"라운드 종료 후 무료 스핀 상금이 플레이어에게 수여됩니다. ",
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"height":50,
"overflow":0
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"_text":"무료 스핀 총 상금 이력에는 해당 사이클의 총 상금이 포함되어 있습니다. ",
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],
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"_text":"최소 베팅:",
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],
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"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/MinMaxHolder/MaxBet/MaximumText",
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"width":106,
"height":26
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],
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{
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"_text":"기능 불량은 모든 지불 및 게임을 무효케 합니다.",
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"width":1400,
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"_text":"릴 1과 6은 최대 7개 심벌까지 존재할 수 있습니다. 릴 2, 3, 4 및 5는 최대 8개 심벌을 가질 수 있습니다. 릴 25의 최상단 행은 오른쪽에서 왼쪽으로 따로 스핀합니다. 총 당첨 방법은 최대 200704가지입니다.",
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"width":708,
"height":100,
"overflow":0
},
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}
],
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},
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"_text":"최대 상금은 베팅액의 {0}x배로 제한됩니다. 무료 스핀 라운드의 총 상금이 {1}x에 도달하면 라운드가 즉시 종료되고 상금이 지급되며, 나머지 무료 스핀은 모두 몰수됩니다.",
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"height":100,
"overflow":0,
"spacingY":5
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],
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"_text":"최대 상금은 베팅액의 {0}x배로 제한됩니다. 무료 스핀 라운드의 총 상금이 {1}x에 도달하면 라운드가 즉시 종료되고 상금이 지급되며, 나머지 무료 스핀은 모두 몰수됩니다.",
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"width":1333,
"height":250,
"overflow":0,
"spacingY":5
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}
],
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},
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"_text":"이 심볼은 WILD이며           을 제외한\n모든 심볼을 대신 사용합니다.",
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"_text":"라운드 시작 전에 슬라이스가 두 개인 운명의 수레바퀴가 나타나며, 몇 개의 무료 스핀과 멀티플라이어가 포함되어 있습니다. 수레바퀴가 회전하며 무료 스핀과 멀티플라이어의 랜덤한 조합을 지급하며, 이는 라운드 중 플레이됩니다. 당첨 멀티플라이어는 매 스핀의 총 당첨금에 적용됩니다.",
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],
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},
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"_text":"BONUS 심벌 6x개는 총 베팅액의 100x배를 지급합니다.",
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"_text":"이것은 BONUS 심볼입니다. 모든 릴에 나타납니다.",
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"anchorX":0,
"anchorY":1,
"width":955,
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},
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}
],
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"_text":"BONUS 심벌 3개 이상을 히트하면 기능이 다시 실행됩니다. 매번 다시 실행할 때마다 수레바퀴가 다시 회전하고, 랜덤한 수의 무료 스핀과 랜덤한 멀티플라이어를 지급합니다. 해당 스핀과 멀티플라이어는 현재 값에 추가됩니다.",
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"width":1329,
"height":334,
"overflow":0
},
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}
],
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},
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},
"fileID":14478
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{
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"guid":"742295d8e37a33143835af9057585875"
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"_text":"가능한 재실행 수에는 제한이 없습니다.",
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"width":1329,
"height":164,
"overflow":0
},
"fileID":14643
}
],
"fileID":14809
},
{
"name":"Paytable_mobile/Paytable_portrait/Page1/Content/RealContent/Rules/AllSymbolsPay22",
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"_text":"모든 심볼은 가장 왼쪽의 인접한 릴에서 시작하여 왼쪽에서 오른쪽으로 지불합니다.",
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],
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"_text":"무료 스핀 우승금은 페이웨이 우승금에 추가됩니다.\n모든 상금에는 기본 베팅이 곱해집니다.",
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"width":1000,
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}
],
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},
{
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"_text":"현재 총 베팅액의 100x배 가격을 지불하면 기본 게임 진행 중 무료 스핀 기능을 바로 발동할 수 있습니다. 25x 앤티 베팅 기능이 활성화되면 무료 스핀 구매 기능이 비활성화됩니다.",
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"anchorY":0,
"width":1352,
"height":444,
"overflow":0,
"spacingY":5
},
"fileID":14646
}
],
"fileID":14812
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/BigScatterHolder/LabelsHolder/ListHolder_1/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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},
"fileID":14482
},
{
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{
"fontName" : 
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"_text":"BONUS 심벌 5x개는 총 베팅액의 20x배를 지급합니다.",
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"anchorX":0,
"width":1154,
"height":106,
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},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/BigScatterHolder/LabelsHolder/Label21",
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},
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"_text":"릴 아무 곳에서나 BONUS 심벌 4개 이상을 히트하면 무료 스핀 라운드가 실행됩니다.",
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],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/ButtonSkipIntro/content/TextHolder/Label",
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"_text":"인트로 화면",
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"anchorX":0,
"width":450,
"height":109,
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},
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}
],
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},
{
"name":"IntroScreen/content/CommonContent/Page2/LabelsHolder/Landscape_mdm/Label_2_landscape",
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"fileID":14485
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"_text":"모든 WILD는 당첨금을 2X로 만듭니다",
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"width":1000,
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"overflow":0,
"spacingY":5
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],
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},
{
"name":"IntroScreen/content/CommonContent/Page1/LabelsHolder/Landscape_mdm/Label_1_landscape",
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},
"fileID":14486
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{
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"_text":"최대 5,000 X 베팅 당첨",
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},
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],
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},
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"name":"IntroScreen/content/CommonContent/Page3/LabelsHolder/Landscape_mdm/Label_3_landscape",
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"_text":"기능에 무료 스핀 최대 12개 및 25X 당첨 멀티플라이어",
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"width":1000,
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},
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],
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{
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"fileID":14488
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"_text":"기능에 무료 스핀 최대 12개 및 25X 당첨 멀티플라이어",
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"width":1400,
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"spacingY":5
},
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}
],
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},
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"name":"IntroScreen/content/CommonContent/Page1/LabelsHolder/Portrait_mdm/Label_1_portrait",
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"_text":"최대 5,000 X 베팅 당첨",
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},
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],
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},
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"fileID":14490
},
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"_text":"모든 WILD는 당첨금을 2X로 만듭니다",
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"overflow":0,
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},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RTP/TheoreticalRTPBONUS/Label",
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[
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"_text":"\"\"무료 스핀 구매\"\"를 이용한 경우 이 게임의 RTP는 {0}%입니다.",
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"anchorY":1,
"width":1400,
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"overflow":0
},
"fileID":14656
}
],
"fileID":14822
},
{
"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RTP/AnteBetRTP/Label ",
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[
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"componentType":"Transform",
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"_text":"\"앤티 베팅\" 이용시의 게임 RTP는 {0}%입니다",
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"anchorY":1,
"width":1400,
"height":50,
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},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RTP/TheoreticalRTP/Label",
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"fileID":14493
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{
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"_text":"이 게임의 이론상 RTP는 {0}%입니다",
"fontSize":25,
"anchorY":1,
"width":1400,
"height":50,
"overflow":0
},
"fileID":14658
}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RulesBottom/RTP/TheoreticalRTP/Label_1",
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"fileID":14494
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{
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"fontName" : 
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"_text":"이 게임의 이론상 RTP는 {0}%입니다",
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],
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"_text":"\"앤티 베팅\" 이용시의 게임 RTP는 {0}%입니다",
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"_text":"\"무료 스핀 구매\"를 이용한 경우 이 게임의 RTP는 {0}%입니다.",
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],
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],
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],
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{
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[
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"width":240,
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},
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],
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{
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],
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},
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],
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VJN5r0gm5dbDdp479RUdh90F9EisRKQ7Zkh1sCQnt3OOyoDnpIhIcPXRcv0obj1JYR4VvoXSt0EbQS2mnD0LJZ4dP5wDsYtpSU7SH2vH2SJlt2P6oof8yWlHBP2dyJjkqyLN2j0mr5qdjnTjuDpq3MCrWdUCV4/Lom3O3sq1QKkoGiMh5VqEtB6gIn3OkeX5PCNPR/tY0co4qDbX6xZgJzCvY75RBle2oFTQTJKKPgyl/ZFTuyEQ02oojfvJN+eRYKoT2OhcRseTWPhWojTC9NVDRj9Nuqw4dyFu9MQsjO2EiT2Itaso0Hna3PJyXblaeCKg2M7h7/drFJPK3a82wpLvmXj1kSjNOV8AfO4y6PU7yJ/tHiKG7TxSDquXhTZTtuZevOMu7tKye0u27vhNY/de2TVgSabnlPOnBL021vCNu4xuDUmVQktEXrWBEal7k+V23kU3yg+dZ1LlCF69PCzbP7b+tsBm/NeMn/WNKd/1cVs0/cx9oKrepYvdTj3M4OGvAtbxyVVzG67dVVHpfcm0kI7iIENXvt8TWCG15t0U3c8tfOmO9iO2e5Si8Av67pRYg3OIohwi238fCOo/Wm5oKmNwC/rUdCbAP0ABwGO3rkmJldADNzjzkdgD3mMLjPHAbfYQ6D7+oj9MIAKAJyDIr1kWPnHgDZubeY5zB6m3kGvcM8g95lnkHv8ZkhQMJnMkj5TAb7fCaDPnNeBRgwh8EBcxg8ZA6D7xm7toC+b+xi9L6xi9EPjF2MPjB2MfrQ2MXoh8YuRj8ydjH6MWLcniTwJ2ZEm4AfWfgK4MccdDPyMfop3tqc8zMLmfNzw3Fyzi+w+KXJrr80I7Pi0EJe8SsLmf5r7JMTfmMhE35rIRN+B+6dyX6/NyND/8RCpv/BQqb/EStzwp8sZMKfLWTCX8B9ebLfX83I0P9mIdP/biHT/4GVOeGfFjJhaCETPtWj8+bLliruqFQohvinCW0w9j2aPqDi1d7h+LFufgFZIwFfAAB4nGPw3sFwIihiIyNjX+QGxp0cDBwMyQUbGdidHHjm9dUxZMT4MDAYcDFogYXEJnM0cxRz5DIlsgVyuLLZspiyqLNzcUElZ7N1s1WzFTCks0SyebM4Mlky6bGCJQWdHHlUGRQZZBmkGyQaRBoEG/gbeBu4GBi4GLiB0tJAaQYHLBAkvZOBmYHBZaMKY0dgxAaHjggQP8VlowaIv4ODASLA4BIpvVEdJLSLo4GBkcWhIzkEJgECDmJT2VrZStnyGZNZgtncWeyZzJk0Wbn4tHYw/m/dwNK7kYnBZTNrChuDiwsAsTQ80gAAeJxjYKAaiAVCTwZPplMMDEwSDAz/BZiu/v/GpPT/238BBgkIZJJh0AJhhhgg9GbwZrIBqnX9/wPBB4mAxMCiDAzRQAg2E2jSDyYJkFlgU/9CzfUAQjsGO8YMhhf/F/wXANOzkMTlGeURZgDNfYPksjdQM6yBUIdBh1Hrfx1jIsMjsDlG/8uAbIhZUHmm04wLmB4wJQJN7Gd6wDgDyE5nlGToBwDmmUpReJw9wWtIWgsAAGCnZmpqzux0fL9fx2dmVmZmZvbycdSjHmWERIyQiBgiMWJcIkaMERKXMSIiREQkZETE6IfEEJFxuUSERFzGfkhIDBkxJC4h69e+D4P5Q4NBMPlnymclrBebwO5gj7F3OAbOiPPiVnHvcGXcD7wO/x5f7eB2bHRkCDTCGiFHuCH87OR2GjvfE83ENWKVRCPZSAlSmvSdTCQbyIvkNLlIbnSBXUhXuuuGIqSkKH9TvlB+Um3UBHWHeka9obZoAM1Ge0F7243pXu8u0a30NL3+fOn5EYPOSDNqjFYP2pPp+Y85wyz24ntjvZneO4ANvATSwCXQ7rP3LfZl++5AGmgFE+AZ2GSBLJS1xTphNdlWdoKdZpc5WI6bs8nJcr5yHrhSboD7ipvn1nlcnp2X5B3wyrxvfBof4of5Kf4R/x/+L4FU8EKQEfwreBDqhG7htvBEeCeCRAnRtigjKotuxQzxnHhbfCnBS9yS15KCpC41SRelu9Iv0keZUOaWvZIVZJdyvBySL8kP5CV5Q+FQJBV7iqqioQSVVuWysqD8pWKqXKpl1ZHqAsJAJigFHUAV6EENqQPqj+qKuq0RatyaTc2ppqElag3auPZI+01H0Tl0aV1ZT9Rb9Cl9QX9tAA2oIWu46Mf22/pT/cdGyLhmPB1gDsADxwM/TAbThulmEBgMDO4P3pqN5qT5Yog85B7aH7oftg5vDZeGH0esI29GPo/8b7FbNi3VUc1ofHRv9Moqty5YP1qvxoCx5bHDsWsbYFuxndvuxzXjC+Mfxmt2wL5iL9jrE8qJ+MTnibbD4njtOHE0JuWTq5OFySsn2Wl2rjrzzoqzOWWeWpuqTDVdbJfXteWqTjOnF6eL048zzpnsLH42MJubbc/F54rz+PmV+U/zTbfNveEueYQeryfhyXlaXr53y3vuE/s2fTu+PV/Od+qr+Gq+W18LJsAALIfNsAsOwy/hFPwW/gDn4FO4AtfgW7jlJzw1+Of8Kf+J/zpADrgDC4FPgfsgMcgNOoLx4MrTd8HD4AUCInLEjsSQdWQHySBFpIxcIo8hIOQIvQllQ7UwGIbC6+Gz8PcIIQJGNBF75K/IbuQwchypRK5QLEpHbejy0yS6i9bRdpQdtUS90aVoMroXPY9hYrSYOGaKuWLp2P7TfCz/G25DLOB4nIxdB2Bb1dV+9z4Nb1uWZXkveW9bluWt9SRvSZa8tx3Hdpw97OxNSEkggSQQZhLCLC0FQgk77JEAhb/lZ5VVKC0to5RSRmtd/+e+9yTLSYDfQc9D0r3nnvF955x7n2Aw0zD3NfMsPsewTDiTbExgGAYNMQhNtzIYsyMMy25h7ekaRYQkLC5Pr2G1bFm5tjRaFSXTpGXeUhm7dF16XGxGRmxc+lmMPMsykpIy0lNSGMyY0Iuoix9XzqQbUzGiA0tZCQtjM3aJhGEkcolcJoUXsApZmDpPyWrYVHiciNJHoWi44HOEIEwfDIwXC5dlMF48k8zUG7mQIBwQHhHKypkA+WSYDDNSFsML0UQwCgycbpUgjGewnWGSkxIT4D3xcbExapBaqfB9hSXnIblWpZFr9PxDp+UfWjn/UEnhV/Rh8mXX5NTnHMyyZW7bn3LpoeyG7CuzrdnbyfaDyQfRb09Y/ge+LCfMr8OX+cQJBhZTN/c8luDvmDQmhylmlhijinNzNLExqqgASRDCKSzIiFua7y1wdhsTQEoWgdw7GCkjvZQBFUkRMwU6X8/a440pDIvZPfAahPf4XoB6wDjMKPzAuHqMgckKRbQqQhaWkKcvRFm6JKTWFSJdWblep1XBL3L4oyoJg7XkKo0iDKmiotXKOnhBZpZHP5mSNqVd1D/RbdR1pcentGabuwsmh4zl2oIaY3V5sakEKcI7ImLQuXhXfVO7tLsLqcKbQpXsWWWeodTWFbQSXy7JTc3OCycfyfLSMrMiwHekTMnct2wYfp0JBn+KZTKYIua65ntjYbX5oUgWhgKksoApeBkKlKIlIQj8YCSYDWIZZnMrExiIR+SC4eKNZRe+PBix7HSr8KYgxL8FXkzfJx9h5PItcnuPMS8rMz5OERESgpiCvMyirKLU5LiM+Ay1KiJWERsSHhIeFiqXMsEoODwsOk/pdWTQmBRpkDRNBhrSlurKpH7PqH1/faappbG1vtmGVWRdK7qcXJKp0WS2osnGVv7PLfyv+PXpqan166empoM85fhcWZvT6Tp584fePxqczra2k+Aq4Cu6uW/xO/h/waPzGB2zyRieGSdjkUSnCJNLpLybUMVp5PyKZcKKEcIjLOLXLZWKP1J9pZ7/qiFGfJE3inuM6tQUxGhLUvJS81TKiPDgICYZJQeAIhC/XLm6Dum1YUiu1mSFIWHxet6dBBWoec9heTfSlpbrUbFzoK3uqbjU4J6I4sxD67uK1rknNrnrU/SLXLm6zPRqbbGrvLapztifjP+3rdHQnf5IcluRcUXOgfbcsvHB1oHsdJe+ydWQn5Vem5FWm51eSF5MMZfrzbmJDMUhiiHMCR5DYo3RPDJhxMMHrz1WwYqwccKHFsL7sudGURi8L5RRGiPgd3Qp/BneFq3EYTF5SliVVogFTSHKrm9x2+rrra6WehS56eO+wY/Wr/tgsPsDOk4SjCPxjQN/uJQiIxLHQaAxjRBM2iSEJPUtLmt9vc1NB9r4QffgB+vWfzTY9zG8LQeVo1n8PRPGaI0RoSHBQYEBgHwSiPxQprH53hxn92kIamY9Y4//Lf1hBiIbJA5jwjA1jlyvlqvlWfIsfZZenYXMUU+GPbS+s6O1Z/p02BkV/v7J8v7wY0X33FN0LLy//EmYr5RZiQOwG2Iw06iB6MHSLgliAHkpQFK3Ad+QYgcPgzx4IMBBlUYH+KfTItMLLzTAf+iS+t/9rv5Vuuycue3Mk8w6JoCJMap4FOqiKDREn3MoeWXowW001H2eDC2JMYUlygeX6LaXV/6ijLcH8wmKQ1qwWZIxnqFv7fJak0EOP2NS2Mr++hO7XbAjz03MRlgHr38GjcB7tyB7eho/pR8TNaTHxmVkxMWml3sZiL4/CC5TXv/hXacV/j6zwH8CIe7RFPm2EwXhczRggWsAw3AwxGUoIBjlRJblZ+bxhhmBN29h7OnpGRrKiShKDJU6BNJI+cgAl9CkyXBw8WTnxrVFkx0bZsg2S5vTanW2WdD42tu6n7l73a1dT/3m8KGrjhw6dIiXtQcui2D2ECbeGBMUKGVhwhZmXuS4CLrmVI0CvDcMhaMsvRYt6sQ4Ii6qpfCpRvSvvLKEiGhFXfU1gu6KgS8DAIfjmVxjVlgoEA1QMItbeACBdcBiWJaakA6elZHNE3wO0unrsCC+PItfkSqKzqZKxQEk+9HypkxbRZkjpyh3OTe2rtClvxotaXy8vL2tuLo2PaVaU7K4p2J0qPywRJChAPTIggy5jNFYm44o+WM2HAQIA7tLWjKQBDWDITBw4BJGIpGOgG/y4OVVckZ6anpGLu+hlMKSkErQNmU6Qc95SOdTuCgx+sLJdbZXbRyqGM4vmCwe7lgyZLV199lqqlzZ+ZmrG1Ytx5qGjjBJUHd93Ui5ItoVHdtstlQ3N9WWVabF1STlj9F8QwWXbPw78KEoJs+YHYYkLGCrBLdIARKo+MwkQ+kIpJ1B9lhFpBhKGTSQUnVIq9Bmgak0EBdsKs6e7CB3IWff5OMSJAmICX4DMSdPnmxGfyKaP5U1pirzw8mrgs4MvM7OMUkMZzQlqDHLRAdBJhYIWmNbKLpDBsEuAUVJhkBlfJrmDQvEpzlRkWEhQHFJKEnuQ/YFKuM1pUxVpcrrEFKu2HXFNv1IavpEkWOkcyChITo/Ho2TTxSKKnR6xdjK7VFKN+jHYWsOkiagNuerbACVEzN6kDMUbJvE5DN1xuoAMFoguJgCSaRsCzwvlWDpEq8pN7fKgJ28RJSSnJmenJ+Sn56VkS4Hr1OW1WGwm1pVCLYNw3Kt6HggdiFSizJTwE5C+vj6HYtV2ojIArW1XxfDytQu48CazZPcCtPXBrvVWmTLSuNQSevVGxsk0maZrNA5CV65enLVDu7yS9s6OGdWTUpehx70nA+LCAY9y5gMYxqkXTTafLkv600f4WmZQiGByNOiVF2qCv0CZZDt6APyPt7k5DybGB5JKF4E8bGWDTxebtRqNSo5hXdwFooYEoGURRgBSyUm0PQkITsxOzyUiUfxMq+lwFv4dE1EFJ596xBPv5DOCfzrhZgiFIZQ4uCGjLqM/Ia87UvXbsnhssoaK4Zr9PWamvSyeturTZCYuLgIsxW/3u3OM5YoVTpbSe+SxX0lDWWRSR1mfXN2va40o1QTEV1XXqoj2WVWq77MGidLaKQ2LoV1BczbOAJJJdQPA0BbYGPgFSTFS3yWXRC5XhtnZKXzNgaYxLwXgvB1mIaFDzSTUJaYYdH1FcL48fU7F0fpFFkltr7yGCyLdpv6V1eOW7kVxq/rHBZbMW/k66iRpdLm0ELHkqq0ktUTzcuqrPsvdbVbHdTI7RWCnwr1TSZwiJrHclHEbQvqm/T0NAnviPOMorgYu3i/o48yk5IygWbIhnm+wUwy8OTT/FwqJsEYS6GNxYt8UyJ7lOrCiZQ8c2K91uYdfTVQqDlIqZAOzs/zq7KdusyuDg2PEaXMOhyIh6lz3g88UZpXgHQZqlCEA0kOepPsRRvXvVr6mf3UMZCpgnkbEOKvfB1WZASvl4hpAGZZ3EWVMCQF/GUdFyvJwOOl8KhA50g5OodO1Ne/UF/PXCADJK2leXoQQqqSlqKNIMCbJOfpm+63f1b6KtVLyNzX6FrwI5rnlhqLwsF/wkAITHGC6miHl9v5IJGMALBtkUDVGZ+RKw2LB6KHSLgILcnDcCLSyP10eXl4RkpWXmRddUmLJjl7pGZoMlGXnqoJsak18dR68Zo/Z+pL41Pzc5OKy2IVNlXCYFuBQZeUkJuTqDg8b0qQq2ruDrYR8MHAtDKbjcpoFIjrAwCHi5CUKUaQvUF2ngTZeWYAgsQKyk8GQJmRSWWLQXq+HpkWKhpQ8YZASNDTYdBAFgcu+fE3SCBHD2tuzMjKyMjMzshID6I1qhg4/hETrZbLovwiRkBHPidX0ZfxqIFpZAn5iAEJr2EbVfnG/EKdTBpp07W4y4ZM+R0xQSgjNjlP3bzbveamthsP167My1tqmrmzp2rFTYsmTw4QuTavokQiC81WldTEocWF3fV5urSM0vF28+Kq8MCXIsPZsjRth3ZgJzd429SRY/ERXKS6+7Z1A8enTZ0n7jFWtVu2SmTFzVSnVLHb8CvgiQom35gTQpm0hQG/49kU4+lWWsVTPmUYRQS8TA4JqiwsNi81K1WuQdpAVIizaDqixamd5JOOPqRuQ9HkIzYsVCKPlLV99N57+BWPFksDcgtCkqsVb4F3QeThdrBjBORyaZRTZQBaqEVOYYxy1ASfBlFiBXtJJDwBgABxcZEKxMSlxaUmxsdEK2IjYwGpI1BE4Hy1JBTWeUihFDORRKQQGRYVXHqZzVzQmLtn7X/f7+fcfTNXDjW1QnrnGDW4Q6RyyKJGIDElr1VXVWs/biaeppoKqxBXtYC5PRArcYzeWKaGlC0mENKNIKBWtoXyyDzU8q61BQPtR0fxlB+H4qRUPBFN/Z0BnIY2A9DhtZds3lzUnp3dUb38UKPj+hWr29NT2/Ce6y/dc0NEiD08rPf2VctuG8htCY9h+FQX3wS6CwR7UewEIBF7Q/OpY2pGapqQB1NVUJ+TU10otCn4pufufeHdZcc6h67YOT2C0tCyBx7E55w3zBzc43mNXyuMj76C8YOZHGMm2ApSB8mE3yxSqXeW+VIlBykgdRH+oa/IanSQvIQ05D2kA+1+YJ/zHzeQ0dAuCnjYwnF9Q0ZQeNFqvCM+2suPlgbsfs7hcfjscQDskcJUGysiACnBLdgkyHLAUSUSmjNIJQzvRd60GpxIpHklxLFGLLAU/raIpsbQCKxODaXToKPfVc00r7zW0X3bdM3SwrTMIe2Og/qZ4SJz/E2AqCeVkT23rV51a190lF0Rc/2lHbsbg+Svi2vFu3kdphqTYKWQo6IJKd8poT23BbqD6iFVoVFo4arFu3vJod5etKIXtZL7wRd/jwqFWo1Bufx4KcZEWqnSOjXgvGJExRcjtFpQZAE/yBVqlEtIezvC7e1lSlwdVVYW5XlOCUPNnZozM6f5+Ms2ZlDuYRHtgEEGAd+ZxTTqqQuHhgTIaHxJwIHl3mwV0A2EjZJJYtLDItKjYgsSesfPyGUtEllUaQF+3mOaGPX6EV4Kc4RRmcMCWCyB1KSFJnHTrUhQgkqh5CucVA0r51VQhwxIi/DSKU9jb29SXfJTS8gnqMNIPgNVnEjj0t4iZ30++i8YWyp2R/mMHw/PZ4hSRipmiFSxqpFeVAGF5KVO4b0s1aWKyTKmK4MQX9MJdSholfWWoioGpFNEy6h4rAaKHCqgEv4p+GpPw6IbP5OwEveedyUfXtIjxZIv8ZrkJZXEAfM8iBs95ejBsvEUz0GfLo7CnJFMojEOPOB8RagV0aIikHcqpC3EoGh8dAnZJcEy9yTaKgEHasdtmkk9WQ2z3BdhbElBhymG03h4DWrjcNqJ/bHaGNx+vjb2Or2XjcTq+LXmQ8tWHm5oOLxq6aFmz8trNm5atWrjxrVofOVt/f23r1xxa3/fbSv33nDD3r3XXSdikeCXUTSHoJ6OwdNliEKRVIBv3iShIYiJCAuJCo0C55XRVp98PrsGYNIo1BoRp1HS5Tt0W5e6eh/oaxgf68bnVoxVTxjJ3/G5VvIXs8PK8evt5NcbBQgAdSBQN0srBdoLkkjmK2lfayIj0xRFUYUWrGoNZLY/roAlE7/auU8WKruoFnY/pDl1M7pAEXxuQnUxxPu7mqIScJkUefPxCb4PKBIaSEvJLAIyLqUiXB2hFppPTBgKC/ArOZQaVrNAL5l7tuea0p9dcveB3ifHl3Y5gUAXj1e2FISSJ1EWeRufs5PvrBZbNahBO/ct+hbwMYcpNObFAz4myIGqZEKJMA+KfjV9fgZPGBkLy9JClHUxdFQnYfTtvuma8bT0pZXOtqRGU99A1YSlejQ7IaOryMIlcVWGroInhqYiIzoj4up0muIcdeqwu7ItPzqyNSK6sii9ODNarWvy9oNwKuhNTnssVDd8k9SPEMTIUEAFr9IgS+8HWP0+3uxwwHt7we938HElvnfa3+OVGqVGWJSQplHY4k0NYbWjZvPQnv29A4MjXT2zTeutV61HL5OSruGJNvQ7gfOpUbv53g9geABfi7LAVv7tqhAmREAZxGpYrZIvBvVK3D3XOzd4c0S0XB4dcULoX5Hy/FaNxl6AXuTHDgEMuhrGTqYYFB8pp+2WFoo+fpgAL0xmkmMUsQqKQXQGPs+S+0/l+4G9+kzf/oCIIIyUYXv7Hh9cGaKQSqNCtw3sDouSSiNDVlAx0OuJVQWBoR2FpAgkainszMzqz0f3EHthnwbshu7nZYPMD9t8XBMgvQhuR0ZGikYJRholq41HWhbbxh9/cuiL98fuuXfoPVROzqF1qJN8imLIr+f1STt5AbQKk7G0XdOCkYjdEA+RkQoWskqk1LLg9qwWxT8y8mXvl6NoKRoizeQzpEAP03EyYRwVn0dAfiIHd5lvoYmOM58HRSoivS00oVOQilVEgTaQI+ht8gu0i8PlTs5zjpfPOTeKink/FKpE+G+RLz3BPkeUQjyqKD4Xf/jhvn3H2MkGT7avr7n0Z/qaSqRBwyi4i3wrtjXhfbFzo8wPvnn51y7yLQb55lUD8ejgEbtv34cfduK3GmavFfSaiYJxNH4Var6s+2RjnDFBShu4PBru4R12xr9jcp+M4cBcSrBc5uulf7f/9gQKRs+SGjRBeBxDc2RuHJ2Zux3kSOHHu6C3rODzDDqQFHSKzhAjevJ6o9Djx4PMPzGhPW7+vfFBEizSK4P28Opg4MlgFVUGHUGZhNUqDTi27qrg1IzwanVVSQgm0foyZUhkZWVkEOBqIWDZhzgVmC0Tar6wWChLYhArkUG5x4qbMZBOQt0gYyHjo9stcsS3EmQyNIIFrKWF3sVeAk/S13mT9h5jLG0CaVITMhMzo6MU4cGBkEfGo3hvgaHQ+Eo+qN/ma1+lt9SrRShldNCokGhaucbhbbv7qnS5LanxmmH7WKs+j+uFEmmQHG7Jz211ObskbIqlLDbCrIwnH0kqtAW5zfZigUs6ANeK8feQhKQy+05HsFgqQeJaKbmv5zt33paJVCqsE4gunt+3oPo47zXirpOXEOONKf7PAu4Mnf+Snh5juDo6KSE6VZ2qiErP5HuCQJ9+fUCof+U0KUqTJSKRQ+8GUdVOw9jGTYsMTrU80tB9tMNs6m6ox4a0akVa4f59+y4vTOHw9+TD0QnJoiVTYy9Rv9GDjZ/AaUJ9FQxllToEszgGApu2LYVeKi+n0LYDbEeMShkRFij31lfS89P4+WoL5devNJhXN+S0xMTHGBOOtbbkWxLiTUFVm4YWbalShDQGRrw0MhEZag8L9/ZQI3ndpzFXn44MxBKpV/eJIMt6n5K2tQq7e6wM8yKJyk8970Ug9Uzr/D4gfSG8Zv5p2uy58DWgfrU6GjFggDR1miIiPAxqSRVSBfBrpf5HV6otRLVQxfBemUW9j/dIWDpSjm3YOFbniIXCurs+VBLjLOmwmnvq6+uDwARXFKaGasPf8AQ0pBU3DgxGjC1dPTQ8Ja4dgR3UTBJjMRpDwBKhkD1gmsfQfGZiXsYFvbpYMFVCfExSbJIiPChAJmXUSC3kMklQgKcK9ZRf4auGsEmFyjfdukhHrsI9Tq0jN8epb5k2VS+1GRrlgPV1OK1meaOub0gZ2RqpqNvc072Na2hr4Dqov4Ch0G7sATn7jeF0FyBcDiEiow0cMFUiWCGeERug6/mKSzoEGt8gMk08j++0rl1ywXM9xkAoEL07cDQB0+j0oraFBCgRKpSWvd2Dg/2uFJ1SHZEbnZ+3F71O8tHrOUnJk33Bcqs0qNqgEXwpAnwpDbSZx+wwhkezWCYFhUpAsawXvNIAl6TMCJJjEbWEVlurN0/bRDeSM0G6Da3CK33wduELAcBSkoES0pPzUvLiYiLCggNl/K6DCGBqrZ6Wbpo0vuVL/QUqmfN21HkvQkpdR5I0xDa9eabZsd7qwEhSvmpyenqtpanR1tbUgtOyc+o9H6xdl9aW22ZThRQEth3aveNo09JFi5Z0jahWDAncBMbCsXwsNTwAEIVpINEYiQbB1/tStW3elDgenvD9je/7iE/0PKhQpikzaAqvjPJCEC3EqLfTauluqSyup2x0tGtDr6W7G8dma3JyBybILahr5+JBKB+/F3CVcvED+E/8OYgrmu8NAlHUfBZMUWV9K63QN4gVC0RzyIKnN5//dMFPvduoon+kxeUS/7/3QFwr6TkI/1MPsvNOPahhRbuikpOjopOSTN34T/GJCfCVGH/W8ymOoeuYOzsXIa4jnrnNGBQBLhUOLkUPJwTxzi9m9uupFjcIHkJ3PTb51uV7yeaLvqTg50bhUxWgYrTkgufoGsNDQ2LUUZEh8aHx6WkyYX/fRxvsfIXBdxLsSdHCaitiM8PCU5Qpud0N+JeJ8fy6Z3fLpfUSmaYEL/Vc29wx71ehYFQlU28MDA8LZiU05RF8S8EHPbxsQ6uP/dW0GOTPKcwseKbntEIZGSvxURs2IC0UXln0YI721yySyGJiA3818fanU4/UdnWhpRFlyoCk5KAHPiGv/Ef3HPUqXhbmbviRZbIFAYJBb+vF3C+e/82bjvb8VsidtNRjwU2972c7ASNSmYHTSTFYCBIKDNESfp9KLgtgaTx4u7DxxjiI/Q2t4rMB2P9JYA3EJMbTU1UKsEGgHPKXVJQ6n7/4QsYXOmo+nOgV39zX27Xcbula0VYHpCGN7SjelimNH8BpA5MQSj3bezvJW/BtbBCq8ZjG3Jzewnz/OE8DezgfiEDzS1Dy4SyR4gVBrhZchj4lRX7P9BgVAO1hothKpJRdKDYvLuoahkjv4aiQcf2ieF07fXL59kKzQKbzzgtsW9gTyfD2SQVqKr+gIZC1d239SuOlaxtXGsjSZldbS4vL1YRC9xwybe3Zc6Vpc8/QypVDQ8uWiXlbBORtaYB3GmYpzR3m87ZEv2Rh23yi1epF+FSGosQCfj3vNfMZgUatWZgRzG8oayjhimqiLOvbkMhE7Ys2QkrQppZhSXdDiCTGXuKyYFN3iSG5Hqft23/ZgaJkRZnyXTagUVPc1D+oWLS0fKCmf4U/j9GcaITmo/M5UYIv/9w2n3HypLRJOC+H8Qa/bOiCl3jTTJrliGmmVNii18ynOcBaGpa2ZH35zSOYlanbjCMbN48anDGSUFv3tW4r4roabPXBkcWKtGKa5hRrGme/R0V9g5HjS1YPDS31+io6wPvquLCCYLrzEyGBNBO3xNPfWO9vPcILInkgZCXYm0pjnql4VPfCv/cJWI7gwwEy6sFSkXfl4n6Qz4Md4ZrQ4NDksJyGvO6GIEmcC6exbBsrKWgrJx/hmNF8IyP2cU7htJ/s42z7f/Zx8IIsxtvGObVutKItOaWvyFITXakra8pe2VvSkZGU1pRVXhlXq9U2ZB6xOyMjnBHxeelRKSlRUdkV+VyTUmELi9IkRScnRimzKwUMiABZ3fgwE0PPlYQhLGERgyUgGhVVwu6h7MAfj9jQSv17/nyEKkoZqYjgNRaDYmhfMMMvW4T8C0BZRWtuMHtAVG5oWFlMbn1+S6um7IYbiurkEos8MLHBhCpyNWs2c+RcSZEgjwPiXwV8qWRaHuAPdHoxSQrGxRuEakJsaAAmef8Kv/u3DnuMofAnJQPpR7rQiJmvASl58SSGVQ2hkrj+spHRnvU9Vhzj+bQ+N2tgHA2RO3aMDSK1t/+BZkGecNpPktPt3hY6+wa/cw3hTHi80LWmLR4MjoL1Si370kuDawIiw1iJJFwpXzP4Mo4hz0aXlygUpeUqVOP5VFgvEA0rx3Q/DcaPC2dZX8eKcoXQTIuNU8TwfVBwCI1fL0mYSPiJtpVYDbonFBQliQwbHjvc1xQcJZFIgsPkQ8P9wSpIrFUhzb1XT6CiHEd0tCOX/AEk+iivO1FRqo9GheT3ac7E2O5ClASiISaSNhVg3cEUhQNlLHvByiMjIxU8B7NatV7LUv7VvP7w2L7LFj38zNihI4tQJJKdO0f+Q7584w1hrWguAhEYM472z+KUUlhsJJ//COP6ZcQZmli+fbJgdf7HlQwIDa4Lj5FJZHFhy4f+mtBjj0kPDU5WFFZGJMCyXs1uTI1ty0HFnmMtvVLWhiVlefW8DFlwuQdk+JE+1Iaf7kOhe8gGlEL+iVaRPyNNFbqeM5MV/LgJc6OoH59jEulubDRPpoDAdH+Ubk3Df4u9pc20xB6vUCmEo8ZSWgoCPOrq6PdyLcQPVOVyVTStzdWov3/KUF1tWNFdVr18eZXuGLI7D2vzGlFu6RGnvQHll1w5oZQpJw6X5NEdoH/MhaOKhTkNnwYitAnxOQ1tLgm/eXMaujHyj8ZG/P2sWrBRCqxj2LsOgH3aoRd2/ZYIGzSLvdul08gOq1DE8+tQ8/LrdZl0NdRGfG9BWI1MkyKI711MJ84ruYoX/BAI3gCLOiQs6mqHgz8PgZJxIDoJdWIN348qgbhDSgB43BKJUJMMsY30tAPuofEJeLVErGkx2+Y9fkK7VPxOvUyu4/FTLGYpvqLQ9KLohLqY4obEysL0IlViXUxJfUI1MkQEp8XadSFR9HtreaiYj9zPbmSrGTkfEVq+i6hBqbTVn1UeqU/F17ivvNLteQkddz9wuPDuR8PIb9lqcpWV5LNZOz5/odHYhZgToMHiuVPsNIwjhcwGqgEl3TxMFRBS5R0P3Dz1VtziJnL0g3vPHrfnMXRi8eN70m57Mpg8zMyR+1Eg3vGJ7a/orTUP7ko35d+9RjgzpZ17nh9bDogXe4GUABKpSi3dk8U3tu/Z0w6j3jZxZpdm6YmBAPLAmBsHeG4Dkb+0kWewY/rM5TmWtMm9DlL5AUftXTZ3Whw7GEZPYkpAdpBap1Wk6uHbRVYAf4oSz8sL0+uO2G9sIefsN6JkflVPoOPjj+9Jvv2xIPIYjnCmWcvy9S1RUS0VBTqrBqUsW0aOP7BuHX7hNdsb6PSa+zanctknl5Mljfn9rWpDXFdZWVecIaalN48Rzn2fEeVTgHSMnzwyQRzl/B43aOAmXoIz6JYPX0i765FA8nAfriMq9CeSjBnP3Wz1760vo1vueq+QyzixxGNDJYbuun6jcH7rFFsM89CzT7yGFXRLcaGWcYx9k9O5yU5q0VDtkZ3Fk7tMMvI1qyG/Rstm16O3STv+67q3H2usrjp01wDIbpp7gG1mq3jZM+moOn7MDJ/s/qrE8CdWh6VPu91Pk0l05J2n0088EkqeQ8Mu92XOtLHbc+KHNlpSa5Z3FOMa4rkJpcze82+DufS368l0jnFpQ7g5atxe1qYPMwcXcp0l3jWVwppYcU2C1sSVec2JP3Y4PDOoP0p9k93+aPbuoeJDR4LJt2z17Ho22rKjBvXOPo5ud+yrqOn68oBQrxvnfsvGwbqkgCKMXvR0nW9EHT8LXatOcwb3uz3foaTP3it46VDKrU+HkMfQTTLpC273Z9+RxwHUMrcsPZpjLrh7LRenjbnZ88l6ej/M3KNsBcitZtJ5rV10ZKRLpf/E0w3vfPFBzkvXJN76UDB5AR2RSF52u78gs+ifJBTbSBiO8BzDwcumrkznMm9cykXnR+0mpQOk7I5+y/uTFka4F+U0mwxronu1Wpi11HuA1u9YoVh/ID8pdH7SoW/6Lm1qurSvb29T096+sZmZsUUzM+B810qlr7jdn3/+Ud7Zq9JufiKEPI2UufbyckdurqO83J5rrtRqK+kDZ8aVqm/3fLye27j8xjxz0b3Tgr5LfHaM89lRLjqTvwCiKftC9jgct9xyJOXojhJqy+8EW9rMH4MlK7nja19onbdlKVPCLsIfMiFMFEUtlRjmtShVTbfoQcOX4Y1sqKI9LsDzzl9d6ObZV1Ed/rCnYsvh/qBdz7lUH5PHrfx5HAng1Bl2ERvNY0k0jVYKSwKSpALDqgS318HIKn7kG93oQZfnVrh6vsCTskhXpMzz93+40MHZ15ADZS1fTo4+un49vslUsrYpsH5F4dbjHCfg4Wl2lA1nggCzMwSpzxtZfQFGHYYJFC6FMMGB2f9Bjvh29353ysSvcnLumkx273Oz4UbtZmegfV3JJactlv3Z1SOmEJNisLFxUAE/jFR71/hbmDuU95MspujnPEWUjFenIBp6YeSK1tYrRobpdXhq27appdu2kREQT9kW6SceYrKbdNqm7Owmra4p26gvLiwvLyzW49YW/VpboG2ZLvDS31B1gD5ywD/Wg38E0XObC/TBZun58xt6dRj20kYfelEW5YoMIPuyg55wNR2xSgefewwrKM3ht0r092+Vr75N7/mzlUUq8gUbFFgXHibFz5BL60kF5e65+8DGNPeGefiF6fjpYHUUB0pxt0ru+RoPy5SXkINuchhtGbnaEGJxGA+PWskmencJHeN+GAOBj/Bj6HxDaBTiv1LsjpZ7vsc9sqh9b7o+cv8BzSw9XstxtceWcWQn2k4fov8CN46zdOWJF0jE36dBj5gLui/Fowqp5x94kTRi+8dtx9vIV4vcON+zEz3YuVOPLdbyS9q5d+Drqrc4gXdLwZ/H2WD+PCgvK+AcBZsFMqcexZOea3E0qUbPefbgwSiZ5ys8KlPunn0ZKP0JZu5R9FjHdh1n0e3oWDBuJB8ncedHyYKxb3ShR12em+HquQwPR84PjXTr15PLnti8GbW6t5ZxlrKt7RwjnDk5xcbwWBHmwwpfLvOc2+05ie5of/ja/NPALXfzwJC16/PnmyxdzNxJKlshvH+7mA8l++UaWi//azLgR8wTogbf5t671+25/duMXpd5cY/8TqR8JzzXbrDYHBr2ckg69ltJCZu1/A/PdhUt+fYXVtevf3VrU6Hz9BNDYl5zii3nZQ0XkH5+Hkzn8dEUprcbUo3gvzidnuFzMRaTSW9IYHehH+z27eF15aa6umg0epckYB2/pIThc892Z9bfeFv7dQB5v+24oynTefrRDq5iq0nQ/1PsYlbJ2zV13q6sV+s6WpBoBCOk0h/9TPwKSpGrd8++8oM6HL2OMgLjkSIqCL2KZORRhJ9gwzPzDo9zXPfuPC4h6/rl3bvywSadvhxT6adRb2CiPCQmmU+6Rl9aHrT29YkGUN1RK8lEuVjq+S+KjLapFYA9A+A3M3w+QXO15IWeoxAzowwYFzJhftwHXOgat+c5er30UhjfPfT8sqA1ry5uQGXgPvsouD511np2NaolzyiirdGRQkwN/mgu5C+z0r7d6dxuJ81u05XOoIFjTZVsFrkVrYJM6HXShyTob0SNQiIaFSF0zEWAG/E+HaTyI6ZK/cZD9yOV200+I/e6F58ZC1r6wjIbVqDc2Rmc8F8s8cyi8ChrdDgjnKfOYsfxl5Bpgwa86R+NmmvacRL5HK2B+FhJ/o2/JKe4f3LcP70xt4jN4vuOPFLoQAZv2qgEEqXHWECDqUrIekvRyjnGhVUw1srZV91XXYa3XHaVZ93Hz6Pjq5H6D9xqC7n9jNl8hkP4zBkvDp2CmA7l839RKnmqgIk3uHGs58gStoxcDoDIhhLC7bWSB1GjwO2PgS8WAPsCEqiFnGY+rxGEo9frcKTncxREroRhrkDBAGPFnq3yNhzluQHf1G4c4rih10bM7OqzIsaUzL0I48bBT4F0X07pG4jlryVs2ezLK2GJnutkbpzsOYBWWNA//mEhnz7L8TxXChw7xubwsRkvRIkq9WK3evI8J+ArWzr7O3TtVbfeetVVt9121dSGDVPwIMtdWOm5AR3mnJ0Oe2en3dFp1hYX6nSFxVq87G/03NhS0F20iAMCCvj5MH7W5fLc4Rr/w6rgmT8ubaLxjUrQHIH60xar5HXfA761lfetaP/qCLRfKlAfH2FHjrg9z6BbyD3OvdvMQbbdBzrqIcxusJIUtpQjVbLQkPqQUCnVXT9wyow4XsKPjShwChQcNLKeQAfJM71711YH1W06MGQbceFAvuj6xkqexiaOfCoNDeFCwqSDf+Zg/F6xpgmD8TWCZlW+cX0Vjr8f0MO2z3TvnakJMmw5OGDDFlrmQHj9nUTR+gYHe25l5ZbPYQ3m0DApuv2M9Vly4NYBy4djHNiyF3KWaTGekxl6dPVH7Kj0VVf+K0WvXXb8+GX7TpzYNzY9PTa2bt2S9ksuafc8TmXq+8W66sC6TQeHbSisz+Xqow9LRWlJZWVJaQVe9Zn17+h/OfJffvmgXMy4wNYlvCyx59dZoGOfuVStOxyOHa1QaTk9vZc3BpSPr+SqAV9+iZaC/d8hHfhzjthRYIQ1OIQejWKGRHwJE5h6gfwi2gyhG8hDzl3TtUGmLZd1WtE4YgFwPPgTKymXhgZT+6BFqGF2BnmEXG/R3BNQ51SL/J/knwEsGF+sBV7FzZ4H0H9IN7rTcz26kZx271hRFVg7/YseC5rwAPUiTEuex7DHQj7mJwyVIsm7nm8+5zEtHTDta2+s+qPa9XgMwj0OwGgtD2w/4K858hfLp1brp9584n6IVQVv3yyGyfixKPUDFTouOnd+qC7GiyETjyX/QKshkleR737osNs76MOkLSrS0gfuMd9hmbRYJvneyX2sktePYEtNRlapXuc9Iq5RCQrCT8LSdwVvuORhdI78Am152rSzVr7olWchkmeetbH3o3WWL7h72UB5LSSa/HrKIf7KgOdovZPiG7n8wqHFGHwGJtgeUr3T8ht0N7kdjdxft6lKNnz2yXI3wON1bJWnfw3Hoh2omPulZQsbIK8NDZdaHxZyZz3gb7k4V9ZPzaX0j0f8HIDS1uDqHZZfozvJ3WjglGFrlWTo3NMFGHk8uN0zh1M8B9kqEqeyYDyA5MZLTb2wxKqwCCm55lqX+Q89FsHHaH9Dzc9Pd78zBQmkC+smfzHkgnD4WXBd1oXubvPcC1fPk+guiI2h++q2VElHX36yLaRyF/cbWPn3OUND5IFfT07iW7lrzYNscEC1IkKCgLhGvbXlA8ATMvBw0fNUfsx1EjuJBAd4bl1NWcdFrmJl3FuWGY68iCr42rEAfPavvOyMnjKM6LmllF0mwW2/xPGew2us+BFwWE701d+Ar8bwvKQQZlSn0kOk3rl5FunDa1yeD0PAHb/EcZ7DaDe3lLzzEf6F5VcWfowXYIwofl5xDO+7lfNMNOF9N3aBMQ6gNRb0ieUhjvznWY7ntydhjGRR72pRkgv1Low15UKPuGke/ojnnz6hTnK2RYvInfevXIl/bb1O5N0WwLdNbA3oM4qy5nz+7EU3xEP8/C+QQ+/a5fbc8cmhVEdegGE8JxvF/OOYrqswoGrSlsfWkBttwFC5HGlF8iBrqAzXcqQFBQZbw+Te+Wp5PI2htTAS0ZTi6oJplAvm/NLhmGptnfIMPj0dV6eR67sS0//2wubk+qwA/UB2Bs+xr5MetoHcwsxxZAjJA22hUpzPkUEcEGwLlwm+2wS+y8HcIXzsFPH5qOin4ipVXoxkF3RrRMBs+uiqNEd+gGFxXhZS/efOqgFtQE5zW2nBUWDPf+MBqP9yPJeg0TtcrjtYmeVfKCDIAoi5wfINCggxBwZisvZ4j/ntEQt+8HlS8IqIhUwm+ORfeH9OpJkmPTMAHu2tvhWp/ob4E6r+9GvyqMmF1gG0riBvodIPKlfXBjTu4qDW4Mh3XMEZjkPFqJkjP6DgUGtEoJgbLWLDed+JpXfHKgVO4PPHDF2qnxKkFzQiStmS2Vch2S1698/kLLkeaT+sWmsIbN5j1aK0dvd+V8rEXTnZtCNxmRtdxqFzlrstlq8sd6PgMC4i8IOEmhFjiFkx1Ng4pDCHGEdqhP1tb/4T55+tKPyyCgWsHR91HTni8pxB15LHXPt2WAJslx7sbEAceQQyletsRMOWk0f/RxoWwoWGyVDf48LZHJGvI2gmpOTHFBMzOmSGH4HbkWuOab2mQz54c0c1YghBLwgkjt8mT78UGM5FBKGOBw6Te9BicK8PifBhBj2A9fWAfzSSNUJ/1ztghpCv0jkXLENl3+RwbLKTs24c7Tm6B7UT0n2lPbBy6UpTNVDsLJvjQWGeIeQgL2le5iBp8OxFQREWSBRQ0A7qt12QD83wc6phzvIfZ0wxH/LlRAv1iV7dd/z4vv3Hj+9fvG7d4sVr1y6BXJBmg4+go+Rxx94d1oD6S69or6ca9nTZae5r7zLpiop09IG3XW7bYDuMPvv3Fm8ugNYImNwG9oz1t6fi4vaM/7XL9WtSjo6Qp1p2bTbKLTsua7MiIyQZH6I+SGP+jlrIM+9IQkOsdPSxB6i+vfZkAZ8SvB0ChWbeqlAKZYidRfyRw+FZhsxftV7bJR+6paPmq6/Re3b7qlV8kZ1Bnn8hMIJTBCLH/YegzH6N85c9mI8+rfA5GfPyl/uJH/7QqVMu10PEjPaTc2OnxuT1O3c0WJCePI9mTll/BwvYgR4ij78XzCd5aPFjVP5OGF/oPcfQnoGe5w72At1IfTPrNI/jAbfn2wm0h7zq3ri4LEC/dFefEZWQV9BT9957r9t97/vkD3/DU3PMPklQIBcYxKLQrS9usFzqef0ORqw30wBTvuc7pAKOze850N+uBT/8FE95/o7zyPtikvYdan/9co58eYj7pdX6Sy/XPgpcmyTUesrz6zxdqrdRdQMOp20qoJo08gmkYi+j1ZD0uYHFrkDvnBg1/2mRaZTjRj9+kPP2cL3yxSyUkAck2iFWw8NPysvfm335k+2vvfYa6nh9Pwh5FXeX1XrXXXfxdSOtR1P5sTK8FalfecyTLJTIGf7iX41jPH/Z/B5b9u4MTKHzbHzpTTLmW0Sy52DAgZaaNoOh7amOGnRLW9sjlzRWP9ZSI9Spz8N8iXw+ED3PwhD3/hPw5eoyXgN4Xjmey5GNq7+Pw8qbR6hShPHOwHj0TsYIoc4Hcf1HUl4w7BgVHi8TBJf5S42OGsktV7TUPNVeg7svBZHtNby+x8AH1WIMeSNoIS7y+eFxdJL8duX/zARsemu6GULxFM14AWMf/0OokosKRX2PwQgDfP5Jx4oW8E9xHtJQaRfmnpD6ea5Dx8jpzv0UYvZc1duAmsj969DXJBg3khBabgOiZ6B7P1wuCQ42BodKPh/1FJ3oNr05aqb4N7Qg50z7kZxzgQR8vhnsQre6PA/BFeqb68nDzn2X1Ac17TvY3ojqyYOQ7YYXTE2Rk6dWrMDHv90gCaE1n4SsZoS4PcVzFOvNNKGS4m/dE9iqEx0nI6h1dvZftE7HH3oewjJSi4fJURvJFDBb2AMV3q+6cASBLbrQCTIMyE++4yvkFL4Qx38jg2iI/BndR76wkqcMb/NxI+d5wDsm7adlQSRVeUdWaZU/UyVLtf4ZHa8+3/RPNg0MNDUNDjbl6HQ5OWVlYfy+5L/asoYLQ40bC/PRb9oeJtWP4jlyEBV9Tv7EVVdZrVXVXHV6SnJmZnJKOn72ZevjLvINDokwRwejo866OkbQwxk/PST4SXuxvsF56ljYMAggV6PsT1DfM9ZnyaFbBs3vL7YIORSt0bU+vSzQtJebXaiH3IGCH3/8cQfdEnXg33v+gD4jXdgE1dA48Pv7xMnL2yvyO+vdvZ4f7Xym70UD5BYU/tRTp+zrHI51dvIMT/D4QzIOs32KTv6AgoDWXeQV7Z94rhG4wNs34u/O5Mej0ahFJ77/HmW7XG+SxeiGN/EJUolHgVJmyd9x8z+FdfaDLqvF91Mu1NDUlDKGShhhQc766zlmDsW7XOcgHb75HAmDaAvh9xajPNfjs1+Af5WcvRGtOey57OYe8zujFh9X+fTIrxqgU1i1yidl25v+UiLrAw+gRJB03QHcvIPXIe1HFfnrkI6kV2lrF0jL6xDd8Z//tL3qdr9KxtCNr5IwN5Z7bse/JO+/tnXrx55lX7WhO5zE+ibHn/XoB/9PFNcfz3/iBD+y+sf8HrwMkEFkVWGuxstvvvly+hifnh6Hx+pXX/VcDTPzEuD7yTfHetvaenra2npNFaUlFRUlpRXoplUI2Q97/nZFK7+206zdp6NiwQrnr03oWUYlYUiksXernGZg1Cht57xG+bYdBZLvituXViVwmwbj44e3cAnVyzpKgIwD8dOeB6amnvJ8f2ML2tlIDncZU+vKMwIMQYVcTi5XGGiQp5cb0owin9Ia4ivRr/iej8JH0fg+Uop+5/kTXkX+KXL9P/Hd5I9oknT+0Wr9I1+fPgb1QaLPr+CdGX4jLGA2fAexQVUJ5Q4UGKuhMlhBZqW018uXmQWeXfiPV/6efN7Ncd2eb446jC/3msT+7v3Ac4EL8JR2aMXK/Xo86jmGI4gJPeHZ6y3eA8lxlPTuYxw5i/TUr0ag9m8RdR9M72b39bfozSs/ovMRdDvpRR1kFklQmMv1bzcKIt+VuJdWJfI6H9psTaxe2lEKOg9iGYpuX6Apzw9x3aBvXUaAUdB3QZBRnq4zphoXcIOwr+Hb1VDCNx8/uBAEfh9cv+AJ4ssvv/TchLRffom2khvrSZqIjU/4nWVJWLg/4oePIja6mDkXGYDrv3lwTMS1JBr913OKDdi3j/S+c/QoM/eO9Wvy1reW+y3i+I/5jZ+ycHz9RfH3vDkWArBq504y8+KePZ8+w71Mjp7oN78LsAFx2QW2ne/Xavi4/InO+wUrfG3fsWN8XTK2bt3Y4jVrSNpCMRDb7XD29Dgd3WZdcUl5eUmxDpt+8Qsy9OaRI4j92PatHwfIhV0g75kgil8LeMBxppXc7jjzqEgDn7z7ruceVAp2GfUnApYZ9GGYwAI0heTHVIn1gTfvu+8b8rD7G9drbvdrZGK9gF9Jt9764fHjTxPPItT3VM/rHD+eF7sFS5w3HkWOBVmTd1iXiw67ALwdl1zy9I4dx8+S3LO3k43HuixvDQv2HvT1f2melCzMwi7YcxMxSpz5vm9+50LHoMSGKy8/nREbDxwgf1q+nByjnaKzJPKlu9CxffvuuZBr1cIMNPpYL5OJI9/8BNrtdP7W4dgN2n6iZTd6+tNP0UaowqZnH0JPkm9x63vvEYFvT7ODvvEKF47oLytLOxMLgvuXT6G1TufdDscGctLxlH1Dr1vbtbImmds2mhA/utWaVLOiS4sLDh2C4vo67CbMR/eh2w4cuIfcmZjXXJMdYAouaS4ubi4JNgVk1zTn8fqb5y1hf55aScNz1QJLeS2P0l57zXP0ItbXbkf5x48vuc2z6J9d1P4SP/vLhXNC3rF/xgvmp7iYJ+zZkzf23507u3aS7DV2sulYp/nNIYvICRnACf/l/Y2hyJQh+oEX1T9BL3v+5EYvu8hXPlqIvv32T26+mZQ8bbU+zfPC88AL6vkYSOXPnSr8RhI08RU6DbXNSuJxodMuQNqVs68ucfOtTIho8rdhNLV6NblmmGt4kGN8fFMwHwupOul54y7QgjD8CkL44f9DaWfxAsq5rrPzyy6U19FB/rfLQq4+7DCc6zJ59xqEuSgunIeA6GK7l8foHJ7b4Qo1Fd3CDCaH2BJyJZILc7EFdJajnZ2eMZimi+O66FQScZ48fp7w87Fcev6K/Ga5nPbXFiyHzROn+NhM9l8Na+kR17IY8rNoX3yL5w/muYffVzjpRlIX6YQrX73VenlH4M/n2QJxP16oSfy1ofXmtSMuxLpID1xRGFRRAW4c5jmO/3PNNcT011tvRTGeMcubfD6bIfKg2JkR41PsHLK6DG9nL9ylMbqLtY3rkpJmWrWlHYZ0tJdnxS9O1sxMumLMmdcMjh3PscR2rNhc9xU5VE/yeTwr9NsHzAWP/vGdogu6lhk/yi1vuyoWmfKbViUmrHXmc4v16CDPdF12R2enw95lLisqKqMP7FxUu7JDbUqYsjnWJ5tjB7ZY9//d9m+67mwRAyPFM2MXzD3PN185C9prSo19MbFDFp2hpxjlOzY4nRsc+C93Nl21LtWUsdvZfSCnNmPLta3/gAJFOJbZwfdehFxczsR7u+Q6ihUL5mJ1+EWX6/e/J+72uilTactMUuL61rLSDqOGGh8ruU9Oum7clGzJvnZo7CTot3PFZoN4PreI9wPfftXFRsc6IY/FL7jdzz1H7C79mKmAKm4dVVylkUc7uluF9luPrTGs640xJa5ubNucYo4d3mYlLW9S3CsRc3afDX8iMzhvdrW3E/fVeUk7eRJEMRc0r0xMmHHl28YrP38OJESB3tTdrC8t0etLSvXY1Gtc08nb0Lkh2RLbv9la9ITnb0gpxFO2j8uChbO6Xh67mC7wx07nQ3b71VeTZ5z57uoiYy+1aVldTxHfXZwBXvu99R93NRzckG7M2uvqOZRTR63qPctRLe555AnzCCcxdQtrtgtdiar+Pvgi4SLuh9IDFHVtFWOmvObViYnTjjzLeCVbTTKvMw+bPWk3dZrfGDKz40M1KzrUxoRl9a0zicaY3hmDyAnZwAkE7C6cTOaZ4EJeRcddaBoYYTnbVTU8U5NuvXQqKXHpJbb0munhStTwLsfhQ9aKifbKYGu4dcJonIBvwZXtExXCWk/x50PouRJfv/PH57oCr3Z7PkJRLrRm9hW0ErXretfUpHA7FycmLN5pS65Z06t7m7z9CZrcx3HooZyCNlN+gDmkvE2rbSsPMQfkm9oK5s+zLGLjhX1vdOGaxDoDnejU90/XptoumUhMnNxdn1q3rr+cR/iDLvgWry3qrC8OtIRUdun1XZUhlsCi+s5i0mklD6N6UYf5oMNZ4Wyrnq89zp+L301EU12Vw9M1mdwlS5ISp3ZbM6qnhypXW/Fr1qqprppga0TDlNk01RhhDanumqry56oy796u8qKjL/AYYXNmRYeuf21tYj2sKWFyd0NC3Zp+HfnOn1LQExx6ODW3qSpLbggqbiopaSoOMsizqppyZ/9+ndv4Wr9JOENDzxyViPyQecF52ItIc938gb/LRVnK+9bUJNl2jScmTOy2Jdeu7dOhhMlJcvKBNWtQPofeyMltMeQFmIPLHKWljrJgc0CuoSVPPMNDz1nmi/V96U+f4bnQlwRlnH+e5wgItLom2boTBBrfZUupXQMC7be0u1tb29tbW93G0sLCUvrAG3LyHEZwr+DytlKtsxwkyzM688DmBT7ejfGx7nlcR7mXDLgzLF2lpS2bU5K3OLXabnMmz8E1J+s2LG1TA8uNjN+cbY1pX7FNqCOrAYe1fL4Z6N3bEBj4IkBA+5lhPBM3t1cutuS1rkuC6M/nxisAgZfUvsGx5j5u80CsOWldq2tbijl+0S4bnaPC16+N8PVrfwZznnW5SCj6hgTiRhKEVZ4bWtqrJiw5jpnkpA3OXG6iCvAmn1x7vMf8zrCFXWw1rO6INsUvawCsMcf0rTfxtqz09Wzl8+gq9dXrF11fMG7wPIS+g3L9dtIFc5pz7DDn+rYcbqISVjlXBlEoeZJVdRsA1I3xyxpb1yeZY/o3mGEWg5iLhMNcmRc75Sx8yLB4H6MvNUmzjFdVjVvME1UwXZ4lM9OSZ3ZlWFADn5/8u/XA8PABu51eW5tqljU2Lq+5ZEXjsporxT6vnDGLOUo434/SMwamiXH91PzCx3r+3Immi/RqIXiW1NQs4SxTtbVTljxbdrYtL9+anW1FYf+/5i0bUD5YWzuk0w3V1g6WW9MNOTnG9HRjTo4h3fOVVWjoWmsykpMz6AM/+5L1/lHyg6+hazBQu1aDnvPF+w5SmYKfPk/OetHfW91oUEDNgE43UFNNr9UVTU0V8FiDB12eb5DdvtbhWGtncfmIwTBUXj5kMIyU1zsNdW1tdQYn0ZJnv8fb3/zU85cvPxX286vFXq1wtv1nZNFf0L+9qCzvCkKQp4Ve7jeQLBoXVVQsMpoWVdS3m0zt9LHlWygHelAfea7yI743L+X9YC3vB4lMDqNjTD/mA9GiC/5Mt17IXgut1NhWbmlt7VIuvz6728J1Z9dP+863CTntpHs3fLlZafmwwTBcLlxt6aZco8NhzDWlk4Zep6O31+HstZSXlOh0JSXleP1eKyS0AneaxVxTOM9znqeKx5qx/2fdqbVIk2fOyDDn5dMr2uhyPSepHjWYF1dVLTbXDdfInsO/EsKlZnkjjZfZGfRl9656IZIsmzt4nRnnHmQ3+Ho2uVRn/vdysT+ZHSp5jzpfruvsx1rJC/Zj/ZauLoulsxOpXBlN5Xm1rqhoV3VueWOGze1+KMAwWivEUs2IMeBhlL1qFbnm0U2bcEdrXa3DUVvXSoZbigeaVIbYXr2+J86gbu4vxD0k9XmdI183WFc3oMtrLRM4u9aXQ86fCfeTO4ved+69gckrKk0lSVyZwVBWbjCUuyfkqx2O1dLJ9qrO4uJOmk3ir7avWLFjx4oV21uP7ECtkFo+uOe61gMjI5fz+eS8vdT0NMf5FlPzH2Hr7dsv/GzShYa7M1Qq/Z3L9VHCuEk03Wjipwstt01rTChTv4PCwIKD1hbBgFYDH39Gkb/CIevKo3finS+JVAOiyLX8R8YICDAvjVBboJwCCmEFApCteTok+CkyWjmc/Be3+5Pk4SrLktraJaEuHOC5HT+YZS0osGYJV3taTkY6yi/IusIz9q/sgqpxMwC556O3OcGvhJojlP+/1OTzsej9QFb+Qwx+LPZYXlyxlX++4nIsXYKgXXtoLbL/5Mn94zMz4xPT0y6Q2u3+NHmwkpfXUjmY/Ck+44TQy8iAIHQSp/eoqalSW1pZWaqtRHemZmo0Vzzv+duO9Bw94N2IPifd18tnmYvHIkrV0RvwBWfnb33idXiufrXRuLq+gV5JClrZvqux48jQ8JGOpp0dtLeDH89t1Za15ua2lmlbcz2/eUxeu9jSMFVdPdVgWVwrf8zq6/Wk8F2STFFfPh+mk8nkYudogfnOTW3fTm8IWjpy0A6uuhISsJXbr7Ef/J3Q/nmvRldeXV2uq7HktVU4BuWDHAcXR0VbnufXT/O9oCyInw18bZTN76b4xzw9nXn+ehfeG4SM1t5eK9fbS+4NXbmzure0bpnNuqyutKeqbnOVbOj5R7HSdeWVLvyw3WhwOAxGu+dxK3tjQEVPhYCT8EPAdWywvC4inMXPkf02UsqfsRTOiYYyCv6OqQW+k+E7cfkjonXZ+nIbC4sacvuQhj9Jqt9iqenVGlbY6pfXaXtrzJcY5OOvPYMfajUK/Gts3T0785wV4fMFkwQH1SojJHys0TOmpfwZoHBvrM1ryk8mNC+TTL7g2CnqMLvdZpPbjQr486cVW42uCch6IHAm3KbtNbLhs09pBdZ7w6TTmc06nWnM0z9jxagzeLRR7yosdOkbFwW52CB5bViE1PYY5z2/xmIe/fIu9Fif7wgHO7y+o6MfHoXONawyGlc1NNJr4/DV7YaKc7Mvn60wtV+dNFtp4yrxkznN2tLm3NzmUm1zjrlqsr52MOnfVus3SUO19ZOQ9v5veDiN91KI90Vsru98lOHHO0XsQmw+T7RypVYn3NV/wVnjqWVbty6jj8O/qtKdm331rK7qV+ofEuo0aXUJ37ha7W63vdVlLC0o1GoLC0qxDoi2nD5M3c5CTrXdYtmu4gqd3cS1RApf3nseaK2s5vMXzc/emSfUr2eHDjidB4YG6XVwYseOickdOwjj3TFTl/TU1vSUlPTU1PaUWBpqaurra2oayIiVPI2E/Xjh/Eq6OGfOz886fz8aOjd8wOE4MDx00OE4ODSxbdvE5NatnjmY+2g7uWyJGyd6rmTT810VFW35+W0VFa58S52urLa2TFdHDnIPPjj4jHjfJb1nK1bM28Se0E/IkCUc7ED0s53DkFQrbGKgDiFzF/N3wbPJLcGdZ38/KjXvtbiNG9C+l9vbX2bDCpy6cmd+vrNc5ywwGkvL6urKSo2k2caGhNUFh0nI3ciBcQNeMrvhfSGXywT5inh+jedPWeh/WsIMviIUxIIorMPz0qLoym4oBCsre7TanspyjivXWa3oaoeD3H2n3X4nuTW4aN32rXpZ0XiZo2yQReDpJS25uS0l4PWGqsLCKvrYOLseVeDa2Udf2G5D0sDAusAQCXkFFWH6Kav0Pn61qEvxXomfkXShPlEPN1ldPclZ6NVi6ugwWTo6UI7L5ZkJbj/3h0Uy406T27KdjShyV+jbi4ra9RXuIs6kKzOZynSmFbMbULdNEhZeFxImJY8gEyCBtxdezMdjPo/qP9bz+7HTWujcNXfeeQ19rNi0acXKTZvIIG1nbHqPLfloo9DSOPcKW9zW3NLW1tLcZijJLywuLswv8YRc5zR0WyzdL/eb0FPd3d4ztrmAUYiv0S4aZ+ezLPX1was7O68eHKDXgfrVJhPw6yqTaRVJod0dFtWtam5eXVe3url5VZ2l0FVeTuGRXj33WYVeBuXTBH6PI1m86zf1J/1cO9/QuRbY1H5wRLiKDEvGeUpFQxbM5DkrK1x5ea6KSmeepUanq6EPz7+e5hixjyLsRVD9x/Of+v4Td1gs2Je4QO+eHy6yPeFsoWpvcdaVCmovJS9ayH7Q/MtCH8nLn4JP/gzGiNzlJU/gyLrl9bYVBuBLW18ffYg06n7h96M8cf7gX+Y02A0GO33sm5153saGhtcqFRLQutvXs1H6+h4/Y3e+hzNjmaiunrAI4ZDPZWZy+fm0LcB3criL9AOENJnXu83Xz1GK2Pr/mFXssdP+xwpuqq5uirMsratbasm35eTY8vnr5Xzfh63yLMMdlWMm0+LKysUm01hlAxVOEJHLJOUfcLwMZ/h+j6D7/P8HHiywf7F/j8Hc1WWGB3KBbAsaQmyctq+6uler7a2u7tNaG6urmpqqqhvHSQm5+uY+8x8XWXgctS3oAcV771fxdYF+QrIL+kHL/CthSzcUwl1doJHZEqEnFKgbNtTRnkGdYVhncxjqHI46g8Mnw/yeeN5FTg/+nByhbegWl+cRuJLlFxOjmsQVLF8OJeT69fgo1Ie1gzrdYG3doM4G9aTdDvUkI/rHg+yk6B/JjPnH/GNBL8Cv6vXVvrW0Go5We9tmKy4i0+dteW2VOZZ+tcpdZ2qPiuk15VS25TkNhrzKRKo29BqvMJ1uocKIvbioxxZVG9NTqR+Jixuo0HfH1Koae/KKi2umM+IbHfznkWrEXluseJ+lZr4byndia5HG22CzoE9fTDe0lxQ1r0+Oqu/RlpR0mjN+h918e+1965ryFWOOGHPmkT7TdF+cOaZ9arpqzUly2EZyxXu7hc+oSfA/O83P598L4OcTOibCx9UMoD+/UD5qyW1ZlZg47cznxivP4U7aFPs7efEb3Mlpapa3q03xU9aWNYnGmJ5po2b3l7YveK4oEs9t0n2EdN/qLpjN/wxnI/roBf2ohe5HwWx53OLKF3G7/3HOzy05tSs61Ib4JbbW9Ynm2L71xpxD5DMrebb6De68fc5Cer7/J/D6J9Z+4V5nJK8Hc1br6sSE9W2583pAqMvh6O52OLrMuqJina64SIcrOU31VFu0KW7c0rou0RzTPW1M3/sX67dCj4julel4GdMuvA/yQplwimPG6ZxxkCR0y635ncYSS3+MeqC+zNSdfw+bTW5HyyGpeYN04684m+vI2lRjxnbXwMFcY/rmE3024XN0TvE9jv+X7YX9NOGzW1aij5/XLzLxtl8P9DhedRZvoLtoX5DnvsPtnKYKTGGKX8qbgm6Npe/yfPy5VZhTwG+5sHfl3RdF4n0dF13nC2736dMkkm9R7PNOTdUtTE2b86iXIze9zrF5XH7V8k61OYHOnWSBuY35vnvqYn3ntHLPv09eWF3GRed/03d+x+W6/37PLy6UAKWvXEmuf2D1avwiiXrZehunpkKYQAj7TJI5pm/aqBZkuN+3T5v8Uz6o/El5LtirXe12nzo1L5dgFHDEs0jS43T09DicPabyUlorlZbjDZ5PPrP+kkuiJgI1WfmN9/71xmQhj8vy3Qvi9cL5/dqLW+cjh+MBfs9WiW46md9ZV2rui4kZ5LSGrsJf8du262YfRf/D/ZFzOa7emF6Xvb+j/2huXeYO0KbvXOXfwC5p8/ulfE20cOepFqWik27+xodV5HV8F3mjani6Os26Z2li4tQl1rSqdUOV5A1k+6PVirdZleWjDl2gOez/WvsS8LaKa+E790pe5HhRJHmRLXmRZC2WLcnabMvaN2uxrcWWndix4y12nNXZE8hCm6SEJrQE6EveSyFlax/lsbSUtaFA+l4hLCmUAg9KWQplbyltU/oaXf8zc69kJXHg7/tekqvYmjszZ86cOefMmTPnuMftjglviYdnjY1bBARrg5miSolK5gxDsIg/I3NfMAPLbvIE/X5ran1nbWj/RFXl+P5wbef6VCv9gZTRFfPYY1Wq1KcJ21QF3iJrwmxOWIu8BSpbWJP+x099pOw7PuZ+IdpD89n5b7v8DloBKROr6fCRUjnAWaH2ePTWW4+iTfOa7dvXwCedBhsSYOP5sxEEKGUaWGeThg9OVVVOHoxIbesGTBT9wSfxSCSOHrdOq9XrtVrd8/v2+cBvvAqXsSHPU2iIGuC/Qk9eg9GlyJyTZmCVor2Z4gLoIGzY5MDmODYvDii7q0/TyLdnz7Voq3/tXvo6Fs7Uus4snBLbuhSC8z5Dc3Nra3Oz4Xe+0bx4MJpMRoPxvFHwhFfhNsoQoN0G+A8CKjO6FexZMdx3kG9DiKUL900vpR18Xuy7HNls8JMP+pSWsV4zz1PigTQz6S3x8iyQZpQL5+1L8RliQ+79VOrSYbdSxvPPDeET9zI0UID95cIH0EAPRLC/HKA/AN/wrqCf+RO5wav0WuT57kJDT2trj6HQnS+3eJWZs3ZGt5Zkb4AsogNgf6TD4O+/QqeiLb2764TBIZMeKgCNL+K1p/Vvap+biJZ7FEdXeLYsF3sqkrPbO9gYco6sLp31UVlc0giy+nP62+CPz3ZMezWQsUl2xJt80x1n92RU51ky6jPY1/VB+bY2EN0qcVcu3+Iy0JZM7BxHzjmpcpFz0suw/0vOSncjGGa8qt4dUsmupBLBAPXDJvrYySH3f094qKivsH2mRwilrC8yV+0p71tvL0T8136Bnrr4vepFAbhAP01/C3ZvQ4e122slO6HEn8Hdl2vXrqWPP7x1K3m1V9SxulfkrpoOhDfWwO432EXEAh2JobzVo9XP+m1c1Gduz+ZMGQphJKNYjvRNxp8jDuKHlRGz3DsoKu93uvpFomUeuTmsOgISm+tsGqd/k41lTa/Sr/2OPOATNgTay+zCuKEpIhT2NOmT5Xa+3S8V+nylVbY2Qc2QqnSeGPJ6idz4gmJI8apsjL1LcIO8eHL1NCBM/uIp66RHA7U+ydZejXeq/emnwaEcTY0yb/VWtq+OiTxVU97QOoSfjY5K7xX0+3768Y7nUOwPDasHiVn/iC/pOaMhfdx7550tA3a9Z6SqYsRrsKdafvhDYGb0I0r8Db86eHiu3iH/eqz/WpVTvuNoWO2/cUFDYv0yxJQT76MakH4AZ6dewciBy/ePpXROjAc6AoffMe1pRLSxPabyrkLD/3Ey+eMf/5V++i/3Uvb1XkHbeFjorhxzB9aI3aLeWZvAO5v+8OXsvT05tYpSXSgPmag0uTyNxFcdbknguDYbE0BOvwEGjg7WdX19UlIz9bVQ3eDRQfiVHFiegwLxZ1f6/HPREndxW7/V2t9W7C6JzvkzMV0Qn7ezMqnjS6y6WdlsvhSajFw6etttR1m5dAMWSmAD/R6oTgAJ/T5n4HB/VeTAZE311P6IuP9IikN/+FZ3KNSNHmezRtOMHmDe4POBK5cv90KJVOAqUHm0Wo8K/gB/JXLODShiaWafyVjljZmYDHi+cj1HcKQoNuJE21X+pGufHdk4bkn+8pdkxypPY2wnYmVKz1QHePY5ZIN41A/If7+dU8RzCMo45FMbfO0TIYG7ctIbnKlyCSPTnZm5wnHPkE4pZyN0MPE9F70j0YqkYIK+Dknrevot07I5uzSwb0IimdoXkNrnlpvot0AdqPTTvwUN5MxGuLFyIj8ZY4/e0G1EfjLObo030+9PYL9OqEGrEJ1mGCgjkRadnSNASF+HXWyLIOvIz8xI/5F+cXg/nJFJOCOpwymK/vDMtNc7TX/8Ijm0YoWntae10Fmg9jQ3e9QFzkL4K+YNXmwPdWJ5KM/aG2RYc7rMWsGy429487A2+cyzthmvsncH8nVBfifPQaynf9VCv/gReesmb3nHTA9knlO+8PpqdwXk3eVeOGZLNt6hJFcrZQOQ5SsVC7EgUcjDn/b0fF9xaK1uem/9+SWglldE0ufAUKnwCJaKc+dPgR8lb+y0tR3ureoSyAIKn2tPJx6bH/MBxp4iz4kDdnFkR262x3zjr8hg+mHwV3oY3AaSyQ8+eKPx1In69ddr6N+WgHgh7Pq/wPWFzwCCfoxAUSzTn+z1b1t3Uu+tG7OX+8oqDFU+ox713cz6DiPNFEUQQP0wXVlMZjYAHLYqi2TmBSs9F094W9GyX64u4HHom4rBFpL+Lrg/XzieZ7vSkfTuBf/2UDL5EH1rgmxOXwV6fYDKU3gk4sDSmtZyn9PyrZWF9oIizv33kpSerE6HR6pPMXHjtBDnUoxzdicAFiBaCEm3YOcmn4GTvLZo+JezsDn6u8VgG0nSx8GD+eVb83yHA0nXThxFYpcfAqDuqpMGhXXmcp/K8P0dPGxvvx+ESBLzQD01Qb6J779mdDrhAt4tJqzQGc6fHSfXUGWCZGkZJ/3bJaSBTP9+q5+8Z4PnwI0rCtxzJomvUh5oaMJjQXEox6ky1hu+nmnJmhmD8SIbrZEcyysk0x8VkQqA4utxy644/8IYWZN+h9yYfpfsTG8CT9e1iys9/D7S6zftiXnpXSf63L8a8TCxpxjbzVJ8pzvj9p4TG4iRmMvA7fTdwEE/GTu421vg//qR/iBpx0abD/0Pe1/FEQCWcMl76BsDtIqJi8D4BV10z/3S9hd8gZ7Hbj9bwQr6z4Ci065VQ7pC08TGUDv4KRMx4X2khqZ8G927OEWFPl4RB7z72sfp3/z1j1A2rMRrIXOvtGFBJlIL+9OL+s6RhWQyeffd6ePgBvoxoKZfSVy5pq3Atmn/oIeRhO3pDz/z3+Xd5L6Cw+OhjjPyD8Vx+5S5Z5fV57OumFCLX01Opj8D52kOWZW+fq2f/C/fAe+1XoKNGVbJ3pteuDV9AXw43OEd4AH6BPDSp5KH9vkKgwe/nerCbMGK0M5BYamWcJFsXAVlYw3mBcjS28K0mf9VkZQW+oI879Ujt9565Nrvfe/a6W3bpuEDN8l307cDD/3Y6LU7HYXuvTdMhKDm/EJJivGNT7lNTCwIE9np3ejZShUVeYsY3HCwfcjC6q81GY09szsHSiuTd5ENmCXgW/koNOI9cJZ3pf/BWxEGJ8JVuvK84K3/OrkBj3czZIMPhum7AwDc5fPRoySXsheXcMCf6X4uuIM5pzPl+JbLCNOX7VoFxhyf60WgAZ8dOXnyCHqmt2yZhs/GZPJG+Ce9nbdpGfjN8lpbDWfgkfs2Xv0//T3dqVQ3jjDVYjK16Izk19Iv3uEb9dL/DmHVQFjfJrkcR0kxB8zRr3CBPDfmwbtwjePbaSwA7JEXvjMPOeaV1xwmbz7yTfp1NrzLb954G+wAKtjmq57nA4HnwSz9KlCxZ1p1OJaRAJ/x5LZ4QRAFaqHV4x+cf/Z3xz85fbr0bbAHKGCjr/te9vlefvllsBr2qMg9O6rFdMXyI1G9NeeIDkfZvsQHuffA1eS/XH0gveHVt+kVF3ge/8D7/F0u112uT+66Ky35VrfjF0kX6sfNyhMkp8UZ/1A2gorSeCm1/Dx7E+UqNCO/Xy7z1OUNn3549npIopOOF31gzA8scFC/pvIg9ksocAX9LBfoUF/NWd/Q6sztxC87h8tGQGLcLjtdE+3tEy7XZHv7pMsej9vtsRiQotA09K7kb9Mfv0vWmEfsjM0ffvp77Mjmb+8Bk/RhP62n9hz0+TL0ivYtHVk4DP8cJKzLjdM1ZrWOuVzjVuu4yx6N2h2RCKjDu5idybfTH72zjLE6D2qiRmNUrUafGne7TtfWptO1Axn9ip9+irxjvdebph9nY6r/lNpG+Vg9WwtX0mWtf1lb80U+xAyqnOPbto2Pb98+DkFyMGAdPHjRLdJxDCO5L+bz9/b6fTG7TqXSoecfr/l/Tf/oaMxxJuWirh5yIz/iPAgbih/gwXwe5enFXkLZ/U9rjqnnosNUBkwWsofItvRT4Pf0GnAj/T33mGX72NiOHWOLIe99+pXf30KuVnUZQoODodCgy6xtNpubtWZQ9lngY1I1jfegGbi8rO8imk3jRf7yl7/ncgFoDybADcn0L+AnfcvY9ssDBrijo/TD35+cJJekukKpVKgr5TQ1aU0mbZMJFL4feJssn/Iy90D1Of4Lsq+K+UyxcOTuWAG/faC1daC9bbC1dbDN5POZzF7vSOJB2vkQsDDBDsg687Ddjjxn7fZhc6Db1hmNdtq6QWCfz3eQPgZ2Q2XqKXoS46oZ8mlDlk/rCBvh/RL78uX3eJmbtwtrU5BasybVv2ZNv8njMZnd7kevPXnyWvRMb906PbN5c4yNzHA28ShtOUWO9AUDfX2BYJ/DqNEY0QNLopFEIhJNuJD/APIjIHe9ey79c0C+Q4qmPB5mrpFvr+dC+C+7F/3yeb9g7sFLh7773UOHbrrp0OTc3OTE3NwXl1IAdu1laeDTZDiUTIbCSbde22QwNGn14OGBECKG0IDTrEXEAAlVdMJ/pf92smcdgh6tb+a+ly0bA9z85RRRkROL6CLeY7QPm0zD9k702dkWCLS1BYOnjx8/nkwep99IvEBzX7Uwd2AHtd0mY49W22M0dWs9Nr3BZjPobdfs8n2W7nkCfL4BMp8vHkF25wX/PwSZ9TKeh4wgkOW4uCkuZtMBezhs7wyHO50rLaPdyP1v7OlHe4stuz09KywrwXXJI0eS9P7ku+l33yNFbbqWtrYWXZtbEzF6BwtXUkUFdn4ZJwDICd6A1xjRvEfvC9B26htr8ZKCOEQyBNEAl+DjtW7DGiDaVy7iUXYxuJaLoT0BFVCa+KE9GLSjZ3TLcLdjN4oBeaqXZ7nC3bNiC7g/uX9/kv564rX031+/+/wj4B2VvKGpqUGu6uhyWP0FTiY0IuUFpKfAb3V0/Yj+o5/+gly1DPnpI3h/CuH1sjf/O/Bp81fy8cuBb80gOchCDCoxdEXgHF1AhmkeWZn+zsmVm4d6ckfRO7y5DYNPTjdIpDKZVNLw0vuBD+kXDwQ6Hui1ke842lodeWaKV2ApK6XsgGzLsxvbHLd329jY9VaIcwHrW43566Xe1ZeljwzIyLZCn7B3d9sd3d0O97h1NOa+yp43efZ0ckn7Vd7YSst4ZfKD9OsfYb/riQsIY4A3CoFzlEHCIMkx3iAijHfXe3HMAwu2gbvZm7SSiylXcaHdAa2gBXQaL8AzWGGPROyOcBiooP7/V3IEflyRfDP9xzf/hCDsHdk2NrZtJOa4siNv/JnHyR61vEGjaZCrP07f1jRPPEa+MOh00mUeQDoRHYRCiDpsEO6OMuw6imF9gHJBWCnsMW4gfItg8qugvDQwIHaX+VcW9pnLAgy0fYlDCQmOEjgtTV6doGzpGXBno6xBpWqQNf5lwOGgiyH0wQKvxR4I2C2+fC+E3lZWytHwzKl2nrMk6fUmS5y89pSZ1VEJMbWK0uLzHwW+9/GVXp3I31SQsRKegZx2YnzTpvFDN5tbXz//7CsGy83Vbxgcna3+BAik60EQnMtcIXUvj7X4Rd/3+b4v8rfEltPKbxUWks7t7JnZfRAOF6s3KS8v0xbsk4w/JThzzYkT16BnYt26CfgcTgB3Wg189HWsJyc53BPq6unpCvU4WzTqlha1pgXI1kL1tsb3j3+gOTXgmF4edv/HeFFib5LLSJ8Lvf4yRIniftHHRrduHR3dtm3UHgrZO0Mh+taiZU+/MJ7nPuBOunf/DEqeT96iOuDq+FnC500kvL6Es0WtamlRqVvoo36yqMjOWwL378Q8Cci9q91u1tflR1n/q9rsicr/hx6CyeoG92RHB/J06uiYcjsTCacjkZjtey/9znt4mc4urnAPHUKaNiAqwUlgpPqJKkLvai4BgCwGFCDZNNAESuK2mkCZ2QfY3FoU0VuuUJVxisVNoN5shbSdTcnNLIJSYASt9O83q9WlCqnUIJZJ/E2ukK0tfhqctGxUGpTldXUVwpYqqdNq6DF3Ixj44BhwQxhURLcr3Ai4hAJwuHmA4vABSaHkltwoyl/H5RDc1SidFcmhVhMoue0yNlM1CeIoh7ikWlwpXFqyhFABVX5xJsNrfvaMk0nBCwFuAuZsukkE+e3BriapUte3TOGSBhwmfYepvb1Vp5bUmqvltX6q36FXmXhUvlHdESoudTaoZfJ6q7K2TiLit1SI0ToDEOSTxGcQZ0tQfrQiXh6VScJOgAGUqpHN5A7fXUIs4VPFFU0ClGPTYi0BpXCT/VmQArzKYovsa1SU7gNCsUZUKCpUGoZhrXl0J8P1FXnuC4EMABcdjYD72UT3JMGDc9tP9RI8FH0JzS4HJTLkkCg7IKAGuIADJxpwiGmcqxVONuit5C9FmZiLUSZmlGEDB4RRsmAaQb89cvo/Q/arScCtK4rtJomVK02gmv50haitssjA38rgQgr+BbggLqSEx+WUwOkCNWUkky+XgjPJhe9wYacQFApwIHmRJLWMTSBHkXHYhJSQyhVyGT+/uLoJiGT5uQnQMwkWmbmzgqaHC5dI+N7lfYm6QHm1Xwx3IHqxorS2jIpa15EcnyvQXVzsLROomho1BRzhL1G+N4gXL4Qvj9C4lFyAs/YBkiAPEni6iNzZyiPy+HxOcWVTNT7Go3rvfAMo74QNbOw00AeY89AqSL9+qg9b8wxEm8tcuxQl3QNRDiC4cNAECQcJAB4kIlcKxMVVgNBqquRieXERysGYt0CuuSfyuUu/Al+pyF+4F9eovNca00C6TXpCPc11tfWNTnmdXCWVKOS6+gaVWqNqbqT6zFaFvqzMqm7zutrUFr6wqVFuEFslYnHDkqL6GrHkoTKVpEYur5E0FiPbiwCOJQzHUgQltcHVQqAMe4BaDYcBS5dxcQZcOCySiBcvgSu3dImoWMTmVEZDyCQQhUNQtppNTOrQu7t7wvHu3lCyr69JqQTHNq+d3bxpzexW58mbe+O9MWzzEcJ+o7DfGkJNhF1BlCCUA9d1EaRRCq9+lL4Rrvp8yBpISDRciuIuI7hclDuOS8WlErgEZRK1VF0uLCspyINzXFPA4LRCxGQCzSSxZpHrICsyd1UQLj8pkRUVNQgsjmqKU2JR28IJv2/FUl1fcVOrUCVt1KmpPg5l43DVAY1IEnAFYqNjuuVdTa80iyt10uaWRnT3GfGxEJXCOwc4hqWA4hbB6edBToXHgGAnEOwQp9xLWZikBjGxGqVEWSEqLS7MJ6pBdUGGLtDlPYb2UdKSTKrWXKHwAwhvc59HIS6qq7R2VpPcYqPKBYch1yk1TcZmKjU8oRsKafM7OXnaoEpQ2+VyJ9u12saWZrEGKpHz88hSS75OpssaiRBBlOUTITCY/b445/tozvfcnO97F76nprLfK5l2UD3y3mz5ikXKe9lywfwXIAzuF+SDBEHQK4nC+wjyIXrlvWZ0BADLkfntM3AXLI9mykFuOb55Dn4Cy8OLlvNh+25cHlm0nAfr94N7YHnPov1L5/8GXLj/3kXrC2H7UQx/ctH66P66F9ePLVq/Ctb34/rxTDl1Mfwh8AAs71u0fQEoB2HyRQZ/83uY8vk9C/gDUuIz8gyDP6Yc5JZXAkhn5K8Y/C1Szoftu3F5ZNFyHqzfTz7H4G+R/iGHQ/KMwd8i9YWw/SiGP7lo/RrYvhfXjy1avwrW9+P68Uw5dTH8IfIlBn8Xt4/jyZwji8hf4zuRBBCyiw1zjwsSVRfpZ1I7N+tm+ndso/d44zG/Pxb3glWbbx88/R9bbht44u7rj153w9GjR5EsWQY/JqBUXkIQ9Tly3wgmUiRZJhZGW54IgT83mWrKyvkO23ewHNVDYArIl5DNWg0W0bVQE6J6soBWPWoJNwbaTL1qnWadb3JLS8J6I1gdOmXpi+ttdnmdTWaYWtY2Pmq5noPabYbjo2C7GjQ6Vj/KTdC6iIYE+wOfxnypvo6do20rtc0z+pX9q0f9gcGhQGdHQqVtnOvauI6UdfWXcHiDQceYhV+eKK+KeLy2SNhuam8Qd0q1kwi3IvihIp+Ha0xIQI6NNHwUTskoMzMpqPMpUjXTT98JYkMzpziAU1BZ9PItt9wSAW/TsrdNoXqBtpQ+C8fgxGM4g63hl9ENkDUeqg5AsP5rR/ZYx+rl07resdSKmq5ybTVYRb/H53eAB9ZPbtgrFCQhrL2BCI9bA+Kxs1QBQwcon3kxxJMUn+JCiWHMShMyV5q0gAq2V+a6grU6uG9KZCxb2lzhHzZXUnkVCdeKTVfM+Na7P3f2+P26gLLBBwzdN+7s4nAjeXktsRk4Q3MzG/f5Dh+M9/tiys66pn4rpgHYM6TFM1APIYxMIturgYLeC96kf0vuivnSu/DduHMkD9OJirFXYdrIl5JZWQdyNQnsh4R2ERla1gGo+EtGdigcCm1X0941m69U+5SmUNvKTmtQ1ik3BQNnw92h7oSvzOMnXxpMNrkMApE5YFi+emrI0GVaKu33WCOqoLlV0SorK3dYWs20yuT3W01+cV5NKOPrcA7TMsYlwOKM0ceRW0fOCpMCJSvT2IsmBdXBq6aEZr7SEBiyVJJ55Un38Fz7Kr9vvetzR683oMfIPI6QyeVGilt6V3c0GOamI2s7/N88mOjz9TZCZPa1IVx2zX9O/JzYiTNaZLQU2HGXvEqsUIir5Ba4YVHI69CBHKGe30s8TmwhICngraAM4vDh/GJDpbtEkr+lyLzX0n61CY4Lt0k2spEUc1rlL9ZD5n/wTqNU2gi7ondk+8y0dYY9M5VRRiqnjVvbq9ZskYurFIoqsfxpEqTXZmsieFXEe0AMjGivhnxoVJ+/19OD2rx+/nNQmm0TNpmf0+ZPqtZUDeW2OX/9QqMksRm8Aq4j/xufJxACWBf9PVy1oWpz1foqWEbSNHrwuw3wYw25A9+kIZCjDn6M+fiBKjx6ZFb4KODHzbsP1e7/VkOg/nCDv2HPNyUHjjYEZPBnYl56WHKv55j7P+Af9zHPvffe+/mxY9gu0z5/Du4TdmAbErqpjjJS5CibUN7LBFmFEyyqhp4Jhv3RrkgANHTTe3uWRiKNDQ3gua6QPxoK+buZX0tX9qdGRlL9K8Fo+ijo2ba1w9bRSf9grC81OprqG3Nv2WazdXRAfEPcEO9g3GDMIKwwGIFlG+Z3ggRVibKFcVmbINbaKwAR6uoKxb2hYOAbK/+y96pPR8b/sHvvH6ZgnTisY2LqMKtTaWTsdQlfVzCQCAeD4W+Mf7x33x+mVv5l375PR9Cch4CCrCU/RNkABValtUJpzLdW5FfkK/Ov2fZgyc9Ek6Inix/eMZDqBn03l4xYHn/cMlJys+6ee1DdADFGFpJytBYAtmCzNk7q1KkQ/Aek6PMUQ1st84eI/7xoLTyWX9xS5S2tQmthi9V2pQm+Z4BbKRnUOSgmW4jh889BIvFPrjvT/NfBEZxDBulwMmBL0P+TpCrPr4E0pp8/B77IyGVuViYjZqfMsH00+4LNG5snE1vmmqeSEZcLHa/xWIEMRXP02zccve46LJVRfwPwY4iVyzlimQ+4FCirEHbpHg2BxzRT9XwR39Z5NI2c/fEp0SeMXHaCy0hlUb3uhwZ/o8vYEmloVU67RtZru1sPgRjtjT5i7ksY2h2Nkg6ZYdUy6/hK81FOHK9hOL6PYbtqSANfIYwX7BrvmUfVTeMty5OTKbc71ue1mmLyZsVa3+q1/f7U8n08fjkSbh5PZzjSaWyvF9ulTZPdXQNLKN6y4Mh2vHbhvJACLJOhdFYw8hgRgx1ABGNPKQr00w8A3/DMTIqiOPnioqdP9oC3aFn85J/uVsSD5QITn34F49MFx/BHiM+6zBjISyUye+X+D63DdeV2T3X3QCoh9gqhUI7T5wVl1lr3tH0/TyDsKxUVhXuDoUJODYjFn+Pk6Vb4N+5l5DL4O8RTLbJnchn7GLWobFZeIJdBnXvWUaoKrOsRGMr4TSJPv6GczBN2dQxv2DplC7ncWo+8zsXzHV7j2LEmqeNwo1A29850yPRzMxuuisT6fb1KGxQmVkYug78xcpkRyzJwgv42eIb+0yi5Mx5M74YUbIJw/gXSK9oPGlmKzezpM2EHkJAuARRe8gz5Cpi9PeYYQLhma7xd720bNluHrCFro1/bPunReewWk92t8weiYbvTzZteFhqqqe13tUcbG6Md7kSN0BzUdw7qwQ/K7eZWo7HV2k5f47G2BmSSqMXkxnOOYDuXwWGW2nKEsYUN1kBRrCRmoHtMoOcj1KX0EHWCEELdpGc1xipA6HPqO8JuHpeTRd2maaTWrLHvhBgFQ8rOWm3SijCJc9t8TryQlZ05PJvK+fl6sVwuznnATXVyRnjSfZmfYFuIRzFtCS9sS5DhWJmG+BnOldPSyxkmRjC8sRvyxjY0twKzQlQMRAFwmj4OpkGN4eOe+27qgf0FiEfIQvAMKxvZQyH0mh0/z4T2hi5uy9oMzFwRNwCmYVvwpX+76b6ejw1nGf0oCOX0Y3g+mpAERyrbIpwlv4SUgPyc0T1WoqirVS5tt6jCDbWqYd3Q6gqdrF5eImEHe2Zpo7W1ulqjb9B1VPGDQsnKVJPLUitRqySFr2bRB+E8DOVPD+S7+QzvRgzg8JObNj1JVQbOfxpg8GKC77C8WQB5sykB8qGYOz9GsPJLQJWg+hXoNBQ+8bm5J590U4UByLxxfQNYQkrIs3jNGAWyIrhm+K2v9dx+Zy95FuIMogW/N0/Pj4Pvzt+B+kHZykiUP2K5j2lDC/uJU5U4mmirBXIoi1VUAiRAiNgh/A8zAfh1o0zb6RwLqfWzJoteHRpzdoJ1asPPI27QBWpaTo+Xc3kdxidaasgu0hU5bUAXkImPYNutmfHxZR91dTGjy4xvGyyT4BMUCdo3mZE3v8lqbkTdofWDujeCbZ2OsbBGNzur04THHJ1ApjacjrhgPzUtT0wIuaKJ0y01EAh35OeoV0wjgIC0dADHDcbLrgJzfqsI7y2UeOnlBwxdgjqVVKES1XRW6EOCOmWtXFlR3VkJes3c4uKyooaq7A9fog/+73VMdOfvHPka5GeIRjP7jLz8CnSACEmzQqbMsA7M4yy5ZksqY7a0An1sRdzxhLi+aFmZvvHo9gHdluT0rmSwzjqR0Jgb5TajPmGxhx2u4Vry1/GQc1D+SG1c51qvvrZPY1o10r1CJU9Yw4kurVJuVzTYVfIW+qk6j8Xq0UgYGToOSuD4irE2nlG8ZC1AFYwmA8GgPxENgqW7fjc08s72LW+ODL6J7NWwDoepg+ZVltW/ACcYTfiDwUASVdr55uDIm1u2vzMy9Dtm3tTAAs6TX+BszBnNS4kVMeARPl7y0PZUf/eyrQ+UPCYiv3jcMlx6E9S9dDeVDlseZ+vn7DFYJmV8nN1ijKxmtxj/pP6EbFezeH4JfCQwS59LAR57JPB/vF+phfA/idsSXdiWAI+GtBoDmQbm4LA8PAGfO7LQ1A9NV5kbB/plmP8tgfzvWJb/fRn7k+XuYA6XKuqUTUsdNkNUVqsa6xydkZjl9bIlgQpZNQK/WvYuYoD1Wo1Ub6riB0Q1I/Fmp1lao1FL+Nfn4M0NniJOMngTGCmZe1RoJc+wextYBgZwWT5TmnnjVvYtVu+PQTrSw/fgW1yGhfKB/q23rkl1UTNdaRWe86r5ceLvzDsVZoZRVl1zzVs3dZGvdp0/xpxBw/08VQJxkbvXyTmr5MJ55bKbZLNpsZifZtPpcDTUHYwESBG9pRscpvc3ymSN3WAm1I2/juJfyZe2zs5u3z47u5WHyMMUj8USt3zvrcyXzlgsHr/l5JftLy/z/f8D44U5UAAAeJydUsFq20AQfSs7CYWSU6Gn0j26BUm2EpNgQyGk4EMgNsHk0l5sRZY2UbRmtQrkg3rtseQLeu6f9Bf6tF4cmkJoq2XYN6O3M292FsA+vkJg833Cg8cCr8VHjwPsidLjDnriu8ddvA1ij3fwPvji8S7edF6SKbov6H1zp1osEIlXHgfYF5897mAmrMddfBA/Pd7BPJh6vItR8AOn0FjjHgYKOQpYSCTo0xKiOSMZ93OyLE1iRqbGNaOp456g4V4wZlDT77kcljlrjBBz5czcMhosEfGUxi2jlc+4olVENWMlFkSKfshThjUy3BCnXl/Jpei9A071+t6ovLAy6SeJnBeZPNdWy5nR11lq5UljC21q2SusXdejOM6VLZpllOrbuCJxpStbx+XCqirMTZbdhCnzlaVKmXziOn3s+YzajdPTKg1xQZQz1uo1pOtN7bPGmKyy4UWWN+WCP57wtvGE99DHAAcYs9aUa+KQ3tZ8vuIfCpKoPzgYT6bTyXiiWy1PpDxK+rfW5F+2Krf5L8lvH4JyY5W/tSrdw1gxU+OqF27U1j2aO3IiHNMOaUdUMsQVbdkO+zIztdKV3LQprV0tGqsLVVnZuxtEx9FhdBQOr4ZLP7v/vMXnr+4XfrbFdgAAeJy9VWVgG1cSnm9CptgOMzM5WklLYe1bKcycQirLa1sXWXIkO017DO0x812PmRl7zMzMzMzck3ZGiQP9cX9OP/wNvflm5s1bE1P8u+cuStJ1fri78YeYxtF4mkATaRK1UCu1UTt10GTqpC7qpik0labRdJpBM2kWzaY5NJfm0XxaQAtpES2mJbSUltFyWkEraRWtpjW0ltbRetpAPbSREmTVuVOUJpsccskjnzbRZtpCW2kbbacdlKGADIWUpRztpF20m/bQXtpH++kAHaRDdJiO0FE6RsfpBJ2kU3SaztANdCPdRDfTWbqF8mCMw3hMwERMQgta0YZ2dGAyOtGFbkzBVEzDdMzATMzCbMzBXMzDfCzAQizCYizBUizDcqzASqzCaqzBWqzDemxADzYiAQtJpJCGDQcuPPjYhM3Ygq3Yhu3YgQwCGITIIoed2IXd2IO92If9OICDOITDOIKjOIbjOIGTOIXTOIMbcCNuws04i1uQRy8K6EOEfgxgEEXcB+dQwhDKqGAY51FFDSMYxQXciou4Dbfjvrgf7o8H4IF4EB6Mh+CheBjuwJ14OB6BR+JReDQeg8ficXg8noAn4kl4Mp6Cp+JpeDqegWfiWXg27sJz8Fw8D8/HC/BCvAgvxkvwUrwML8cr8Eq8Cq/Ga/BavA6vxxvwRrwJb8Zb8Fa8DW/HO/BO3I134d14D96L9+H9+AA+iA/hw/gIPoqP4eP4BD6JT+HT+Aw+i8/h8/gCvogv4cv4Cr6Kr+Hr+Aa+iW/h2/gOvovv4fv4AX6IH+HH+Al+ip/h5/gFfolf4df4DX6L3+H3+AP+iD/hz/gL/oq/4e/4B/6Jf+Hf+A/uYWIw8zgezxN4Ik/iFm7lNm7nDp7MndzF3TyFp/I0ns4zeCbP4tk8h+fyPJ7PC3ghL+LFvISX8jJezit4Ja/i1byG1/I6Xs8buIc3coItTnKK02yzwy577PMm3sxbeCtv4+28gzMcsOGQs5zjnbyLd/Me3sv7eD8f4IN8iA/zET7Kx/g4n+CTfIpP85lJo+VixiQSipZiWtBKKvqKRtBLKaqeUX+geYJQ0GierNpzmj+n53O2ouQJHcVQUc9lE56i8GRTak9LXDaM/UHCTgv6qktdQSIQuyV5AstV9OP+gqT0W0cj6KuesQWNxCezas82dY3PCU9K5hiktI6Uo2gUQ4lLW56inE8nE4rqt1UP1R+Gglm1Z0W3ZQ6BLXMI7IzkdSyxu6lA0BW/q3NxfdWN8Lnah6fz8ZJpRenfs9XvSF7PiO6r7us8feXxM4o6d1/2IfB1jn7zvMkKhppH5+vrfDMpxbT4M24TJS7j2YquoPafkT0MgpTEmURO0FLdChSlDqNzNzpP43mK6veFx2TUH6QEjep6vybXRD0vex2Emi+r/Nl0E2O7Sci8TMJYimK3pL76M0wIpixF9dvq95oYz9kkZb9MMpNWFH8ysBV9wVDtsldG99voXhtb6qxjRtCxFNXuqx6obhxBuU9jN/PkRHfk+2Ic2a86Sp1OWv2u6rJHxvE1Tt6xcQKNUz7HaJzsi3HlHRtX87op8bua39V+XFv9rupuU9d4T+2yX3VUv695tG9X63MzGqdz9rRPT+vxLNUtW1HjZJ/rqHHK52u8r7y+J/37sm91TCuqP5T4jLwzY5KS32i/Rt6FCROKlsSFuj+h9hHKnpusLXw5+Z6ZnOQLE6KHCXlXYcJRu6u6Ub98r0JL5h4mA09Q9iBMJWxB+R6FKfkOhSnZlzAtdYV2QlHz2HJvdVS7o3ZH7Y7ksbUe21Nd7id05D5Cx26i2jWf4zVR6nf8nKDMr/7vSc658r7Cxl4MlG4bHvQdRVfRa6uV8rXBnv5qvtASm6xEoilYTSHZFFJNId0U7KbgtPSf7e8pFQfydaHYFEqx0FZ3qS0Wxdp6e1St9PSVK0MtlXIkwsitYmkbGaxGYmvtr4xWVSpe0Lha8aLE1aILUVnEqDgwOCKB5aImFI7y6FA15oiFBkdDUI6GKBwiNTjiuAZHHCccsSgccWDMIf7hfCHqKVUKJaFrSDFdLDToGoLSxWExnUgNujiuQRfHCV0sCl0cGNM1pPbhqFqs9ElAoTI0lG+KpYoca48uFkr5IZEH67fTTHe50LEhk8+PVkaivt5SrHXVW+qNqrXigBzqqNMVorJU0R2H1orlgZLk6RzOV6NyKeoXf1esVi9VPTlfG6lXWzsnPQyXRmtX1z22wCtak8X8f011zPg6a9FQ8bLaWopqWnV0fjQvU+oYqEb5emvNAUa1kaLGd/fW39K5aOTSUDp76/rlbqao//KUuvO1QrFYKFYLo3IjXaPlvvoVFCpVnXLjSHQpYUtvXoi7YvvlRF1xopFiqS+65sLHjnnM5Xfmh+pDr+XLff/7fY69xevf3L1P9aqZXb1XV+7kNSO9doZXrOm9Lf31zf8FDw+L7QAAAAABAAH//wAPeJxljKEKgFAUQ88uT4OI0WgSsdhsYhF/wWDwF1719x0YXxjb2WAIaK3ZChIjO+LkQbp0E8rKbg4qOnoGJlZz8r4UHtQ0ThuKt6D/kQ92YgaVAAAAeJyVkk1PE1EUht+3w0A7aMTCyiALTNQQV10Yo0ljDEGbVMGkfhFinH5Q0OlUr0MVFaOouPAHiKiIysJf4MqlC3+FK9Ysjbt65syFoBASN+85995zn/NxLwjAw0+OwRseKZaQ941fxphvGiEmymE9h6nKrAkQVWutHBbqtabBYt3UbmE18KMQX6Mpfxo/0CEctNtqiRTSmzuEs8V3t/idu9zaidP1n/EdyFTDZgMnJo1fQT6Yrvs4FzQrAS6ollTHVW+oToYzDYNAWfFkHCE6lt2p2qWaUfVU06rdqsAeHMAghpDDSQyjiBImUBVipKdE2dqb1hprW8pP4TFW7M43yZsW+92ufyeWx6xdsnbN2vW4Rl4UBtGL/qRmnv1nfUo7y26LdcTr15OkDzc+Y5WNZBY8v2tE7I2zkuRo//rr7nGdkSuT6ZP7gzjKa8IqYJRX1RZ5ReJHeVm0yEuiBa2xIN5h9DDkIz7gHGfZ5G3eoeFdRpxhi/d4nw/1hZI32of9surFQa2thCN69wmfcp7P+JwvuMCXlvVqZxpfc5FvuMS3fMf3XOYHrvAjP/EzV4XpSqb4ndL6zzzpxkUeZzCA6/BxSCKGkLVZ5/llM+tGzpgfk5d1jnHVrpAyQuqW+eyVDnqkh6x0MCDsPE4L0UNKiHP6ux0537bzB7T2gYYAAAB4nK2WT2xTRxDGv33PDxwn4DjYnAChyg2hEmkVkBJIiKIKENB/QBMoJU1jSkgQIUhWhAQHzogTB86oqnpGHBAHDj3l7HPOPufMqdLrb2ft2I4JDYL9tLuzu7M738yzZiwnKac3+le5M+e+n9ZkpVq5qYuV6r0VTd9cWRzR3B8Pq8taurXwYESriwv3q3q8WF24qyfLldUVPV9dqtzRn8rwjtJUDqkp64OS+99z1yZHbXKs5O5CdUWHbRyy8Rsbx2ycRDGixza7xhzZHN70ckaJ+lTUAQ1qmJ0sZ1815nWbIzcSHQo7u2thzrKrv+yNKS0x79LHtog7vSBWHkTqB04FEMF8kv05ELPqgWHCnAMRXPuw5+84uxPbHaeDOoTWFMhoHmTYy7KTw0YevQJvznF/2lgP6YT5vl1z3Iktar4n2mORbDJvacX2fRKzE6w4/WPvlrBwTpd0FS63tcz4lP5cL8DfnLzUa5NfIGc0mq7pZLqhU/SJtI6NY/pVP8DTIY2wzqfvVKA7jaPjdye0275cnrsF+hfIZc6mmOfpRA59r+2lDTt3Nvp1vbE+pt9ZJ8g5W5eId6/K+lJHsH4U28fxZFQndQqLk/oWvtfhNuujmSx7X+P1zDPtBx0Ni10tfQejHbdu3eab/qR5mq7jS4d+p2Uig87m6m3on7c13h/q2n+Pt1vjktbSjbTOuLb1zbDXrm/rOidND3L0ou3Vg9Rux0ebcV0dzXZr27EKjP1rLbteSl9t78EntU3O6Vu41tJX9oU6fOZkTUXvR9OXcL7NL2zehK5v8f7WFZ1ah4W10JsMt9ramY3We59Xc0fvTNjYFo3ub8/e403J+xRZLk3Inz7nZi3b9hvylm37yQ9lct8g6CVPHOHGEMhQQYY1oK9Bjszh89Zx4HPhCeRRsEdjYJflkx6NgwE4+lx2GhR0BjhdAEV9Bxw59DLjDNira6DP8k+iG2AfeWhWiZtxM5bXysZ7wHgPWK0oGfvAf5+xzxv7xNhH1Dpf7QLXFsv+Npa9xq/H+BWtwpSMZUZnQZZ8eL7BOKeLYK/xzupH/cTo2ce6Apx+BjEVaLrhT0x1uEpEgle/gBjfZonFb6BgdayEb9d52ZGRW1WmDHefn4eJdDNDjxnbcbieht1ZWF2Ah7d/Bbsz2PBxu6FZYhWh6avUfr50+Gfgm2v0yP4VtGpuqLahzjqrFn530F7w/xxcoya27jv30D0K2l76D/qsKkwAeJxjYGBgZACC+9dOG4Loh8ulD0DpywBTEweMAA==') format('woff')}"
}
}
]}