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"_text":"สามารถชนะแจ๊คพ็อตได้โดยการสุ่ม เมื่อสิ้นสุดการหมุนใดๆ ในเกมฐาน ไม่สามารถชนะแจ๊คพ็อตระหว่างคุณลัสมบัติฟรีสปินได้  ",
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"width":1375,
"height":84,
"overflow":0
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"_text":"เมื่อได้รับสัญลักษณ์หลายตัว รางวัลทั้งหมดจะถูกนำไปบวกกับรางวัลรวม",
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"width":1400,
"height":50,
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"fileID":28059
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"layer":0,
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"fileID":27701
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"_text":"หน้าจอบทนำ",
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"anchorX":0,
"width":130,
"height":24
},
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"fileID":28060
},
{
"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RulesBottom/MinMaxBetHolder/MinBet/MinimumText",
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"layer":0,
"components" : 
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"fileID":27702
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{
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"_text":"เดิมพันต่ำสุด:",
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"anchorX":0,
"width":142,
"height":26
},
"fileID":27881
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],
"fileID":28061
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{
"name":"Paytable_mobile/Paytable_landscape/Jackpot3/Content/RealContent/Title/PaytableTitleLabel1",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":27703
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{
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"serializableData" : 
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"guid":"8f08b8d01adfcac4ca6519f28696c32e"
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"_text":"กฎของแจ็คพ็อต",
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"width":1150,
"height":35,
"overflow":0
},
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{
"name":"Paytable_mobile/Paytable_landscape/Jackpot1/Content/RealContent/Title/PaytableTitleLabel1",
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"enabled":true,
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},
"fileID":27704
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{
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"serializableData" : 
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"_text":"กฎของแจ็คพ็อต",
"fontSize":32,
"width":1150,
"height":35,
"overflow":0
},
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Jackpot2/Content/RealContent/P4/Label",
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"layer":0,
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"enabled":true,
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"_text":"เพื่อให้สามารถชนะรางวัลใด ๆ ของแจ็คพ็อตได้ เดิมพันต่ำสุดคือ:",
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"_text":"เนื่องจากความล่าช้าทางอินเทอร์เน็ตที่หลีกเลี่ยงไม่ได้ จำนวนเงินที่แจ๊คพ็อตแสดงอาจแตกต่างจากค่าจริง",
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{
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"fileID":27707
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"_text":"การทำงานผิดปกติจะทำให้การจ่ายเงินและการเล่นทั้งหมดเป็นโมฆะ",
"fontSize":25,
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{
"name":"Paytable_mobile/Paytable_landscape/Page6/Content/RealContent/Rule7Holder/FSRLabel7",
"activeSelf":true,
"layer":0,
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"fileID":27708
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"_text":"เมื่อการตีลังกาดำเนินไปจนจบ ค่าของสัญลักษณ์          ทั้งหมดบนหน้าจอจะถูกนำมาบวกรวมกัน\nแล้วค่อยนำผลรวมตัวคูณไปคูณกับเงินรางวัลรวมที่ได้จากการตีลังกา",
"fontSize":25,
"width":972,
"height":70,
"spacingY":10
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"fileID":27887
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{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/Rule2Holder/FSRLabel2",
"activeSelf":true,
"layer":0,
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"fileID":27709
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"_text":"รอบจะเริ่มต้นด้วยสิทธิ์ฟรีสปิน 10 ครั้ง",
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"layer":0,
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"_text":"ทุกครั้งที่สัญลักษณ์          ปรากฏขึ้น สัญลักษณ์จะมีค่าตัวคูณแบบสุ่ม ซึ่งเป็นได้ตั้งแต่ 2x ถึง 100x",
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"_text":"นี่คือสัญลักษณ์ MULTIPLIER สัญลักษณ์          จะปรากฏบนรีลเฉพาะในระหว่างเล่นรอบฟรีสปินเท่านั้น\nและจะอยู่บนหน้าจอจนกว่าจะตีลังกาจนจบ",
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"_text":"ตัวคูณเดิมพัน 25x - โอกาสได้รับฟรีสปินจะเพิ่มเป็นสองเท่า สัญลักษณ์ SCATTER จะปรากฏบนรีลมากขึ้น และฟีเจอร์ซื้อฟรีสปินจะใช้ไม่ได้",
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"width":1400,
"height":150,
"overflow":0
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"_text":"เมื่อสัญลักษณ์ SCATTER 3 ตัวขึ้นไปปรากฏขึ้นในระหว่างรอบฟรีสปิน คุณจะได้รับสิทธิ์ฟรีสปินเพิ่มอีก 5 ครั้ง",
"fontSize":25,
"width":1400,
"height":100,
"overflow":0
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"activeSelf":true,
"layer":0,
"components" : 
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"fileID":27714
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"_text":"หากผู้เล่นสองคนหรือมากกว่านั้นชนะรางวัลในช่วงเ\nวลาเดียวกัน การชนะรางวัลทั้งหมดจะได้รับตามลำดับเพื่อให้แต่ละค\nนสะสมมูลค่าแจ็คพ็อตที่มีอยู่ในช่วงเวลาที่แน่นอน\nในการชนะรางวัลของพวกเขา แจ็คพ็อตจะไม่ถูกแบ่งออกให้เท่าๆ กันในผู้ชนะหลายราย",
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"anchorY":0,
"width":1375,
"height":140,
"overflow":0
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},
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"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"_text":"สัญลักษณ์จะให้เงินรางวัลเสมอไม่ว่าจะปรากฏขึ้นที่ตำแหน่งใด\n รางวัลรวมจะนำไปคูณกับเงินเดิมพันเริ่มแรก",
"fontSize":25,
"anchorY":0,
"width":1400,
"height":150,
"overflow":0,
"spacingY":20
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],
"fileID":28074
},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/PreBetHolder/Rule2/R2Label",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":27716
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"_text":"ตัวคูณเดิมพัน 20x - ทำให้สามารถซื้อรอบฟรีสปินโดยจ่ายเงินมูลค่าเท่ากับ 100x เดิมพันรวม",
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"height":100,
"overflow":0
},
"fileID":27895
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],
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"name":"Paytable_mobile/Paytable_landscape/Jackpot4/Content/RealContent/P9/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"children" : 
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"psr":"d"
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"fileID":27717
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"_text":"แจ็คพ็อตอาจถูกปิดชั่วคราว เมื่อถูกปิดแจ็คพ็อต รางวัลจะถูกระงับ\nและแจ็คพ็อตจะถูกทำเครื่องหมายเป็น \"\"\"\"Jackpot closed\"\"\"\" จำนวนที่สะสมก่อนที่จะถูกปิดจะยังคงอยู่ในแจ็คพ็อตและจะพร้อมสำ\nหรับการชนะรางวัลหลังจากที่แจ็คพ็อตมีการดำเนินการต่อ",
"fontSize":25,
"anchorY":0,
"width":1375,
"height":140,
"overflow":0
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"fileID":27896
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],
"fileID":28076
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"_text":"นี่เป็นสัญลักษณ์ SCATTER ",
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"_text":"เกมมีความผันผวนปานกลางจ่ายเงินอย่างสม่ำเสมอและช่วงของการจ่ายเงินแตกต่างกันไปจากต่ำไปสูงมาก",
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"_text":"กฏระเบียบเกม",
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"height":100,
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"_text":"SCATTER จ่ายในตำแหน่งใดก็ได้ ",
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"_text":"ลักษณะเด่นของ TUMBLE หมายความว่าหลังจากหมุนทุกครั้ง จะจ่ายเงินที่ชนะรางวัลและสัญลักษณ์ที่ชนะทั้งหมดจะหายไป สัญลักษณ์ที่เหลือจะอยู่ที่ด้านล่างของหน้าจอและตำแหน่งว่างจะถูกแทนที่ด้วยสัญลักษณ์ที่มาจากด้านบน ",
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"_text":"กฎหมุนฟรี",
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"_text":"การชนะทั้งหมดจะถูกเพิ่มลงในยอดเงินของผู้เล่นหลังจากผลการแข่งขันทั้งหมดที่เกิดจากการเล่นสปินฐาน ",
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"_text":"คุณลักษณะ TUMBLE ",
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"_text":"กฏระเบียบเกม",
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"_text":"ตัวเลือกเดิมพันก่อนเล่น",
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"_text":"สัญลักษณ์จะให้เงินรางวัลเสมอไม่ว่าจะอยู่ที่ตำแหน่งใดบนหน้าจอ เงินรางวัลจะคำนวณจากจำนวนสัญลักษณ์ที่เหมือนกันทั้งหมดซึ่งปรากฏบนหน้าจอเมื่อจบการสปิน",
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"_text":"เดิมพันสูงสุด:",
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"_text":"ผู้เล่นสามารถเลือกตัวคูณเงินเดิมพันได้ และกติกาของเกมจะเปลี่ยนไปตามเดิมพันที่เลือก ค่าตัวคูณที่เป็นไปได้มีดังต่อไปนี้:",
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"_text":"ระหว่างรอบหมุนฟรีเล่นรอบหมุนพิเศษ",
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"_text":"ผู้เล่นมีโอกาสชนะรางวัลใดๆ ที่มีอยู่ ซึ่งเกี่ยวข้องโดยตรงกับจำนวนเงินเดิมพัน เดิมพันยิ่งสูงยิ่งมีโอกาสสูงที่จะชนะ อย่างไรก็ตามแจ็คพ็อตใดๆ จะชนะได้โดยมีจำนวนเงินเดิมพันสูงกว่าเงินเดิมพันขั้นต่ำที่กำหนด",
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"_text":"การทำงานผิดปกติจะทำให้การจ่ายเงินและการเล่นทั้งหมดเป็นโมฆะ",
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"_text":"การชนะฟรีสปินรวมในประวัติจะเป็นการชนะทั้งหมดของรอบ ",
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"_text":"การทำงานผิดปกติจะทำให้การจ่ายเงินและการเล่นทั้งหมดเป็นโมฆะ",
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"width":1300,
"height":252,
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"_text":"แจ็คพ็อตอาจถูกปิดชั่วคราว เมื่อถูกปิดแจ็คพ็อต รางวัลจะถูกระงับ\nและแจ็คพ็อตจะถูกทำเครื่องหมายเป็น \"\"\"\"Jackpot closed\"\"\"\" จำนวนที่สะสมก่อนที่จะถูกปิดจะยังคงอยู่ในแจ็คพ็อตและจะพร้อมสำ\nหรับการชนะรางวัลหลังจากที่แจ็คพ็อตมีการดำเนินการต่อ",
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"_text":"ผู้เล่นมีโอกาสชนะรางวัลใดๆ ที่มีอยู่ ซึ่งเกี่ยวข้องโดยตรงกับจำนวนเงินเดิมพัน เดิมพันยิ่งสูงยิ่งมีโอกาสสูงที่จะชนะ อย่างไรก็ตามแจ็คพ็อตใดๆ จะชนะได้โดยมีจำนวนเงินเดิมพันสูงกว่าเงินเดิมพันขั้นต่ำที่กำหนด",
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"_text":"กฎของแจ็คพ็อต",
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],
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"_text":"การทำงานผิดปกติจะทำให้การจ่ายเงินและการเล่นทั้งหมดเป็นโมฆะ",
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"_text":"ทุกครั้งที่สัญลักษณ์          ปรากฏขึ้น สัญลักษณ์จะมีค่าตัวคูณแบบสุ่ม ซึ่งเป็นได้ตั้งแต่ 2x ถึง 100x",
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"_text":"หากผู้เล่นสองคนหรือมากกว่านั้นชนะรางวัลในช่วงเ\nวลาเดียวกัน การชนะรางวัลทั้งหมดจะได้รับตามลำดับเพื่อให้แต่ละค\nนสะสมมูลค่าแจ็คพ็อตที่มีอยู่ในช่วงเวลาที่แน่นอน\nในการชนะรางวัลของพวกเขา แจ็คพ็อตจะไม่ถูกแบ่งออกให้เท่าๆ กันในผู้ชนะหลายราย",
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"_text":"เมื่อได้รับสัญลักษณ์หลายตัว รางวัลทั้งหมดจะถูกนำไปบวกกับรางวัลรวม",
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"_text":"หน้าจอบทนำ",
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"anchorX":0,
"width":270,
"height":50
},
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],
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{
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"layer":0,
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"_text":"สัญลักษณ์ SCATTER ปรากฏบนวงล้อทั้งหมด ",
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"fileID":27749
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"_text":"การชนะฟรีสปินจะได้รับรางวัลหลังจากจบรอบ",
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"anchorY":1,
"width":1400,
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"fileID":28108
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"fileID":27750
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"_text":"เกมมีความผันผวนปานกลางจ่ายเงินอย่างสม่ำเสมอ\nและช่วงของการจ่ายเงินแตกต่างกันไปจากต่ำไปสูงมาก",
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"activeSelf":true,
"layer":0,
"components" : 
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"fileID":27751
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"_text":"การชนะทั้งหมดจะถูกเพิ่มลงในยอ\nดเงินของผู้เล่นหลังจากผลการแข่งขัน\nทั้งหมดที่เกิดจากการเล่นสปินฐาน ",
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"width":1312,
"height":231,
"overflow":0,
"spacingY":20
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"fileID":27930
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{
"name":"Paytable_mobile/Paytable_portrait/Jackpot1/Content/RealContent/P4/Label_Part1",
"activeSelf":true,
"layer":0,
"components" : 
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"fileID":27752
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"guid":"8f08b8d01adfcac4ca6519f28696c32e"
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"_text":"เพื่อให้สามารถชนะรางวัลใด ๆ ของแจ็คพ็อตได้ เดิมพันต่ำสุดคือ:",
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"height":453,
"overflow":0
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],
"fileID":28111
},
{
"name":"Paytable_mobile/Paytable_portrait/Jackpot1/Content/RealContent/P2/Label",
"activeSelf":true,
"layer":0,
"components" : 
[
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"enabled":true,
"serializableData" : 
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"fileID":27753
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"_text":"สามารถชนะแจ๊คพ็อตได้โดยการสุ่ม เมื่อสิ้นสุดการหมุนใดๆ ในเกมฐาน ไม่สามารถชนะแจ๊คพ็อตระหว่างคุณลัสมบัติฟรีสปินได้  ",
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"height":452,
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"fileID":27754
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"_text":"เดิมพันต่ำสุด:",
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"anchorX":0,
"width":312,
"height":56
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],
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"_text":"ทุกค่าแสดงเป็นจำนวนเหรียญของเงินที่ได้รับจริง",
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"fileID":27756
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"_text":"เดิมพันสูงสุด:",
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"_text":"ตัวคูณเดิมพัน 25x - โอกาสได้รับฟรีสปินจะเพิ่มเป็นสองเท่า สัญลักษณ์ SCATTER จะปรากฏบนรีลมากขึ้น และฟีเจอร์ซื้อฟรีสปินจะใช้ไม่ได้",
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"fileID":27758
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"_text":"ผู้เล่นสามารถเลือกตัวคูณเงินเดิมพันได้ และกติกาของเกมจะเปลี่ยนไปตามเดิมพันที่เลือก ค่าตัวคูณที่เป็นไปได้มีดังต่อไปนี้:",
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"_text":"กฎของแจ็คพ็อต",
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"_text":"เนื่องจากความล่าช้าทางอินเทอร์เน็ตที่หลีกเลี่ยงไม่ได้ จำนวนเงินที่แจ๊คพ็อตแสดงอาจแตกต่างจากค่าจริง",
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"_text":"แจ็คพ็อตชนะจะปรากฏในเกมโดยการได้ 3 สัญลักษณ์ ที่มีป้าย                                                ",
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"_text":"กฏระเบียบเกม",
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"_text":"ลักษณะเด่นของ TUMBLE หมายความว่าหลังจากหมุนทุกครั้ง จะจ่ายเงินที่ชนะรางวัลและสัญลักษณ์ที่ชนะทั้งหมดจะหายไป สัญลักษณ์ที่เหลือจะอยู่ที่ด้านล่างของหน้าจอและตำแหน่ง\nว่างจะถูกแทนที่ด้วยสัญลักษณ์ที่มาจากด้านบน ",
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"_text":"รอบจะเริ่มต้นด้วยสิทธิ์ฟรีสปิน 10 ครั้ง",
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"_text":"เมื่อการตีลังกาดำเนินไปจนจบ ค่าของสัญลักษณ์          ทั้งหมดบนหน้าจอจะถูกนำมาบวกรวมกัน\nแล้วค่อยนำผลรวมตัวคูณไปคูณกับเงินรางวัลรวมที่ได้จากการตีลังกา",
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"_text":"ระหว่างรอบหมุนฟรีเล่นรอบหมุนพิเศษ",
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"_text":"การตีลังกาจะดำเนินไปเรื่อยๆ จนกว่าชุดสัญลักษณ์ที่ชนะรางวัลจะไม่ปรากฏขึ้นมาหลังจากตีลังกา การตีลังกาเกิดขึ้นได้เรื่อยๆ ไม่จำกัดจำนวนครั้ง",
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"_text":"นี่คือสัญลักษณ์ MULTIPLIER สัญลักษณ์          จะปรากฏบนรีลเฉพาะในระหว่างเล่นรอบฟรีสปินเท่านั้น และจะอยู่บนหน้าจอจนกว่าจะตีลังกาจนจบ",
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"_text":"SCATTER จ่ายในตำแหน่งใดก็ได้ ",
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"_text":"กฏระเบียบเกม",
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"_text":"ตัวเลือกเดิมพันก่อนเล่น",
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"_text":"มีรางวัลแจ็คพ็อตแบบก้าวหน้าได้ถึง 4 รางวัลในเกมพร้อมกัน จำนวนเงินรวมของแจ็คพ็อตแต่ละตัวจะเพิ่มขึ้นตามเปอร์เซ็นต์ที่นำมาจากการเดิมพันของผู้เล่น เมื่อมีผู้เล่นชนะหนึ่งในแจ็คพ็อต ทั้งหมดจะรีเซ็ตและเริ่มสร้างใหม่อีกครั้ง  ",
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"_text":"สัญลักษณ์จะให้เงินรางวัลเสมอไม่ว่าจะปรากฏขึ้นที่ตำแหน่งใด\n รางวัลรวมจะนำไปคูณกับเงินเดิมพันเริ่มแรก",
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"_text":"คุณจะได้รับฟีเจอร์ฟรีสปินเมื่อสัญลักษณ์ SCATTER 4 ตัวขึ้นไปปรากฏขึ้นที่ใดก็ได้บนจอ หรือเมื่อคุณซื้อรอบฟรีสปิน",
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"_text":"นี่เป็นสัญลักษณ์ SCATTER ",
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"overflow":0
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],
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"_text":"กฎหมุนฟรี",
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"_text":"ตัวคูณเดิมพัน 20x - ทำให้สามารถซื้อรอบฟรีสปินโดยจ่ายเงินมูลค่าเท่ากับ 100x เดิมพันรวม",
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VwdbJuc+2VuR0DAx2Opu6quUb9gvJmS1Fa2DW5K8sRHKNKLgtlZXVNdrHhLaElWs0d1Qvl4bkLJmw0SauL2i6MzgqF1aoxQQeOZnhUcuf4KUI6p2Y+xUB0mp16t95ZCTpuBJLojyP0G/ITOOnJf9HPwcp4Erh+Wk2WwyIuheOsLB1xvMWs45z9RTV5NjV5GaiNDtNzJzVZjqqifFi0eyX9gsZH/5akkrN8LYshFvfkbHwFX0s/gAL8rGLkU7II3me2iAxqTH50iwQTR4k+/SK9AxfERLsVuRrnCYATgvAlXElVLEsTXF478qloETuxghRzqoNajShy0WhJqZH5j/mSCF4pm4j+CEYoruQT3C6tYDWxwEVW//y2Wz7f2/0r+tnRN+lnvyKDheU2BUhKU0ZBhqM03SAIhNelBcnzt//r4FyAuQf/dftH9PcvArwI1TdHFk2rTDKml1eWlWSb0ovHjq/NMib56geiRWz/EbS7QuznktAqSeCSZasCvFWv0OcYA/qN0PMg2SkNQB2QZQDkkfOf0pfY37VynPCVuEjeTXGyMbEbdBXjETfuCQsjRqJHy1slizXM8o6hZ2UfSwq98NVjrnF1Jfd3T96ZN3/y5pcWTnpgx7Ja4JtbPlGYXfXjQu2CsyFaftMrcKKo0p4M46LrQhvumv/YkqjAOxvnbeuY/7vaxxXW2qxIe39rdLAvUrKoib7D7KofOSc8JzZw+QxlQdAkUNZjBXNwyF3e7BB62VoWLqsEM5hLrKyGXyBAt2vKtNN7oRBix7dAxvn3XjWnZDb8hT4Kklaa7C2a3OLLr2v0vgy/pg9XZQP31W2nNF/woKSV0G7JU9G/7hVFky67rjiv0qFlPse4Ed4UI1hj9GiNSuAT6GIxdeoDIVEPoj6sd0NIwf99KB5dHf+SeOH502fomJfBQU+BYy2AhtwO8SsIHQH44nO2v6twfxPFdi4HZzQKfGJ/YdyezELZyM0pEHLKe8RtQWJbnmJY4vvLrCuev3dZDf369TGDqalk1vCVyV29lYumBCfWZbrmZ2c3F5V4OoaeXvib75ME4VbIGz6rrnZMriypd2qdOj3bT3jknGgTx3FpXBGuniakJFYHbRJqISHgzzaEyzgvRjAEkbj8LKzdLh8hLdpJpd0VE4PlLst+yHh8H6Q/DoTGP1JtvS1+gmisPqe9wKiGq11FRoU4TttW0jNuRvucntklD9J1W0DY+x6AOv2ejTD8qaekNtcOHl9bjuPj0okRxCOKGD8nlnMqtChJUCQQNgaC6F9MQ70z+qdI3bdUQUxEe34jv6izfFgQCkAr18WxiOXX4kzOyeVxYfz7DI16NCt1OT6sdLgJu4AJrxAYGeNW+Bys96Gg26U3hS1ygGv5sSB2z2hYuO3m8eNu3rawYUY3iO0rHrlz0qQ7H1nRTpTt7W2TJ7eJWrctw60V4VpuZLZzx6yudRP9BgCDf+K6rlk7nLNHYls6ygyGso4t1z/88AHYtY+QfRneIiuAtcgr80cIOcgmTuWsnItFtgijmeqMKDCss90OlCVcAMUXBBPh7HZ9SVItMxquaJoUcN5LPz9Az9K7wHI8b1cYMhfb8/WKmQutMxuv6hu68oaKvXQzfYb+N/0xeF+YfHQ2OCmS/nGCt9pHzpG1wniMZSRbuIwF+csZcc4oIw5dkMAdF6gxvvvnGphx9XahBrk6HRnewemDXkwGk1ZwXz75IBhAsFHyMlHb8mqKQD06L60GHiwrd9Nt+UVVjiwN7780O3DlI1/xgiRxEs4M+iTQQzl5gx6E1niIf5p00GLc4X/TYtKBdszi9pMvyH8SWhzMzhC7yBfxFWR9fAVsOHkSlpw8iXNuxDk7EnMmJebkO+IhaKUHyRukOn4A3oEq/P9O/EBif+UjnwrfSUdwd+g3yGZB4nYpnGWcExUDhpGoMDuNl0M3F25T6PPt16lorhamAOwH4x5vVf/0lbGx9KFnRvfNrzx4UJdTkrXvE8i+7oO1tUOxrqrKHPNv40cv7Z9wk0cqFH6xF3MC2RkShOBkgWFHjRe2olLP9owKIL+Q4IYC8GrBndARGDeiWZQFn56pPC0Rr7V5fHYT/Rv9Oz1D35q058c93S3BRYOn6Lavbxz6BHreew3qTywft/7UnTs97hXl1z5SMmP/4kxfd83EgJvm5DrDGa78VKdOgtuTnOULGl//hn44vPjQ1imWM5kr3gHz3ofB/ZcbF74c3zK4/6b6ntLwnw+2rlkwlqSklTVe02iOLXODNCXqbWhKYCtwnDQTa6yTy+ZSqzWaoZyMoTSlWkmG8MPo19Ho17ozSEcYTzxqc4WEOkDP9oZbc/rNbiN7hboX0kG4f9j+/oF0tbPNVUge7jBbgGg1YBx/HfAVXSkWtXJ4y1XLpW56b3zaoK3FqMTMmduQYbaYH2R3qY4sqIdhKrBeCW1qR5tsqK7LOWt1smXIRIwElNYhTikbFf2apalc2D3eEFPQPt4too1ukClSq/S63PoyXo4H5pFp/OM3Hb9/6oM7F26oGnzohaHhdx+GA7yU6Sv3pis0BmtGlivHa0pRRKOrxkx21taF8nwzHrpq/0cFJO/l62fv6BtjBnrf8BLoFM3ZNUWp+Vlpeo2CNRfQAaSiYXx4glPNJfLltPikdDVqF82zvqRs3o4oyoTuZCoTsRLCqEUiIiMUBQpsBYtlLZpsQLKPkCiIT9L3BCFl5aSxvQG3UuKJypBd2lwcHQjaAPKBHnEVrZ/ftOnvexaU/BfE/j3v+LarMzPJ7CZTe39h08C8wSK7trhmZl1LSVa4Z06IXDehoFg188G/nls9TDe9WzK+1maT/d6LGL+NGGu5TIZw8pCKJCHCml8gnF1mCOm4PNAH9G6MgQS4vHsm7zoK9W8tolfQ2cOv7n+AHC5uWhTJSU7Jr1ncuO40ZD8At8HdiNhV/Jby7lXL6sZfd8O0cobPLORcFm8mLrNaR4aMRDdkIClDGqViKFleWf6PePFutqY+EJYlK7t16oXmlg+OHfuzJgr687B3r/A9/zr4kIPvo1+OBXV8EszlN8OM+FJcZzau04/r6Nk6KUNqosQdKoZEDGzhZ+uwZS7M72SLCnB09/B2nP08PVP95lGyBtP0rtGZ50GYfiv7OTRyWupAPxdyuufzk7L4dASPeRpdncdEr5URkduhD0YEhpoVJ1dg/gsSlhGDHfDNsFgNpvjm+5RLW+hrSktR7ZX10f7yXKMChcprhTceO0TfODzYuft9IFt/2sr30bchM9jYCS9EB1fP6CjKKe/rGksejkzf8BU9+vRu+u8/3FJ/M9o1yHGKZPl8I1TtgKF0pQ3T2TxkVCLOSsSZqIaSGQ4EcSAXcbiEhzGBxKUrgQ7Lf+fg9u18Xj9opvL2TduHT3XQ7wZg+EQCGnovPQMZ7PfwEgYXmOhX9K5EPzAPhcGbaJOa+QL+b77g39y+aXjf9s38gPBDYka2SmI++8gnwvc4XxqLXM3ofEISJztAnsnqDCPlcqHR+dATLp8YctpBmzPtj1+AtH340d1l5al5qYYkAejbmt6FYDzLpzPz4/WLZljswdxqRwaXwFM6jWt5ubxqW86QW5k15FKahqzKpCEF4YeAeEaJ8nIMGW6gz0EdasY0z8SGvxKMToce2aoAU8loljc5yIdWQxa5aiN9pe26GYHsrB6JPkifrPY9uloafm37dqkLA/smWA0DgOjO19rKZk3Y5B6PWAReKJlNP6MvuRkqFzEWr5C6OA3DWHMZxtwvMA6wfOJHvcz7D3WD/bwCNm/nZ+9Gr/XFK2WkB+h9iXkHsEYLuP98rrA6zTGUpcwcsisNQzo5jhADpTAkKQlD/gIAZ6NnS0qTmFC8GED4CuMqA7Ry+XD5pGCItMJ9kApdK3n37u3D32CwHB1+GR7hJbUu1VGYTm5NL3TYdGqR5z8bTuXfie+8mINARtBL813OcFqu0aaS64giyaTN0nsNZtnmmZgDFrTZxXmqLZmYAVbMAItSi6gQ9JhL9hiamTCWkXOOvgxVqR7kYEF+Y1Z6Quw1agqFJb7GW+E0KYDq4s57BBTAPnJDZyN8TPoaO6Uu9A6o0lOLbDZawL9N74/7PIXldguzq2YybB2+WuhramOcG0TO2CMtR51WiXozmceQlUsDNqooI0hIZ2AiwoAqQ/JikQh5Ei2rxFpWs0WyS9KeE3TDp5/SDSdOwJJzX8CSE8NveiMFDkMyj6WIJGkcBfWF3mi+U68h+A4RpRSTI6+Cz/2S3vinP8GNXwKBNa+/Tm+Im9N8kca2iS0uk0pty27vbG8oy7IVlI9vbKzPsqlVJnvNhPraqkCOmZN1HSf1SFM5O+fh0qq1KBCImcU+xgI3GluJcqF3hyysinl9CsmbT9xymINchAtgFh/bNnHCXV8fjBHIKmvpXXDNDTeP0+nT1PHld+4hb3S0zT+dB3PfVVWsOrGj87Y57f7sFDUBxif85o6eI0yvj3yCNetqrB0hZF0NLw7xSi5JDr2SUtEfRXe5sUcmKN1dAuNZwVgFMv8KDEDUwxh6/A25LefhzAMrVn5MP3jyB7rm+FuwKlOZYvfVFgWaC9PVhBel9LymUm+kyGnWSrxdaYG5b/zrVaj+cPn7dM33P9Gb3ue9kSVzOsb7UnPaG1c1jEtxFMyc0VObZ/AU1o3tqWWYzRkZkQ5hDDIF46g2wJBPmT9UqMwb8hIPYXycEFeXiC9BFHZFgCUIGQsobGRdM4qiPtvJ60fljJvfsmJmVUuORmcr8EZ9zUVekMaMdyTdeMeB3zZtfnnlcNLdu4kLlKtXTJuT3zQlgHk90TVhYuUf8ur8XpnyYK4my5UZ6x1yOV7cuvKpwRKZtncBvwv6+if6Gzw6lkdNI6cFivFajmiXE1dSplLgR2scSKyaIcZ2hZV1RkiwHmw6nImuGQNAOXo44dTz8zOEa185+bnREaxob72ipzLHXziusHFdGv0djM9u23zl4PMr6wgJdS1asWJhR6m/sPl6AwSk7pLkHnr2XM3S3kmRMXm5mXqVpdSVV7S4Mf5Tb014+s5Xr5i3f0l3KD/LUWj3+a5rI4Kc+9ghiB8hD6Yk9IUWOUqDXCgpecaFv9QXMrQ8ExjCocj8B4d/9eDsavqZ+BT/GpQOL0VA5vG30+Nka3wxm7sA83cuzu1kHs1MMsnKRU8wDAk3RC6rAhfOIxKFh1wsQ3aRNfQh8dju+NIH5/UGW/OMO4bvvj/FG5l509ML/wtyfyP8wKg37pp6RWFzVynZK786OnXnrqErG/I2cCN70Y6RnzAfd6AdacwOM2pjA+ooSflzOxI8nLADyTiiZHd+Oyh48tnVw/c+DIOkAWZK5iSj1paaXZgeb2pqJIYnEwacVwlKfXVaidGRnCKyN4o7KuJvsrXPYz3YL2tz5FbLkA11uRYRVmM1QIwvtQ0yszKg1YDLpzMLZFv8FoUaX2ABEmALxEjq0VdIFowzdXbElzeVJK+P07l0+N5NrE84ryKvxiPC9RMCrC6nFlItv2u4kXShDADkHU6RI9el4uoMVpcdWJdtyPIXNA5j+vzLmP6S55kRGLEp4JXBSQLU5Uz6yR1kFIxy2Upi9iqkeJY1WmS17Js8vG0NLKP/M3bZzXyV1JHm0SgXfbeKXzNEp6AEWNvL7E016iY5HW/JWmge3dxZyiqAK13rVd1Jv5Y10YfQH8qR6+oIqkgpA33oYboic1SnsT5Hj75ktueMInn2Z5ZX8IzLFL5R2y/UWGNEqAQpI75Gmam1qFMUSn6peZNl+vCBq+Chu/k597xps+Zmh9xNTFLwglKVkhR+zP6xXY6uR+kfZeMWwrIib5lZl6j7czCPvpL1hO55JUIKmEJcwgxWzbFz4dk3bXqneCI+HUILIA1+Wg3kEfpaOz0lLhU1wz3QE49CH7+LPkMOyHNuRR04HX2m4LhAQhrwW8nR114BRO+9YQ09ws6HccyxxJmvE+MEttBHSQQ6Rw99gfMjuQ6PzjGqYsLwymvkKIT576AIRwH3N36TVIL1Sj5fcLJwE6rhG1r80Ue0GL6Rpl44a2B++OeIQ7h7ZIStJ5qdIeHu891w8mQCgxnCfPKddIB9lgQKQLnyp3nxD6UDtHkTlKN37CPnhJNCLXbOAc5SrebVQSMkxZQqhYpj8c8aZ6P8hWbYynYb9InyUaI+gMyYCYnTAJkls8AsHynaT++b/LjfDx+1BJqXzLihJm/BP8ePf6Jh83uLtk256/pm+CJSYCnVagXdGEdhEIJ3PNUw7loohZfrFtcHUnEGvYEe7n+4yJPXtqqyoE4lidvFlLRyud9zjpwTW6R+zNtCzladrFL7LFAkqvgYSMytujMX2nzkcAs7wZW/gMGkUBgTHUyC44uBdMePdsCruTNzappj9yxqzXY3Du6ctuMegSjSMopTveUOo9hVk12rS5H66Vs/vXdFvcERmX/7fV2T7tm8sHo1fUfQOFPNrpK68qzeWS69XubVc4JWxlH/vAM8gjoHpfeoSUaTQUZQ75bL9+iZtxk9r5ABLNj+495V/677Bnh9aqmjIOpK6Y0GGv75RN6KjcsPr2kkrqdpfHVjHe7VUOTKyK1pyF1/c0cNvNQ6Y9rOw4hLwcjXYo80T8YlozrFqC7iYjatVZUEQoxIo1QmY8PqREDvA7aqfPwTgbDZCbJZfGjUj2JPK8Sf76m9tXfuE0ujFYueW9KzO0DK43/8f9CBUjFMj9ONdWP7dv9+9uDhh+ZAW+2NcO8v4UEbcxGf3YhPBrIFIuS43mMGbKaiUd8nxUz4ZIdDzsSJk9NSJn9LAAkBZBGMQfkkXuEms+7jRtbSY6SmYXI/6TEmJYk30APP0O9u2QaK7rKynBKDCCcMNRNPVdb/ao5SkZnj2vnN9jvoyEPbf9hG9o2d4R4XdKOv+jA/+6UmrD1YX5NjWk4dS9JKMaVWjGGaXNYDWcxufeBiC+D2oB1WPaoZxxNkSkcH+fWiAwelUNRToQ3d307XCs+v5ekROoYex3h+HcJXdmogLOrS5NgtoivFcUIN5+BKWcfHxdJWGlKYgyTu4lkFOFJZfZGDAhKnc2Vh+aDeq7cTYxDZ/OLRvQ9IkDzXTSudj+269fTK6DW/uap1V4WreXrd0y9qwkemWKv9JbXpKfawO1RroytJMlkKYQz2H2+Z++LWruL86skFKbX0DYXJxd81dkZ969zynKa6wqZZjDPGI49cj/FkZ/UxPZYqSX06UMdU2iSWa9rMGKe6WJ+/vqCa9UEGjnzD7BcVCWEygWxqnzMZSHXXS4+6xxWF04Ip6fE/dExEiMZdc0P8Dvy96eU/JmtchoDOTt6nb56Py3hNxx+fS30ojc1MIShjCpUYk1S6ftUAcCTGyaj9MNqpwYXDj58dFpM74oenTSbrO+hno8elQskF//CRiwekhCulS8k2XEvDpXKmapWpXzuAmjymGF0DW3EjO6YbVUOXL1FKHvvylor4wZ4JYB9do4G+WL3hdxv5J+jrwyM5duG3l59zs+91OXGeNBN35a42GfrMqpQ+DafqS+Yw/iQ+RlTcz+r8xWOdsLw9hRl7UCdZFz80pYPUHOknDXduPr2MVsJztAlKUROXnP/8cQjTI8vTsCIex/XGIY7vyjhi1CliSZIQ41WoWbTcpW76wiJkbVt8RVMHGQ+lMkbfQ7lsM+aL4hTmrp/plNKYX+tRZcdytJlgA13MwGliySpVTK1lUTFqenS0ncLek1FN5qU1zBF2oGlNfLcma8oEGynwno9c5c63KtvjjzU2EcHVPTC7pGNTwfoP61cPlDfF/yH6ixyFmVroJKtm51XVpZ+j70ABvAXhR4snlNjmzTiS233LTDoVte7KkqrUoioXPYcQoP0YS+IdaH8aw1zTZwVjTK/CiNKyiLoQS2cvBPOlYNIn3Czf6pwuSYERdaxlCtk2tbw4u4xE2ulz17wQvhRUEC2uiZTEN+HdtbBneicnczOrr+Pl2Ep+RqVO44FLVFUd53Rw+tG+OcfkYH0SKwZQA1Ys0zV30W+ffpp+exe8A4aktIqpFWlJxA0CZNAzdPgJSteuBfLY+fOBCU0eT9MEtlYNXSYuEeq4TOSY1GqNUh3gYhkrU2NWzgAJ18hFADtcOx+QD57Zwa2kcIcSW4YQK5Oj/EK85MzivNzu6cGFTy2sqFr8+PzY+mpV/E2MjwAIpvTSrAdS3LUlDn+antBlUHTCmRmw9t/72oIrD+/uHddwNT0yvJ++w/vOCMnOVNOrha0N+RZHlprZGaFLxYXojyzsLNHOJHUxkgxngqwYrLzsvF4fCF0oTOxLCIs1EE4QMZQxu5EgWZ8G5I3FzoyGssn5vbvmNTjHXf3kvBnr61XVcKqpI35MUlvGFm621IULx9qYlacyrH6ruWbJrkd6rnhpa5e/vFu2821+T1ZHc/DDir7Gmq4LMc8fEyo5I8sbXSxFpYlptcYYcBfzxug0W1k/4HVJF+O7j2QJpb+ZNX/Rqo3xvokThZIHhI4+OqBYvWJFoirIc1ePnOPP4P4DXMpzWepQukrB3DPqm8RhOqN/cbQldfOBcOKRMu+FIm21Qxbwb/86XZW7q3fFs4vC3YPzu8Pj82p6k/+qeCp79ttvvP2ttq++KpzjqjcKliQl+Q9UlyiMzvp7l7deXVvqcpS6PLkL6+i68X3vvvHJTNFm8dnd3uwMscScOH/KRxvrxFWchTGiQc1YSupTju6e9c6sVMsHrSIrkjxx+rHv4OuiRWPyYdcumjr3SiCwqn13Tg70asd5YTyEoW3wU8yVDXShU9ZMIdRzi4US1C2oWnh1qiVmU+ljRg5p6gLMDJQc1AVYGVlKJh6tk7MTEedD4Reuoc+1k0hZdnH5JBJtiR/e0zkNtsN1EI6vC42vC7Bl48BoINFviZm4noGdAAEyF0pIXAqZl7t0AgSJ9u5iz4l35KeqsG7N/unx65ugGj5GS6pqWNZ7Cuij8Aij27iCPJrngXCC47HiK27CdTyscnlUOTE354i5sJwyrUESLDmKI+sqjREp0deKJgXvIcVM7ieW5zPvvBn+fJdk1tjSvCFn/L1kfarOpFIKncaFRUX0h3eXLI3Pq0OcH6eT4bSpOa/K6Uph9gCIimSdVUvf9UPPjh3xqbAkYaZsXy7HCbejfUb5e4WYBmudmkPto8L4Vl2mf/JAzcgw7EW8rWEmV40B4XZa+fJx+uWaZ55bCH/a9wJd9MAri8FMv4TS4/+B8Pnz9Miz9OsEDjxdL8Zk/yIONpU1ZuYMMROioOK4GFn5s7MGVruxNDAcrJYU4BMAwDxy8O8wZDbll3njL9WbchwznqyNT50K79L14CWHc52FOrYxlanubezR2RY9ibWrcY834NqZ2Pulx1JQ4o2KloRa0YoFEJKrazAisUc+qoWxz6vMWall3vw58MEweU1h0Lttfru9ihrgDzlYyZIQjZO40xZrdppRrSCgpkWJtYSRf/DF0q/RwRx7biegR25SoDwI6GWxj1QaivD7J+4evn/f+fP77h/ePVGdVR8K1WephXnXHLu/lz77w6FY76Ef6LO99x+7xlESsJPviD1QMtpvkoxELyk/h5RBl7M+Et9hzyH9g5+TWBdQLVrN7Ds41kL5Q8EwihS8sRPy+wuLXW6AMO/SMg5mAzT/cKg3dugHaEYbcO4islz4pzBTfsLUxXooSeFNNFFyL6gV+G3ha+fNGixMb1m4xjbWXxurwNdz5hemTpp7k21saW0vWZ5fWZVfe3NXzqpYfyCvsiKv/vrO7Bv6+9kjUSNnQS18L5RyRVyV/IxlgumDTB3YSVbixJNPPF1BvFxCC0flfhOERNlKAYtM/wuFlFDVQLBrfZvfYPC3re8K9kdL1GpBF67q9196198X9SfTRSaP05Y+3eEYqrI5PeSnn72E9aK+wJE+pnPJrNmzlnSOyfB6tVrR6HNnXnwrLTtbA5Egxk+uydQuarsv3WIo/C9/FExpAAAAeJxtkDFvwjAQhZ+BgIrUzlWnG0FCkcNUZaPsHRiYuhhihUghIBsi8Zsqde3Un9Cx/6cPYwkGYkX3nXX33p0BPOELCpfvFS6yQoLvyB0M8Bu5i2c1iNxDoiaREzyq98h93m9YqXoPzPah68wKQ3xG7tD3J3IXGn+RexgqiZzgRU0j93n/gTl21DtxygolNjhAMMIaY8YpVTIewYoVghaWdQ07GmYGBf8tPFJmM9Q8cqPjQ2YZz13n3oKVmO/2J1eVm4OM1mOZ6iyT1Ula65pdI6YwW5/KrK4l1Hhx1lvX2oKdb5RoadkQbWsYFrwpcaSxoQUWtjzWhnA76HXMnANdNfKbBXGxD+65BPE8jHbPdBnEPfe8vEPGrXQ4WFrnK66RpVrrO73/kcxXyQAAeJxtw2czAgAAANAnISTJTFGyR/aWTcgeIUTOXT/IH8b12bt7Amp+qPrP1986AfWCGjRqEtKsRauwNhHtojrEdOrSrUevPnH9EpIGDEpJG5IxbMSoMeMmTJoybUbWrDnzFixasmzFqjXrNmzakrNtx649+w4cOnIs78SpMwXnLly6cu3GrTv3HhQ9evKs5MWrN2XvPlR8+v4FY7gU7gAAAAABAAH//wAOAAEAAAAMAAAAFgAAAAIAAQADAGIAAQAEAAAAAgAAAAAAAQAAAAoAHAAeAAFsYXRuAAgABAAAAAD//wAAAAAAAHic7Zp5cNTlGcefzcmGzcGGGCIBa4LhEBRjFDai4AxeoNy32Ekd22mtx9Q62j+s1XZaO5Rpx3HsOB2qtnY8IKEckSMJYA45AiSBiOHKAVmyubOb7ME4Hd9+3nd/gTWhjrajf1R2593fL+/xfL/f53ne4/ebiE1EEmS8TBXbEz949ikZITHUiFKiW2w//eEzuk7Cf9EWxTVaHKkjrq8Rm7PG9J4vb0uNnOS30zbdlm+ba1tiK7D9JWpC1DNRhVE10dOj10W3R38e81jMuzFnY++KnRv7aOwvYoNxBXz/GD8n/u9xBfFVsXNHOEe8P6LJPtf+qH29/XRC4cgXRx503O540PGi423Hfke747PEMYm5iU8kjU+6P+nxJK/jM+7GJ89z7E9+NiUr5f2UkpQjKf2jXnLGOVc51zk3yEixq0ZJVvniVHWSrpolQ52RsapTstUFmaY2iUtyJF8myDx1DGXpqosep9E0U9WLS5VJvqqSWVxHSao6T/tp2tslUx2RHK5TsJZLyaO4JBVLTpklY2Wp6pCV2FqlWmW1KpE1ao+sBS1KJqgmeiRzN5r2a9U5fBmrXJJAycRiNKh1oDbIHZQk2u6m7W56dpn2GSDPpMWlttJrF9w+kodUD2gdIJ0A6RRI5ZIlzs/Xw7la0kBMR0WG2oHyaqx8Cos2+HfBvx0vlKKhHQ3taMhCw/UwzJG5WL6Xtvuwdj/XB9RZvLRbFqlDspiyhLqleG0Z7cv5e4Xaa1isgt0avPswTB5Rh/GKA8/doFpkImUSZTLlRmIxlXIT5WbKdMotlFtpu41r2P8fofFjNJbKbDxfAGPtkW480i1JRDETnClccyl5lBnKY3nnFCPPMLKJkfXw6SCHY/F2AmUGUZmJH13YzQdjltpHryMyhh5N9MBf4sDjn8C6DdZtsG6DdRus3bB2w9oNazesPbD2wLoN1m4sH8DyMSyXW5mzT+6E62xiuhb214DQCkKrhXAOhE4QOkHoAKEDBA8IHhA8IHhA6AShE4QOEDwg1FoKD4BwGIT9WD+BvTh8kYTnkqkdpQ6S8eXEvZ241xHv08S5SmYw011yKzHOJcZ3EOMLxPgYMW4mxseIbx1x1TFtJp4tsppcXivfk1grHoOY1WA2SAaRPQheI3jN4J0FR/usFkW1KKpFUS2K6lBUh6I6FNWhqAZFNSiqRVEdlk9g+RCWa8j5ZqxXYb1V5lBfoI5KChbdWHRj0Y1F9xWicAGLF7DoNlGYSTTCXI+YuZsodrlWErHnZB6nsypk0isLr7rUh/TaA14Vs8hHPg8wi2rJl+Nkg+45Q/mx10dPHz37YejF5oDco4LMiB6ZT92DXB8iygu4X0hZRP/FlKXULee6kusqxq0mhmvgtpb58Ah2bfQISLyZH8m0O/UMpE8+/e9Auc73WGLiNdaX0roaFmuovY517QhjtkiKqsD72xhbSrQ/Itr7ZDy9s5kBE1A5Tb1LlGuJchlRLiPKZfBux2opvINwbYVrK1EvA6GHyJfBudWazSF4+8mCZGbzAJmQBm8PvpzByJlwcdGaz/09tN5L7/so91MeoG0e9WHvaP59Ed7xgegDMQRiL4ghEH2g+UDzodGPRi9e8uP/VD1XmCcZ+CiTHMw23I9h8Ryjq+m9g94fwq+fHcyO4mRGjKI48aAenQbj8Lp+gvXvAlbOyzi8Mx4r2eTbBPIgB9wpcJxG/1yueZTw+leOpgo0laPpEMgVaAqhqd2KeAhNITRVo6kaTeWwOoymCjRV48WD6DqJrnKY6nXoEExr0FaPJ8t1jpndpAUGAzDoAb0H9B6QfSD3g+wD2W+y4EGyRaMu4rqYssRkrAe0ftACIDVZO84ekPaCUsqql873Wlqy8JhLbSZeheT7cXr108vH+mwHPxlMJzM5lZUiDS+FfX4Uj7XA7xQea8Bj2v8NeMkNn31w8VgxqMTSTpTVyg1YO4m1x4nBb7G4Fyvax8eYvQFmb4DZO8DsHcDKRmbwADN4gBnsZwb7mcEBZvAA2V+P/1vwQj1eqMcL9XhhwKxP8+mnM3cB14WURXhmMWUJfZZRlnO/AszVZOta1qhH0KlXgETmmQ9m/4KViphnTTKXmTifsoCykLJYfW7mXgbKdW4EiYyPyPiIjI/cD5D7eu3oxYJeDfrhOQDPADwH4BmCp877kNmZl1C3lHxaZiKk98cePNaCx84SoQbmv94LXPTKN/HtoneXFZ0e1ms7sUomb5zshOnkTAbezmbsNOI4z+zB3WZ26jg20fO06ZnKfZo5sXgYUUscm02ejcOD41k79PowjR1S7+jh1aUSzDowq7BWJXmsPJOxuB8Gk+GXif+cWN/EinOM2G4CZTMolaCcYV9jXWUVylDvsTqMsc4Zh0HbDtpmThUTQNxOHuhzUz/+7AV9Mz7txae9MlvGyRz2mbmqWO7h7HGvehl/voI/X8afdbD8ncn+RWo90VmPT1+G8QZ8+grxXk+81+PbRny7zTpvlaGiEv/uIP57pABOWlEOig6iKEfvvihKRtEOFH2Koh0o2oai/ebEdA0njXTOVxmqiJ7pKKpFUQ2KdqJoG4qyUbQbRUcjFBVGKBqLonEo2oOibBS9iqI3UPSqpeh1S9EGFG1A0aso+geK3kDRBhRtQNFZFO1C0W4UlaLoAIp2o6gMRWnEIwXNmUQ2hxhMIS65lDxKZD7qXAznYK+Vgx6stmH1PawWYfEPcLVj2yGj8Yc+OZTgh1344Tg+eBsfvIkPkvDBIdDK8MH7+OAdfHAdPvjAOkcnc6pIRvdodKeB+jx55Qf11yC9ANKT8N8N71Szpw1mupvWZlrPgJ7OX5ncTeB+CjmZS8mjuIhGPnZn8ZSyGsXhM+4n5kTXyGmqkRHJzMvj1qmuwjp7HdD7PihZxNcFh3z1GivfxyBrb/it3bQbO9cyn7MY71K/oder9PqEXnp/CtHjIs8DWcTMRQbno3823ovnr2b+akGL37IYwOKAmbVxWPQwRp8En6fXOsYcNZaSWAdDrIMh1kE/66Af7wVZB/2sg37WwSDrYJB1MMQ66Ef5LSi/GeX57G4O1uUsVgC9Y92ASp13E7lOom4yZQroN7JrTaVMI9o3cb2ZMp0+t1Byab+Vfnlcb6P+dnwzg/1nJrF2MYPyyb878Mks9XNOrefg3Ez+XmR3D5FRQTIqSEbpc89Fo3o+dhZQFlIWUbeYsoT2ZZTl3CfghXbLr89h/U9YrGRkyDpr6b2+F6+0EwEXu3M+Xp+N3+Zh7yG0hWPUb2J0PapDqG5EdTeqG1F9BtU677tQ3YDqBhQ3oLgBxadRfBrFXSjWz2ddKG5AsX6C6kDxKRA9ILahthO1bkvVRWvdDl1SpJWspKyi7hoYeM2OMJHrJBRMNicHPwy8MPDCwAsDLwx8MNC7ht7V9M7hh4HX8ne1laUHQD8EehBfhZ8ImvFXtZWt64hGyGROOBeDJoNuJA86rDzogU+VOb1M5DoJ706m6N3qRuxPpUwznCrgVAGnKjhVmZ3sVvrp3ew26sN5cAFepSD/HuQ3QQ7A7Rm4tcCg0Yp/aEj8A3jrIjkQIAcCQ3IgZDx3PWz3s6qcZIU9i8YxMN8L8xqYb4X1Vlhvh/V2GBfDuBjGHTAuhnExjLfAeAtst8O0GKb9MA3BdB9Mt8B0B0z1E+I2mHbwzOA2GavPCIPngwJORHr+HmXEu4zYjh63qWmxzv8lpsZOTS01r1DzOjXVVh4OzuxwHmajpxg9B9BzhJWylVGl6ClGTxF6itBTiJ5C9GxEz0b07EPPRvRsRM8m9GxCTyF6NqInwDPZSPRUgrwN5C3oeQ09b5nnxjnkcFhP/6Xz82pyZS37bQEzRnu3BDZHYXMcNm0Wm9IrsCmCTRFsKmFTBJuiIWyKYKOfdSoimPwNJn+1mDQOY7KW1ayAmTQa1FYQ+0DsA7EPxD4Qe0HUq1AvaL2geUHzgtYHWi9x7AZtq/UmYwtIW81MmM18dLAfdaFtM9r2oEufXkvgXhzBbR2cPjXPJgVo1/HUz5GbrAifwkYqNtLxSSbryhRmey4lj+LCe/mUWeTjajy8BjtrzfufePamOBFyYSR/JbKPxZrzc5I+C4KUzf6Wynnx+zJdbEnPmXdfObJCfiybZZfst4ltne1klDMqL+rPUd7oBdGPRVfHOGKeiumOXRE3Iu7xeIm/PX7DiKfsc+zr7GX2poQxCdUjF43c6FjlaEp8IrE/ae638Obpi++brr5huvqG6eobpv/1DdM3/67ou/LG5+o7nOHvcK6+U/m671Suvr34Lr29+CbeHHyXntP/35+trz4xf/0n5qvPud/Oc+7XfUa16V0AT+rVfxRraCqs0uiTwTo/ln0um9PCZJki0+QmTuF5chuW8jmH38Wa/oDMk4fYkZfJcry7Rh7mOTYq/k39FBt3U1wb48eJqErVpzrUPnVQFapO5WXN+a8/yq+C+Pqr9+8iI8N3A3z7VY9qUxf4urkfUO1YC37J6G76e/ntYpZfrg1QQoz2Kx+xjOzfQe6H7w6rA2q7OgnOqUh7hkeb8qh61UC0BuvfMb9F6oTazMySyy1fQWHPJYU1ar+qoLjVIVaVwfYyzZjacrWHSHjJjsjR2idB4uOlaJ3dQ1p7tc+/BD3IDpBo/Ng6yIPaevNbic5SVaLKWEEHW7yDnkRriTqmPqZPBatSJNsgTHerXezswm4Q/oyFW9i3TnVc/Uq9QDb1q5eZu4Mjd5Krol5SH6jn1C/VTlbq4WzPE/kGPNYdGU+rLYSXgtr7l2rqiJRbbSWOT4PlZ/YNtrTDuo29YThCt/YCuvx8tzD2yUt+MpmmPuF7nJlpEL8wsiOs1eRcO2O3DLF8jm8Le/NwzB7NjPidV830qYMzeRmRAXpcE3vI5RGBMHY4X2EbgG0JmD8ZYrkVm+dZoYZj9rHCCEo0ZjHfp4ms73JumRnWavpctGoGr12sRYO9yhhVMsQyfmWVuIJvrfZO9DSpU2T0aYPpHbSNymbVyMnlMlYgPLux6DZsdVS2ofNHl9r92hf4rE7VshZKeHZHoHnYNSM/k616HeXeyyw1Kr9nTdbU8HvXpRaNcQHMN4foaILrWfaG4Qr7zTrRg/1usmU3e8pQD+k17ErZ16/z2sSsiTm0S/3MeMg3mGsgNqozkZgRHjp/qdLBjHzL3I22ev2TtalQbaTg2cuZxf3HqOsy+dAH3zNk/KYrsvXIsA/Meth9Ys0z4OAnLaKDc/iY//ixSZREm7uY8H8bYjdG4sz/FuoSzwndbvVNYLeL/DjY+5LY/VLMX6PYAfVH74aj8ECi+esac24Kf/TOGOZti8C//NHtX+WjUaMMsn6HmmLw9a/GjbbqxqIi1uofp1e4iI/eq9PNm6IE0bEaaX5Ho4fnF+7HcE0zysMfOypsPJ/E0j+Fa45MlEmcZafynDGd541cdvfbOVXN5IxwJ8/b98i9cp/cz1P3gzxxL5LFskSWygpZKas4wTzyb1RaEWQAAHicY2BgYGQAgvvXThuC6JOdhQ9gNABVJAf5AAA=') format('woff')}"
}
}
]}