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"_text":"ฟีเจอร์ร่วงหล่น",
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"_text":"เงินรางวัลทั้งหมดจะบวกเพิ่มไปยังยอดเงินของผู้เล่นหลังการร่วงหล่นทั้งหมดที่เกิดจากการสปินพื้นฐานแล้วเสร็จ",
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"_text":"กฏระเบียบเกม",
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"_text":"สัญลักษณืทั้งหมดจ่ายรางวัลในรูปแบบบล็อกสัญลักษณ์ขั้นต่ำ 5 ตัวเชื่อมต่อกันแนวตั้งหรือแนวนอน",
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"_text":"นี่คือสัญลักษณ์ WILD ใช้แทนสัญลักษณ์ได้ทุกชนิด",
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"_text":"เลเวล 2 - สะสมสัญลักษณ์ที่ชนะรางวัล 116 ตัว เลเวล 2 จะเล่นโดยใช้ตัวคูณรางวัล 4x",
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"_text":"ซื้อโกลด์ฟีเวอร์",
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"_text":"สามารถสั่งให้ฟีเจอร์โกลด์ฟีเวอร์ทำงานได้ทันทีจากเกมหลักโดยซื้อด้วยเงิน 100X ของเดิมพันรวมปัจจุบัน คุณต้องรอให้การร่วงหล่นและฟีเจอร์สปินของการสปินในเกมหลักที่ทำให้เกิดฟีเจอร์เหล่านั้นสิ้นสุดลงก่อน ฟีเจอร์ที่ซื้อถึงจะทำงาน",
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"_text":"หากต้องการไปยังเลเวลถัดไปในรอบโกลด์ฟีเวอร์ที่ซื้อมา คุณต้องสะสมสัญลักษณ์ที่ชนะรางวัลดังนี้:",
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"_text":"เมื่อชนะด้วยสัญลักษณ์หลายบล็อก รางวัลทั้งหมดจะถูกนำไปบวกกับเงินรางวัลรวม",
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"_text":"เลเวล 4 - สะสมสัญลักษณ์ที่ชนะรางวัล 125 ตัว เลเวล 4 จะเล่นโดยใช้ตัวคูณรางวัล 8x",
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"_text":"ความไม่แน่นอน",
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"_text":"สะสมสัญลักษณ์ที่ชนะรางวัลให้ได้ถึงจำนวนที่กำหนดในแต่ละเลเวลเพื่อไปยังเลเวลถัดไป",
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"_text":"การร่วงหล่นจะดำเนินต่อไปเรื่อยๆ จนกว่าจะไม่มีชุดสัญลักษณ์ที่ได้รางวัลหรือฟีเจอร์สปินซึ่งเป็นผลจากการร่วงหล่นปรากฏขึ้นมาอีก",
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"_text":"เกมมีความผันผวนสูงมักจ่ายโดยเฉลี่ยน้อยลง แต่โอกาสในการชนะรางวัลใหญ่ในช่วงเวลาสั้น ๆ จะสูงกว่า",
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"_text":"สัญลักษณ์สีน้ำเงินจะให้ฟีเจอร์นิวเคลียร์ หลังจากการร่วงหล่นทั้งหมดซึ่งเป็นผลจากการสปินปัจจุบันจบลง หน้าจอจะล้างสัญลักษณ์ทั้งหมดออกไป และนำสัญลักษณ์ชุดใหม่เข้ามาในหน้าจอ",
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"_text":"ฟีเจอร์เริ่มต้นที่เลเวล 1 ในระหว่างทุกเลเวลของฟีเจอร์ รับประกันว่าจะได้เล่นตัวปรับแต่งสปินทั้งหมดหนึ่งครั้งต่อเลเวลตามลำดับ และรางวัลทั้งหมดจะได้รับตัวคูณรางวัลเริ่มต้นจาก 2x",
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"_text":"รางวัลจากโกลด์ฟีเวอร์จะมอบให้กับผู้เล่นหลังจากรอบจบลง",
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"_text":"การชนะทุกครั้งจะคูณด้วยเดิมพันฐาน",
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"anchorY":0,
"width":1400,
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"fileID":200827
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"_text":"หากมีชุดสัญลักษณ์ที่จ่ายรางวัลปรากฏขึ้น ระบบจะจ่ายเฉพาะรางวัลมูลค่าสูงสุดเท่านั้น",
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"_text":"เลเวล 3 - สะสมสัญลักษณ์ที่ชนะรางวัล 120 ตัว เลเวล 3 จะเล่นโดยใช้ตัวคูณรางวัล 6x",
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"_text":"เครื่องหมายสีชมพูจะให้รางวัลเป็นอัญมณี WILD GEM หลังจากการร่วงหล่นทั้งหมดซึ่งเป็นผลจากการสปินปัจจุบันจบลง สัญลักษณ์สุ่มหนึ่งตัวทุกอินสแตนซ์บนหน้าจอจะเปลี่ยนเป็น Wild",
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"_text":"เครื่องหมายสีน้ำตาลจะให้สี่เหลี่ยมจัตุรัส หลังจากการร่วงหล่นทั้งหมดซึ่งเป็นผลจากการสปินปัจจุบันจบลง บล็อกแบบสุ่มขนาด 2x2 ซึ่งประกอบด้วยสัญลักษณ์ตัวเดียวกันจะเพิ่มเข้าไปในหน้าจอแบบสุ่มตำแหน่ง",
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"_text":"เครื่องหมายสีแดงจะให้สัญลักษณ์ขนาดมหึมา หลังจากการร่วงหล่นทั้งหมดซึ่งเป็นผลจากการสปินปัจจุบันจบลง บล็อกแบบสุ่มขนาด 3x3, 4x4 หรือ 5x5 ซึ่งเป็นสัญลักษณ์เดียวกันทั้งหมดจะถูกเพิ่มไปยังหน้าจอแบบสุ่มตำแหน่ง",
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"_text":"ในการสปินทุกครั้ง จำนวนสัญลักษณ์ที่ชนะรางวัลซึ่งระเบิดในระหว่างการร่วงหล่นจะถูกนับ และมิเตอร์โกลด์ฟีเวอร์จะเพิ่มขึ้น เมื่อสัญลักษณ์ระเบิดถึงจำนวนที่กำหนด ฟีเจอร์โกลด์ฟีเวอร์ก็จะทำงาน",
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"_text":"หากชนะฟีเวอร์หลายรายการในการสปินครั้งเดียว ฟีเจอร์จะทำงานตามลำดับตายตัวดังนี้: นิวเคลียร์, อัญมณี WILD, สี่เหลี่ยมจัตุรัส, สัญลักษณ์มหึมา และ WILD โชคดี",
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"_text":"มิเตอร์จะรีเซ็ตกลับเป็นศูนย์หากไม่มีสัญลักษณ์ที่จ่ายรางวัลระเบิดเนื่องจากการร่วงหล่น",
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"_text":"ประวัติของรางวัลรวมจากโกลด์ฟีเวอร์นั้นเป็นข้อมูลเงินรางวัลทั้งหมดของไซเคิลการเล่น",
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"_text":"เครื่องหมายสีเขียวมอบ WILD โชคดี หลังจากการร่วงหล่นทั้งหมดที่เป็นผลจากการสปินปัจจุบันสิ้นสุดลง สัญลักษณ์ WILD จำนวน 5 ถึง 15 ตัวจะถูกเพิ่มลงในหน้าจอแบบสุ่มตำแหน่ง",
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"fileID":200579
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"_text":"เกมนี้เล่นบนตารางสัญลักษณ์ขนาด 8x8",
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"anchorY":0,
"width":1400,
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"_text":"ฟีเจอร์สปิน",
"fontSize":30,
"width":1150,
"height":30,
"overflow":0
},
"fileID":200711
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],
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"serializableData" : 
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"fileID":200581
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"_text":"ฟีเจอร์จะจบลงเมื่อได้รับสัญลักษณ์ที่ชนะรางวัลเป็นจำนวนไม่มากพอที่จะเลื่อนเป็นเลเวลถัดไป หรือเล่นฟีเจอร์สปินของเลเวล 5 ครบทุกฟีเจอร์แล้ว",
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"width":1200,
"height":125,
"overflow":0
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"fileID":200712
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],
"fileID":200844
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"name":"Paytable_mobile/Paytable_landscape/Page10/Content/RulesBottom/MalfunctionLabel1",
"activeSelf":true,
"layer":0,
"components" : 
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"fileID":200582
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"_text":"ในการสปินทุกครั้งของเกมหลัก เครื่องหมายพิเศษที่มีสีอาจปรากฏขึ้นมาด้านหลังสัญลักษณ์ปกติ หากชุดสัญลักษณ์ซึ่งจ่ายรางวัลเ\nกิดขึ้นเหนือตำแหน่งที่ทำเครื่องหมายเอาไว้ ฟีเจอร์การสปินพิเศษจะทำงานโดยขึ้นกับสีของเครื่องหมายดังกล่าว",
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"_text":"ฟีเจอร์สปิน",
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"_text":"เลเวล 4 - สะสมสัญลักษณ์ที่ชนะรางวัล 125 ตัว เลเวล 4 จะเล่นโดยใช้ตัวคูณรางวัล 8x",
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"_text":"มิเตอร์จะรีเซ็ตกลับเป็นศูนย์หากไม่มีสัญล\nักษณ์ที่จ่ายรางวัลระเบิดเนื่องจากการร่วงหล่น",
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"_text":"เกมที่มีความผันผวนสูงจะจ่ายเงินรางวัลในความถี่ต่ำกว่าค่าเฉลี่ย แต่โอกาสรับรางวัลใหญ่ในระยะเวลาสั้นๆ จะสูงกว่า",
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"_text":"เครื่องหมายสีชมพูจะให้รางวัลเป็นอัญมณี WILD GEM หลังจากการร่วงหล่นทั้งหมดซึ่ง\nเป็นผลจากการสปินปัจจุบันจบลง สัญลักษณ์สุ่มหนึ่งตัวทุกอิ\nนสแตนซ์บนหน้าจอจะเปลี่ยนเป็น Wild",
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"_text":"เกมนี้เล่นบนตารางสัญลักษณ์ขนาด 8x8",
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"_text":"รางวัลจากโกลด์ฟีเวอร์จะมอบให้กับผู้เล่นหลังจากรอบจบลง",
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"_text":"เลเวล 2 - สะสมสัญลักษณ์ที่ชนะรางวัล 116 ตัว เลเวล 2 จะเล่นโดยใช้ตัวคูณรางวัล 4x",
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"_text":"สะสมคะแนน 114 คะแนนจากสปินในเกมหลักพร้อม\nฟีเจอร์ร่วงหล่นและฟีเจอร์สปินเพื่อให้ฟีเจอร์โกลด์ฟีเวอร์ทำงาน ฟีเจอร์นี้จะเริ่มต้นหลังจากการร่วงหล่นแ\nละตัวปรับแต่งการสปินทั้งหมดจากรอบการสปินปัจจุบันสิ้นสุดลง",
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"_text":"นี่คือสัญลักษณ์ WILD ใช้แทนสัญลักษณ์ได้ทุกชนิด",
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"_text":"เงินรางวัลทั้งหมดจะบวกเพิ่มไปยังยอ\nดเงินของผู้เล่นหลังการร่วงหล่นทั้งหมด\nที่เกิดจากการสปินพื้นฐานแล้วเสร็จ",
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"_text":"เครื่องหมายสีเขียวมอบ WILD โชคดี หลังจากการร่วงหล่นทั้งหมดที่เป็น\nผลจากการสปินปัจจุบันสิ้นสุดลง สัญลักษณ์ WILD จำนวน 5 ถึง 15 ตัวจะถูกเพิ่มลงในหน้าจอแบบสุ่มตำแหน่ง",
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"_text":"กฏระเบียบเกม",
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"_text":"ฟีเจอร์ร่วงหล่น",
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"_text":"การร่วงหล่นจะดำเนินต่อไปเรื่อยๆ จนกว่าจะไม่มีชุดสัญลักษณ์ที่ได้รางวัล\nหรือฟีเจอร์สปินซึ่งเป็นผลจากการร่วงหล่นปรากฏขึ้นมาอีก",
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"_text":"ในการสปินทุกครั้ง จำนวนสัญลักษณ์ที่ชนะรางวัลซึ่ง\nระเบิดในระหว่างการร่วงหล่นจะถูกนับ และมิเตอร์โกลด์ฟีเวอร์จะเพิ่มขึ้น เมื่อสัญลักษณ์ระเบิดถึงจำนวนที่กำหนด ฟีเจอร์โกลด์ฟีเวอร์ก็จะทำงาน",
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"_text":"หากมีชุดสัญลักษณ์ที่จ่ายรางวัลปรากฏขึ้น ระบบจะจ่ายเฉพาะรางวัลมูลค่าสูงสุดเท่านั้น",
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"_text":"เดิมพันต่ำสุด:",
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"_text":"เมื่อชนะด้วยสัญลักษณ์หลายบล็อก รางวัลทั้งหมดจะถูกนำไปบวกกับเงินรางวัลรวม",
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"_text":"รับรางวัลมากกว่า 10,000 X ของเงินเดิมพัน",
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"overflow":0
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"_text":"ทำให้เกิดปรับแต่งสปินเมื่อได้รับรางวัลและทำให้สัญลักษณ์ร่วงหล่น",
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"_text":"สะสมสัญลักษณ์ที่ชนะรางวัลเพื่อเปิดใช้งานฟีเจอร์โกลด์ฟีเวอร์ ซึ่งมอบตัวคูณรางวัลสูงสุด 10X",
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"_text":"ทำให้เกิดปรับแต่งสปินเมื่อได้รับรางวัลและทำให้สัญลักษณ์ร่วงหล่น",
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"_text":"รับรางวัลมากกว่า 10,000 X ของเงินเดิมพัน",
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"width":1200,
"height":80,
"overflow":0
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"_text":"สะสมสัญลักษณ์ที่ชนะรางวัลเพื่อเปิดใช้งานฟีเจอร์โกลด์ฟีเวอร์ ซึ่งมอบตัวคูณรางวัลสูงสุด 10X",
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"_text":"เลเวล 2 - สะสมสัญลักษณ์ที่ชนะรางวัล 116 ตัว เลเวล 2 จะเล่นโดยใช้ตัวคูณรางวัล 4x",
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"_text":"เลเวล 3 - สะสมสัญลักษณ์ที่ชนะรางวัล 121 ตัว เลเวล 3 จะเล่นโดยใช้ตัวคูณรางวัล 6x",
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"_text":"เลเวล 4 - สะสมสัญลักษณ์ที่ชนะรางวัล 129 ตัว เลเวล 4 จะเล่นโดยใช้ตัวคูณรางวัล 8x",
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"_text":"เลเวล 5 - สะสมสัญลักษณ์ที่ชนะรางวัล 138 ตัว เลเวล 5 จะเล่นโดยใช้ตัวคูณรางวัล 10x",
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"_text":"เลเวล 2 - สะสมสัญลักษณ์ที่ชนะรางวัล 116 ตัว เลเวล 2 จะเล่นโดยใช้ตัวคูณรางวัล 4x",
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"_text":"เลเวล 3 - สะสมสัญลักษณ์ที่ชนะรางวัล 121 ตัว เลเวล 3 จะเล่นโดยใช้ตัวคูณรางวัล 6x",
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"width":1400,
"height":275,
"overflow":0
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"_text":"เลเวล 4 - สะสมสัญลักษณ์ที่ชนะรางวัล 129 ตัว เลเวล 4 จะเล่นโดยใช้ตัวคูณรางวัล 8x",
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"overflow":0
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') format('woff')}"
}
}
]}