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"_text":"เมื่อเสี่ยงพนันจากสิทธิ์ฟรีสปิน 10 ถึง 12 ครั้ง โอกาสชนะคือ {0}",
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"_text":"การทำงานผิดปกติจะทำให้การจ่ายเงินและการเล่นทั้งหมดเป็นโมฆะ",
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"_text":"รีลพิเศษจะทำงานระหว่างฟีเจอร์",
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"_text":"ปุ่ม SPACE และ ENTER บนแป้นพิมพ์จะถูกใช้เพื่อเริ่มต้นและหยุดหมุน",
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"_text":"การชนะฟรีสปินรวมในประวัติจะเป็นการชนะทั้งหมดของรอบ ",
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"_text":"ก่อนรอบเริ่มต้น เกมจะเลือกจำนวนสิทธิ์ฟรีสปินแบบสุ่มจากค่าต่อไปนี้: 6, 7, 8, 10, 12, 15, 18 หรือ 20 ฟรีสปิน",
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"_text":"มูลค่าของสัญลักษณ์เงินที่เป็นไปได้ได้แก่:",
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"_text":"นี่คือสัญลักษณ์ MONEY. จะปรากฏในรีลที่ 3, 4, 5 และ 6 เท่านั้น",
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"_text":"สัญลักษณ์ทั้งหมดจ่ายจากซ้ายไปขวาบนรอบหมุนติดกันที่เริ่มต่นจากรอบหมุนทางซ้าย",
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"_text":"ทุกค่าแสดงเป็นจำนวนเหรียญของเงินที่ได้รับจริง",
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"_text":"RTP ของเกมเมื่อใช้ฟีเจอร์ \"ซื้อสิทธิ์ฟรีสปิน\" คือ {0}%",
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"_text":"เมื่อเสี่ยงพนันจากสิทธิ์ฟรีสปิน 12 ถึง 15 ครั้ง โอกาสชนะคือ {0}",
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"_text":"รางวัลสูงสุด",
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"_text":"ถ้าคุณเสี่ยงพนัน วงล้อจะหมุนและหยุดที่ตำแหน่งชนะหรือแพ้ หากหยุดที่ตำแหน่งชนะ จำนวนฟรีสปินที่ได้เป็นรางวัลจะเพิ่มขึ้่นเป็นจำนวนครั้งสูงสุดระดับถัดไป แต่ถ้าหยุดที่ตำแหน่งแพ้ คุณจะเสียสิทธิ์ฟรีสปินทั้งหมดและรอบจะจบลงทันที คุณสามารถเสี่ยงพนันและรับฟรีสปินได้สูงสุด 20 ครั้งเท่านั้น",
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"_text":"ตัวคูณ 2x, 3x หรือ 5x ที่มีผลกับเงินรางวัลรวมของฟีเจอร์เก็บรางวัล",
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"_text":"เดิมพันสูงสุด:",
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"_text":"เมื่อเสี่ยงพนันจากฟรีสปิน 6 ถึง 7 ครั้ง โอกาสชนะคือ {0}",
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"_text":"เกมมีความผันผวนสูงมักจ่ายโดยเฉลี่ยน้อยลง แต่โอกาสในการชนะรางวัลใหญ่ในช่วงเวลาสั้น ๆ จะสูงกว่า",
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"_text":"กฏระเบียบเกม",
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"_text":"เมื่อเสี่ยงพนัน 7 เพื่อรับสิทธิ์ฟรีสปิน 8 ครั้ง คุณมีโอกาสชนะ {0}.",
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"_text":"รีล 1 ถึง 6 สามารถรองรับสัญลักษณ์ได้สูงสุด 7 ตัว วิธีชนะรางวัลที่เป็นไปได้มีอยู่ 117649 วิธีด้วยกัน",
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"_text":"ฟีเจอร์ฟรีสปิน",
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"_text":"รางวัลจะมอบโดยพิจารณาสัญลักษณ ์ที่ติดกันจากซ้ายไปขวาขนาดเท่าใดก็ได้",
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"_text":"เมื่อเสี่ยงพนันจากสิทธิ์ฟรีสปิน 8 ถึง 10 ครั้ง โอกาสชนะคือ {0}",
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"_text":"เมื่อชนะในการจ่ายเงินแบบหลายครั้ง การชนะทุกครั้งจะถูกรวมไว้ในยอดชนะรวม",
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"_text":"- รางวัลเงินโดยตรง 1x, 2x, 3x, 4x, 5x, 6x, 7x, 8x, 10x, 12x, 15x หรือ 20x ของเดิมพันรวม",
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"_text":"ทำให้สัญลักษณ์ WILD ปรากฏขึ้นในรีล 1 และ 2 และทำให้สัญลักษณ์ BONUS ปรากฏขึ้นในรีลที่ 3 เพื่อให้ฟีเจอร์ฟรีสปินทำงาน",
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6s/CloF1gePQnzqIBYzoV9qghACxXFGMawj9pFwiDsWGG+BALiAIAAk0mlRJTJZXJazQad0qgyAlIrkKK2ki1xiXUYKdV8JGJFSt7DougNN/V2RgdCpw7+n19u6t6w8citi4PDEN6Nbm3fUC8UQxS1BIEp+8Pmpub0r4fYlcGWhh7OrloBc+fAVkxUvpDRQ8hmqIVwQwKulSliP1KBWqJaV9Hg9nUa4vJNyCTE5PFoWq0MoDS4GIBuO3j98ePxyUBgqvnSMwOjd+07MOlxjtOn7rrh1N2K+hG5bP7Byy55YHOoKDdQJNSlPwWyq4X5wtgJQMLXhiqho9PrdHFxMBYF1jkxloUy7aA/9a1Hv/MPl9wzvfihaw8vIRe65PEv0+fG7j7ykVMrPyS8wvjoDRi/jgoWfDBXEDoIdlXdRSgs3aWSqgSREkIX7h96gz2APsI+h9zsL1AWpPviyGr1uLWUG1dRQMPWjlseUoHhJe0ujfi1eTKaC7z7udGV0fJ8fBjmw0E1FxoUgJSgFowNohxQVIEAxwxCAUW0qBRWgxLxbl4NduzmEyxl9Vzo8GS4Oa+OJyrrRnf8oenI0P47R2cfONyyN+byLaZPfiR/ZEu80/wpQNT71aq5Bw5c9pmNOs2I0nDXDVPXDUjEL/C80tcRGToLNuAUYlS0S0gqJbjmtkZ2kD04lW5lGr6n6evm2TPz82jfPBpmvwi6+CMU43I1CoXIeI6CFWeqOE+tOS8Z0ZJkBGcLSj/4B7FSj0IsOzmJ6MnJjJpu1mQympVvqWGo1S+sdlJPEPsLFLzY9zAIV8AggoCf1A5s9ViFpfU1ImxfAlBgcSlaBXQDYjUigcEjU3g0xqhlfudTYlFRINKkovS3Vzp2bS3pEb0X7iHDNMtqGFoAoUkRB3GHhxEnBK1STTIcp5sRExG0oXaURvTePSsD8/O2Nvs3ltlX0FSBfRVEcdbV7fop+92yjv4bjC3kq6Mk4qe3VCJEISXkI0QsWO3SPGqARPKGMe5aBstSS/kLHrUEkZyOy0NBqkwpFdVSQJ1SJ8LkMW5IcjCBavinJNmem0GffFXACDac+gfBS9fPCWnB6/Tl9uVGdhTu82V6YCWHvpzZ6Vj5SFkWd8A9VZS1YAINOF8QeqWOFwQq3QqlYzQImr5jmf2AgBZt2I2uFoACTdLj7t159gDc5TFFoehAt2EMx/bwQ8iN5bgSe7HcGNS+khuXlL7kjfjs+IdDZy7Zf1t//22X7T0ztPK9y6+48rLLrrjiINq5/4FNmx7cv+8zmzY+sP/Gu+++8cZPfILHIk4vNTiGwJpOg6aLEIYiIQffZEqk9YhSyOo1Ug0orwiX+sSV6BqAya3Uu3mcRrZbTmav3jsx//jG/p3bZ+lz+7Y37yqw/0yfG2b/V+doTzfhd5rwqwEEgDwQXDeDMwVcCxIIKpl0uTTh9XVoMKrghFXvhsj24gJY3vX5a0+LpKJ1pXDdX7u/cB+6QBAkNsGyWCT6rseoBL5MiErx+C5SB+QdGlCLnZkCIi61Uq5X6LniEyVDspqqlEPtZtxr5OI7dU2ow/PN5Yc+PP/0zr0zY+BAd+xsLEal7NPIz/6MPjfC/qGnq7cZxJBefQu9BfgYpGKFsBnw0SIGVyXiUoQKKFbl9BEvcRjetWlpDPnXQ0e9jUZvnT7cstPl2ds4Nm4b6Ni4uWlXV/PWgMU7E+/qtnU3tc9Ev764R6WYVpjasu5EUO/csqFxPKJTDSt0jXFPwqfTZwdL9SDaCXIT4xoLlg0pklY5BN4ylJDBa92oa/5FWv9L+vjoKFw7D3p/ktgVf+3hao1Xu9VujikuTMOwRaYazOpky/HFUzfPb15Ympl7Z/Boz0ePou+xyZktu8bRDzifjyd1ltR+AMNrSC7KgLeqLlfVU/UcyiDGzaTVJBnMq+nZ1fnVhfsUOrFYpzjL1a/YXGTY7R6Jor8hY9cDBt0OY9sxBplVYlxuKWL0qcIEONFO2Q1KoxJjEL4DibPE1bcq/8Lc/tTGm2sUEhqpZTdufHJhf71SKNRIT2y+TqYRClX1+zAZ6AVrU7RWOhVj40BRMTbt82+KoEfYkdhGN8wb+iKhDSI/urfsa2qE6+C2SqXiJ6UOudVM2ozSDN2788mnF1/75fZHHl38Bcqx59AhNM3+BhnYv6rIE1fyanAWJmJwuaZIIx67wR5UKiUDUSVSpxlQeyaNzF9den3+9a1oL1pkh9hXkRJ9BY/jg3G0JI6A+EQM6lIpofGKU4mDVEpVqYTGVQqctJZVomPsx9DP2A+iD3TTubHulXOEvrHVrShB9JDLEuH/tnJ4QpcVUQj2qMX4nHjppdOn72F2968EynXNve9R11QjN9qC6mbYt/iyJlxnXN1K/bF8X3LutjIzqHxfPTieLLyMp0+/9NI0/dP+d+7k5OpDdbSOfh5yPv9jou3dBYsQF3AJGp4iCnukumLymIjqhulSw8z5Xkj988iXzqI69E22Be1iCY6hVXZ1J3pq9UGgw0HGu6C2rCRxBh5ICDJFT7EF9PRdBa7GTy9Qv6NZXOMm15olApp3rxQ6RcRBwcE6LRYGHkFto/VaNyh29qN1Tq+8Wd+UrKdZXT6jrlc1NqokgKsxwLKXaCd4Nh/kfDIjpCUGxAhEkO4x/GIMhJOQN4gYiPjwcosYkVKCSISWaA5rcaK33ilwEJ9XCtrnCkZcBHI7LT6rT6dRyutqIY40I3MpwVC6yykf5G+V3FddSvVaEXJsXSgoBe7h7oEtJ67b2JQNFZ1m95aR7cP5cPc8pEgL7G3FSGh4YmxGwDi6MkZFp9rMvixoSEdDQyMJzpdMAa4l6LchCHFSp59QMLRQgHhesXM/Sip3pZKJUMjxCY7OTNYtsDzOO4dfdSo5RHPBUX0UcGfx/FPm5gpyvc5m0Tn1TqXG4yM1QXCfVXVAyH/FOChyiayI96EPAan6sfbtV1y5rX1ML1a1z94x1dkx299Ht7uala7YzadP3xJzdNNvsy9t3SXYtrxn+3NYb/Iwx1+nXVx+VQdplb6eZmgDGDYuW3K1VEInV7YDbEeUVq2Q1YpL+ZXw/DC+km2hSN/+9s4D/cGiwWwoWO4ZLka6LOYOSdOVi9uualLWD9QqnlvapZKOyOSlGqqKyN5F3f6EqpYWCEuytwItR8tCOjHMre4xIpqQxAvfed5JQPWR4co6ID4RzqkcxsWeC88B8ev1OkTBBLj0LqVCLoNcUou0NYRXrH+Y03QMtUIWQ7TSj7WPaCSwjtTbj12xvW3UCIn1bJ9UYBhLTvV0zvX19UlgCj4Uc0rT8h+v1PS7EgObFxTb9x5Y3LKH5x3BPOgpG9VVKNTDTEgheqBxHIPjmV0VGtfU6owwVRazwWa0KeWSGpGQ0iM9F8vYIAF3cvlUVeKrB7NxQubr6dmWZT9Kz42lR0PBsXzxcEfz3t72ATFgfRvtarl0ILtxUa0aVinbjs/NnujuH+/vnsL6AhOFrqNXgM5NBTleBZCLwUREuIADU2WFWTBTfAH0KMm4hIsg8WO8pzETfMd57fIFx+YKtZAgllbgcADmzuZ5aXMBkBUylOKNswsLmyYcWbVeEdJFwjeiF9gIeiFos+/eWCfuEUqa292cLilAl1wgzTB1siDXMbRICAIVgGCZEni5AJeE1BIS0zxqcaW24VKcdiVeSPYBdceGuTPL8HbhiQBgDju4BI897AibDApZXa2IrDrwAKZP53Hq5naRki/WF8hkzltRJ1qE1Nkpm7C+9/DxI0OjR3tGaSTIXbb78OGDXYMDveODRdoVCPatvHjwkGs8NN6rrY/Wjp+57uQdg3u3bVueWdLuW+R8E0wWbSS21P84QBSNDQnbiA4IP1oO1U6UQmIzHCi/R+o+/IG5LyvVLrUXh/BqTQmCcCKGtR1nSw8JRaa5zNatM8fmu2ZnaWPAHQxt3sV+Gs1cu2MB0se3OVzFvvhx+lekD+JDQ49KgBQ9iYIxqhwdxhn6MT5jAWuuX3P4+PmHo+92dUGL38TJ5XL1+3Ng12rcB1Hd9SA6r+tBDxx9QGO3a3Q2W8cs/Suz1QJfVvN3V35DGzAfq99dVfB8mKkHChIFqJQcVAo3J0iI8vOR/VEsxWOchuBVjyvLfJVPOb7uKdH3GoWEKuCK0fIFxzCPcmm9Qa9R1ZulZo9LxK3vl90GU8kwSCVhxKbjuG0w+mRyh9oRmu2n/9JqJny/c51Y2CcQuZP03pU7h6YqeiWFSVVTfYVauayOEeCQh9MtJTF6OO3YcNn763EySPoUjqw5MveEUq0yCsqujW5HaUi8/LgxJ/1XDBKIDMbaz+/62W/2fLV1ZgbtVWTUNTa75PFX2O//e/ZbWKsILdRD8CtDBTgC6kBuR/nYz0z+KoWjc1/iYqc01lhQ09L1zDRghJPa/ITNQHNGgoFBJyDrVGJRDYPtoVSFNRdMYPvHhvmjNXT1QfAaiLKacVeVEuagVgzxixM5K/FL2WTKpqMn5oS/0/dtnJ+5dKRrZt94GzgNoXEqccInNG+mXZt3gynNXTM/zf4UfmxfgGzcMBAKzsci1XbugvkYe1yBKiyoiTkLhPQaI9dzKoMPCVHVkbmCEqBdxpOtRmrRhWQTctHMFrD0uW5MpGkTT97MtWW6ymuhfqDpvH6BE2trIt5SnZRzTbkLCgL+Gw/27S/ccHBgfzu7d2hivFicmBhE0lNnOq6eO3Vrx/G5xf37FxcvuYSP2xQQt7kA79zUXhw7VOI2a1WwcKISaA2XEN5JYZRY41/PO6cSEbj17rURQWVB2Y0dLi8m7GXLCxI+NLntCggJxvUiWjDbXy8wjCQnuuiO2WS7vY92nb75pg/H7cqM+h+YmgF3YnDTgnLb3tzmlk37qv0YjomWcDxaiYks5fjzRCXiJE7pSq5fjqaPVUVDF5xSCjNxlMOHmUJuid5dCXPAa7kZXJItxzdfpRmRfrywdMXxre1jBoG0d/bODT2oe6a/t69OlVC6EjjMSbgH3nkbxTcuqHYuH1hc3FvSVfRhoqs7OQ7q8MqPQgBhJl0047+Y0l9z3AkqAoSMgC6F0jTxVATVS/BfOgDscDpcI8IaLOT9rphfDypr8KjcLa2T2mXB/vBsv0RgmqBdDDPOCKLjOfZl2rA1UqD4Os4XaNe71nFOvM86Dr0miimVcb5waGvDuN2xMd7VomvMZgYD++eTU16ba9CfazS1ptP9vo+NjKkUYwpz2KNxODSaQEOke1Ct7JVp3Dad3apRBxo5DFAArRvo2ygD7iuRIVrAIIoWAGmYVAFzCnsH0h5xbBjrd6U/QqtRq5QKIjEDMuC6oLcqWoT4C0BZi3NumPYaTUgqyxhCfZHisDtz993xNrGgS1xr7e9ADSH35ce72XPJOEfPKNi/Fvylmio+Tho6S5gkhMmlj3HZBF/QAEwqvQt/V5cO5wpSeEtNQfjh4QoxlRwQOy/ixGhtv1Rg2pRZ2jp3dK6HNqz8pi/k37wTLbJ/cXL7AtKX6h/oHaBHjutJYrzcW8R3P1bV1yCn5Gauao1LPDQoCp1Xp5nnnlu4vEYlYwQCuVp8+cL3aAP7TV0uqVSmclrUsvIbjl9wNIyYxutpML5JzjDlihX2FVwxzWhSGkgdFBTCXVVL4m7E/YbLSowbPSIFQQlUsi3bb9s4WKcRCAR1MvHilk11WgistfVD87fvQvHgqE43GmL/Dih6OTxrVabyOhRjf+QasxpnY8gGpCFKhYsKwHcdRuFaEcNcwLlKpVISH8yk9fk0g/2v+4WvbD9907avPLv9zMe2IRUSnTvH/jv7+o9/zPGKVhWIhTFNuH5mUguBWRWJf7hxqyJir9tIyidruKtuV2pHaOGQ3CASiEyySxf/yTI3YvBI6+zKWKPCAmw9HxhwGseDKLFyT3FeyPTSgky4j9Dgh2+PAA0XqUMde/c6FHqEPYYc7O/QZew/IncTuqu7k91HxrWsbkWb6HOUFa/G6ogzBQTG66N4aRr+7yilNocFI2alVsm1GgtxKgjwmG3DP3NpsB/IysVaHc7N9WjTpj3tzc3t+2YzzZde2pS9B42M3ZYOD6BQ6mNjI/0okrx1l1qk3nVbMoxXgP51VY4a1sY0JAxE6EpEYhpcXOL+KsU0eGHkXwcG6Lff0XNz5AA+tpT4ANjHFXpu1W+ZW6DZUVouPYxGgAulmfChJ/Tnsz7MDZ4jUlvguBG5HRz5JWam6XDyo4TwM0B4PzB1hmPq9tFR0g+B7HQtuh/yxBZSj0qC3SE1ADxdVCE0KELMAO52oOewfQJeLfM5Lc2Ml9pPcJWKrNSLxFmCn3wyi/EVST1xnaXNkOi3NsY8ca21zZDsszSjdkWdyziSrdfgn8M5KZFHG4UbT9KQC1I4LSZBDakf6cU4qXSTBnE/zo6Ru3Vn6/RYc3uf+IgkkJzOBw817KLTgcku9ha0t6u1ORtujmcf+0K+q5YOOFPjCRJ7dAH+vkMnKC+VBPG6sPxA20VlL6rVyJhSnYaE3UwpxsH+NLdtm80vr5fGmlrTTU0ai1WTamtLTW/7F4PdboCXZPNowpcLqOh8LNLYEfPlQv6o3ZZsbk6ia9grRxfQWbPJZDabjBZMSwd8CwKvQSp7Hre4wXdNCQlPrBt7qOoUFIcrjV2XFqanuoszQgZpJ5KppnzcnpOozNNS2QeuNBiNBnjR6dB0F3sr2tXVMVr0JDTZwWw8lnE61VNNHePJwbHGSw+8Y9XprPiFK6stq3+kG0BGeaqLGqcoPS+bNNfXVRVyWBHETGnS2khrNTDnehCZG1ATk10tOK7NwM//9VCy0JEWCmlnsF7TaI01ZKOJuFyaEIp0Fh2dPxCa3uJdTNMtAxqTSQMvo07D0PVyk9Uobsynm+XKcEPYqDFkw4Fco1cgT5mMEVOiJRy2K2SKZh96fuUn0Ta1TBItoIf1Oj186fTsaZtJZpAydiJ5LHu8Vvw48GiGGJTy4gYAIDuPwQ+n9lX6IE5lM7hOhh4f7t5r7E0VI93qsNtUK4k1NSSSDcupVOqG/rZtT25zTDw653S/iDKxeLYxG0jDF9wnQ9Zg0+BvQhSVzoqqZHd+8ydpEPXzt3uidAPxYGFuOj7mNgQXm05e7d88fhzu+DB/lycPLyzvUsp65ao7TxavHfkFuSmpjsdgDjvgvmmqmRokHJI7k17ntVTgBiXE18Q4SjCGiG3Iy5MiLNNJ6rd0R2M80VjjbddOl2ikLYMhvaR7PLbJZwjvaXylptbrZaeATnRYbzTahDKBpNa8OZbLxfQaRXfmczz1p9zRerHBsKm1y6jp1Rm/fkJmk4hz05iJh606gwPRdWaZzlayW7oG5itDFd7LbuGQO4t/pLlWF4KJa8y4ZfHS88y4pam5eSxlHLW6/d5LX39Pa750qDPsbCx403VIVgjtWWPYNBUGWjVAaxuWPE8rfRG7eVeiUTXR3Uv77bFIvabBUmUxBo/X0ApfJdr3sa/wViPZNOYKt8VDOrV+jaX4GiLhlEsfbW+PnsfF2Gb0WMlgQOYCqnlVwmRBh1JUEzVCTRMkIMUwDoDTBLHKQAkxXzVS84WMkj6jykSJSclZj2ux3LHHkw35yKHcjp62Hc2Xp5zTI/PfLba0dWNYz9RK4o0NCaxK54a3JqPBtEpUE5+wdtkPPRgKBcVNmS2tjSLA9+hQFCP/C6EoOs0emOjHHiAdDzd7YmrQtlgugbWK/VWuyZuI+MwGlMx62juHAsFggLMXB/sqnQReG0C/hiCU5cnFkJbh/BrHlqascnqwpmpBYNyTIYbnCRCvBHf/J1loa/IOD9j8BV9rh+iIxGdvSCYammKS2tFj2e3dLbvaZ1UNVlHj54HNB5w22mSxWyzsq/loKm2OGmlDtMGci4YbUpEtmaZcLJZBkp1qOuSMDWKWV04YY3JXM2ojDL6dskuNOq2pzFMOeOqhhqnZCk86O8qnRZyHe5+8cU5I7F7LYJ5n8EuhtrZopFkrtuRoh14p83f6W7vO4zO3vad1dyGV9SbrjE63LDYMvG4xWQQ6t85gYF/NxuKphE2yoZA3amnJuzP8Vr7fa22O6q08z39w65xGtZZbFWxe/SMzCDx3UmOY5ws1toR4RGnF2AarkHE9DfbyRsihn7Cisw2Rw9ntvW3bmxjbhoReMi1z+DEySmJF9fRQS3unqKy/aAXDYI1MIjGv/BYYx2rb1lBR29+7g/UiowGZ2B/Y9bV5D0ZKk1ba3Xy+FqcwLDIEFekS1nNxRAh4DmBvk+aihErx18fnsVauJZvnSo7yVeAyXy8t7O8/eM10cbx7U23tdrOtKRrPe20PXMuHEIOR4kxz77bckS3sp9Fk1+TodGKwJyTdKom5AMlj3pT5jp9XQgiepgxgYAywg9BEk+BBn+eJ4pQJ6KLfja6F2rpaz3Dr6OhfTHscc6I5e0RcI142OznqHvwAT92oM9fYl27e0kS3t4seZK9Cp4NxpqubGR0ItaSSDunmi5AJdIK+0AIiu8T6+LauTvjXaEF+V3/7LghF2zp71mLW+fPMBaYXwBKmIwrfJoAOB45M0srzPHTVXOLG4ZINfrbkgJF5sb04Mu2PeNtjRhySoL28j9V39E31scvolkg6NbW36evorpLeIOxJ0W/hniQySWv5RQ2/l0c+HqWBErKeo+d8krt7+oGUy+Fm39gw7E+FTNqwpk7nN7jHfQn/9wZbR+b/7fOhaMYVEPpH+qZEYkbQL2SkUZ/SVjfYlZvoxzYaBZlvBt3wU3GqlXjIkvlV+XPlBWaKSq5kjUGi/51orEtNqivBiH2hZI3sASyKM9j4amUQgojBrPSynuaydNivecLnWR66j4DKRyuWRpXmpxVo1lN2ispXO711YkX248SLvVYdJPZXPNOaELE89m+5sdEFoyqxRShL3NOtVQPDfdiHYXD6tyuPVY3MnkKhKD3IPlbBiA3wzQ/0GykneILKMoNfmc6n9bj/z43XqdX8XTZg5G6MS2qZ45ErBdNLNwpuXCJ69QwMD8kDYlfvO4ueWvnJF79Y0iiOjw/DPew461+rw3jdALcFxsiEuhl3XYmfz0nqOF4Yhj4V+DjDMJObP8nceATf7BKa4+fbppQRnWA/YEyZUHTlJ+hm9nBFj0v3/e3/2/u+tqJfe1+G6gE9DgO/GDtaKzE2SZWqcwggA+dG+VJyVHGhVUkRCueaMx1daQFDl2aXSW7109NbPBsizAkgKxUW0vVKo8WwM1poymSblYbSfP/AqFQ0eBF6buUnkTZ1HSKaxd6Rk5mkjM1ktIKMiiSvxjaXJngMIFeFuqAHNtSMtNzCbUm53dVB83Qw5M81NcTzDXGljEmG88mk/9GUc2pk/h4ehT+UK9Qg6Uy+sw9riNDs6sr4i2Wtv2st7oZX/wj5F8aeFOi8dk3o4Yuji0KQGOSGn2dGt5U01OD4+UzRFfEZtEFVndpncAzZYpG/bEgSddU+zEcQBYuJVoxXECniV8oE6S/wkwl+gH2n4gfWjWTd6ziHMiQ9fB74V/kF9jEgBEbfvxb5z3MNKx9E0ZIdtYFsfluSjZ7PdUiFvzpfBIfA/XmBV/qLZENqOusdd9Ado4lpnzGynH9xerSzOSupqzimzflel97U2Npl0fToLV9nb/lMtivrqqGrvBKmxQm0fBJoIbiBlGvnqZK7MqVp+WQp5Et2B4dtFvt8bi8HHEfZN/ipeLS1oIWUVbeZ/craGOYSup3K4t/4GKaiAlhBte9VH6kOHDZJZR84Em6M6Nx5i97i1ejU2vWqJDfzqstXQWpr5fL5OhGtbXBepFzyt9V1kjDQ/ALYVJJqxFR7KymOCOc4YO9aor5i7QWQzlUZKhk2r0Z/P7o7Hg0mhcLa+rq66Yi9TdcbHZlfKQHCgymnguA9MkLi8nf5rDsZ9dXo6hBCqjetSZ+3VT1W7QZuCEVz9HewkE/6AwE/r1t0I8gZ5zkX1y0sdiJ1Hy/2969pvmxY350HmYsNUpn8PdSuttY2X0czSJe1r6uADMH2UZBxlNOMPLcAXR0xinm9wCtHa0OIkjv2lp7/BxZYGtHqdKtDa2iPx9utBp1u2qYfnbSPV/tqVDTr9WaLTmd5R+VWhcdbpLKELpbJxPRJmTSqZ38GiNR76/61njyjtgE7aki9KQ5v0dulug/BN2fVY3n+UrBVlngZSd4emWffKWHbQyln52hszmeI7M2+xD6JSTv0c5hhOe+FD4Si32/tMoEoTeyXeJkJAMM86Au0ndJQNkD71qrMj9dMPvvmzAX80Lsf/lFxIR0NwiyKxIlBfZfr0rs1BoMmfHj9t9F4e86XjvlkdilYpKezc0yn0ejDIfa6Qna99/GzmvRx9FNmglLj+Ee9bqGgYtn/NLw7FQs2qMW1yRlrl/2qz2u0wIFWSx9vavfnU0GXCQ/f0j9q1JBKiJGLdWFS0C0wHzK4Qwk+OSzJAUgl/2Y60+PqR891yvX/g70J7WstqOCy1dVV/ITXLcySwk+tsj+iKJWIupHgVYo+id5kuqlaSoFH5GsFYq+TJNRZZnm6ZeuQoYa9Cwk0GxKZRvqkuzgV6vKmGh3RKH/9a3C9hFKWrtfpIQgvDzC3oW3JPczegUTmmXQyQa6Peie+2WhNRMEu4Ho6xYzA3S24glkaoYyJ1WDoTfNjzg5F+iySvDvV0JwT6/CXXs/+6CVjZzIYJjewm+3e5kikOWfRai34xWBqeX5pK9Arw0+XV9GLE4fy+DPF8KB1wDPA7vpHY388HCRjOkyNp08/22iLR8k47LepV1a/S0nJOGsqkSVQOSMS+aMJfzC9KRQKst/egsL+QAhc+o2hMKgLGeOH6CYYwwDZEoUAo9aEWukUV0QrV56khTwjEnmSSW8wFQpN5L4H2Mn+MONCUa8vEo9kQqHTHwq0XxMMkZYIGH8OfF6IDvI0Kiv+P6tU837ukZKbx3BBB9nbeZ+OnmF3lu0QxqF7yTi4yhzmKukQWfEDptf8VfIFTv7nM8mGaXKTfyn9wn4J2/8Ih6Nwo6p73l5JJvm6swR4uJG5g49nqmIojJbVHOHFMM4FgLGV3fjVErld7+11exLj8yVWN47Fh4LhLo/WgGlgbh1gGKk3LKof3sBeXiLlN63JxrZeq5ReYSpxci3QchlzF4k9m0GiKZLOideQweNzVUEmp69eQOAJe6ppNNjZVKKorS2d9Ohc0Vwg3LgNqQ0GtdpofAgTd1e8GOtZCrB3lwh72dPXFGxRCtOuQK4pPrDwolGtMhpVauPKC6UYcPVloPMYyIzMFVqXQr/YXVonyFdFPcd6iiWaeopWw8ZWdbO33+qtE0wPLJwg+VnrjiB7tkTML+xjSX9aciI26Ep72m3XLqxMl2K/wOoZ9HPAKQ9+yl/ob6OzfLFEJK4iBsJQUknRyFDZcVzV73RJleqxmq1mkbiGENOcaj28Y1kWYN8AGvbFnK3dUVRj8NU0NakdKJGK5bpa+rYEhodde9lfZ8GtbKzEYxiTn2TugzlLcjaGGSc2hhGZJrOiz6fBs1Z8R8VloOFAl9zh8+Ym5grjXpUp151sidqjSS84CI8/1GCSq9VyF33cY26S9aT7OkTS1toa5POl1BOxsEBpdfvjjkDLgFIuVzkdBL8Bf6jTTA6v7ar9gDnivHBWSJ/cUyzuKdP7OeYQ6X/HPsSfbUN5d7Vjw9UnGY1Rgdepr3jSbktQLPTGk75IyqgZmhAXaxu2XxXSadQ6HX2cZsICnSLk9YVSAUtKI9g8Xd+53HqdT6XVqlQa/p5dzGcoFfYuxG9BZAL34JS4hD+3RpPhjl5LlyKR1Bh0aQwz9PGM15sOxpxhg8tYJ41ofRHApEAQ+DSgsyjNTEG8nShEYXZpKeK2PyE7U+AGjWXy1MUMv27OUKM6vAOK1BRGznV2QBHJURql2P91MBiUe222pMlt7QkXBpobxp9FZ3OX+ZN+ncOh18SMtvZ8ciQ7jGWtRHeiDqAhQA0XBn1ISHmRQChCjECJaAY3rgnJbh744dFlvFRNC5hlCjeuzvFd6DQax88HWM0msqUHFUABsbTUvcnthSIq7aiw3k4oD/T1h23++OSct2DrbcskmjKNjal40GrPmj32HmaqLRHISBhxOtg0IJW3u4JujzPvtzusWmVMb+L8vRedpd4AmdXj3oc6iaj0/CJ+SAO3YfFPaVDc40mMVB9WK6s2qHmjj0ESgzTn/gBTZCeRxhTS1mpr/clNuE0D4lBUeD978xTY4hD6UnlvHgnM7RQzCj5fzc1uaV8WihEgZqa8O8su0oeJHzMdNXCbs0hxlzXZ5UjNb85CHiVHU61Dz35roPWDNBI66saupqktWzLIzL62WdtgqEsqD3OysKE7UAFkYaM6C+1WmC5kUdBcLyzelwVMCl678ENNDBKAetE0M8c3hzD0OAxho2wer8etFEvNYaR1i6szr7V7s+RR+Cu19VZl1/zkhKNXZ+4xRbPZhMkrtyuYYv5SWtBd6B2WSrsU6kDYF6oRaH6IezlALl1Anwjv98PtZ8LgPRZuOP+ZmvIjOlJD2Izwk27M6Od+gfyfgwEua0mypzh/YwT97WEmIT7wAHo1FLJ2FW6oQfghdCEwTdHLeEcpwiRWVwaNm4yIioSMHpNHWof7q0QVda3ySNV7mvAphbj0TAt2Do/mx0Kgtxs6B0aiDrvT1+5xeAI2q9cTd7oCwVAg6mMms3lvQqHIBxu6Cg3BnFIT9nmSprzVZHLV1zktJutfKwJWi8djsfqkGNfUwMsg8IL35UgWYhTunkHMspDsLDhX3qOFpsbxw6NKeb1WquX7pTELrmp0zmY44Ht4eGRwfHh0YMPkZNjvR3cevGTPwcv37jncfvbe0fHRMYKnGrhvEe5roYLUYKEPN//h7fzqQEe5vXxwaxZYvRg/Tg5KI2QY4Ry/Y5uQGbdZwQTd1qAtqNMoZDUimGNLDSdTfq8ctOYZGQyd+vJD5SDLf5G56+pc6lybmRHIcsHmwYme7s2q+KQ0nNIEbL54kJkUMM0CYbA3pLX2FnrHFpfi8/3hn0RNhrgtGvOFgQeMYwPMNPgEP+ZBhRhhHUy/pLQfEaadwrSDTIUXQhj/kJPf6tdr5dJaMX7EqaakF9gFlp70rrRhVrdmfBbojU52ek11DkO+xUwLpelAAdjwxP2hcDrKTG/aFt84EBG3CESRvoDa3l/o2NAYifhiUVOoGece+PkN+n/SKwofNUBRCjE1gGbL70ur3i9WvS+sen+08j6zo/y+nxsHX0c/Wj6+eZ3jo/xx9erbaBB9SS2m7qModgtV+xhF/zW75dFsmORIlBd+vIH+Co7fXTqOqo8bQFvS6HE4/ol1jyth/A5y/K51j+NnBqfQI3D8U+ve37b6B1Qg979n3es1MH6R0H//utdbYPwucv29615vhOt7yPVnS8eZ8+kfQE/A8U+vO74a6dAg/SNOfqsnuOOrJyryQzbqDfocJz/uOKo+boCgPU3/HSe/dY4rYfwOcvyudY9L4Pop+vuc/Na5PyAc9mec/Na5XgPjFwn99697vQXG7yLX37vu9Ua4vodcf7Z0nDmf/gH6BU5+549/3p521J9l07rqPeuo97kxXfW+dNSfcbe56r3mqP/WveKoqg3gSKMdaX69cAO4C7d/q977jfov2beN+m/YeY1as/cadZFt1c7fU436/253tPP3R6P+C3c46x718TucVe+RSb3HhpjV+3hSpKSON+z8ipjfsPNQHb9h59o906g/aVO0tftLU+9/A2lq7b6hVNXOoDR12+qbSF4eE4as3gPsceNe48bqMVdvq96j7SD6Cfoo/TOyHxqlhmvxv1uM+40HjfuMcIzmNp0m57rIvjLHyJ7T1AU7RLsru0d74du9V99kv/4jrl7nLa4e14mbrafOuHrd8Du1arvF+mjnnR0PwVfHnZ2PPvrom3feSfqSG1ffgjzhWNVeyWuqzODv+bVksra5bhh6rm+wp9g/1Itcw+w1I6qhIZ/Lhb7fP9BTHBjoGeb+lG+Zml5YmJ7aghZXzqCRI4ebmpta2M8uTU4vLk5PLnUcOtLc3NQE8gbZUC8T2RDJYKlwEoFj+1evQBOMAfwHJeS2mOb30EXUQH//wHjXQF/vjVt+f821ry1sff3qa17fAdeMwzUZ7hp9eaNcnA5MdPf39U4M9vUN3rj11WtOvr5jy+9PnnxtAc/5APLSdvq3pMZM9rtNl7a/PX3ky7Kva7drn5F+5djM9DCavFe2kHv66dyC7N74I4/ga3upJbqW9mBbQGQvWy3Z1xYxTz45AP+RDX9/ktOt2OpN1LfOs4WnxNKYsUtuxLZwKN98VQbOS0Iq5UYTRCYwWvLNN9HExH/Q7jKr16EPgRwYEsO5UfME++8bGMM7e0HHEqtvobdLfllY9skY7Kor9kh98LLo9olDB6I7NgwVCkNDbW0S3iGDay7e+rEzH/0ot5UsRXbXRRt5v1zllpVIyCCFXtMf/9oAeiq0w6nUKptbzqzk8DWge+hfOL/cji7ilbXO+OeTPb5COjbkSvl3FRb2RYZTN6Extqv41ezkRLKxzWdtcid3zuW3bsmeEYwTGwb+XiX7w+DK7bs640pd45XsYjC8NTa/Yft0R8fYZFc+M+aJei/pXr5kqmd6/qREqcPOrbOzZXCoJd3oNLXawtuH+2fqGclc38JRYrswL7Sa+GTwzl7OH2NlIGt1WeKU0RT7BOretHv3NMMIxKa6754dQS+x7vGzv3vYO96nU2eU7E+4Hh/g4V9Bno4SD/SFHjnNFWRfT21y6Fo7zcMz0xOmLg045XH2HbUib+/Y1Xq9RK2ZlGvrBkf7BmoFFjQ2/n2BKL6557JrOL+M/kj2SIxiPSCujVnXN/vX+GXk6NjTJg/0XjqiTiqUYW3nVFJHizT9TZv2H97RPFDoiHR6HAVJ9y17247t3RAXCIvgm0d3N7kTB3bvv3ZobKp71N8MzoTfExX9gfPLnFt2o0+yt6Ln2N8t0leM961cDRqcATp/D/pq5roghNU5PS8D4qRliCktF1Z617lmI83ew+ONia6GTdn8xvxA3tcTadzeGe9szWVaO+I9vcXB1vYOya65gY0W+1ShsejzFZs6JiyabF+iZTaBPqtrzabS6VS+kT3dmU/1uq3FXKaDzHmG34uIyLCsbVXOOMdRKGOY8s6JmLqn1AklFt10AkSnHsCi2965TKSKsPjaE02DHRKhoCy6y3fhsGZv6xUgUbTR32KPbMhjSZLnMt+k/rbsO6swm6n6/TaTx2OqeqF7HB7OebKTpd/IfiQ38WNp1o6lLiFWaSBlCbmqRvpxCcQoDhuHARsb8NyqyWah2l70LPsJtAtZkq+OPHbPCNyvl/oqXYue430jvykePq2VvJ4buGbg/LH4XT978aYu+KS773ls5NXk81x81Ad++il+30/w4O+2jae4irunZF6H3a9qzAUGXfbApvjGZX3c7fTIrDyz51R4E09zKOGKNxmVfRrrlulwIWe3BgPW2p+WxQd03gL+ZwRwV8xhNwaAW565/PJnGEPvO6/1cnLJwDk8NqsBmzMTSAxu7h287RvxX2pGhq8v7YkzfuDAM890MLW97+zlrk+ietpK9sShuL1u3EiZ+vnIA58bpZ8HmVXtdbMVfYrsdUOJQao0upddmu/mxojAfcaBBhte1+G2Sig9U8U9lIRBgKx0R1ralwaCiT2ZXCI4sNTegi4NJr851IH6kSX27FadUNKU/kbMQvfThaFnk0E89j/D2KkSf0r3P/f3c9yV+DsCx6x4dYL0Louz6z4ThY60tC0NhuJ79sRDg0ttLcgdTD47VID7WGLf2KYRarc9G7MAER1D30wGeX1DFOjSKezV1Ny6buVpJrLXF1aC3mS/2hGweQNaS4s+MaB2+O0ev97cYkCjWaFUip9pKv/C9ZkyGr6X/k/po39fvfL/wbZ40iu+qib97zmqDVeBKpunrCHm/Xa/6yvd70iA29/z+8IbGls7L2gK727Z2T6rSpnEjV/Ej7WUmt9fw73vzT70RlfruzSCP2iMyp3NSId5eKnc+M7xgvveu6kijidKzy+V+97/lLZ3faXt/amqtnebxnTxrvdEyhXnut5ngMk9JotA79IZDK9Vmt6j6Nfv2vPOWvN9HhvpeSfc/sqlc/Et73wvwcPr9CKUl+X78lNtmhr2l9+WdQW9/rWtCPz1n16vF6E0wEBXdMQ6zP7qa8Z2t9NOro+4hp9tdIeiFNeLgF56n70I/tKY3W2+Bq0k7oilsimhRq3WaNXq39yhiHgsZq4VQWd1rW1FIB0EJXpfeK9ehO42T5O+197LPvJpZc5tsZJBrYZMdS/CyuvUK+wv3ncvwsrrRb4X4faD5V6Eld+jm2CM99uL0NQgEovX9iKs/D5iQ2GvLxSN+EKhK68OtB/kurVK65rfZCbIHo5r+3hS6zTHvDK8EzfH1NYyguAGa5f9wP3ndcfIHbLzu2O4ewSYpQv9fvXQDzUXCs34ZbHZLPCij3fH49341eA0mZz49Wcfi7keeQRb3n2szze3tTXjl4X7Yq7vjEQ68avBodPb7Xqd473Xj+E4cxN1SpAkx+Go25/aIBwQCpKdO3eW5+HmP219uaNVXKyNTR1Zb33ZnF5vfRn4/4RgmTJRHv6euTWNb/xafCWj/jLcsUHqisV9kbhZS7ePSYp1uU2HQyG4H3M9zfhpC+33+AKxgCWsnJmob92Sv9zr06hU6jKPf971bI6HiOCTgCzG6jHRBWN6GtotXYZWk5Ebkrk+43XHfEF72G6X10fLI5bofJC5D2YisU5vAnqv3oSct0mm83lzY3PZbq/KM9TWEra5Y1adek1rgt2QIq0JQlmrVOjzJTTjwZhIZVnbmcDx96Dg438CLXIt0DI5hWlxF9sa4kCLRausooW53qKLytriXS2EFoc7pOzyeoVKM6GloYenRcD10QnOElq6qbH/BD1Vgf66zXeouUJvnwvLbh16xy7Socd8uMSHSHpxPtjPvksf33+HHXJy/Z3gXiLXHvxE9J8i1/WBG11bEeygXeUaXk+wd14M3ZkPlSQrrm+tF11Msn95UR9w8Xrlf74Gev5nhFH/H35SV/XnbVHv88O1qj9bi3q/H6RFfEzls7So/+gHY1Hn18Df7TOr/iP1vcrnTFEXfpzUn7meXv0ZI9Sf9Dkiaz+Xg/ov/5SN6s93o/BGMB2Lmjz+GDdCW/XnR5KjpTM+zZ/F16Ure+lSQi7FV5L9cqf7K/vlVva9pfRZLpHHe9ve01/e23a9zy2kqjfK+6//eMCL4slF3v+/rJP7NHicnVLBattAEH0rOwmFklOhp9I9ugVJthKTYEMhpOBDIDbB5NJebEWWNlG0ZrUK5IN67bHkC3run/QX+rReHJpCaKtl2DejtzNvdhbAPr5CYPN9woPHAq/FR48D7InS4w564rvHXbwNYo938D744vEu3nRekim6L+h9c6daLBCJVx4H2BefPe5gJqzHXXwQPz3ewTyYeryLUfADp9BY4x4GCjkKWEgk6NMSojkjGfdzsixNYkamxjWjqeOeoOFeMGZQ0++5HJY5a4wQc+XM3DIaLBHxlMYto5XPuKJVRDVjJRZEin7IU4Y1MtwQp15fyaXovQNO9freqLywMukniZwXmTzXVsuZ0ddZauVJYwttatkrrF3XozjOlS2aZZTq27gicaUrW8flwqoqzE2W3YQp85WlSpl84jp97PmM2o3T0yoNcUGUM9bqNaTrTe2zxpissuFFljflgj+e8LbxhPfQxwAHGLPWlGvikN7WfL7iHwqSqD84GE+m08l4olstT6Q8Svq31uRftiq3+S/Jbx+CcmOVv7Uq3cNYMVPjqhdu1NY9mjtyIhzTDmlHVDLEFW3ZDvsyM7XSldy0Ka1dLRqrC1VZ2bsbRMfRYXQUDq+GSz+7/7zF56/uF362xXYAAHicvVRlY9tIFJwpheOUmVIm1wI7SblNU2bmVrEVR1fZTiW7dNBjZoYeMzPzL7uztG9DbT/cl9MHz+zbtzNvd98aIxB//1yHiZt8bI1+MAIjMQqjMQY1qEUd6tGARjShGQm0YCzGYTwmYCImYTKmYCqmYTpmYCZmYTbmYC5aMQ/zsQALsQiLsQRLsQzLsQJJrEQKRtXbgo00MmhDOzqwCquxBmuxDuuxARuxCZ3YjC5swVZsw3bswE7swm7swV7sw34cwEEcwmEcwVEcw3GcwEmcwmmcwVmcg8MRHMlRHM0xrGEt61jPBjayic1MsIVjOY7jOYETOYmTOYVTOY3TOYMzOYuzOYdz2cp5nM8FXMhFXMwlXMplXM4VTHIlUzRo0qLNNDNsYzs7uIqruYZruY7ruYEbuYmd3MwubuFWbuN27uBO7uJu7uFe7uN+HuBBHuJhHuFRHuNxnuBJnuJpnuFZnqPDbmaZo8se5tlLj7fxPH0WWGSJfbzAgCHLrPAiL/Eyr/Aqb+cdvJN38Rrv5j28l/fxfj7AB/kQH+YjfJSP8XE+wSf5FJ/mM3yWz/F5vsAX+RJf5it8la/xOl/nG3yTb/FtvsN3+R7f5wf8kB/xY37CT/kZP+cX/JJf8Wt+w2/5Hb/nD/yRP/Fn/sJf+Rt/5x/8k3/x75pK0Ut1pQxBU9AWzAi2CbYLdghuFNwkuFmwS3CLQsMSFF0jLSj6hugbom+IviH6hugbnYKib4i+KfWbUr8pfqb4meJnio8pPqb4mOJjio8p+7BSgqJvib4l+pboW6JvyX4s8bHExxIfW/Rs0bNFzxY9W/Rs0bFFxxYdW+t01uT9K329HRnBNsH2+tB3wt5kT+Bka+OQkUppYmhiamJpYmuS1iRT23O2J+l7eadKPE38mNRXpyQWUxWtu+oGpWSuWCrUloquIuVLKlJf7g1cFavrKVUCYd5FyQu9yyovdC+6RUVdL99bVolFTwSVR7FSCGKPmEQeERGPiCoPxSKPOC/yiPOUR0yVR5wYe6j5PifrJv1S1ld2EYvtYhLZRUTs4rTYTrHILs6L7OI8ZRdTZRcnxnYRa+hzA6+UUwnZUqHgaOqX1LIG93LWdwqK91ZvR8sNFDo4pelCpVR2c91+PEpUt9TtBqGXV4saq3ZZt6iqaIlTQ6+Y95VOc58TuEXf7VHziXgY9Ffd5ITlarXhebWHPr8SDq97cIFDtqYa8/861UHH1xy6BW9gWOe7oVTtXqg46pQa84HrVLemD9ANy57kt3RX39J5t9x/KM3d1fHAbsbK/MAptThh1vOyXpCtqBtJVIq56hVkS4GccrTE7Res7XaUcSKODwglYqGy5+fc4RfeKP+3yazjl9WbNfVLN/UDNy0dsfojtiYZTdqF2DrZbtOkf6pDSFrnpLVg2tIkrYlWTuvlab08Y2iil2f08owuLJMe0kKDGrvZKVQbKnSKuf/eq4M79OZdeeuOGdYPw9/M0Pd2Q7vc2B9DnuCtHvTNw/8CKN714gAAAAABAAH//wAPeJxlkLsOAWEQhb9ZVtwrlCrR6XSiEbUHkGg8gc4TuN8KcXkAES/hscSyLGc3OpmcmfNPZk7O/BgOeaArnMWzVGhitOkp9xkpjxUxJkzFZ6zFN2zFdxzFT1y0d1UYN+7KnmXVb+FKuUSZKnV145jV/qpDgrRYA3OGfy+L1ImmoSC0hI4wUK8oXzPmLFjKy56D/Hg8eOIT8DHH4pa0tGXkJ1RYyfuLt3Td6Ca0vfzd4WrTJ0Wg2Rzhr2j6C4g1Ka0AeJyNVUtsjFEU/u7/z7TT6dAx2iopaUgQC4tGrKRREUmTiTbRpYjfqKrOTOVPTdRCxKKoR6qiLBoR8aiNCImIUO+3eLMQCwvxfhRRb+O7578dQxFpes6557/nnO/c8907UACCKqh6EJw+I1qLCsd15qHWcRNJzJ2XrC9HPNbixrF0fl2qHG31dU0uuurdukZ0x53mJI40L3QacAU+5kE6jRxYsLny0wplvAr5WXZulh3I2L4BUQM9Cnn/tT8Mq6YyWobSWZUzyzBevtqCLGhslWVD7EExJ96MGpGzRS6MxRKL4c5PNiWwbIHrxLAi3lDvoC3eFIujXWSnyC6RO0R2J5ckXOxjVh8GoQBDUJRlF0o1zwYR5WkURKPE752dXueIHCYyILJEZLHIXJHAcEzCFExHFLWYgwVIIoXlaMUGdGIburEfh3GC07mLB3iCXnxUXpzCbaPvG/3Q6CdS2UKvingeNZGIAtSTzXqR0du4i9oKeVitEg+55Rq90stkdViHvAjrqtlpatkTuOak7Kn2Iqkdpq89Y3WYHpV9xOgeo0952hcyuljOazvxKAxFqTm/zt/WbXLKkQF7NRdK5YtXzy/fDuKomUvXP3doay8OeDXSfb/ETpbZ+cnHQsaPJg+7masK1dgjOord3F+NXZRR7KSskopVtMbyDI7hMi5yehfQg+Oc40mcwmmcwVmcw3lcErZ4fNFsstjPSMFWi3ESew3XcQM3cYvTvkMOeLnu/SXbIzzm9J/iGZ7jBV7iFV6TMW/wFu+Y089KenoBubFBduNHBaZhFHnnYAxRD5ZuLaSxSrpYTTtC1o7lOeg7Bu7X/lb+p5hDiU9xl0VfK+Vm/inDQ32yOSiWtZXx5ZsT91YhM0+yEz4Vkgz9FX76g1l+WyIjZp4QzDYaEUdC6qznzdHTHpE17cGZL1r34QNlmN2/F/srvtHvNzn648uy4sPyfTP5uAVbod+wIiJZQz6uxbqM/yM+4TO+4DvSylI+FeCbnC89sZbKU7byq1ylfsulX4wRUq3QVItIp1tEpqS7jejAJkE1IQvVUMrgH3CkpcsUWuSeNJtsukqQ2AxKotMYc+Q1+VuW/hvX+IttEUXEsPOGKsiws5+bmoeagS8Fq/dLEpBXMp/z1u9mmFyPkOmjyMEKTGVGPeFjjFdyI8IDPT8AnhsC4wAAeJy1WA9sldUVP+d+70F5LbzX8sqAVGCuQpGCWBqppXSNYiNQGOuAsdGxtitQ7B/dW9PhwgQ7pIAMKjBEJQjSMeMIaQgzhCzMLC/EGdOgYZW4xbmG6XQdMehqM6Dffvf3vdf3SmFg5r6Tc9/vnnvuPeeee79z7/dERSQgZ3SyBOaVli2V4qpIVbUsroo0NMqK6sa1eVL9g8cj9VJfs7o5T9avXf1oRFrWRlbXyY76qqZG2d9UW7VO2sWHccR1xQHyy7CBuvxXpGJu0e4kYUmyorQyvG51pFFyWeazLGI5j2VZQ1WkTpY31DXUSQU6GpDD3zQZyV+J1ZW/DshrUVryZjJcRkhQJkmOzJRCeUAWyFJZJbUSkSdkq+yWA3IUI6SgT5v3q8X8NbrfbPYkKfkcT1MaMV5INK0T2kQj86kBFGymXYveA7IyE+wJjeVcIQ3lDqCZQLQQyg+96/VOfzXeO72LM3qJFkvgpw+Wvuhj0CcV5GDmQdRCdmRJBxkpBjmIwCp6MQIx8uM3ALJxTYM920fZx2EflTtkArRKQD6pBPkgS4EkABtB6KVjzFXov5Re50h+fN1v+Cj6OFw1w30wkisZ9zyhZeOl9C8Qs6JyhuNmwkKpLJHl8GWN1KPcDt4rB0HtaDkuJ4kPAvtkthuV+90eKQQXud2wMV2+K4vgpwLloR50eyUdrDIHOlZahH2TJmG0RNESlTuBs9FWgt9KMCIHfattUQ/blaWtd8fq0+X7qPuBA6xnIt6pki13yRRYnwrbszCT2XI/dmYRYvgA/P0OfKuw0fTX27k6F3xtMgY06IHFIY/bC49u+xmqGx/TtsRb3QuYyyD9wZYRGegM1E57/OU+sfFzhshvMNvr4+J2uj1uN8ro9WN6smR91rvREp9BABymrNtDyXZstFFekEEPpZ0388rz2I6WsGuR23HzGfxPz4DP7mn42ul2cIUGzRktUQnbecTn4rXfZIdVEgxZixs/Q6LTOchC1OO4h9fbuj0bifG+XM3bGqeIZVI0hq49ZE8MIDsnw1zqR/60OTeF2TZECjLbhpAfspH7JoNSkSemoEcOyCczQBlyDyiAzGHz1iyQzYX2FJoNGikFoGHMJyNkDigDPtpcNheULvNAKvNBYVkIUuTQb6JcBhol3walMf/4ZSVoNPJQBXA7yOa1bPqdQb8zeFZk0nvP/9H0Pkjv/fTeyN0gE/M14WUoyctU+jeC/oV5wmTSS588BEpBPnw45nEAJ/cCeGn9TpHF8g2U1ntHykEq3wI5OIGWxubj4HRYjoh4s1oBcjC3CsTie6B0nmOZmNnLGFmRkROnTDZ8t/l5BiIdz9AF9HYOfJ0L7x6CV/Phh7VfDrvLYMPGbSXGb8csC3lKjcFKezcT+2iMDe8liTPXO229c1Z5WsAfJ2AuiXEmw/MZclpek7PyprwtF+Q9uSgfyyfSK1fVaIqO0rCO10k6WXM1Twu0WOfpAl2iy7VCq7VWG7VJf6KbdIvu0N26Xw9qu76iHfqq/lZ/r69rp57Xd/V9/UB79LL2ab/xmYAJmTEmy9xpcswMk28KTYkpNWWm3Kwwq0yNecQ8ZprNBtNitpqdZq953hwyR80xc8KcMmdM1Lxhzpku82fcpPrNVFFjI6B61WL93GKTTflU4gLiAuqcoE4H8V+I/0gdhzpfI9bEmGY4cdBiJ2yxM9pF9Ewu5ff2X7Yl8az+f6A1nTq57HsX5XcT30OcT7suMe97ZhFxOeVv0Z8Pkvz/OvHcJP9/TVxI+RTiKcQ7iXdSpz+BzTTiaYk5aj91XiHek/BHI8QXiT8ifpb4Ofb9alI8FxKXUuejhD5WMCH/lPJPiScSP0jcSrzDYveIUxHH8lfKQ9QpJn6BuNRpQ1lPPId4madD/HDSunCN4uvijk+sixvmG1EtT0GjFTfybNkle/AG/ks+l2ls2wIS2SY74ckvZD/e4D5NQ+aYBGkLeCvYxnMv+HnoHAIfBT4GPgE+BT4DtmfNG+Bz4C7oYIeKPdn/Dr4E/gz879iLijs3bIhmgMeCJ4CzwdgvOhN8H7gIc6xkNC6z/Ke3S1neYUt5n9HYxvIUJduoWU7cS3yc5RGW3h477/VFZNCXZQcl77CV4+tE50FIfkX5zxxkdf0x5VkWeyNLN+WHKT9M7Hnraf6GOoXIL4osa+/9AWS/MZKF+t/6z0JjS/85i69dsvjaZ/yq+jkifVWuDcL2XUGcBHFCxhOs4KCZD5pJSOxoebCXBdslsFyGDLoC990aeUQek2bZgDXdipH3Yi0PYR2PYQ1PYf2iWLtzWDebVxY7i2zUnWIbdTszM92Zb6Nuo6K/dA7D6nbnPuBjTpPd3U67jTT1j1DnT1ZfzxMvtKPJW3a/yzvc9RN9K+MjyFO+eyF5muM851s3MNo03wHKD9vStw9lm+/QgGaX70Xm8vje3RHbu37pkys47/o1jd89t9LIQpt999eD7T1iM3g7uA28D3wA/BL4ZfBx8EmwvUm9Bj4LfhP8NtjexOx36UXwx+BPwPY2ctW+lvbTFjwKHL7Vnv6i+/j/tncN7gsTkCfyuP+KcCOo5Gm7T55FFOOnraLuJH1tPoPcorH/BzRGwq//W0sMbh+wgO+BKO6tCVv2O3UsOCNmM8AeT/MbeY2sw75uwtptxL7ePEQ3dUDXyI+w95WWg0kjKG8RXq2FPoVwq8rn3cpSMXjJAK2BrSaMtRF3zVawRX1AfegZQzra7dQwbqp+WeN+KBvcK2i5ouPcqI7HvBzEKE92g/fIONbCqIVR8/NfgRqpxXsa4YyexIx2YS8+A409GtJxOh4WT9LLMvgxDH0SN19x+677ehz8XfQ7tyv+tUndD/k/xlqQXx4FObIJZBCFFpS7uJKvyx9gzd6lrJ6Bb7WQRkAK+80o18vjKDeCHPj7pN1zIMVZ0wqJ11/lKziBajBCvTTA0g/lp5zfJq5Za2KO1O/FyWTXEacYv+qzuZKjuErN3BeeLupq1zcA/4OxNW3+DwGxxf4AAHicY2BgYGQAgvvXThuC6IfLpQ9A6csAUxMHjAA=') format('woff')}"
}
}
]}