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"_text":"Durante a ronda, em todas as rodadas é garantido que aparece um número de WILDS em posições aleatórias em função da quantidade recolhida no início. Todos os prémios são multiplicados pelo multiplicador total recolhido no início.",
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"_text":"PRÉMIO MÁX.",
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"_text":"O montante máximo de prémio está limitado a {0}x a aposta durante o jogo base e qualquer modo. Se o prémio total atingir {1}x a aposta, a ronda termina imediatamente, prémio é atribuído e todos os modos restantes são retirados.",
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"_text":"As expansões ocorrem apenas se resultarem em pelo menos um prémio.",
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"_text":"Obtenha 3 ou mais símbolos SCATTER BEER GAME para ativar as rodadas grátis BEER GAME. A ronda atribui 10 rodadas grátis.",
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"width":1400,
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"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/BeerGameHolder/BeerHolder/WildHolder/RulesHolder/RuleHolder3/Rule3",
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"_text":"Os multiplicadores são aplicados a todos os prémios ligados aos WILDS. Se mais WILDS fazem parte da mesma combinação vencedora, os seus multiplicadores são somados.",
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"_text":"Este é o símbolo WILD para a ronda BEER GAME.",
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"_text":"Durante a ronda, todos os símbolos WILD que apareçam recebem um multiplicador aleatório de 2x ou 3x e permanecem na tela até ao final do modo.",
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],
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"_text":"Obtenha 3 ou mais símbolos SCATTER DUEL para ativar as rodadas grátis DUEL. A ronda atribui 10 rodadas grátis.",
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"width":1400,
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"_text":"É garantido que aparece pelo menos um símbolo WILD numa posição aleatória em todas as rodadas, com a possibilidade de expansão.",
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],
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],
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"_text":"Obtenha 3 ou mais símbolos SCATTER LOST RELICS para ativar as rodadas grátis LOST RELICS.",
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"_text":"Durante a ronda, em todas as rodadas é garantido que aparece um número de WILDS em posições aleatórias em função da quantidade recolhida no início. Todos os prémios são multiplicados pelo multiplicador total recolhido no início.",
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],
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"_text":"Antes do início da ronda, é apresentada uma grelha de 25 pás. Escolha 9 pás para recolher números aleatórios de WILDS garantidos e um multiplicador aleatório para as rodadas grátis subsequentes. Os números de WILDS possíveis são: 1, 2, 3 ou 5. Os multiplicadores possíveis são: 1x, 2x, 3x ou 5x.",
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],
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"_text":"O modo WILD expansível não está disponível no modo LOST RELICS.",
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},
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],
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"width":1400,
"height":275,
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62v+gNeH2C/6uIYj2VOSXlhT5eTD7w55/81t8efGzq6M0ba5NgqNY//VngwHtPvfPGzV8w/KCBwy+hfRWKpIIwV+A2yFZyepHLpV62Q5QI1oPbIvzDv8wcwpcyf41NmV/gILm8+4XZn+e2m0/jKtou2tlutkkdhZY4L7V4+QC09n3aGrT1D7sZjXRO7oQ5KUKNqTotoKQO5sUNHg4IqkxG/QW5DDEpknxpECLRxBsDgQAvBFZe/U79pQqpoO4MnasEj2/HpP50+oNPTT5+qnG9PBSYrTp9W9X6ZLTR/gC+KfOI0fj1J498aMZqmtHZ7rtx+ExnvuJrSOIhuYvx0JvywEjBN8UrcpYFoTmyHbyDqMGr5/VxeI+Tu9YzH11fx+PruDPzBZDFv8JhFuPBWyNrrzjlphEpjUfzrghCzCwIoSGCPgS2Qam34sbMP46PY/PYWNJOnI5k0rH5GsgQ3vrkVhP6c6Z/4VSA2h2OeQ8I00+0l2o9FWN1YZ6C6pcMhNgqeaqAbkCsSUEcIY3Ob7KXOtcPfkOpmJEpTNUV5AubfUf3Z3lA4zsNpVmTxxEZeCVp6sCd7McCE8x6IwtrvDynZCxI4hYcx2Tj3M8719cd1Y6vns38E+5pyIDcZP7U0+z5ceZbWRl9C9qWi9lM5umTxW3vUI7kondIGWteWMeVEEDeOyfcy9XCvVYaf5tVhHJRCD+BqZwUgVqRVW/UWxWUOo4HUKH0GeEffFL3j+fwe/4KwgWy5+Fvy7778Cq4kLIfkgXzroFg5iB09XXSvFmDH/L1tVk2/zjLjw9DvwbkTjlACq5khlVvEZmBeXA4aX84DtAKUvHhmzMPyIhiz0W8n2UUryOt4ZWazDugn6+ZUz3F+CbABaoTL0NcrKXZ07eLiwPBnLhYAiLJIomR8cu99x06el93z31HD93bu/n9taPH9q8cO7aG9x3+0O7djx8+9MHdgEg33XffTTdduiTiUZzJpon6EFTaCUi7AlM4kgsQzqZFXYiRTlNoUptAgBU0lZeNgzQYwInXW2HMjAwcuuumxNm1/vWvjLXOzg2Ry0f3Nu1vpWIwm/n3ZHeqhY13go3XhIppDAjmm6ORAka3grJvh9DZtEQg2GqiyEKjVSsPnu3bM2B5+aP33SZXya/JhZs+4//MB/BVjEASNh9mMm+lyAT2TA40Ce74Ckv4iUYNqKUGTafFyKjXWnVWIdGENFiTt80UpZHneMYXs8SX22+OpPhvnX3y7PpXx2dG08Cafftr+yo0ma9jb+ZHgJD/0pJM1VA2VG39Fv8rYGQElaeiThAblxJMFnQPdisHGHMC+tIAMxqBnWFpOQ6VExYP5CKk1UPwv96x0bDiD6/XdXd7O+sTw+U37W9YLvNFxssak562mqbx0q8urBsN+wzuugpvWdBqqhlqmLrOaprWW6pLvGV+iy3RJ+ClGvgWAL4paX6F8oZlQ3OMgqgZeojezTweXH+F2F4hB+eoPk+D3N8O9+qle0/mSrzRZ+SFQQlQT6GLDgu06vbkucXb7l7/+Mzwgbd6T3f80Wn8Qqb+mcUR/E1GE53QFZbzAQzPY3EoB9YqN01ViAoFlMEcz8WNwBVABiNZeevIvx9+SG1TKGzqh4S8VSbln+D5iQD+Mms7DzDog9B2MQql/C6jkuZZ0hR+cvAAKhajYpveoacgRHugfhZR5naV/cJ98Nnj55XaQoILtMqzx794eFVlkMtNhafXzxSa5HKjapXSgT9va0qoVNVJR6YXaJqJLgSCe0L48cxUeNnnX4zix4E2gECykLU1efJr4LbBYBAnRIV5Ixd34jhHFs585nPHX//hxhMfPv5DXJJ5BR/Hk4De+swTKMvPLmg3j0ZgCo6madIEi9gNumAw6DnwKrExzoHIc3Hsf+rEGwfeOEmVN9OX+Uesx5+n7UAkQJzMjwD/RAmiQvNmJI22hWbbDzLoDVLeTMgSeIkzo8SHMu/Dr2Uu4dP9pHiuf/PHjL7+rT3USIAMChEi/F/OuickK4RywCgzxebKV1+9ePFRbv/wZsMfnM80Yh4fxKq9md+K6Uy4z761B21m+2V1l7ODwdl+rWB5EvCyX7jw6qv95JvDbz0o8NWHlcRBXoJ4L/SM4rr2lEtOE7cMCW9hAnsqN1vyjAK1w3QZYeZ836v7xfTHHsZK/K1MHZ7JPM7a28ps7cWf2noc6Chm7V2VU9YzP4M2JAee4k9levFn3tsq5PLJPIRkGZrbZvc6C2SSfUX4FsYOBIUqM2UGbcHoIVYzD4Kd+JNCf1DXZWuu1ZCMpbbaWGioazAUCLkO/AYJgFULQsynsUNYYsOcTAHhnrTiAu4kxA0KDjw+uqaixCyNoFDgJSLgLA30rlUFCmk9yXGfTtndLox4ryvoDlpMeq0qH/xI8OKlAEPPZ0M+iN+2A1+jFOo1Y+zfu7fPLOP723sWz17YXVMZSUP95cHdXVXh5CgJTC9k7u0rjQyOjUzIOE9jpU3fb3JmfiBLxEqCnZ0Vgh0ZBUyrI28iM/KiDWGMBeBggC8GhiTtlH4Q+DEtFFN7f5ol86QsilwuDP8sHX7xVcXiYpNkHqdTWqvF47J4rV69yR9k2T8wlDkpP4h2ldQH8incWLSWz8mw3DKYXDq9sdTSb8kzDazdMdDUOJxqI63eJp2v/K477ry7rKiNvJl5ZXY+b275uvkvCzJbDXN6GebUTmMqGkpZVIQjViEBLuZNzzNFZik6wHGMTAatGtwGO7bTmEp+hdu+HWDh0iO3tZ3oLRt0FLtaXJe6O8s63O72glvefd3ZRmPhhEr3ld2LJt1uCGUJpYPYGZ996KLI53wsxwaWTHZKPzhZls9uIO90lnHn+4VVPE5BGJXOlPeKchjDqf7tpT6oM52yWi0YAa99Vp9ep9VAoGjG5jxpUMzQxstxM44L4haiYsVEDQaJC4Hbe5oHbAqiWBs1yK0DgYFU80hrW1sBcPtd5V51jfnyZl43XzE5Oamb37s6O7tHkCk6VhXw3ILcaFcqpQKuF4JXQKh/Qv2UlW0qd+TgbFaavra6bW6dJl8J+mDBFtFHcWOvECvlxLVW0AigHofWbsi8h4z2VQ9HIyP1g6d3NR/sqe9QZCCOCdx8tGF0ymicMhiSZ2Zmz+8a6W1vGaRyoYO3e8gm0Lg7paVZfa2SyEHVEVP1IPDficSc5mkWSckXgNUbogVxMtym8erqVWXTqXxDICCtqFGnik/U5no1bgg8Zm5Zm51dGOcbTE59xDp4C76cqcGXq7y+lclC5bA8f5VnfNSBzAQg9ixFjwpCYQD/DtgiU6hBVAohmpKB7NCLeOdFUYZ8gERytAS4LeKUkFjrl7yyG+j6cBDo3ugXamYB7eqKAFl0kTgUKC71ljrtOk0BxIZ0mViALGu8lsZqUn6XClLNdorXKiUmqHxh9YEGeeHEmfONS5GJk23dBMucI4l9x4+fbdm1q7W3o5MEhrs2f3j8lE4/V9LXblCXqEpC99588YGp6+bn9wzvNq3MMN0eBWELgk5ZqG/D0ZRmGog+nXXKzkvOrx58syD1yHOAhkZXVNBp9POcjCgdk/GFvauHR5Nra6TMUakrCc+vZD6Ah84v74Zo4E0q1zTa/zPy92zfQlmqhDm0FDRO99OAe0MMPui+gtxdBIordhFYocfbbX6/zcHzA2vk713eYre72Ov69uZrxEn1Z+ubWzqxH5YJ0sGsamFWmefBBnaaZhk22OTsocsLN9CQx2Y1GQqdaqffpxBWs7Nwym372CyeTvMOof8qR1SrKzYVlaz1k496XYySt25Rysflcr6SLG6+t29W4nMEWGCgO2806gJOxsw+1QwgZqOfSFw22GTbaA7xNUQVIbqtJP6sDHOqkPZDZ77/s3OfSK6u4rOmOou2UvfMzzIv/LL6OcpeoR9Ev3Pi+vxpyStnbkCcThRMTrYutw90w4tOCaKusjEB8ADY9DnZL4X4S9QFi4wtxCgVeRwVDSnV6Ew5QNw3+sXSPJJbCAiKkdtJt/rotepCBkpe7N020lkZysqSlckXfSdPze5e29udXN2Xrl8b0ypsE7FzoTzHbhKY3w+SNXxuejTzQ/jYszvzz8TZXRKeLCvJkesAMqJ5RvqndWxoTvopw5JuG5mYy+QkR9CdKasgGbRIjnNKplN6jEAmhTEYsVFx9RgY7fi6+euYGgDFjlmR1qHzWSJFfC8H+q5YFz+/M/4PSHlBAa9rrgp+y+842XO09bZTvUdbM8c7+vo6Ovv62rHm1ktt56Zv/aPWszOz+/bN7l5eFv0UHfgpgR320wCuSb7kp8APTvgh2c8cg3l+2wHpl2DPi6jO7jBFV9T5PfZze02V92A3FnlHLZJZGiJepN5Kst+q5GRrE1q5tT/Yl8RNQ22pFAncdeft7y4rMlQaf8Cpun2xyckp3dze9cmpfSgH9+lYJZ9MBxDPSb4C/CDCj6xPJvlg57ddL4beN3DMJyNkI8dVuKqK5JPRcYo+mTwXvpmjAPjOczRdmfUQnuI4hXUwuXj6+qXkgE2mnli7PZ3CyeG21laVsdzAV1BHIebrfus3uGli0rC4DD7CMpJkHD8IYzSgfaL+0lURrQxcMjpE+MVJv8QxGhj6gYMkOZV0Ei1sErNILBXAeDACYVfBjBmwQS7MmFUprCJnRX1O4y1UOVzhrujamEbmGCEBjiwrw32JzKvEuRilOflK8B8/D3T+vtzG+f9UbuPzJ1bqh338QllTwgS87QoenaucjPB8bzBWZauvquoKPDg4qtfN6Z3BYoO7yGSO1Jd19pkMw1qzx2l0uUzGcIPAUwPQuo/ch2wolWrWAFaAjABggK8LpMq4W6ipYFsGNvqpwG/vGTCbjAa9juVgbdhGc2WBHFcL/BfAcjONRWHOzeZSnaHeXdob7RsMtD78cDStVAzlqTy9bbgkFj52/XDmr0pLBHoGACd4sGlGlP40RzceiUGUUQ4TS5j9QnvEQB+QS7oKv1k6bY8UL6jhkhGBDfcLCYrt2CibYyH8uFbu2B1fuO7AwdEUcW6+1lUSmt+HlzJPndszi/XZvIAG6FHTPIuCYSrtfSNnrV+N1HYhmyukPuIs98G98MKRIyoLJ5PZCo4c+TZE9n9W1G+3D3hw4+ZrwlhVIBAu4oLIEdp262VcNotDTYtgxpwOvYPlBSEK5XPyK/EkYQkWIn7jePzlPL0G3E+NPm/o1P3rnSoj/FCpFRMnxhQaFZGRAq2y+8AD12ONo71Zp0u2OzK/Bqr+qWTBra+rN2A+87cgS0ZdXcqN9UAiKAOMXQ9jV1HEzldw3FWjNxgMema+ubi1Ns5R082/+Nnrb7pp47Nf2bj9jg1sxHlf+1rmzczrL74ojBkDTmmhTQf1vxxGOUyngfkpQrvMPRGQNMDbWWrBmMvU3D08LRgfO6IGwZCb1WvHfuZeGrD71QXF+vI6nQUG9iLfWuTo9OPKzUcGpuXcGJElokIuhIe3zwINb5Oj2fj9ORr82cw6tmT+HZ/J/DO27cK3jvRlLrJ2bVt78Dy5DBFMaSpigdYwXamma4d02Rb+75XCg5OyAaferBf22MppNAX4mEjSz5o46BDEsEqzhUayVjy/cl1LU1PLynWxukOHaisfxT0D91eVTOBI5XsGekdxqOKe6wwK4/K9FUG6OvLzLSNuJr8T/SHm9mF8Axb9IbpA8PPRUfK7t1w0NwP07pfoBXynGWph5WtVWKTYKy0bnsQDQK3eyei1MjprE0FKNZ0LFnGbWeQN+CWQKRHdBwT+0bIRCLwEBI6KxJdQ2oX9ANhBVPhPkRU1sZxMpRLYZgQgJ2kDxr0KzPXQ1X4yTXURAGFVjP0INyxtv6CZGrZarVAmGFaKUR/FUqwOxCyupK2y291QHoiZ3exrI27QFvK2qUShiX5O1hQitLUlrDVzHzMEkR8hvRIdR6+ip1DeMwQ//dTTiSirw9YJWZ2wWOdFVgfn1KHrYVOsTqlYZ/CqOkLeKAN12hHSKdAusOJXX6f3Ppdz/bVs/dONQn2w+zRXAdc7Wf0T6FPidRpP03a6xXa+dI3rCnRql9AOABmuYNdvYdePB1G2fjm7PiK281LO9dfE60BPWmyH4TetPyXW/z7zxQrxy2yPYh7SX2Mvfn4+Qvn6fL26ECrkGekmEkz3t4ToWpb0BZ/QuJTrSk3MvqF1KQ8oNBV2crnhndUqYbco/UA7+soHT8GaMgl9ccJ2X6PJZGQ+prR9RintPsUn1DH7QIFRL1/7kiZm64fODpAvi/tnaOP1t1ULGGbHj+Fmbhw82Viq7Ir9kaDvHNV3mqGdFHGEQ4MWukVSDd16r7FFUqGF6L4584OjwZDW53DG7FFPd3mqr76u+1n8WPKwv9xvdrmtphpHUUtdrD+xi9Jgxg/iTqAhjPpTvUEI8OkeSdAWmR7QVAc0ydmuP7rQvEpVGgw7qA5cnxYzWAQP01yi2+mwmY2aQhTGYaVaijqFDZM7nJErt0t+tL23xFdSMT4dSHm8u4orSvfVJeIRv8tV5QwXAWXJymBcJcuvDjV0a3TdBqPfm2oOuMD1MCQsLnRFPlbM5SoQEVaNxXSs2STlcjGYPgBImC+cr61J2jq1QX/hWfJrQ0OdodBYXWuh7ckhBv4Os/tVrL2QXqPgaPKIrR6DW3gLSxZPU89rD71hxML7aFaf9mClwxXSEHQbNgiGB3+nu99nsXvd3li4pN3ii99aVadoUeitNrt8tDw/wvYD4sfQJsx7IbVnqgIFJyWUEZ6kvrWYlRaXYzi1NWrU52zE3RzjcL5NVRl5J5fOjGHOVmXIs+QFEssSf+4F/uhRhI3Ho86XceJyByK3CF4QIAzSm81S9hwLKWscUgj8whZ1WaWhx1HvrKnpNlaUsvx1wlCoK3fW+kTOSX39MXkNeFfN+oogag+mqe5AnzK6JZNbUtAQghsWXSuf3udTgmvCMuXCQmW8im6Hpx4g71OGFclKVyJmCWnqFcmYM1FpiajJfKrT6apjbyyf3wpvqT9kn3UqMzWJn8jus84HHZznBlEBkMK0UNpjC9YLc5M7dtrSRRIOD9qEjbZqmmFjO9aN4kZbtj0IzzdPfeVrE833Eyx3q3pP4H+bmWnAzszr0+aErbBSd0jgkxc/gHtgvj2oLdXiBrXCLh0Rci10ny2YeXit0C0VHAaugTfHTYs+P0co5zzI4w/4eb1SDU6dmVfmprB37rWtxZWfyVO59W2zk2PeDquj3RGNV5Zb/Jqgnku3LhFZR6pzQK3u0xn9EX8ojzN9B7p1AV/SQJ8ClaRCwv5UJi23XrlOkl12UdsgRqErl9zAh/8Gxx6HBlY66jJ3ITYDNhjvAOCMDWxiJapP1QSKDAq2RxU8VAgOQB5X6fEANkqKKxwedtgxKi2x+x1+tYoGB4ptXJFgRToLsnOPqlJaqKAa+Kn60RJPMDbe0TdcVuz2hVoD7iLe6fAWl3iK/IFgIMJz4zW1gZhOX11S19FWV1KtN5YF/ZWOpNNqKypUFdmtzs9pAnCH1+HkC0FmjDCWURgL3WdZmSqnq4kQl63K2emu6eyeW4KG6WYAvbbQrDaL+Tg6AimqhRGEqhLVQjz7icGh9OjgSHq8tzfg8+EHTh5YO3H8wNqpvvvv6+3r7WX2iGL1GDeGnCiEelNdNGiVAf4WgIwKe7NpWAHorKRbhEBowCmWT4tHbeTcsLjoE3KHzEatWti4lSewVNj7jHcshNB9fNnUKTDyV1pe5fDWNjs4maY61Ngz1tk1b6ycKAiVhiO+aJAbk3Ht+cHWsMnTlWofWdxTMd1d8oMSq6+xJMKHGf0GoH+Im5DoN2BOroKZL5D2llO6KUTIgZ/yq83MNv1Ws1adr8yh38x2Kko7d66R+gX6n+ycN8QmdvHOgiJTbZODyDSVoWTPWLc36g+GysLcxMKeitnuqLJDpgi3hUye7lTrWFtJmI9EbIE65pOAH0x+QzZ1QdTDfJIevDd7vSTnejrnui/n+uD2de5d2eshoR16H3k+W37rNcoHaXk2V+nM5io3rpmrdLK2jFu/A2/500YlOodQZhHlP4PI5zKLzH2k5SH42MRPQvlJqRznltONVM3s/qPXLDdvvYk7Wfmxa5bT9eJ5/BSUX3/N/r1AXw/r/4a3bX8MfwrKz1/zfnABIJak95+55v02aH+A0XdWKudyyw3Q/hD+DJTfeM32jdiMR8l3Bf5tnRfKt85v8w976Lq2wD+hHOeW27EH4qjvCvy7RrkZW3AnKz92zfJ8uH+efFvg3zX69wJ9Paz/G962/THyHYF/17jfBe2n2f1nrnm/DdofYPSdlcq53HIDtD9Evifw78r2rzjHhP5LDirlnlNCf+BhpNyzSOi/7njRjvNF6L/5gNDO80Eo59APn5BO/Vx96Of3n/lB/y3nddD/gxM3O8/coLc5TnPlWRr0/92pmCvPxaD/xoMtPf5a8WBL7rlI9B8cgsw9u4lqrWKY/DWleEjzhBh2X3FWBv2nDsPsfBYA+sMP+6OdZ0VRzmlQgt699Stsy7YJTeYe/njKfs5+IKfNTMGOMx1H8f/Ej5Hvs3MwyAj30n+3207bjtlO2aCMCA8IYHV59nyADfZ8AHTVaX5++6R/C+aVj1z/TteNdxcPF9/oHfJef5vzwj3eYd+NxUObrhudT6bvSj8Bf/Dx5JNPvnkX88XlNOfCuaF9upZsh9FWAEU5TinEMLwx65jia7qrL/T1dw/1DfZifjJzbkrX0eErKsJ/3dffM5ge6B1qb+fhp3ZxfGJ+fmJ8ES9sXsLTB1arE4mazPuWxiYWFibGltKra9WgMcBv4A36e8YbxhnKFYEjUHZo6yye42x076RceHaAeE4abfV0d/fMtXd1dr5j8VfnLrwxv/zG2XOv74V7huGelHCPNXsYmmrxSDs9VU3ve8fyL87d+Pp1i786f9Mb83TOu3Ax8ZJ/oLlqIzvjHJeOPN96/BPaZ83rpi9pPnlifrQXj75XvZJ49tnEivq98Q8/Qe/tRHPEQCJUFzA7v2xmZ5kxefbZ0eeeG8V2+v6sIFvlW7ejvwRbm6sLl5XqCtug1q48o6q5vq7pIuVJFfo3XIKnGE+gtao338RT8/+HepfYuhm/H/gAbdA5xS2Lmd8ucra3DoCMgd3Cm5Jd3t5mRFEuJME+nX3jqWPl+8ZOnahYGWtvaGhvr6srAIP8wamvfhxM88ztd995xx3C8WHorw/e1tieSuSlZlnBrLKeblm2+vpq/nwKfyqw6LW7mjvet1kD9cug/q8Fm9yC38Yim71lH4m1+xsqSnv5pshq5+LR8sGqG/CuTP3456pHBiqq6oJFnWCSZ2qXF6svyFhM6oex/VKwydb/wBCbt232/6pdjJYul02ld083N40OJmuq+otrggc7145OtE9O158uADNssXc1NdWPddZWJLzWHk/J0kD3lJormKJWWsBmmFdiZDbZDDZZsMdUGJoxMDjBjDLuznwFJ9eWl/dznCzPrnrmkQlqkXc/8uajnnSHwVRlyPwr42cDjONfgJ9F0jiEQz65Bjku2KdfxOe95mSbq3f4/Y6UCUzy3BbS66qLWvY1vbPAaNqjNavae27Jl7nx1MIXZIrYfMfRCwK9dP90RrIlcmF30zVtc2iHXcbFu9ZbdOHuo0PGKr2/rG280kIUxp6G3Yc29id2NTSGG73u+oL2Ow9IllkV6V2q48EyH7k43TvYAqYE7HJV1i6zcw5glwWzzOM7M4/glzO/PkYOLAxsvgMkuELc501jx7gosVLoH99hpLkkzoqvcDwqxBADmw6dHq6P7apfqKmbr+upDXaUNqzsKmmqi5XXNZakUj2pusamgn0z3btdnvFUfToYTDe0jjjBOFc0TcXw08b6yrJYrCxenXl3c1WstdjZWRVrZjwsB9r+TeKh9W1sMZDGGbOH5ihxnwfW8eXAOjOnMPXUzx3c2LfrQEoX7jmCw01ed0M00dZQIJPNgFOzVMuLTs0BZp3xMvg14YF472CqR5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') format('woff')}"
}
}
]}