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"_text":"Gry o wysokim ryzyku wypłacają wygrane rzadziej, ale oferują większe szanse zdobycia wysokich wygranych w krótszym czasie",
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"_text":"To jest symbol DODAJ WARTOŚĆ. Zawsze przy trafieniu dodaje losowa wartość z tego samego zestawu jako symbol PIENIĄDZA do wartości wszystkich symboli PIENIĄDZA obecnych na ekranie. Po dodaniu, przekształca się w symbol PIENIĄDZA o wartości równej tej, którą sam dodał. ",
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"_text":"To jest symbol ZBIERZ. Zawsze trafieniu zbierz wartości wszystkich symboli PIENIĄDZA obecnych na ekranie. Po ich zebraniu przekształca się w symbol PIENIĄDZA z wartością, która została zebrana.",
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"_text":"Na koniec rundy wszystkie kwoty zebrane do tej chwili są przyznawane.",
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"_text":"SYMBOLE PIENIĄDZA JAKO MNOŻNIKI WYGRANYCH",
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"_text":"Po rozpoczęciu funkcji bębny z gry bazowej są zastępowane siatką o wymiarach 4x5 pozycji.",
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"_text":"Wypłacana jest tylko najwyższa wygrana za zwycięską kombinację.",
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"_text":"TO jest symbol ODBLOKUJ. Przy pierwszym trafieniu podczas rundy, symbol odblokowuje pierwszy bęben z prawej, powiększając siatkę do rozmiaru 5x5. Przy drugim trafieniu podczas rundy odblokowuje pierwszy bęben z lewej, powiększając siatkę do rozmiaru 6x5. Po kolejnym trafieniu przekształca symbol PIENIĄDZA z losową wartością.",
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"width":1269,
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"_text":"ZASADY GRY",
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"width":1400,
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"_text":"Traf 4 lub więcej symboli PIENIĄDZA jednocześnie lub dzięki wielu opadnięciom, aby aktywować funkcję RESPINU PIENIĄDZA.",
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"_text":"Kiedy dokładnie 3 symbole PIENIĄDZA wypadną jako wynik początkowego obrotu, przed jakimkolwiek opadnięciem, jeśli nie ma wygranych, wartości na tych symbolach PIENIĄDZA przekształcą się w mnożniki, zostaną zsumowane, przesunięte na bok, a gra wykona respin wszystkich symboli na ekranie aż wypadnie co najmniej jedna zwycięska kombinacja. Wszystkie wygrane pochodzące z tej kombinacji zostaną przemnożone przez uprzednio zdobyty mnożnik wygranych. Podczas tych respinów i następujących po nich opadnięć użyte zostaną specjalne bębny nie zawierające symboli PIENIĄDZA.",
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"_text":"Runda rozpoczyna się od trafionych SYMBOLI PIENIĄDZA w grze bazowej na tej samej pozycji.",
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],
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{
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"_text":"Runda dobiega końca kiedy wykorzystane zostaną wszystkie respiny lub w momencie całkowitego zapełnienia ekranu. ",
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"_text":"MINIMALNY ZAKŁAD:",
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"width":254,
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{
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"_text":"Wartość wszystkich trwałych symboli nie zmienia się pod wpływem żadnego mnożnika.",
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],
"fileID":182935
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{
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"_text":"Wszystkie wygrane są mnożone przez zakład bazowy.",
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"_text":"Zwrot dla gracza (RTP) w grze, kiedy używane jest \"KUP DARMOWE OBROTY\" wynosi {0}%",
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"_text":"Awaria unieważnia wszystkie wypłaty i rozgrywki.",
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"_text":"To jest trwały symbol DODAJ. Zawsze przy trafieniu przyjmuje losową wartość z tego samego zestawu co symbole PIENIĄDZA. Wartość jest dodawana do wartości symboli PIENIĄDZA na ekranie dla bieżącego i kolejnych respinów. ",
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"_text":"Przy każdym obrocie SYMBOL PIENIĄDZA przyjmuje losową wartość z wcześniej określonego zestawu 1x, 2x, 3x, 4x, 5x, 6x, 8x, 10x, 12x, 15x, 20x, 25x, 50x, 100x, 250x lub 500x łączny zakład.",
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"_text":"To jest symbol POMNÓŻ. Zawsze przy trafieniu mnoży wartości od 2 do 5 symboli PIENIĄDZA na ekranie przez losowy mnożnik x2, x3, x4 lub x5. Po przemnożeniu przekształca się w symbol PIENIĄDZA o wartości tylu zakładów ile posiadał mnożnik. ",
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"_text":"Wygrana na wielu blokach skutkuje dodaniem wszystkich wygranych do łącznych wygranych.",
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"_text":"KUP FUNKCJĘ RESPINU",
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szi9YsmzuVfO5sxCt17qA+vdCt07kL0/VBtw7qXEE994H7gz7o0oHj9evnVmTJ/Y8cWOqa1ViuDL7YunD3Qz6Vq2LW8vLWF4OevWCP0WeVyaw+o9FnkcksPlw98cFoyOXec7n4qclarCN5fjN+zO0rKSACtwsfe7cfdfrirs1v9LgfWtiVkZsebmhgC5qCloTC/vLGncvKpw/+fNkzv3iqFHdp7H6NJteedvOd9sz+2Zt7V5Qnylkd6JOkq5KNoRa/wZQ7Z2vbshObaxa+/rVY7zZJUo3ZxGOTVGJ0cbY6iSZ/zJhiPHWPKqferdIf363SD1Jt2HQfpraTuvMvZEwll2n3qTz3DHvmfpXo7qHvX5ng4nvrSBa1iF6BRJwOs4AmqIvgLyOLRXBkABN6WQS2gl5wCB+OUmPxfJxKjcFf0Ti+B5DSRimn3rVcdYv0ca/AApz4EDger3SAcpP+V8f7D9CAFGPp2UFwBVMjcId4EWgF1BhoxKvxANd3ZvQwMxkdo8xUgKwVozXEBPx3ajzRVkZ690bmH/Ao31paXxtM4vPMkwOWud0P2Z3srN7+mjWf7+/0Ny6aO1179wSBTYu3zQ46MvSSbLsuWWNLA5sV2ayqvP9nj89eXuUJNuPX754rSGpBD2FNBTWZquPWMgFIEqvbl7BC6QvQAX8gBGI1gcefIC5FQM6LXRNTLSRTeD1+X67VbEKWfbuDrYVGRj7J4Gkrs7Flbbm2KuVZnjpFKEjN7Rpo76o1Fufo2cLazI7HBsff6Q6veWH7E+w//HpnQ6Qs3Wh0OIwlNPXuhxBKdSaRUakNzgjlN+XrbNkLIN7BMJKUkvy2dXUsYMWe6kWTm1bXZws1ihN619aLO57/eGu9Xdg4+P6vrR6P1Wzk4hv9glIgA9pJoisgKwLZyE4NsEkQGbC48JIHQzAAnadqqppLLl70oFzt+BCYifeT1eCLfs38lOS5iUS85LZMjweOmSiKceXipQBOtUwp4LsCyvy0aMFTg88Vh57qX58P89Zt3FA05blNj7bkGAqb/aUPV2diRmXOFMusEp6yvNg5oNMwKTqR3OPU6eweMG/66kafXpCoYLUoQcmmJUvsk7o2NOV1hQPJqWUdK8F/6jLVQmHChQSND3/Nu0SjRI3LanVrOHwi3CliJMR2DqgnKspNCQrQIjoeX4nfQgLMSPJ0BbqqTQuLjIUNOWxduCo9wzajs9P5xPmRWV0nQNqPJj+H1uH2BJ6tbnV9bo1HJVabJNguS1cKO/b/9snXQPalfgWnNVQCM4wGSc3Q35wtq006Ucf88YkLMMOVTx49+6d12e3Z2p4/LN92dXQOXgDS8luLMgq7ptggrd765evr6m0IoZBZ1zxy+ax/Xm02jGxPLGpbUhCr405SXL5CI5SY43/ARwSeED8Y+yilv+IJEnCrAJDyfFbw7RFeMhofMaCRjrc7FOvwKcFQz6+XyEjb2/tJmuhHboyBxUQXoFeGRyDm3dY4ckQQa0raJpAafpnU8KyYwk2kyx0FPD7d/mJgk/otAeZy9pa9B6qfu/7GPM+sTYdOLXd0zZlp1eatyq97ZmGhNr8pz1qvY64KvwfsL5wOthboFv3o221Lfvnj3b0hfqpegTfIU3Jm9k/PnVPtkqnCBPYRn8NMorVfM58S9iU+GBFtJuKFaK8UMZ9iIfOVCJdYwXn9BQhOqsAZXIXWKSIemhGSdkFKBaeh9RN7rFQ4rQe3o/VjowpUE2PZa9Gv6W/QQUpHftECftxFW5wOCauQzZGE/oaX1Pz8J5t9y5cuzAgFB5sCNR5dMk1I75Sezgs+Gnz8twe7JBafGezNn2LIq25qd+4Dwb16fJKM74h+gGyEDUhGJkIEuImnAbJhPdiB3fhjMYezn1iAH+2MLIgUNoAjuFCMxtW4EFyIzb+LKqRHiH2imP1qIDXyIF/hIRNOj9jH3+KlJMEEpT0xe2Z2XjcswOVlYBY8CmZ9jqsvQEja50Qv8opIfghj7aW0OQkgbl/FK5qJ85gzR/ZC7JFBeBqI0dGxchnNiwxCV2S1CC2QRRbDEzEbMikx2kj6SIz1Acjcs0CKNlZGruOvnThkAddBuxjtGjvmhp9GtGiLKuKGB0mepFJWxEdlZL+Zdc9+5R7gQ3z7tKXPHpjV/vLA8vos+7TeZ0ban/vTq7NweZp7iiu7yqdVuadkZ1fnauF7M17dvqY1xzV9xbb9bS0/2L623dP+gz8edtQX20zBaU57Y7mdLW6I1zx/9BrzLjpOqTguiO16U425koDfGuA0gds2WWP8z00poZZ3C+Zv3n2gDrsg+cdbD6jNtbuefazVi8unFcuzZEKRWmSZlJtOvzdnR284Rwmw63fgw9/3XV9rtab563u3rSmdykf4PFRlFcXHT4yWo+Vo6OaeDfKVKF52JiaC0YN7ZmL50qVb8FCztdbWeWTXuhk52S1rdh6ZsxvQxxdhtSY37PXU5adz7zn1+enw6534yqL9V64kJLhb1u58o3P2P+7dODu340jkJ66WSRnmUGOOq22K01bWErPHQQmYj8h8qElU4zsysiD5tNEvIZUvEK/U6OamKDYlH2kKZpZ+g0O71kpwA0rkQYZXsfnpZ6uW/ev+ubhEmTUpiwi7WOVom5JFfxB+YnF7Jm5tBWR33nkJfHBp+cXlapOUX7zunZfsFV4dQnirwlUZ1xYNiY0XnaKK79in3CwrtOl2UphQG0apZ/xKskPzzn7lN0/krFj9iMPZ9C/zpP4ck8rqdmUIm5+dnzd735menEULu5zW8u9NSc7MclkUAKTnBAs84rr1bdlQ9vQ/by5X27JkYI/XR6fotVJNaiJT+PDzzSt/srGCL9HK8WJlOkCCVK1UoUnhAQBRQedTMZt5lIppRDtunaISHWUaBfjTGtwO8adCtAO3CsdrFPQxMTjHXW+MfsL8FvVyGkx85MUDLwkgHhduEv8Qj8CEzahgfisyeGvmbxyZ++hrfWFnqlYNzmpsdEKKmk3TucxqSRIfIgTOCpnWqqMn3j9GNmPVT7z6Tz+fsRUon5G8hN8fTp00vaXSFZi5esOG3mZ5eHftFk7fPot+w4wRJiAimggQYDWAGcNDWIxD4LN3j6O+sUEtWuccP03nxmOCojf4xeT6uF4QsaBJE6MG8IsvR0729UVOXgFX520Cm/bUoe6xHUJ4JrJAhpqd4+/RofG36cqYpv6KgszviV4kxTQvCbCJsXF/j/tADe44dhbXgV58BJzaP4r6Iu2RoxvATrxgDyyHXT24BwzF7BBGz6E81E0lcHZzqEp6QHmRz9TYKsQXAa7DqCpCRQZgD/yqhHR4hGtD9nAfxnUqERi5EzVEG+kPsR8c5433Z0ABNjH0eqYqQoJkAZvhQQs3GKCKo93w//D0lJz8wpJm3Erj8a0+sSRW1BVK+CW+oQcqOP1gU3hvmCdNCb9YO+OHrSiB91/rIL6EaIZ34wbwwFkgmyyJGJc4okfpf4uf8SCrgCsjlBS+3HHgxaGpYHAlSP1++BDoBPPB4jf34MFINn6ZzNu3xI5RYoeCdCCGNCcThCs4ueaSwh/QAzgqTa19Mdz2w1YJEBjwJYZYVLc3TNOMH5+JjOAziOYlAGEC0w+BiiZosfYqd6YAN9IX0X6S8xTgkfVHGIANIS/L0zNK2AtS1fq0VEuZHm9WllZW5JkBWA0M3tKyIgXsB4VtD80oAjN/Mrs1sG3Htt7JCaDqsV3f31XExfkqroF90RGutpIgS4XcHoLwxK1zMgo1w3L+ghh3uIAtoCCJqwQnes4/+mHd1PTSIp8UNU8fmHy5ekp6WWlR2v+zDJsS/Yqh0Za/hmHpP1p0ebopT84NGotafGw4XJkutrXPnu0Y+MMPZs56EyT9cPIAauYY1lK1tDZvekCbQuQ3zrCLf3Tt6f1A+8tVcYbVEoZdSxhWdw/Dgolz4fsgbKS1cG6lTeVvLSH8euG11bUWssgUZl3d7n+LXEkM1C8syJ871QHjtS+VxGQbYRcb5eXG4PMYfnzCJ7y65+ySzzLbhK/h0VfVj9RmzO5oTnfbZnTNc8/d/9S8MpNp8kNb33i47fnlTQEN7hVqnMaMIqeWDzLojJaWpBxVZbM+K1eOC/R2tdA/p3/PaNus44ef7wnltKzetk/PneA5SmsMWi43iU78Dg3cw8O/u4uHB27x8DkB6ovroyB6g7lC9rl/NQ9fuYOHf7HsL/DwFxwPd71+bduSM8d2dAdv8rCjcd19eJiiCA9viZ2X/yUezlCBAxNADK8KqQmeU8GiW0xMw6IK3J5xC4r/95nYGR1HFMnxO5mYwhV3MrEJCSPXInUNYA9eLUY71XgeuLmfkdHDxD4UZ1ojTQ8TFDbAhCooIQSMto8vjl2XSun5fHSImhonL+SXxI8/uRgp5Hd8w3AIpIY+lh9HIGVcNvh8iTCClSxEiSmKFHOGlGFSkrBVaYZIkKIQp5nkSQgABU4QG9PE4DxU5BVPseaEi90SQ2llo3fO5hleNR8e2IYvbVONglmvJwUqqoszfFW1Knujczc+vVsyCma8nlRQGS6120LVlUUpEeuroBFMB42HZI9q87O0KZZit7nQoapeO3z4UOw8XY+EZP054qcY7HceyMnGgNsgTLiAZOQ6FHlX74S8JKlGaspOlyTSiIcwlLFJ4ByjLa2a7mpaPzNklfHB2NLf9AreAHOOJRdMrS3JzCgOhycr3sAvH1WAOfA4mKMaNhU60vI6N27//p6hWG5TXYTt1/3d2R7/zWw/dItlY2xP1OWBcA/Iv7+I97vm7Fhay+F987Jz/3pu+S2+H+z7/3z/1/O9lsQnF438jXw/cROfyf2/IHzq6Y+eLIoR/ubbCN8/99n7Eb4qiSbyEwN8QHhTxTSjDbc9JSFlmgnfW3C7leP7DRzfdyro4Qm+N5Ma9znRUoLP3P13FODuYMfv0epBIH6GeJPyYxTHfJ5VosMLJDJfYYmufPW8uoCOL9Ep+m70KbMsCibVbLAWuoxKEZ+GsHR9qWc+Wo+HI1PwPv0upUmeCIC3aenjG4raf/beiRaeALa8/sbRGfJwTX5pz+BLw8/2psusZDsPYhx+gVIw+E72x3ew/9tapHZGEm6yP5/oZen92L/0Pux/QggPRAZkiOccvww/i2gn2P/XhP3/GK9Lt7P/Hwn7d+KOk7ezf0NkQ+TDDaA/zv4FPXgHiOl29BwlQ8xN9pdOsD+D7aIIFuIhgIdHY+x/Cnq+Y38zqQm/IePG2V86wf6/Iex/QBRj/8gYQx9kTJETcfZfH2f/6Fi0hl7Lc8buFXJiwcVLLuOZ40+RxE6A6fj5bwwT+dK4lnCfb54b02JfMFQoVUhXPOxrKzYrtUp76TTr9sZ9a6pUepVn2hyXIEmclFHpN6i0qqq+vY3h50uZ8wqX01RSXGKcXp/kmVSXYSotKTUZvBY5gy/DwMxVIXP5pHILW5QhYYiqSM0eAzu1stJa0lufnaEn/k6O9kLEE3M1XEmj1KkMeHeQNyz482Li0zvRMF3Cy6ImEZ9M1pvSI4+loDWegf64A36li77pGsGV+EXcxQE6N0GemFnh0yvUiqrHXmoIf6+0W1OgKyyRq+QrewLtJWbijL20jh1q2kv81Kq8dXNc0Aq522rWqZVVttIl9VlWPRAmJWdnGYmjprpGKPCUTcs0l5WUmQ05ZjkCKkA8LTKXl0+2WIOkuBK/9GAv08+0x9RUD+QTNw0narYSfXc7LR4Fq40pNGQULByYnt9QmGW1qsRyIdKl4IMSVU7H062TZhbb0nXyFKU4wSFn2ic/X1W3fVk54cBSh1ilFdqbbM6y/rLW7Q8FbQXlBbZkuVqYOc1ARaMcI6I/owGxlaMHMZ+qod+hJr7nt6GDt76fRv+Y4u4BWqkOZhRpSa6JY7bTNinfFmBvPpITU2Ivn/VxaB0rSra4FoPj2kvChvBB+N53T9uM6nOKDQdEWG2fGfbkWvWlSqc0J1CgKVoczmKGIycTwGr75q7cu56oGT9lKPA6xAeEQwJzTrHNoJdJ9qbIhMhUWD9h384J+/T3sS8FBpDUyw9IvXSAs0nUGD4E39vwWcfHBSvWPFUNdrgSrgjx5fAHBRWSi6KMv2CGGx4WH+eBjusQuPGnkIydRcaOkrETKSXVHNfJ+ww6sTwDd92oD3yXcPFpm7hRzyPbOfrP/6OBkXJnuKes8HGvTJrj86elpJOVoTMI+DLSkkkUJ0odFpVUY0y2Nxjs2X3FeYumZds0Cq2Yx5x/gENgrW+aN82gGkmSpCTQiRJRYoqAB2iGeRQikVKSLE5klPIhvT7NPdWtDqQmpKWbibJmUh0J1Xc877WEevLv+MzXgy78uz8Txgw/8Or/hcfGxgce0IL6by070qkAAAB4nHWQwU7CQBCG/62gMVEPejF4mYumHCTFg4ncWjAGJDEBNeFYCdZNkZq2hPQdfA6PXnwQn8Crz+HPskY02Ka7X2dm//1nAOzgFQqL5wy5ZYUDfFp2sKF2La/hUN1bLmFLvVguY1u9W17HnlNmpSpt8i81p+ascMq7FuxgRzmW19BRFcsl7Ktny2VU1JvldRypDzSR4AkFNTUiPNCtwMUQVe4n8FDnJ7hjhSAwVSEm5A5qJpLwTyPDmPEZ99hUtpjxufuM5Eb5kfk5DYFm8lSkOnrIxR1W5cSre3JXSJDqcCKdmgTJRGfjcJbFhbQCX/ws19FjmGse7WJKhZg6I6MsuGCkoOMebtA3jgZcu1x9erzkWuWx6TDWoyyXi2nh9m76EgykO/A7lz6TPWpFVJl3wMn2RtF0HBJWeXcZvcI5rtGmbsPctNpRY2l++GnB9a/Or9vVhixbapgh/N/dL//ALdMpC7QZvvCKGi+Zv7gdpZlOJlKved4KwYXc8d+Wv+Wpfvzd/hc1m32iAAB4nG3NxVKCAQBF4e8HBMTu7i5s7O7uDnSjMMPCrU+vjMPSM3PnnN0V8sdPwqD/yOQXCAmLKBIVE1csoUSpMuUqVKpSrUatOvUaNGrSrEWrNu06dOrSrUevPv0G8j9Dho0YNSZp3IRJU6bNmJUyZ96CRUuWrVi1Zt2GTVu27di1Z9+BQ0eOnTh15tyFS1eu3bh1596DR0+evXiV9uY9CAXhIBIUBdEgFv9IZ5O57Od7PnJ/EfvMfX9lFmYLThU8V/D8L54NJL0AAAAAAAMACAACABAAAf//AAN4nGNgZGBg4AFiDSBmYmABkuwMjAwcQMjEwMmQCGQnMaRDZZgYGAAcmwGSAHicjZCxCoJgFIXPVQsRcVAzkIZokqaGpugFgqCt3SwlkIZo7Gl6mp6ix2i1w/UfjAoa/nt+7vn+4/VCAHgYYwGp88sJLhx20DSwKAKrPOcFgvpY5Yi1A61CzkOKCabos9NDhi2uuOGuCYKH0WerModNdZBgxFeZybI0K9Iadu6R0ja/mXK6lrW/sJ9Umxh3qOFf1OAnlbxlCX3hniz+t4+CusGOda3+imfJFJ/UTLdU8YScNNIXAQ50Q+bsVQfKlKYn1IgTJGY2V11XXbOXF0CxFVUAeJztmWtQnFWax0833UA33dwvCTcT0pCIIRfMDegIRkQkIcMgA+ESxamZ0XXGrDNlObvlTCo1ro7luo7GkUpi4ugYM4mbmyYQLxjRAQy5CYSgQcK9m3RzTYCu/bCVd3/n9DtO9sNu1daWH6Zqiup09znP83/+z+U8z3k7wiCEsIpksVQYfvbwk9tEsDCxIjRNyB3DT3/8C7km/N/YM/JuEqE2a2hKVI8whPQo+c3igDgj+sS4OGAwGpYY7jJsMvzQ8KThJcMZw5Bh1nDTGG1MNq4zPmh80XjA2GRsDYgOuCugJuA3AY0BXlO0KdNUYnrM9IFp0izMkeZC81Pmw+bT5pHAyMAVgdsDm4JCg2qDtgftknpBF4Omg2OD84K3Bb8ZfNpUEtxlSbNssWyz7LAclXqWXqvRutS62brf6g5ZF/JGSCP8LVqXiNR+IaK0EREtYsV87ZqIF2FikdYpVml9wiyiWYnROkQsK/OQTtBGRQCrfSJeGxCJmhsZs/aesPJKJWL38ioRccIC5l4Ro1BTRJzWDPZhsPNAaEXvS/BfQTdV6+HTFXEv7yVai3hAu6zwW7E6iI3TEv/mVWHlFaV52fmc1TGia9aasNrESj8rJ0Ugct3IdSM3+q2c9CIUH+NZ/QOYLjzxwOcE3pyG0zvw+RA+n8LkCtL7YHIFJk0w6QTTpr2F9n7w3CJXOyDy0KxFwyQCQY/UzuFhBDseKiBS6+bTZzC2aWf51sS3NjQ8aHyj9j9mpV2hdvKthThFwdLL6sfIXCVqNu0SO63YG2B3nh7lcSQaQBpHql+EYPtjEUqkIrVa/HLBYSk+efHJrXK4gM+r+FzCu7TWqjDjiEQu3POIbC1eBiofbNoRdt/Qd/7MThMVXUIMo/DSTpwPE+fDwiZWCbu2R0SSzyj8iUYvBruxYiU8V2B3HLZukQLWIu0L7PeA+Q9k/G5RK/KpC4uYrzy3k5NIrRdtO5wSRQJ7KXxfpU2g8YkIwlYCUj1IdeDbQurGBqYbiTlQLHhsw0qk9joZHUF3CL2TsH8X3nN48AGemkA1i0X8uwjtFUh/BVYRVkPgHAlmOp6EgNsN7qDI5XMetkLQisFGM5oxaN6G5o/QzEJjPtKycqeQDMfWpLRB3qy8bHC1a2dUFUQTHxnteE5MChWRqx1XXm1AYgAJF6tjYMm8dhKd29i1yFxgwa7q6mMspiLRjzWfyuE4qwdYjUGnH9s+/BxWOcqEcRH6vbApAuNBMBrI0UlkY/lbRG20k59mPCin3nupqAGwfw/263iyWTxEJGrpdjLbdUTYikd12OwDqR5v3sYbB9yseNSs8pWo4v4SXH4mq0Rxbla5WkQ25IqHlT+zksTKiEJ2g+oG9VV2B9l9S8UphrV4PErhLOVyRvPIbIk2jXfvkQuLdh6NE0g/DpYdaQ9eRFI1NqQ7kP4S6SmkW5WNCTSuYWcCrV7suNE8hR2P0kwh2rnaQbQu65UyDFeLYu+C5xi7LeoUdqF7jtVP8TxBncAU7SK7zeheQ69L1YkN3TaiYeMvEelNcFwPv1j9BHiJrh1LEyq/7Ug8h8QSFaNcMOVOLe9RYCUh0QBWkn7SZGd+lCzKE7AcxDCyeJUT7iKTl7GxlEy6QfoAO8SB/JQQ5weoi3DQZOS+AClUP22vgORWNRWHvXn4MF9FMhqEMyC4dKYehSCrKhWUHPjkgFIKyhcgtKl+HkO1xIplIPWB8jUoRaxEgHQYpGOcJNnnN1BVMVRVODomaszMZ4ucFLzbRDGIX8FrJaj0cLEJ2TJQt4J4Dv0nQSzXa/QQiLUgPg5iruolQbp2H9pjaKfo59JFVK9xWqKomDhW5lOB8XSnBCK3SvujqpAdVMcOJPZRFduRavBPJqZBAq9EMpyqOsIeJkE30ehnTvqzIS3ZqAfp6SgSs1jrg49V9aRhqobuqO2m0gaolgF236da3iGqs2S5XsqRKRsWI9UsusIsknU/iuRHSLYgeQPJFlVboUi3ohOKzWQ0HsH6Or222rE+TURCVQ+y3dKDzsG1DelOvQfZ8ezStz0oD1u11IHsRfH/Qy8KU3Vt18/0F1hNVr1XZjGBvSVwWoJEmopKlJqAG8heHMySiOcI8Y4mplewsIHMpKF9EL5v63XhJIth2MlUvGW3CVXdxs59QXYa2Z/jsBDPDE2Q50rNlN/B7hE1WS/op7qD1a9ZPaW6TT8rMpZdrPj7hozGa+zIvvka0f5KTf4Uzk6u9u9E4k0Vu790mXNIH0TySXXviFX3ILocr1zORx59wN+TPlXd4Uu9O3ym5lcikUphzd8dZIQvq9kTqrqDjZMZqZUTEyeYMUSjjWiMEwmbOv/yFjYk5xuYo0ieRDINyXB9Mt1Ax98d6vXusBrJS2oqRWE1WixWcyoWjTh63jwyMJ99f4cYBqUBlHaib9W7xLDeJeSMk53LP2lfBG1InaU4vPf3GZfqtQmwXUQtrmI/j2iVEP8H6J6yIhLhthzk5boH50FpVygxdBB/lxiiIsJB484o7mFHzogToB2BUzqIOVREBBURwYQxUW1mprWF6WDl3YbHdnhGamtAfk91zxi8iBUZIHfA0wPyRyDnw7ObXPRgYTEWXsDCTiwsx8J6dRPy11206h4jIA7o3cOB9AW9e3jYlZNTYs8n2/HM/QSqKlFN4qPc4riPIiOogxBuqnYiEIjnuTDKZ/LeKQyG/1R3fzu4DrFdHBenxXnRKQbUE8BvDHsNZ2U3v9khwoljxM0zwsFcT6M+06nnDK1EZFI/a0HP4t9senEO5yAfmQL2C6nrIt6LkSvFgzKiWkkUq5GvIeM2EUa2IkB2EI0svMgm3zmcRieTIp+1SrypYq0aizVENgA7C8FIRP82vuWQKycy1Xhg4NNV1hxgOolZPu/BYi11mkWNZLPi5JRWELlKvkvUGvYs8AlB6jJSA0hdRaoZqS6k+pD6Bqk+GQP6Yzg6EcwMB6c/jZ10Tl8G0yoTpv4YrCYGNj0Ge4lBLzFwE4M+YvAKMXATAzf874RxND6sJR9ZMMuGkZNTWknmq/hcQx2GYHMEe/3Y68COG8lRotOv/MhnrZi1ar7XyP5BvYTBahpW12E0IdbQybPwNhvMHNadPGUUcPsoZK+I70b5XMKffHa0Er0oomrkHKSCZTDXqboIo4I/MqwyeI1OoztgAc97OwL6TM+buk3T5nTzi6pqFvMXilyouJ2XjOYdvGcQi2W8L+clT8ZK3u/Ezmoyxukg4rtgtx92bcTLAbtXqfwl1OVicR9270d+I69iNDbz/j1e3ycPP0C/nNNXwXmpRL+KjlfNOazR/o15HM4nB+cijR6dznRbykoGeV2BZqb2PAziiMtF4n63WCcrQ/wzGdsMg9VYTyKqHmL0GjF6gxjVMekdRHmAzL1E5l4R5cyYCnGX2EKNVvJexX4NCFvxNQPLL2O5Uyymoy3h/XZe6VTWHeRqKTWSof1cLGNtOfsrqLCVfM5k705kVrO2hvpaxyuLTplNZ8phxjt50lmv8v0yzC6J+3gVIn8/ukVgbER/E3VWDPZm1r7H6/t0tlLslcHyB8iXU39bkKnkcxX71VRCDdW2VT1l0FEkd5gMk5V3YDABgz/A4BxxuRsG75KVRVidJhsOHbmPDOwGdQzUfaCeIwvZoL5FBTi0h4nDLuLwJXHoIA4dxOF14nBRj8O9xKGDOHQQh0vEoQPrO4lDN3HoIA6NsLhAdlLVjc7JSV6PxXxwC8C9j71CGN6PbBHfN4K7ibNSDO5m1vwxOAPTfTDdRww6iMEJ2LaQtSQylozvY1SUgwhnSEvsZBPNHLqpk4m7Hn/y2Stmr5IKrZI9hr0a5tpW0ILA9oA9Ae6sfmq9SEypbhHOyaVbwsjBK4OdLBhlc6ZzuOM56STrWctXjL1od6M9hPZptD8B36OeYJYRw3eJ21Gyk0h89lC1ccRkI3FeqCrWyTnKR64AxoX4V4R8MbKlVG8ZN8gKsrtF9Zt8KjWRDK3A9/tkhohsmvYnMjRChkbI0AiWDpEhNxn6muyMkJ1+sjNEdkawvpfs9JMdF9kZok4eJUPv4FcFfv0rPv0Un1zYSYXNQTI0BKM/kaERWB0kQ24ydJHsjJCdERi+DMM9ZMZFBAeppQdh+iaxKCMWzxGHh4gDN7b/c1f73/ISqPd4D1pN7LrY9bDTSyWEaY+RsQoytp+MPY3kDJI+bDQgfQXvrpOx/WTsabR8+hma5LaQxqRPJ/rLqNRMfF4D5lpujFnEPZvVHPLnZE/2lwLutYXUUBE6pWStjOwq/8nJFuJSyWyuYnpUk+ka7gJb0TGCEKFPuDA1ye18j+REpvLsdRca94oS8QDz/CFhCLOpvl0uGuSfIdzwGP82y8/GZGOZ8ah/3f8XEMzrhwFPBLwfMGLKNJWZfmLaZWowjZtDzavM5eaD5s7ApYEPBu4N9AbNC3oheEFwefDJ4CGL868IljrLtNVozbe+ZMq09lq9pl0hppA1AcEhW0KeCum1rQlcavsn21Hbf9jX2A+HFoTuCO0LHrqVgf4nnxcXMF378MuBx1Zi6iam14jnN9TaC9RaPxnZSUbqyca/EEc3cZS1NUocLxDHHmroWb3L7SRDH5Kd5/6O/N+QueVxU1hL7WVxtuQ5yKFLOuk766nwfPYqmQhVdNtq5lwNN8qtTJq/RU+/O+QAEGaRmEZiTnX6HvrGZSJ7kb7hAnMQzHEiewLcRiLrIbIX6Rvy3unWo3scrE6iO0VfCIdJGrM3HYkMuk4mFgtU/3TBRs6IGez1Y29QdTV6orYNrUnsPi6S6HXJfHZovwblGijjoCwExY3dX4PkAWkcJC9IC5mLPtDGQZsCzaduyGdh3QPrQXXvruC9ku9V9MoaPDOxM8eOGz0fq7PyKRFuaaymsyLnW6bqji6szWDNhzWfmm2lfC/jcxCcPfAdUjd9qeHEvrzhSyk73uwHj7sDUz2Te9ca/JX3kAJuDYVMsiKmeCn3jTK+l1OrW8isZP5jmD+r7pBOrQbmD8P8GTi2wPxheqUDK2mKo5weM1icAtOnOBazVooPwUhN6lIzutSkkvJHXj47+uf5AJJdSI3Dz4f1G/q94SrZboTB6/4ZiEwxMjLSFbwqiW8VMtWqgk6Q9UHqMUxzgrgYxDoQ7wGhFQQXCHMg1IFwDxod32El21QGpb9ZRCKb9xyVly4QZlWEKtmvYr0ab2q4L4XB9rruuwetKfXckkNWnTDNZ68cjQrWKolgFfar2atBbqv6nS6Mm0I4vkXA2qE9hf1BPBnG/wx4XGFqxoDylF79XjwYJg4ZRHIOT8bwxMukDGcyWtXT0VmQWkFqVJ5kaKfU2XSqCDbqGTyltBORPobtr9A4wpm5ypm5iuZuNNu4Bc3C4wK3n1lQHgXlc246c3jqJbqyHnaD1sat5ga82uF1nhvNLOiPgj4Ft3a4dXCbmSMCw0R6nNkcxqkPJxYRSCchlUzPcHC+0qgjaXEJ/G7nJSNwB8gZ3AuX8X05rxW8VvKSOfYzuQ4TH0w+gMkATOQ5G+Z+Jc/aIGxuwOZ97lc+7lc+ndUQrFw6qwlYTauT9gmVFAGLY1g+iYUjoMt6rwfxQ9COonkSzWNoedDychcJ0x5B8018+Qm+NOLLJ/jyBChvgPJHkXFT9oBfgTRNFlO4scTD9Ql1W/ej7hHFN2U/OATyIZCHyOQC7jcbyGQ4uU8jv+nwyFTPt3NoevUamECrV3myhfW/xZnx3SGb1PmVz0elZLyMqpIT6Qp56iI/56mpIXD79Ntyverv67Gbz14xe5XUUBWR90+kC5zTSW6WYXR9P0Ib91I7KB+B4gZlApTPQGkBRc6XNvV/OMXsV4JSxX611qzu2lupBHni/xG/p0DbdssZeAb/vfg/AbITD0ZBekbPuLzFj4Ho1CfVBF5Nc+JDmbzZ6nS71AwKVL0oQ3WwOdV7ilWX8KmJ+h4WDmHhMLsH1Okp4GZeiJdFvJdSsWXa21ThOBG9oSbJj/DwaSw03zJJfomlJjVJgpDwIfGN/kuN9HdA/6WmW8zHz6/x8RKcWr4913eoidKnzvRKpd2tfoXyP9XX60+0LeoMb1S9qk+dX9mv/PN3RJ8ZnxPNoe+wiv7/z6vyZjkDB6k5iab8nWpYnwoz6p7x16ngQnNETQVZaXV4tBvbdSBs1+9Bbjjk4RV3VWZvPusFaPlvMS445OkTQdbGuJoIYfoviV5Q+vTnxRuq+jOppnzW/M+I0yBcV5VfCpcyZCS3JLSPwKMbhHep0159OuwEqZVePQPaWfI5A2Kt6s2Z3I1XU4XyWc8/IXZioZW+fB0rF7DSRk5nsFQL10k9+u304lnV++TvJmlYPY/VUayeveUeV4/Vq1i9QSXNUklyNg1g/TpP5rKijlNRs0yJWZjMUVmzanb62UzBZhY29eq3Rz+bQSpsFkb9MJK+H6fKZpkSczCb0H+XHdKZjcFsSj4NMzHDqf0IkQybBhg0YuUYFmZAbgD1UxBP6ZPiCJqTSlNOil+p21wE70mck2ReDq0SlOdBeRH+ZpCeAKkHrvLkVoL4LFx96jedIu23cDTDTd69XgV9J+hn1Ez9y6Tw945MsupEy3/D9aq+4b8ny0nhU79vBnIHFOhF8jmJUyP/J+gREf1flpvrsQAAAAAAAQAAAADf1ssxAAAAAMk13gQAAAAA1xo/Sg==') format('woff')}"
}
}
]}