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"_text":"Множител на залога 25x – има по-голяма вероятност да спечелите рунд от повторни завъртания по натурален начин. Повече символи SCATTER се появяват на барабаните. Функцията КУПИ БЕЗПЛАТНИ ЗАВЪРТАНИЯ е деактивирана.",
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"_text":"Играчът може да избира множителя на залога. В зависимост от избрания залог играта протича по различен начин. Възможните стойности са:",
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],
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"_text":"ЗАЛОГ АНТЕ",
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"_text":"СТЕПЕН НА РИСКА",
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"_text":"Печалбите от безплатните завъртания и бонуси се добавят към печалбата от плащащата линия.",
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"_text":"Възможни множители: 2x, 3x, 4x, 5x, 6x, 7x, 8x, 9x, 10x, 15x, 20x, 25x, 30x, 40x, 50x, 75x или 100x.",
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"_text":"Всеки път, когато по време на рунда БЕЗПЛАТНИ ЗАВЪРТАНИЯ върху печалбата се прилага множител, стойността му се добавя и към индикатор за общия множител. Всеки път, когато по време на рунда бъде получен нов множител, стойността на общия множител също се добавя към множителя за това завъртане.",
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"_text":"МИНИМАЛЕН ЗАЛОГ:",
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"_text":"В игри с висока степен на риск се печели по-рядко от средното, но шансът да се паднат големи печалби в кратък период от време е по-голям.",
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"_text":"Множител на залога 20x – нормална игра",
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"_text":"Съберете 3, 4, 5 или 6 символа SCATTER, за да спечелите съответно 3, 8, 12 или 20 безплатни завъртания.",
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"name":"Paytable/Pages/Page2/WinningTumbleHolder/TitleHolder/Title",
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"_text":"ПЕЧЕЛИВШИТЕ СИМВОЛИ ПАДАТ",
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"_text":"По време на бонуса се играе на специални барабани.",
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"_text":"Когато в играта се използва опцията „КУПИ БЕЗПЛАТНИ ЗАВЪРТАНИЯ“, възвръщаемостта за играча (RTP) е {0}%",
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"_text":"Когато купите БЕЗПЛАТНИ ЗАВЪРТАНИЯ, при завъртането, с което се активира рундът, може произволно да се паднат  4, 5 или 6 символа SCATTER.",
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"_text":"Изплаща се само най-високата печалба за всяка печеливша комбинация.",
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"_text":"При всяко завъртане над всеки барабан се появява произволен множител. Всеки път, когато в края на серия от падания един от барабаните се запълни с печеливши символи, множителят над него се прилага върху печалбата от всички комбинации на екрана, освен печалбата за символи SCATTER. Когато се прилагат повече множители, стойностите им се събират.",
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"_text":"Съберете 4 или повече символа SCATTER, за да активирате бонуса БЕЗПЛАТНИ ЗАВЪРТАНИЯ.",
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"width":415,
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"_text":"Максималната печалба е ограничена до {0}x залога както в основната игра, така и в безплатните завъртания. Ако общата печалба от РУНДА ОТ БЕЗПЛАТНИ ЗАВЪРТАНИЯ достигне {1}x залога, рундът свършва веднага, като печалбата се дава на играча, а всички оставащи безплатни завъртания се анулират.",
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"_text":"ПРАВИЛА НА ИГРАТА",
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"_text":"Всички стойности са изразени като реални печалби в монети.",
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FOB7IzGCUZ+gEPJkx2AAAAAAAAAAAAAAAAAAAsAFQAqAESAaICMgJOAnIClgLGAu4DDgMqA0oDZgOgA8gECgRoBKIE9gVWBXwF6AZKBoAGtAbKBvYHDAdkCA4ISAieCOYJFglCCWgJuAngCggKOgpoCoYKwgryCy4Lagu0C/oMUAxuDJoMyA0WDUINZg2SDbINzg3uDhYONA5eDtgPSA+MEAIQVBCmETYRbhGiEeoSHhI0EqIS8hMsE6IUFBRoFL4VBhVOFXwVzBX2FjgWZBamFrwW/hdEF0wXhhfWF/YYPhhsGK4ZDhlAGUwZfBngGhwaSBqIGqwa5BsqGzIbeBv2HCQcWhyEHLgc8B0yHaQeDB5YHnYevB8MH0ofpB/YH+QgEiBwIKYgziEOITAhmiHcIf4iRCKYIsQi8CMmI1AjgiO6JCQkZCSAJLYkxiUIJWolmCXIJeQmICZcJqwm1Cc6J3Yn1ig2KEIoTihaKGooeijKKNoo6ij6KQopGikqKTopSilaKWopeimKKZopqim6Kcop2inqKfoqCipGKkYqcCqKKrYq9CsYK0orjCueK/AsMixILFwsgiygLKwsrCzKLOAtEC1YLWYtgC2aLbgtzi3iLe4uBC4SLjwuVC6ALr4u5C8WL1gvai+4L/owIDBGMFgwbDCAML4w0DDeMPAxBDESMT4xTDF4MaIxsDHSMdIx3jHqMggyWjJ0MpAysDLGMtwy7DMSMzgzdjOeM6wzwDPSM+Q0LjQ6NDo0RjRGAAB4nM29CWBjxZUuXFVXiy1Zu2RJlmVbu2R5l+V9kd3eLe+73d7a3Xbb7d43Q290Q7M2gWEJW0JIAgQCYckCWWASIMlAD4F/EiDJTEIyCUyWCSRhJtCZ4Ot3qu69stwLybz3/vl/d9uWdO+te+rUqe+c75y6ZURQ09p76HvkLOKQDmXHMhFCeBphfLALEcLNIo47ynV7PQa9TJsRLvdwEa60LFKSbjErPG7/4532Y1cFnY5QyOEMvobfX90byMkJBNxuRFADfhEvsXaVyBtzEUwblnMyDtpG3TIZQjKlTKmQwwmcQaG1hk2ch3PB96PmTWYcgh/kLM9jQr8RtGeDHzuhPQfKRq2xpjQVSdHpNZwSpSi3axUEyTkCJ+IFNU5NPdglw4QcIt0IZWc5M+EaR4bdZgWpTYbElzY7jJURi0fpKWff0Qj7jijZt0UOb/EvMk/fFuwPnvT3+o5c7zx1c2AgeGWgN3iUv/qk8yT+wi1dr8BX1y1d/w98dd1yC4LOVKx9l6SSD5AbhVARqolVFuWGPHabxZwiU2GSw4GMJA7icRgEvgKBWuQYLSG5nJsGZR+Wd2cbDOkWvUKbGS4vwIFoFrZGC3C0tKw8GrHAGyV8aMkiMABKi8egxRZzutVUByf4A6tVCx7vzsj2yeWxhrLxoMvT7a+bKNk+11BYECptiBSFKwqwSb/F4MDfyBlo6xhWDA4Qs2FYa+K+as5rLG0dVy2TK2W+LHdAx/+rIpCd49WDOSA5ylt7nwuS15AabMSKPCiM7up8wt47GsvTYIUWp8gVKdADhFPleDENw9jOqjkVh9CRLpSaSmaVwmA4YqUXnq7GHHewS7hIhdklcDK9TjmLlMqjyu6xWNjntdsM+rQ0jEIBb9gXznbaPHaPxaS3GqxpujSdVqOUIzVW67TpYZNknKAyOfZgudtijpRES+VJn1vFz77d1dPZ19HdTgL8gTF8hj/Z0NCMr4z3dvZ1drf3NjQ0kdcOLi0dPry0dFC1WkbOxm6/447b4aPFlZXFpYMdt3/847cjOubFa++Tn5PXwTLDKIqOxYz+DAWHZVGtkpNjAyZyLi7oy6NkHVUIHcWYzHKYdVcuF19SNbnOP2saiSdJE3IsZnXlYBQpzgm7wqAHnVqFsnF2CvQfs34qrXW4PKLFSqsnoMVCr8uZGVndCmoyzGI4Zj6RkrJyXNI/11/7pC1HvawrDdxyfXfB3q6dx3ua3EXbh3wl7uzy4oLegmhrVXmfk7ze1xEb9z6S05Nft7/gY53+wsXJ+GTA3xfpGBoK+FyVruwKvzvI/6OztjBS67aDiQMWoEcZFthj6QxhCGYwwLTHGThx+j+amPXU7jAKrm3BGXCdBplielAEmoaPD+LudBPR2sIm6FJEmACeAhxsjU+3tLY2T8VbsfHyX05M/eLwgZ9Pjv6MtpMF7egT7UgIh8R2MKjLI8ygSBbG+rbOqeaW1ubpzjZsvOxno5M/P3D4F1MTv4R2/LgY8+Qc0iJPLEeTplalpgCCyWAia1A7iIcOsy5pkZbQkVCWW5VWZUAZKA+UWwO4xfys7ksHJgc6ZvY9qf+6hZx7JrpNd3fJQw+V3K3bFn0G2i9Cu4mKDMA888c8MEOIfESGESAmBTZqI2AIctLD4IshBAb8sniigFvRCG759rf74T++ru+ll/rO0n77106gl9ABlIJsMQuFGjwiahGjHhPrfDnYiIfaykuaInuXNjNlaTF6oqzqmlJ6jg/9DDtxJYxRVsyB6KUj0ugh3JM0eBSbfOd+Nj4ujBvzKegU9EPU9yxcexR3e93slkkepCngzAyFMp2Baslz0OtT4ceKZC/MVLrg80Mb7CUV5jZe4d/fhlXkLJ2c4CPyYR7qYB5qkJ35Mo5jd2aYgmbh4qOo2+v1eagvw2ZxXtRhkEbOpgGYgMetILripZEjBwuXRi5f4a+t6Wivq2vvqMHzB+4ffeEL+x8Yee6xMzdcf+MNN9zAZO2FHwfg7mnIEbOpUuUc3DCO1kXO0NM+uzwGsFYt1uFAeQQfWCREk2nsLnt5FP+zr86psevqm+4TdFcAfk4LWOtA+bFcLQy9BgMwgBVwcQYY0BXoD8exuQDtB3xB5ptDOFpeR4QeKAOsUxYzvaHFRbR8zlfL2ryxSHF3bmV4V3z+YMFg5Wk80f+N8r7OvLIKr7vVG90+Ujk7U34ScBmFQY8pIEMuqo/V+LBM7sXUcRNOBxJoYezlcRgHAh5sEclk8lkwTQZUko59XpfXl8sMlLqpLGwRlE29maDmMI4m9C1Ki98baBwarj4yU7klL3+hcKJ3ZqahcaK/vrq8z1Ma2Nuxez/xtQ9rZaqR1rrZcqNlxmprrqupGGkqL4q6be1ZYXpzgszwI0S+h1TwKhwLarGMAyCVkbgcy0CNWIYWEHU5IO4h3G03GMWp5KMTyRXFEUMkAEPlgXnBRUhoboH/Cm5fnDsrw7IUa9qzv7r33nsH8b/w4ecLBzLNuXr+XdBXNehLATaQhZpiDZlWwqF0FURPqaAtLk5hHLw+twhakk2DvlhoJU0JzEITs1GbBi4sC2cpExC+QV9MTSaXxaWswzhj6dTHTlXMur0LhZ3jfSPOJkuxA+/m39EbSvE3ds3vOWk2zVoymtsbmlVyJx6b+gZESUw31E8ZyA9AzjxUF6sG+RDEJOChZOCh4LhcRuSL0jge6VKAG5I8Tk6235udl5PnDXh9SjA3U2kdB4NmtYBoWqKMiAYHUhdgqygyxeYsXGwIxw8OWEqN/qLm8VIbp0jvrZ/ce2xH897GDyrb6uvDMW9OHS6qu2xHf6FMNpaW27Glwlu0f3HvyaYbDnf21Hd4K5yh7gidGwHoBMVxBfLF3BA20ZmWiFc5KeSDwwqDQQazLoJdUZcFn8RO/jr8G/4tsjwVXz2FGIpQrKDzLBMFwWeXxSIRT7qSQjkYCkULmeB9RQiBkcpyYpQfdgazgnotysSZCjZS1LYVShqPJeCE+dk6vMHRSvBSiGFKO+u3VHaX57aGq5fbDhwPNgZKW6q21JTEmosLG2LPNrU0tXZV62obyGuBeGWsP9MSbS2qGSnaNlHUXmrMGmqo6AwOFOeXlKebK0vyi/nyolh9SXHMrshoRiIGasQxhtmrAhtMxTTmNGA57qROBcvJYmJoN8zb8wcZMJJjZgjS1xE6J4RIIgLdDrDuwefQvwJAKRjlQwOWMkOwqGmi1EYU6d2Nk7uPL7XsoaNcV58X82bX47tqL9sxUCiTj6WFOraUu4v3b997qumGlXh3DEY5K9hdKtipwEmC4D+sDMdFCY9v4CRer1vGDHHdmxgu5lmk3/hnQZcr6He7+VPrvoagbPCRL7N7WVBmzE5xjSNziVvibrPlwhuZmNck5ZHGoNB68KSm2NatMunlO9bv8wR4Uv/IkIfhOvXtarKNGueXwEeUhPNx1GfRYKLmfYAnt+Hl3f9U8c7Yo3eCTKXodaLA/864U2EsD6iSGAIQjiMjVAnTcgBfrudiNAosXg7fpfj7fAH+Pr67r+87/f3oAhkgQC0Jl4MQcou8CC+DAP/C+16889Gxdyr+ieolde09/ADMjyzwAiWxQor6ICwiFCeojq6Q/DqbJLJZALajMmCKDl9IrnVQJ38xd6TUEif2KJNUeYOv2JtrqCwr7Pb5w/N1W3ZkRr0uV9qIJZBFeWVW4I/lrUFnKJgZLrAbe61ZM73h+tKsDL8/w3xX8jhWrD3EdQI21KMudCRmSseppDUFMLgQy1ERhigNQvBMCMH9KeBPMdBFBICMFHLFNpCccY2DAlsB9a6kQhTupUrgSOripS+QQSCu7Wz3BXw+f9Dn86oopzRrCZ0znuTwwqpUmJNmiwCNLPC20NMYYBA6q4Q4pB4L53Cd6eHG/HCZUmFqjvSOROc25Y9lqLDL4gxY2k/07b6r566ba/YX5O1uWPn8eNXuT84tfnaKTynOLSuUKTRec1F1Bt5WMNoWLnS5CheGGuerdKp/1Bu44uzi/uLx442b79t+890OQ9xoG33gwOS9BxuG73ustrwvtsIpCtqoTqlibwRfqkQGlBcLpVEPGkdgc+BFt4OeDnZR1k39KEIGPZymhMBUobWHXQGX0oMjqbiABGgMEiGZcf538T1Ytwdr+Z9yOq0sxaxoe+OVV8j3ViP4T+q8Il12i+ElxMIaMgHjqIcYzk39qQLwCseBQ6Zg6p8WWOxDnSqMl0zGwB8EyMgwGjDKcGe4nA5busFutOs0SI/1qeuUSGDNHpfBJIYgTiI6V1x07Y2b6nKbg9ceWEO/HKyPD+y4cri5FcTo3VI/oJYr/c0VszuAmbxRFo0Wvjr6blNFpB7mUw1g7RiL1cpjpTaI0eypRHCpXJz6j3WEZWZ1lIC7TzczV+/ADjkVTUTRZEMQDKYA45t3rOzZVzCUlztSvevmtp47d5UthIOePnL41itO3GLQTup1Ew/sXn5w0moZ19vpeFHdfRp0lwrjRXETwgwxl7MeL7p8LrcQ/yrC2EBtTkl1YYjkkE//w5de/OnO+0b3XrmyNAKOavkrT4MG7jl0zYnV3zH8oMThj9C+GoVifhgrCBtkC0l3kculu6xTlBA2QNgi/MN/5HfhW/h/xmb+d9hPzm5+eeK3ye2mUl5F20Ub2000qafQEvFILZ7dAa39mLYGbf1mM5ORjskNMCbZqDpWoQOU1MO4OCHCAUOVyWi8IJchZkVSLA1GJLp4k8/n8wjEymXYOH/phFTQcIaOVdSDr8Ok8nD8/sdHHjxUvVwQ8E2UHL62ZHkkXG2/A1/Bf8JkeuHRPQ+MW83jetttJ/qOtKQqnkeSDskZpkNXLAt6CrEpXpCzLAjNkW3QHbAGl8FjiMDPCDmzzD+yvIyHlnEL/3WwxR/hION48KOatZcTc1JGSvloynkkxMJICKUIhgD4BqXBiqv5fx8awpbBwTo7cWTU1WWsvg02hNe+tFaD/oHNv2DMR/0Ox6IHhOlvtI3OemrGmrQUBZ1fMjBiqxSpArqBsGYFyQho9V6zPc+xvPPbSsW4TGEuLSRfX+3cuz2hA8rvtFRmbQpHZBCVxGkAd7ALC0qwGEyM1rg8nJKpoA7X4wgmK8d+27K8nFGa8dxR/ve4vYoHu+E/l1Wb9XP+xYSNfghty8VsJov0ycx6dChHcjE6pIq1TC/jYiCQt04K13LlcK2V8m+LmlAtCvQTlMpJDNSKrAaTwaqg0nEeABUqnwn+wW8a/nk4/PEfAV0gW+7+nuwHdy9CCCl7k0xbNnX7+Z1wqxdI7WoZvsvd2Zi++pmEPh6G+xqRM5YBVnC+MqyGdFEZ2AMBJ70fjgC0glU8fCV/h4wotpzC21lGcStpCC6U8VfBfZ63xNpz8BWAC3ROvA68WEezp5fixT5/Ei+WgEjySCIzfr3jtl17b2trv23vrls7Vn+8tHff9oV9+5bw/O4HNm9+cPeu+zcDIl1x221XXHHLLSIeRZhtmmkMQa2dgLUrMIUjuQDhbFg0aRjptWlmjRkMWEFTeQkepMUATh6DFfrMxMCBM1dEjy51LX9rsGFispec3butZnsDNYMJ/i91bbF61t9h1l8zyqEcENw3R5kCRlfDZF+n0Im0hM/fYKbIQtmq1QOR7aUVMDf3yG3XytXyi2rhiqe8T30aX6AIJGHzbmbzVopM4M/kIJMQji+whJ/o1EBa6tD0OoxMBp1VbxUSTUiLtSnrSlGaPJyH6cUi6eW6K0Mxz4tHHz26/NzQ+EAcVDO/vbyzUMu/gF38zwAh/6O+LlZG1VCy9j7+M2BkCBXEwg4wm0wluCy4PfitJGBMIvR5PuY0fBtpaQEOFBDGB5IR0ppF8J+vX6la8AaXK9raXC2V0b6CK7ZXzeW7Q0P51XVZjWU1Q3nPTS+bjPNGZ0WhK99vNZf1Vo1utZrHDOmlua58b7ot2ingpQb05gO9KWl+heqGZUOTnII4MwzA3i0e3LP8BrG9QXZO0vk8BnZ/HVxrkK49mGzxJrfJI3RKgHoKXbRbMKuuqzs2c+2Ny4+N9+34sONw898dxi/zlU/O9OPvMpnogC6wnA9geArjoRx4q+Q0VRpKE1AGcx4uYgKtADKYyMKHe/6y+y6NTaGwae4S8lZ8zDvs8Qz78DdZ2ymAQfdD2zkoEPNmmpQ0zxKn8JOEB3BiDsqxGTIMFIToHWicRZTJt0q84O5/Zv9xpS6NYJVOeXT/N3Yvqo1yuTnt8PKRNLNcblIvUjnw12w1UbW6tC6D7wCZxsPTPv+WAH6QHw3Oub0zYfwgyAYQSKYTviZFfhHcNhqN4oCoscfERRw4wpHpI099df87b6489PD+N3Eu/wbej0cAvQ38Qyihz1ZoN4UyMAVH0zRxgkXshrlgNBo4iCqxKcKByXMR7H38wLs73j1IJy/fyf87NuCv0XaACRAHiyMgPlGCqdC8GYmjdaNZj4OMBqOUNxOyBC7i4JV4F/9J/DZ/Cz7cRXImu1Z/zuTrWttCnQTYoMAQ4f9cIjwhCSOUA0ZZKDYXv/XWqVP3ctv7Vqv+5nymCXvwTqzexr8vpjPhOvvaFrSauC87dy7RGZy4rxU8TxS+7SdPvvVWF/lu34d3Cnp1YyXJIK8C3ws8qdjaFMuU08QtQ8LTzGAPJWdLnlSgJhguE4yc+7WK34194W6sxC/yFXicf5C1t8avbcNfXnsQ5Mhh7V2QUzawOIM2JAed4i/zHfipexqEXD6ZAkrG09w2u9ahkkn+FeHTTB0IDqotVBm0BVMWsVo8YNjRz6Z5/fpWW225lvDp5aWmNGNFlVEl5Drwu8QHXs0PnE9rB1piw5xMAXRPqrhAOAm8QcFBxEdrKkrM0ggKBZ4lAs5SonexU+AgPU8K3MdidmcmRh5Xpt/pTzcbdOpUiCMhipcIhsGToHzA39aJr0mierUYe7dt67TIPF1N7TNHT24uKw7F4fy5ns2tJcG6AeIbm+Zv7cwL9Qz2D8u4rOpim6HL7OB/IosW5fpbWgoFPzIAmFZBziELcqEVoY8qCDAgFgNHEndIbwi8GRMOU39/mCXzpCyKXC50/yjtfs4Fh8Vik+Qex2I6a3pWZrrL6jKYvX6W/QNHmZTyA7arpDGQW+HEord8Vobl6T11s4dXZuu70lPM3UvXd9dU98UaSYOrRu8uOHP9DTfmZzeSc/wbE1Mpk3Nbp74p2GwpjOlZGFM75VSUSqWrCUesQgJczJseZxOZpegAxzEyG3UaCBvs2E45lfy8sH2dYOG8Pdc2HujI78nIyazPvKWtJb/Z6WxSnb5p69FqU9qwWv+tzTNm/WagsoTKQexMz250StRzKpZjI0smO6Q3nCyhZyeIdzihuONdQhWPUxAmpSPmOu849OFQ13qpD84Zi1mt6RiBrt1Wt0Gv0wJRtGBLitQp5mgjBbgWRwRzC1CzYqYGncRpoO0ttd02BVEsDRjl1m5fd6y2v6GxUQXa/liBS1NmObua0uYpHBkZ0U9tW5yY2CLYFO2rGnSejpxoUyymBq2nQVRAaHxC45SFdSk35OBsVpq+tjptTr02VQnzIR2nizGKE7sErpTEa60wI0B6HFi6nP84Gegs7QuH+it7Dm+q3dle2azggcf4rtxbNTBqMo0ajXVHxieOb+rvaKrvoXahhx83k1WQcXNMR7P6OiWRw1RHbKr7Qf8OJOY0DzMmJZ8GVa+IHsTBcJvy1cULjo3FUo0+n1RRo0GVJ1qeHNU4gXiMn16amJge8lSZHYaQtec0PsuX4bMlLvfCSJqyT5666GF61IPN+IB75qF7BaMwQnwHapEpNGAqacCmZGA79EO88UPRhtyARHI0C7gt4pSQWOuSorLLaX3YD3KvdAlnJgDtwhMBsmiROODLyXPlOex6rQq4IS0TC5BljZRTribld6khla2neK1SYoLaF9bsqJKnDR85Xj0bGj7Y2EawzNEfnd+//2j9pk0NHc0txNfXuvrm/kN6w2RuZ5NRk6vODdx65ak7RrdOTW3p22xeGGdzewCMzQ9zKp3GNhxNacZB6MOJoOy4FPwaIDbz04g8CWgou6KGTtnPszKizBiJTG9b3D1Qt7RE8jOK9bnBqQX+07j3+NxmYAPnqF1Ttv8d8mu2biE/lssCWgoah7so4V4RyQddV5C8ikBx3ioCK9zxOpvXa8vweLqXyK8zXTlOZ44r83urbxMHnT9r313Ti/dhmSA9jKoORpVFHqxjh2mWYYUNzhZaXricUh6b1WxMc2gcXrdCqGYn4JRbj7EZn457MoT7l2SEdfocc3buUhd5xJXJJPnwtFI+JJd7isnM6j2dE5KeQ6ACI115o9WoOBlz+3RmgDArXUTSstEmW0dz4NfAKgJ0WUnkGRnm1AHdA0d+/KtjX6xbXMRHzRXpumL9k7/iX/5j6bNUvcJ9EH3NifX5w1JUzsKACB0oGJzEudw8zA0XOiSYutrGDCALwKbTwd4pxHfiXEiXsUKMUpHCUdOQUo2OWAaY+0qXeDSFJB8EBMXI6aBLfQw6TRoDJRd2rTvphA0lbMnK7Iv+JI9PbF7a1la3OB+vXBrUKWzDRccCKRmbiW9qO1hW37GxAf5N+LVlM/8H4mjLDY7k5ybZtQ+Z0BQT/St61jUH/S3D0tw2MTOXyUmSoTtiVsEy6CE5TjoyFjNgBDYp9MGETYoL+8Bkx1untrJpABJnTIiy9h5PCCniewHId15d/PhG/u+T8oICXpddQH4Lrj/Yvrfh2kMdexv4/c2dnc0tnZ1NWHv1LY3Hxq7+u4aj4xPz8xOb5+bEOEUPcYpvg/80QmiSKsUp8IYT3kj+M8lhHl8PQLok2HMhOmc3uKLzzvkI/7leU/VkYScWdUc9kkXqIp6h0Updl1XJyZaGdXJrl7+zDtf0NsZixHfmhutuys82Fpt+wqnb3EUjI6P6yW3LI6PzKAn3aV+lmEwPEM9JsQK8IcKbREwmxWDH10Mvht6XcywmI2QlKVS44BQpJqP9FGMyeTJ8s0AB8N3D0XRlIkJ4nOMU1p66mcOXzdZ122Sa4aXr4jFc19fY0KA2FRg9hTRQKHK3ffgnXDM8YpyZgxhhDkk2ju+EPhrRvDh/aVVEJ4OQjHYR3nHSO7GPRoZ+ECBJQSUdxHQ2iAkklg5AfzACY1fDiBmxUS6MmFUpVJETpj6pdaWpMzKDreGlQa0so5/4ODKnDHZG+beIYyZMc/LFED9+DeT8qNzG8f+j3MbXDixU9rk90/k1UTPottW/d7J4JOTxdPiLSmyVJSWtvjt7Bgz6SYPDn2N0Zpstocr8lk6zsU9nyXKYMjPNpmCVoFMjyDpPbkM2FIvVagErwEYAMCDWBVFl3GnqKtiSgZUuavDrawYsZpPRoGc5WBu20VyZLynUgvgFsNxCuSiMucWSpzdWOvM6wp09voa77w7HlYreFHVWRyPOLQruu6yP/1FeriBPN+CEB3yaCcW/wtGFRyKJMslhYAnzX2iLSPQBuaRP4T1Lp22R+IIGPjIh8OFeIUGxzo0SORbiGdLJMzZHprfu2DkQI47Vt1tzA1PzeJZ//NiWCWxI5AW0II+G5lkUDFPp3VeSav0apLEL2Vwh9RFhuQ/u5Zf37FGnczKZTbVnz/eA2X8nu8tu787C1atvC31Vg0FkkkxgjtC20yDjElkc6loEN+bIMGSwvCCwUE9SfiVSR1iChYivOA/+ZopBC+Gn1pDSe+j25Ra1Cd6oNYrhA4MKrZrIiEqnbNtxx2VYm9FUq9fXNWXw/wlS/T532mmoqDRiD/9TsCWTviLmxAYQESYD9N0AfVdTxE5VcNwFvTcajQbmvrmItTzCUdfteeXpy664YuXpb61cd/0KNuGU55/nz/HvvPKK0GcMOKWDNjNo/JVhksNwGlmcIrTLwhMBSX0eO0stmJKVmryGpx7jfXs0YBhyi2Zp36+cs912r0aVYyio0KdDx17xNGRntHhx8eonusfk3CCRRcNCLsQDP54GGS6Ro1n56BwNfppfxun8X/AR/g/Ytglf3d/Jn2Lt2ta24ClyFhhMXiyUDq1hWqmmtUNatoX/2yR6cFDW7TBYDMIaWzllU4CP0Tr6uywCcwg4rNKSTpmsFU8tbK2vqalf2FpUsWtXefG9uL379pLcYRwq/nh3xwAOFN681agwzd1a6KfVkd+umXAt+UCMh1jYh/HlWIyHaIHgtwMD5IMPM2luBuTdLskL+E4z1ELla1EoUmyTyoYHcTdIa3Awea1MzvKon0pNx4Ixbgtj3oBfgpiS0J0g4N/NmUDAW0DAAVH4XCq7sB4AZxA1/hyyohqWkylWgtpMAOQkbsS4Q4G5dlrtJ2N0LgIgLIrcj3B90vILmqlh1WqFMsqwUmR9FEuxxleUnllnK25zVhX4iixO9rIaV+nSPLbRaJqZ/h4pS0NobU2qNesVyJvIl9ezXKMJFccKxNVJC9Iq0BCNqLlpWkrI5QAITAZtGpyrchkMSqUd0IAWCCM51OcH6FJffxjPYPwV/ultWHfDVVvnPt0zOEvOTn79h0v7Jk401Ahrgug9xxO158pYWQqrPSfuLVpmSCg8K8B759LStzsnM8NuNRngOp1LqbTSytKGkjMnLXozSC+m/+naM411uU3Baw7eengw1jWw4ypacD62seKM76P15tV/Z+Vmsbb1H4naVkITFA9yk2pbSlrbgv4bpvFt/I+gl6u3CjxftbaN/JTVmRwoEitKgaAEcQNIqWSZzFCXAsJBxBxOrgyao+vl4VyjwWCwGVKVjrA1SpGgjit30UQnTEh4QRfKabGqNVSYQmRAsPEzU9tXV4dx/I+cUqYM3nOu9PjWjMr4jq7VW8/dc885om86Gd1yOlELFevJdJULWJqMcBtHWA5alstz5d1CcpCVRpUgSWS9qGyZPr+kPEnblsGAfgrattC1XWmUXNBMNU7BCjlWLMhoT0NdqlQlJzVvQRZonHbWYFQrs8MRwFUTrRHCT06stng42Xtv7n2hd6nv+X1vvnfk1Z6lnldhgvfyP8YB9v0EfzUtz9JvkCHE1pi9jgKoI9ZqwzK5FZihCxCXE3BvfR3lgrSOskAITai7L6SprcwMiwmIjAriogAOKJW02kqnfXk6jeoC0Ug6NahA0iIbccGl4o/7hvO3Fn9xcnJ2pn+4oznUX+Iq3FF58Mru5oHh21XuGaMZvHVtNR7FNeUlZdhkHrGkTw80blbL08Y6ZvZIdcl7QYcmWpekPiLUJQMXKRobeHiD1SCns426dbCDCE7UQPH0MjgWGR4/ugzsU8bfT87yp119m7SkbrUM7/cOt2hWv0XnPbsHd7PRj5YQ0ivRt9EbiZroMVZjAeYOQT8raCOASdkCYZIowHqFuc+KLcaEZSSN2PTyzIsH3v7LsR+CZ2Dj8yR/Whwb2dqfyDy0b0d7O5+w0IgdbiETit0QztI31GA4RkfpcUrUmIsKCUPEUSJXSAMhR9IREEk4LBdGkNE4Fq3phAylQplUMC8TJpNHnEWdhoBOY0vLCyplCoVSjr++/K5SlZLWpVbIZ2Symp68iZ03z62WkZ1XP9e/spCYQ+s1aw2MjhgmhLqEopEwVlZkpUVrhTIjHDmvWO0RatjTScXqSVa+Pr9ULZWw19cx3MzmLsQSlxyZjXOWLWQw0EUN08t4bHmZ/5ywjgHuQQeFYRRdS/u8uIab5mxErlrQtb4sE9Sq00IQbNLadXbQqgZrqFblEm1lBdKARFsp7zkx/3ddj9x918NdN88vLC/Pb9+5UzX6wIEvPPfcYwceGNl84zXXnDlzzTU3Jvp1Dau50PUZhIhYRFeGCmgvLnMS7N4l9IYEl/knWN1mp4S1ybXvcCwI85wupWAlBqFFuYTadPEvVZTPpWDIHZHK3vbEYunpl647VXFsvqt5Yrx3aIic3bMQ217Lv4cX62nBm8lN9TZBXoPYTsybW2ne3LYhb16wnjdn4EKhBfSXgTPkygvz5kkrk/CZhx7uv3NHdFtxKLfHv3vl8oO5Q4XhadVzj+57cMxsGzWbbjp9+gaDacagp3NarNkaFaicyaaAubaXzbWiWL4uleME9COsdChMpy3rQpnVFO1oMj+BduwRlQ2hKLkn7NVnWwoqrfy5w4/LDQqZTKe4Z+/P3E1D6rRpTp5XQsz8zWl+XVpQg/fw8vhMgeDjo2v/wVnAvgzAurLoc0w0dexinkGpwMpFdSpRgCxyBYt2wEUI/sfR+UT+JU+k5wgAIGfpWVrTH7lUk/JpOJ3Ie8bGYhl2O0L2LHuWI8NmNRlBJoPZAP/TYLbIk5/6YqgeFZ5R4dhDX3jPxx/47J2Ld3/m/ju3b9+2Y3Fpm2aWu+nUqZu4sTHuY6euvImb/apscmpikgOPdDk3tfkpwSeSGWaTgBUqJZ3kCbRIAnawReAWzMDFCi6tCcreefPwww/vf/P3R576WqKA+zn+JlrQhbYhoiS9rNYOvhy4LARHiLDVogjuskSzWtTmxdCCdtXoMXooIAlLrWqBsVJ7KweEwG8VDYd/s6O5u7NvGfv1uh/84Wedddm4fbVsHfOeYv3wxdyiK6c3kM9cKloQkId+A/Kkwn+6EOc2ssy+2ZqI6bVtMrqGn2WKYeCIcpAlFQHOKM1FM9BmLqvY6pBOfIQwVemEcXIltR6xcPd9+M1ljJcxWZ655x66sohiAv0+x3BBk8DNjXGtuI79r8W1dJmDYWNc+/TnMcRAuutPT018tmdonOyc5N/7yc79E1c11UHrDrhfHnv2KR1VxKKYZSTBn4KRysiCtGQPeikCnA6Ip1GvTdelU25tMPhTmB0wY6zGLAYyRaICOji+0zRww6k3lg99+btbF/p7BnGxZa5/fhHgPJN/Cx/6c1VtY4z2OW/tffwb4gMv5KZ1Wg0gYRoIYqZV10SdFmCCRmZSealILHDIlJKb9V54Co1UkwohzN/a7TaaArS57W4TdESdqpAhK7amCn43WioWZ5UB8BSWpDKakhVqX+8b/fNEWXXzmGt262txi8zTn1Hd2zbUWawa7Hw4hXOWl/p7wl/lb43nh/pbWvM5rqQwlEv7GKE5VkBXJ0R7o7FUE40cVECiOp9ws+BB9GPhjX7MwWrooHpuccPnYzFTdhZGXndWIDtgS0dO7FRIEE0XVpdbtUSZ9NyF6O9YsRMXH7ny9E3GmlZ3anZzram2M5Qqt0/Uzl9Wv6+zuf3GmzpUDz/ywrftXGqqbJpLTZGpi4abAgWnj44cbRyeGX/ysc2zFCcHoVMm4On0ic9syoWUF+VC4fO4ULYToMxiBCaEtMlcKPEUkMCFJCoUxoNvzu1arm7In+s9tLWmamnPzvraE0vEsallxixLaSzNaw3hmMvbxF/nD7E6IMiFvwBybeBA4UtxII9hEI/9njhG+Bq2pv0AmYJrDeAlL+Q/4fP5D82yUaCCL2sy/yHr/CciRm6pldnZCo4uMr28dxt/YNOfvszJObnjzC/8E42OuqlOvvoXZ878Au8uHPY0TzMcKAR7kYs117pYNdgLzAeWCYGpyQlTk1lMkeC0kxiBzSrUNmi5VZkIfJglJJdduQjz4riCVVjbli7n7+AG4iW94VD/9z/EVXUVzSqhxnrl3tq+EVZzxT11Pe0CxirBCGiu6CP4U/iv8idrBNxXREhOsQcVlcpnH9t1a8N84607H3t25c6G+dhdGJjFT+GLX+P/7TfwRXNEgBffAd34KG9KB95kAd6UTeuk4nrUC3lT0Xm8KcNmMoi8yYd9SinoThcxM0p/ey7Cmn5YMuUdG766qXVs9NhOT0t+du506ZbdFWX19UdVBt2odygU7I0360y9RnN8U2GdWqZpKo4PC3ZJQix36onlKBO5yvBfYUxJgfjgdtq/P53YDl0k7xEH/8+GaIkGP7L6Ns42l5Vo+FEaWwn3eQf40mnGlz6D7kLivICYy3EpvhT+CL60PkKDS7337Pry85fd20scwoj8+tcsb/hnIoO209EeAc5UYAkyInIl8Q0nZP7dyVQpfEmqFL4EVaJVG02agi0lUIjxH4tC2ayTiFJtTma6EYYPaJIcH1l6Sq6Uq5qUqaPyglh44rIx0Nh3Rk5Ub5PG5Tk2LsBTdOr1PGp4A0GCoUkHnYgEySEQ2TKBHqVbDIO33P/QTXMc4R4b+DxMTgc/hz8Jd4k5yjL4IfxISQ3/gnivbJazPY8ThT+CE1kidO1WlCr/g6WlD4jjJz9ZfRumgYgRYbFul8SFiv4bXIgZ9QYuFO7YF7vuUHxf/fUHOlpoBa9Z1Xhs7PQtjcdGT986ND85uW3r1OR8wqas0J8NXCj8UVyI4u0LS7+n+Xz8Hb4a+jC4pieVYm1smdqKnK5OkpG4tGiGrXdgOqKlPZbxLOyi8U8+x4p+zMcksPDCc8ZiZms6Qk4HLYZRFPJ6DTRmsUql3Q2FP5OkCpo3HWRVvnph2Uy6ksjPNMRimzrrq//AinzrNT9cS0t9rOZH9QLjgl9l8QxwrVSIdc0q4FqWDVyr6DyuRQM5ACOIRBJcK7m2RCNfSrRKjlx74+W5vdk5rrKceC++P9bo7FR97PR1txr0fTrNtplnHSMaLRLqAyCDODbC7hrMh8mkyHHD2LDFsYavPYKf+wL+7tAQX5WoB2hZPQB4mUHNHvFN8LLwOi/Lpx2wprN6k0gWrUmVAG5jkWCzzZemcdBKgPVH+4UagVmztPffsqb/IOcmOFleXhVxJlcIekYBzQtBlhfJOcbL2LMbmengc0CnCkoiMDlNA/wwXekickUwBbk8n7qeLGeCOaVclDnRVD6QDDmwJ0Mdxq1X3XbbVQunb7/9NP/u2ODQKP77keGh0T/8MuW2Y8duTXnttZRbjx27XflL/OHEVgW+Xrl1fHyrkj+k2IbE9blExeb4+RwqfGkOJdVnUr751OGTJw89Resz2IyVL7zA/5n/3auv0rkGsckCazcU89NnnuSDQo/ZOod19pGMHgL3YP8shOP7ln6/1HvmDKBTNUy+qn9l8taAvCnQrpHyMt1FeVk4iZcZkdEk8bJoMi+j+jTgewPtgX9cqqjPqXcvfV+nffrxz1SVpmk+YEU1jPogZqhjfZB4Wfiv8jLpX9/Sj5Z+uCTKDt9SnQ70wl3L4tCNvCz8N/GyxD8L51ktXvr+0g+W+hIaErVEWK2tn8l9UU4W/uucDFC8JJmTfeY2fvbtA3u2TF9eHZuCGffNR4Y2D20Oh4Xc0ODa+xC+0PUi2Wi/gIMu+nCEQoYXIBrlZunypHBXKgZjnyUpkvMMJc6hR+FEKfIBoxNPTpFcqcMC0aTDbs62ZGvTpH0q6DISlYA+NByjvkd4xuE8H0E08ydUM0tLs+oT863LdVfubqmvb2mtr1cdWfkN+Kc9hxqOjl99y8iW6Rn4mt7C+pQJyvqA1WrNH8Ezw+fzTLPOnMwzywtwucAzyz1KxjOtisyPV9bjxak/LeF911677/gixj/W99V0j6y+ffYsznx0YIzZSRD9HL+MK/6WvSpcliC+/+ejo0zuNPw6278hBTDkwn2KUlMRSjWkGjRpcEKKiT5gi+mzvwEasUkv8AFtpnJZqS2yr+gylTsU2kI7OVt1Tala2EmD/kKsxpW9dgJfgw4YlOg+ZFr9PEp9EpGvrn7+iWhYsHU7vg/XckNCnuy8vR8AZThay6Srz0dE9sWhnnS6/YMmI4xdF9n+QaHDEVzL/2SvP6BzZziK7OGstoJYZ2VF2zP4vrrd3gKvJdNpNZdlZNdXFHVFN1EZLPhO3AIyBFFXrMOPafgsk4PpywzgHPQgk5ztaEAfoluk5Uoi4xZhjDEZEz0fwX10nbTTkWGDqCQNBXFQqZFW1IlRdvJCi/O3gnikqSPXnVs4NOaLZbk25RTmzVdEIyFvZmaJI5gNktUV+yNqWWppoKpNq28zmryuWK0vMzPTbIymZwp6DOD70CroLI3GYWqVgpMWmiM8wgBQWK0uRsKcxho2GZI26FgF5E21qYtD13BxfhBzthJjSnqKLzqXbC+pAJXWmFmwF07YzsZkNpvYGirp8XCltLsKPqApsnerTAb50t9ri2xdYDA7yDfF58OpgVRey559x2sN8CP2t+x9EuNHR/BD4sMCIAWZgj6+g1QIIis9IIpNKDLtoUjPBof5TYL6HTErPYRPX3CErcIBqAA/hlRYRf28yR2I0NgkosUP3K6fSq2vU02lDJGpm+Lx5g72nDjY7BTXA/c1CVYr7beBgM1wIxt23aBoyuEem7DphoautmW715jETTfYo8J4qnb0W88P195OsNyp7jiA/2t8vAo7+HfGLFFbWrF+lzDGLnwHbocxzkKNsXonLTVl6omw7pLuuSGHc+RwUyEIh2lDCDcmrv/hCDgquDDL6/N6DEqNI4wtHmVyqLhx341yXPxUitppaJwYGXQ1WzOagCMUF6R7tX4DF2+YJbLmWEu3RtOpN3lD3kAKZ/4+3DYT9BIH+RQoNxYQ9qqgK17J1ec/M4GkRzA0trAD00CN6374X3DRg9DAQnMFf0bIW9ugv90wL23Ii4ppPsaXbVSw/Spoahl6jcgi3SqI9ZLOQw73Zdgxysu1ezO8GjVdKKRYn4fSNJT2hdq4X4VSemiBJpy/XDmQm+UvGmru7MvPcboDDT5ntseR4crJzcr2+vy+kIcbKiv3FekNpbkVzY0VuaUGU77fW5xR57DastPU2Xar46taH1zhynB40sBmTNCXAegL3XOB+tv1DBg1yAS5IaiPPhho0KVZNBZxbS7tgRQ7M6/FaDwI+8We3vhAT398qKPD53bjOw7uWDqwf8fSoc7bb+vo7OhgWE+xbZAbRA6hIksXsEF0hVVgo8I+LZS2A5op6ePCYDRyjpOPidtuybk+8QGQgDNACyfCQ9wpgkqFfVDwhoci6DP9iWXUoMj3dB51hqu8NoOTaUsD1e2DLa1TpuJhVSAvGHKH/dygjGtK9TcEzVmtsab+mS2FY225P8m1uqtzQ54gk98I8vdyw5L8RszJ1TDyKmmfGSo3onKDPuUXwvK6/FaLTpOqTJLfwnYtkJ7ivcgycJD/0ZYpY9HwJo9DlW0ur8kgMm1xoK59sM0V9voD+UFueHpL4URbWNksUwQbA+astljDYGNu0BMK2XwVzP/poRN/Iqt6P2pnuYt2vC3xeW7S5/Gkz91Jn/esf859LPF5QGiHXkdeShy/+iLHe+hxMVebT1YBAsIUZbMAZzukFYGFdEulAqKkjp4IS/7E7YsEVkEXBYKGOHpQVAzJXrw1nh0rmVqI7Y+3723Y1p9d5u5/+s5/8TUXdDa2xDvJZ9KMmQ6TI9teeGiqa6k8ur1z8167wVvsLdsU0vB3qXI7Kjb19ra29AhxgmntAzyAv2JSos8hxM8IcQI/I8QJcDwAv1bxo3D8U9JxnHycPshdy67/5EWPW9bO4RZ2/N6LHqfPq03hx+H4Zy96fxfI187uf/8l2x/EX4bjD130ehorxtn1D1z0ehu0383ke1A6ziUfN0L7vfgpOP7wRds3AW8cID8Q9Ld2XDi+dnxdfziLPlcn6E84jpOP23EWrmXXf/Kixy04Hbew4/de9HgqXD9Fvifo7yL3d4F87ez+91+y/UHyfUF/F7k+E9qPs+sfuOj1Nmi/m8n3oHScSz5uhPZ7yWuC/s5vn631kgM+3yzEEsb/N2KJz99lmFHF6lUzKSOc/IaWluYWae8iaf829H9lg7bk/dnQ37gJW/IebOj/3rZqG/ZVQ//DG6Nt3BcNJW125olKu51duNnZR+91hv5H9ilD/x/sNLZxrzF0iW3Ezt9DDP3/bjew8/cDQ/+DG3q1e8vFDb2S94NEf2Xzx+Q9K1G5VaRPzyvFzSkPiJT6vD3C0P/RJmAb90BGf/smx6xv63tkoqRdMAm6ae09bEu0CU0mb3r1uP2YfUdSm7xqw15We/EP8X3kx2z/L2SCa+m/62yHbftsh2xwjAgbI7NzPWxf5BW2LzK6YBdjz/oOx/XYo/zEZddknrgxpy/nhKvXddm1jpM3u/rcJ3J6VzNPOB6Nn4k/BF/w69FHHz13hvEOOX12iHNC+/QZOjv0thAkSgrAga95TIkgHF80NH+5s6utt7OnA3tG+GOj+uZmd3Y2/ufOrvaeeHdHb1OTB97qZoaGp6aGh2bw9OoteGzHYmk0WsZ/cnZweHp6eHA2vrhUCjMG9A26Qb9mumGaoVoRNALHdq0dxZOcja6xkAvRmrg/LFprb2trn2xqbWm5aua9YyffnZp79+ixd7bRnCVcExOusSY2gaWzuL+J7iZLr7tq7nfHTryzdea941e8O0XHvBXnEBf5Dc0bmtjerhFpq9er939R94xl2fz32i8dmBrowAP3aBaizzwTXdDcE3n4IXptC5okRhKicwGzfVstbA9XTJ55ZuDZZwewnf58RrCtgrXr0D+hIxvmwlmlptDWo7Mrj6jLLquoOUV1UoL+C+fiUaYTaK3k3Dk8OvXfnHfRtSvxp0AP0AYdU1w/w78/w9k+3AE2Bn4Lr0p+eX2Z2AXL7EyH9hXMDx46ULgw2FRV1dRUUaECh3z/6HOPgWsev+7GG66/Xtg2Fe7XCT+W2DoY5KJuWcG8soFu1WJ1d5b9wyj+sm/GZc+sbf7kahmcnw/n/6fgk+vxJTyyxZX/+aImb1VhXoenJrTYMrO3oKfkcryJrxz6aml/d2FJhT+7BVzyePncTOlJGePfXujbHwWfbP0rjtiy7rP/rXwmnDeXPxrfPFZbM9BTV1bSlVPm39mytHe4aWSs8rAK3HC6vbWmpnKwpbww6rK2Z+XOdreNajjVKPXSAjansDUW1CdbwCcL/pgaQy0GBUeZU8Zt/Ldw3dLc3HaOk6XY1U9+Yph65M2fOHdvVrzZaC4x8n9m+qyCftC14dlSP4TNzZIdspjp/V1kymWpa8zs6PtURswMLnlyDRn0pdn18zXXqEzmLTqLuqn9dKrMiUenvy5TFE017z0pyEv3jeElXyKuOriobw5s8Ms4Z9NyvT7YtrfXVGLw5jcOFacTham9avOule3RTVXVwWqXs1LVdMMOyTOrQx2zFR7wzHtOjXX01IMrAb9ckvDLbH8n8MuCW/bgG/hP4Nf5/9xHdkx3r17FaknC/jaUJ0dEi5XSHJENTpqrwwnzFUqDAYYY2LzrcF9l0abK6bKKqYr2cn9zXtXCptyaiqKCiurcWKw9VlFdo5ofb9ucmTUUq4z7/fGqhn4HOOfCmtEi/ISpsji/qCg/UsrfVFtS1JDjaCkpqmU6LADZ/kvSofUSvhhE40yJzQKpcF8D1XkKQHUWTmFur5zcuTK/aUdMH2zfg4M1LmdVONpYpZLJxiGomS33iEHNDuad8RzENcHuSEdPrF0Yx37AhZ8kfGcSZnNJr+9wBqXNLdlvfIfbH8rJCfnd/IQ7EMzJCQbcrEZ9ndiWeWNbJgmxpIbsSm2BHZArJamltyQQQwI2tgI21tOxNbHNMS0t+GX+03gaOyt+O/b5TwC/gHOeJkb8qugbxWcA6Gml7PvVgf3957cl7nLZgqf4z9CT7vvE58d+W/GGoAvASPySuM8lKo9+xLaVyqTOfcNblOUzREr8nV5faLZ4cqet0JPjTvOLXX3NVtYatAfDOaFSh6EvPXtmKLc+muXw+Ry6XyR0h9H14HvGAHOVAm7TyX/9q3v3vsrZeldlvYJOonCOiMsmwOXoNFZTWN7KuA0cy+IM9HppD5jePXteeaWU/KkXgBsJz/ikED/bAwYJe7t4sKHyJ2Ofun+cvMpXJu/tsgV/ku3tgpSgUYI/xc+ONwltlMN9FkEGJ8ggbhSw8Tkpi/gUVXlNbHIsWLS8XBQcm4zV4IO5kS93NeEB7Cz84jaLwjT/RKGTDOCmri9GwtDu29BuudQ3g+ft/n6hZ0j0y1cJ98TC003KaPKzTx7p2Sd8VW395HiocHm5MDQ+WV+Ls3IjX6I3Jc7CJ7aZFZZtTxZmDcI9v8Tu2Yb+QnT4eurJTGyuJT2xRJ/5ZI8ytRV3mHKC2d5QemaNtUh4HbQ6aux4MCrTauhzS2NRuUajV7P97YNoDb+Mx1k/QHdBfD+/GY9PCHMNv4X/HuIVWl9CpoC4LX9EejGm1Bbau7WOlAmltsjWAy/wW+ro8fKa06XiLxZjvgl9rVqPMd/cvFnAwp/j77GaF6JVrQB+kFa1CNr0UfHsY0I8K8zs7+NzEM+6XFI8y1GMJ79K/C0D9L/55wSig7O9tU/Ys9XL+ojv1o/1FuwaXD7S25ITmR/xF3tcZQV5fUXRpqrKgUzy+kBH/Zjn4azu/MZ9uTd1B4oXJzumgp7+aMdQf9DnrnRlV/ncIf6lrNqikjpfBus32KqdvEJjto1/BCDQ0jnb3NzcNNPZgs2Xvz0x9fahA7+YHP1XuMYJ1+iEa87b8F/XHJ+Bi1pm483YfNm/jk7+4sCht6cmxPoz3fN/le35jy6yob/2iwem+jtm9z2h+7qZbug/r03a0F/wV2vH0Fl0Gfh4VA4ukpWFzqZm5hi6Uuluwbs8Q0Pe4NgofSxSGDd05fnx2qZgpjMUcmYGqxMjhVHqGo9XyMt07JO3wn95tQQ6mbCBv8KPEi1Lv5P5kXQvgrKgD8Ieyekb2zJJPWoMOGkDzsDJ1EyXvkdl3rAR8ldoJwPjox72DNp7+MEE3v6tuwTf6Cnx5eqrokVdPn/uAt0luNTncmsGrZIh/6GsLZAdCjrChRnGPmvWdF+4vszpCPgzTHdIHaG1u1fwfpgXLN7CVPYA87ziC7w/lcqtpF04xPZyVqQ6XAZyNjg+4lF7Boe9iRfC2Mbwi+gLbJ4h+hBwbKe5mf75Cjbv4RjeKf79G3ZUOuNR8SyRs8TXZnAhDBmcJRdcgAEX/vKXJ7v7uV39bME73QdsBn0onGONCkBvP3nyl/f1k7P9H94i8LRw0t9okXjaBX8KRWD45/8xFOnTb3f2xXvbezuJX/xzKEDMPC34FPu4p6ObvT3vT6LUdXV0dt15xxvSH0Vp7+yE9x//KG58CTz7X8LBAXwAeJydks1q20AUhc/ITko3WZWuSpld3FJJthITE3eTBqpFiB2KCZSubFmWJlE07mgUyLv0Gbos3XbVZ+lb9EgeXBJKoNUw6LuXM/dn7gDYw1cIbL5P+O5Y4Ll459jDE6Ecd7Avfjju4qW373gHr70vjnfxoiOoFN2ntL61pxoWeCOeOfawJz467mAiPjvu4q345XgHM++9412MvJ84hcYadzBQyJDDQiJCnzsizehJ+Z9QZbklLqjUuKI3abUnqPnP6TOoaPfaGJYxKxwj5MoYuVHUWCDgKY0beksXccVdkir6CsxJirbPU4Y5UlyTE1dfwaVovQJO9frOqCy3MupHkZzlqZxoq+WF0VdpYuVJbXNtKtnLrV1Xx2GYKZvXiyDRN2FJ4UqXtgqLuVWln5k0vfYTxisKlTB43Hb6p+cz1m7aeppKfZyTlqykZieI9SbzWW1MWlr/PF2qmv4PFGWUNE0ZmmlWF3NCxEvoY4ADjJloyhW3pLcJH0vnP4wbBf3BwTieTuNxrJtC7tfhb/P+S1PyYZa/Nym3wS8pb+av2mnKe03K9j2sGKhuU+fthG37Vm6pCTDiPuQ+YhlDFjHkS+EYLlNTKV3KTYvS2tW8tjpXpZW920EwCg6DI3+4HC7cyP7r/h69tN+EcMGeeJy9k1df41YQxc/Zhmk2bGF7740FSbTt1O29V1bYwijIMkg2y256770nm957sr98hXyuxLp3BCawD3mJH3yOrubO/87MFWZB/f6+BwMz/NgQ/WEWZmMO5mIeKpBAJapQjRrUIokU6lCP+ViAhViEBizGEizFMizHCqzEKqzGGqzFOqzHBmzEJmzGFmzFNmzHDuxEI3ahCc0ltgkLLWhFG9rRgd3Yg73Yh/04gIPoRBe60YNe9OEQDuMIjuIYjuMETuIUTuMMzuIczuMCLuISLuMKruIaruMGbqIft2BzFmdzDudyHiuYYCWrWM0a1jLJFOtYz/lcwIVcxAYu5hIu5TIu5wqu5Cqu5hqu5Tqu5wZu5CZu5hZu5TZu5w7uZCN3sYnNNGjSYgtb2cZ2duA+/sRf3M093Mt93M8DPMhOdrGbPexlHw/xMI/wKI/xOE/wJE/xNM/wLM/xPC/wIi/xMq/wKq/xOm/wJvt5izYHmGaGDgeZ5RBdPsRheszRZ54jHGXAkAUWOcbbHOcd3uXDfISP8jE+zif4JJ/i03yGz/I5Ps8X+CJf4st8ha/yNb7ON/gm3+LbfIfv8j2+zw/4IT/ix7zHT/gpP+Pn/IJf8it+zW/4Lb/j9/yBP/In/sxf+Ct/4+/8g/crir7bZDU3iTaLGqKmqCXaItoq2ibaLtoh2inaJdot2iPaK9qn1RC+IXxD+IbwDeEbwjeEawjXEK4hXEPympLXlLym5DUlryl5TclrSl2m5Dclvyn5TclvSl2m1GVKXabUZQrfEr4lfEv4lvAt4VvCt4RvCd8SviV8S/iWcKy+iqx3Z2Soo1W0TbQ9obS5pa0q9OxwqHEwsNOy1toUm+bYGLExY2PFpiU2rbFpSwz2DzZ6btYuGTc2njJVpVeypqxerZEhNHr5tFd51wnyjRk/n0vkfUebwm29UlUYChy9VjmYLwbi3DGJC91xHRc6Y46vreNmhwo60HcloWb4xVygGMpEjMgII7KaoV3EUHERQ8VphrKaoQIVQwXqdnRYVeGInXbKaouc4ioTcSMjXBWmuNpFXBUXcVWc5iqruSpQcSNXPeIEbj6jA9L5XM6OrZfX26qd8bRn57QfKh0yTjd50PKQ2tFivuBkBjz1lCrVNuAEoZvVm2pKuLTj61PUqdDQ9bOezpMcsQPH95xB/T6lHoOJU9faYaF02nBY1zDiFcN/n7v8gFNK0/f2/+pqWfuSoZNzJx8rPSeUUzujRVt3qSYbOHaptLiBTlhwJb5uoPSpDTuFiaYkB0rPk9XUy/vJLtXZYdp1026QLuqJpIp+pjSCdD6QLkdbnImEiQFbg1NqfTJRSiUquF4mnrKfmcDGU55IU34dyodQtqn8miTtXGk8oe1n/vvky+c984wf3P+p3Z1exrQ7OfU+TxvH9P5PueIP+mBmXv4HdGHK8QAAAAEAAf//AA94nGNgZGBg4AFiEyBmYmBjUGGwZWBkcGGIBZJJDDOB5CqGdUCZ9UDIyHAUCBkZnBhYGfgYxBjkGNSA+hgZWBgYGa0waJBpXECWBwMj00QMHsRcBgDn/wtveJx9k8tPE1EUxn8zpaUU5CEuXAAhNUHdkMiCZWNIQ1KtYpSFMcYwlNIS+zCTStAFMcaFcaEb40LjwpWJrxhXatz5fqOSKIou+AN8g+/UM6dXxIJkku87Z+bc77v3zLlYQMgKWUcJRbvjvUQc1+lnk+Nmc2zvz6U6SCf2uBkKA8nhDi6lknmXGyk3uZOxjFPIMVVIO0N8pkJ0KBaVLWxCs28sif7GvjlxgHrsDeujrbRs2dzVSnuZgpf5TVZZlgfnOCzkWbXI14Xq/VQP5PJZooOuk2BdZijl0JvJJzJsU+xTHFTMKLqKI4qjud1ZlwOq6xP0TumX83l5ULFGsUqxWjGkaCmiuMTsq5YW2qQbnUToZiNb6SPNLkbYx0GzwjU8bHiv4f2GDxk+rLuwOcZl82Zc9hYUnizlVr3hqOFrJbZrDS/XP7VG9zo6Lz4t2haNNKl2gJNl+RGtXTqv1idRk34pnb9Sv13luunKqUUrvOgiV0oexZl/1nZqz/3S8WWyPswqLohWjB7OK8c5J/U9nBWMc0Ywpo4xidpkIm/yjCfSpTFucZs73OUe93nAQx7xmKdS5TNTXEeDZI00i5stf2m1rn3OCyZ4ySvp8GveGK2p/6i95R3v+cBHPsktmmaGL3zlG9/5wU9+iW5A3Lx/GJSnQqYmLG4RumRGduCwguOcYKXUtct5S/4Tlj3r/8fdc/I8plXVktrSjAZlJkMykTUyfXVy+gbpd7Noh8VjrWp798QW5XGdTZ93Z8vf/AZHWrSsAHicrVhbbFRVFF33zkw7nSmdR6ctoDRqKlQjiIWEV2mIASL4RsAHiC20tghUM1ZA0OKbim8tPqCJxg8SCTHEDz6IPyYTPxuNP2MMPxMTjIwk/ZnERDOus+6dzr3Tlk4id+Wce+557r3OOXvvGVgAIriAfxBZv/G+rejqSffsxuae9IFBbN092N+BXXteTO/HQG/fwQ4M9fc9m8Zwf7pvH0b29wwNYnRooGcvvkKQ86BYhMVSqYxrlqxZ2y1P2faUAwjt60sP4ibl7cqXKl+pvIsdbaaA3pb7tvV25jTlIEKoRzNa0Y6lrAkz3YG0SlZdt1NT93sk69TEz7nvq5yjy52lgSNqMVD8G0PFKzjI9yGmw0xH+T3Kd5CtBbbm2VJgbV66LMAw7PB3Zpaa3toR3EAp9BQL7AGlgr5zqvu1mGX+Lyoe08f0vfZj5pj1SU32nnASUlo750oyjz1aZ5i/oDF5R2LVZE1iTd5tL3jaCr7Brd764mV+t/o0atX+VKznyfOTYws+NlKeFfNlpoxkk6PyFTPmS3J6xk4YCd3aCVebccOLVw9nVs1IHovjnMnhvN3LvhlZ/JIjfyjLxfyi+x6hzHn2+KY45jJo+mfZP+esUbzoaCZWUijtWYrj1MLeuWJmOq58LGS05i/uDmW4ynnfiFzpDJbGurJMp2/O7BZHePSd/ZnuxHrrqjqv1axTvkEZaZQr/mGYcnl01y3pwvIlrzTOmfLMU/DLxbtdsVK5XHkvvatUI3NFnZkpVU1P1Zvd0o4arc1ZnXGtsub58lu7Kfl1Us74RmSqsTezPZ4bUVrXy/Nvznm71nieXGMPnbvs3Pu/zOkHdBdSujWXaU1KGmX1Lu/vlNmdu+2ruTq1L+ccL9noybphdxWnJUvWM6WRfmvC0RO6dWX9s5LuEmF0mCj+ya8rHq0qztVMXzM+Nj1biKijj48wjxIpxIgk4kKCSNKfdbF+F5HCbqIBe4j56CVa0Ec042kiiH5iDgaIEPYSLdhPhPAcEaD3TGMunifqMUQ04wUijIPEPBwiQjhCBHGUaMTLRBOOETG8QkTxKmHjdaIGbxAxvIm36DOPEzUYwQmW3yUsvE8k8AERxYdELT4mavAJYWMUJ9nnU8LGZ0QEXxAWThFxnCbqMEYk2X6XOEqIowQlN1GB4aheDCXFUT19dit1WEc0o5toFlNx8dIkRmrESC0OECkx0iIuWsRFTFw0iIsF4qIGh4mIuIjhJeJGMWIzOhhmTHCMjFhiJIDXiJB4CYqXOvJynK0jRCPeFi/vECFy857LTkjshMVOFB8RIXEUFEcWORrlXp4kR5Y4CuNzwhJT88VUUkzNFVP1lCsqpkzEGGW/GHkJ6OzU6OzUko+9nMWciLj0T/A8HOIsR6jhXGo2xnlt6myip3ZsVhQ289kNaRds7YKlXbAllSV5TERXK3ls7Zyt3pZ6B9Tb2e2AeptoMsy+EfYxp/4U9TK1P0qCJizHRjyE7Tzvz1DuXrLUy/YzxDm2XMD3Kp9hOYgVvOGreOdXM3XyNttYjCdwPzWyWOrgijHezwTTGJOFNYr6FqOTEtSb+8fxCaZbWG5j2zq+u5nGWGejjmPMCFPKq4+l3Hzn3O/FeEr8pKiP+W7S3W7DrVhEKW6jDMuo0Qqswmqu2oW7KffjlHEnd8kOnTA6B7LBr3mGm/2kT+ubC1VaG7f3lBqPlS/HFCUrOFnjW1mepuyfKrz29Xnc+afELDP6YO+3YjzmlfFW1qnzeYiM64NKGkQgf+5Gdj7P7sSgU+MF1U7x5RX+M+eLafOlOGB6Df7XU/61cFEx63ntkE9ntmSMJ/ZFxzPIQd26VagqfvSeDPd73LdCxkklCSvXqm6N8nzXt2dV83Qq97AxXRxnIg+3ZHSycbOsYVjWMCxr6Pj4mKxhnPahjbZpIRGlnVjEEe1EEEuIJO4kIrQcHaxfRhibuJzlFcQcrCRqZE/qsIZIUsZO2t+1RALrCQubiBTuJSza0oeZbyMa8ChRL/sTwg6ikXZoJ8vGOsfkYcKy0XGcJYylWyhNktIkKY/cJH0cjRqlT0z6hKSPjdsJ25W+LHfcI3dUEtdJ4pT8eJPkDmIDEaaFvMfVIULPtJlyG03CeAAPMjf6BLCFsPAIEcBWwtEwQL+xnRw5ej5GBKjtTrLzJJFQtNAkbRulZ4xafstVLLJf9kht1MNY7yXch5L9XinJ11DutZR0AyXcRJmMLFsowzauZ1jdwbUcf3aWeq+TRzP/azj/fJjHcpMtXis9puMrS14yIJlOaxfMTClGJZb+T/HOY+En/Kz+tin9B1aQaKoAAHicY2BgYGQAgvvXThuC6Eesf09C6dsAVTgIHwA=') format('woff')}"
}
}
]}