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"_text":"Înainte de începerea rundei, se selectează un număr aleatoriu de rotiri gratuite din următoarele valori: 6, 7, 8, 10, 12, 15, 18 sau 20 de rotiri gratuite.",
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"_text":"În cazul în care mizezi, o roată se rotește și se oprește fie pe o poziție de câștig, fie pe una de pierdere. Dacă se oprește pe o poziție câștigătoare, numărul de rotiri gratuite câștigate crește la următoarea sumă mai mare. Dacă se oprește pe o poziție pierdută, toate rotirile gratuite sunt pierdute și runda se încheie. Poate fi jucat doar până la 20 de rotiri gratuite.",
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"_text":"Toate sumele sunt exprimate ca și câștiguri reale în fise.",
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"_text":"Defecțiunile anulează toate plățile și jocurile.",
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"_text":"Valoarea Jackpotului Mini, Minor, Mega sau Maxi. Valoarea jackpotului Mini este de 25x miză totală. Valoarea Jackpotului Minor este de 50x miză totală. Valoarea Jackpotului Mega este de 100x miză totală. Valoarea Jackpotului Maxi este de 250x miză totală.",
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"_text":"Rolele 1 și 6 pot avea până la 7 simboluri. În total numărul maxim posibil de moduri de câștig este 117649.",
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"_text":"Câștigă simboluri WILD pe rolele 1 și 2 și simboluri BONUS pe rola 3 în timpul rundei pentru a adăuga încă 6 rotiri gratuite. Fără limite!",
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"_text":"După ce este selectat un număr aleatoriu de rotiri, dacă numărul este mai mic de 20, puteți miza pentru a câștiga mai multe rotiri gratuite sau puteți colecta numărul curent de rotiri în orice moment și începe runda.",
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"_text":"De modalități de câștig",
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"_text":"La fiecare rotire, toate SIMBOLURILE CU BANI primesc valori aleatorii dintr-un set pre-definit.",
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"_text":"Înainte de începerea rundei, se selectează un număr aleatoriu de rotiri gratuite din următoarele valori: 6, 7, 8, 10, 12, 15, 18 sau 20 de rotiri gratuite.",
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"_text":"RUNDA CU ROTIRI GRATUITE poate să fie declanșată instant din jocul de bază prin cumpărare pentru 100x miză totală curentă. ",
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"_text":"El apare numai pe rola 3.",
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"_text":"Multiplicatori de 2x, 3x sau 5x care se aplică la câștigul total al modului de colectare.",
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"_text":"Când câștigi pe mai multe linii active, toate câștigurile sunt adăugate la câștigul total.",
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"_text":"Câștigul maxim este limitat la {0} miză atât în jocul de bază când și în timpul rotirilor gratuite. Dacă câștigul total al unei RUNDE DE ROTIRI GRATUITE ajunge la {1} miza , runda se termină imediat, câștigul este acordat iar restul rotirilor gratuite sunt pierdute. ",
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8Q6cYvP0M/wDnSKBuAdjvrAAY9xuIMZdDziRKJrDhXMpu0EEi1hleagjTMSMxZAexSJth5JtRCHJb1dDAa5BUpl6eZrAXnR1YT/Bn3eoOcRmStdSJGPLg+TZMkygVHyAykVX5icVPKTkDj6tNDJrNNlNMk+SY6jHHJGM7o6urYGLBaQNhuMRl0JIH9YTASZqCK8XrtRFVixWKCBxsFWF7y1OBIgDrpiusEJSSpLB/7QDZT5jj/jGohHynFKKmDfvwT8s2Np7+vPHxZEqYP7vLWpaHTPX+s2RdpPvj9g8s2Tf4SrhnrtEDInSGTV25vgMHv7b5Da7BRZK53xqCCUnWtvqhuQ1vf1dz93NKgSqTxT+Q+dBQ0CjSmUmwa4MRKnowEfGaMv/UUsFMYXSM3XVODYMWVJCrxf4qnrfiTlJTGVCUFDCSwcppNgjpl+aAuOlNMtEAvNvqcX4QENIPIfVfsuu+eG6+/47q+1v6ORbsWv/jLxKVzescyy6kNVm3nNTCxa+3ejc5xqIZ9x1Yu7lyvm19ondE0eMWjQ62WvK1j/ZJcciyj0+rkn6baJ64eNEavBGU9RF50J2gAu9kctik2AWqtltqI32ox4ZQOuJEeJ4/BgIpUooZ67FYbAn4SMGoVdqt23qOpqx5N8KQlhyplxxSZq0Fcyo+4GJeDvE5a/VhZs36BDzxzmFzaUmKAXzhThHx2j7yLD6JW7pWMjJ58YLlvvOEWp4Zasj7lsTF1/XBtauhC9mHKD7/cwv3NZLIXsqGR9y9seuiu0fouBw0znpVzBmt8P7rkd4kaVuffOrKhmXu3JPvD6DZQD1bgONvQwMZBjUuB7Bjc6BRyVFvjoy3YOkGEUdWDGFYre1n6hQKPAQtiwiTYplT8dtAgJbehHGMxBonEoL6M+uiSQhRhCeZldX6c1WTyVvLwdr3ZvcDSOvxKe88vdl67e35X/YZnr9m4PtmTyMWWrS8kuQ9vf9i0D906ZPNcPKqLce+q56985cVtc8yanvW6UM9NUe+O0fNhaiF81nEeLOv5OvQASIJlOGY2NrIprNikHDipQB2lVFL1ehRQ0xEz4wUR6CVgvcSYS5rOH0wRaz1olNLZWIJbTNmGDbzx8siVEYgXYG+uRDl/mj8RJtctqXFvWHiyI4wi/7ou26CQx5uXNjTPYeSdxTVHfzyy8eRru9cZ0SWHoR490OGeU3hnz4HGONdPkavmb1nWM5+E9YXxSHB1WyuJvnNkx47bafreA+/E/R8ef1Um0L0T+bGuO0Ava4FOJ+sCOuy+VDKgVjHAIYOmMppLVKATKBNoAk4pgc6KIAk9zeiMubyfB0jYgAXK8sh/60WjjllH1p9ccYB7btecxxmTZjDfwKA7Np88sIF7hXsOHoTL4XN/OeBfoZTLfIysriMb5G2S5HMS8gDOSewgirPAxWwQNjWxzcCmSiJZAGkcyFKDQIZGPtpQT0cM2BXJpqYjleROirubpMtvqrqhaXIQCzklyTCeFfzIA2cnHA98/lU1o+jq6t1+QU8nzj+293bBnnNTi5Ozl8AllRyCu+f8waE5AxfiVGNosIQJ/ob18xGpfnoUMspHRQGl0VAJHZWwoKiBjjmYYIyCkJJSX1FPrKAS/aSm009MvxryRYeSDyZ4beSRrSBCzAlBOUVd5U+T6y45zP2Z+3BJ1LN+0bc6wyj6yoZMvUKWaBptaJ4tk1+2+uiK1XMnTr6+a60JEYt4tZN1uIYK7+y+JtUAn8FqOm/LaF9ZTVftItHipUe2XcCr6dW/rS/loxhrEUdx2NCCHtYKdTpWj4VHqRBenIZR0AoJ6iqXaQpV7KWTUqkrZVc89kqV3z8/bwxjMJWAxIi2BcrxBcrJZ+erly9QitcfKV3fghGZC1qtrA1osYlQRgO/BDOjpVU6bXURAo4WllGYLEhTIKt0JdZynldayRRcKy5Igm6JwjhJrlqonLxVAnP5WHWYmCA3YKDDY1ylklUBOQbXDJSkYVJUiDM06RqU/BrCDM5eQkVIMBZi4on4Pa/CWPHlhc//9cWaCzZdM/6Zkzs1dlLgA9yN8fQerDdKMMDaxaxWTpMYUTNASTMyCshlUmwthICp1V9yulRCwNjUVKS9pfS+h0fc94iwW6D3bkzvFim9DEUCGVmGHmfRy0xDL0RaaMhHojjnJCa4t4ovLfj+35qfqDtOEGOfOSG97OQtNdu3CXL/kjiN8W8jKIBxbHVtbWw7qNEqFRETxqPY7dSnqCYHAi1M1kMnk1lYiQqJacsf1bjQJl1TW6X6J1oa71aC2PRKRpaVeBprxTelfeWCUjplIU4PxdePkHKCdGYiaXsuoErsa54Zj00syqWCrrl+93kdM3asvgBex33UEU8WtyRY8uDeFfm+vLXTHptNwEhSx+qSnpGZKy5bXxPqbl+ad1udKJldtbmncOr1eKElOVEQ+PFb6ka0AbBgAOxkM3BwkJ0FOlONDkXaEaZAZ4cF+X1RCiSo5n6kUzEzZzJZG+0KMijGtLVh9jRX2VP2SGW3jA2lUA6fFUY1g0EpowarjIoKaXjFUZcqo4KrxqhJyjWdP4255otG+OqG32e1YOjP/we+9kbd2NZ/2cVtYZfKtHPZlt6hk3c3dLjnblxy7Z4fjq3pSiyntefv/tXvr7yMWD6x6OBh7r2f//Hffg790PLDn03+LtG2R9e0f5jQX7/jKoSculpf/eJU08S/JGMmd64xvD3gG+R8/QQ160Xvr6+8/uC1H3I5w/zr7oIyqHri+N2PcJtgodEcU4THrir5uDPUo+hN4AMRcCEbh9EoWwOCART0WwwqhQznPnKn2253B/yBoEyn0ejstNVKKvlMqFx3KxSKQvtArFgK79Ws8JwSXFTK2SjPWcqP3YDAGSsTzRnxQ4DgvJs3GnhXD0m+2kE9yn3TO2vL9R9xqPfhzp8u/znBBgM/Wmgf2X+gv7mxlVO8yD3X8WwUrrvnY9eRxy5QYucch9c9B48pFJhii4ZOHOXe5v7lhq0tPZCD50/eNjCoK8d4jvwz+hgEcJTrABezzbCzk+0ChZaE3W9WUShIeRspoEF1TflYLapDOm2YcbbTVJZucJIWUqVUyGmKqhbvrYVisaxl5QZLyR6l5mgGnVJedIqVKeyOsCXSMRjlq7hiQy2f88IKHoAZXr8Yq5mv+uRKeAArn4WHDBgQ/Jn7+RUniaS2XRsPzk/TsvqMgfBe3W8+9MTO4dH1P+F+dqSzZVAGZz1pqE+M3brrygykEGU1XLftVvgU9+XmpIokiIxzlGwYyLNJQt4T2NnScf5VWzbCkQNWT1Z9P9QR8hlc/PiKOfLJrUL0mbmiXG/5gFqCXgNuMMJ6oMfDeoGBxqEK+14K5ydAx5jN0A3ICl7nFUcwxTJvKkDdI+WMpwRg3ZA2R/xl8OMzmml/2b6oJf1pdCP3H5NHju+56iMYePsH3OPcT779zKnfQBa91pqtr1P0fXf/dV/+7sijsPjV8QcfhTmYfOhGULKBD9DTeN16rAHzWD8MBtkQYAwUcDpkJIMUci9DWhiNhpRjTYTyMgIvSjozkxVsKgdB6dqDolSBH7uMqJnR82kzdgZk2U3oSzkGepo7yn2yZPnWzHdPHp73CFTee/TtlTt+ee3qLS1bl42/cNE6YhX3MXfI5kr3QvKLHZ2hbz3Kff6rgw/NHL5qckmj2/bMvWUZnCYvw7QkwT62ScRr8ZDPnIh7zCaDBoFoxE26kFJRV1tDE067g9ZGGcLFaAOMx63T4pwSQk21B4WJE+Eb7yQLBZHYqUXMEtmaaTBdmA76se7mM7weJ2Aep9C02RqNJAgt1Pv5WiZmitXohUUhnTSRlxlcp/8enutkSBidGyYVLkNcXlh2Qyo9t4aAM9csfY4yRAlYMzedumFZQe72B+MuvdpJkFfGovGgf6az29hrRwSBuD2XLN8jg4Rq8if8R3uvsdvJ84abRe7DvPEJ3QW/nw0Ag4Z0Y4UHZpOSVCCHXc7IaI+C8egYldLrIe0AuisdmxIzprBB4trcwC/lgF9EGOfQa9ZryRI3yH3nkBeOeFOsSDt67ByCoPJ0UWOMpan3eIKn2FwH2MEmRb/VmEz47XReeDNh47OirIpqw/YXY5xhnrTmZtiBrbBNYoViWITnVgqq9LVN567ONkoBu/OxkccI5/RL8kxe9PNfZ7g3b75GSbnToWtDZ7dJFtIKVcARfZ27WzDrX8OOs8y6Y2StaZbJZlJGJe2RDgUtz7WMjbz/bcHiGx86WKqzUBb0c5zRTbANYtfeQQWsKqWcr/UFHXbs4d0uCiEfCgUDdhv28JDEAc9a9e9lJeDxg26yyq8Sr6zTtLbF8h/CrtsiFFd4JeDRRN6vB+Fshg96FO/GKQv3qzoFzX363MF6VUA4ziE6WFQlMAUyeAuxCtoYWS44QmTqP/v2r811fKWwZllUp1GaE/LTz8PbySdVCdWNYeLU+71WXu/n8k4O64gGo2eHUAfHUgByBJUKRGARQkw2BFWrhxWqymgWTFMRN/r51YqkYDrmwu2MrF5YrqrBiF4TLp4W1rau0cTr6plPuDnwJWEdnaxZWAekgbAGGvBLoCtLEFZQvTz9NZfHvOQhF3/5Ybh9zd4vn2EbtLU+fPEfvnr4RctFd21+juwZztYKdvIJ9Qj6AOTAejYG83m2CWTTLjWIhUMBm0EPTEjtsGtINbKYwyQWuUHP+3qbtF1bDuZTzaO0RBvIS5eYF/2f0K8hIwJq1JvKco/69aI58DIPC6iQEZs4QrpL3XHovLlbezR31vUFNvoHzRGBqQ/CZRrtstXtfXN2wvWJ/tGBVR371+sOjPT7B7Nd3d+ItyZb1puhZ3bcEtfIOVs7m8iHRsgrszs5DUx6xjfMXeWFe/c9kGi3OvaZ3vqGycZQFFWOGc+Tn6JXgQnMZ33QbGYtAKgpwCCNVoPkMiODCI2apCCqVhh5d1jKd0VFqZYUzVI+mEU+mCNqWEIzPPF89CY/3TTG/Y67vFVO+xuWwHHSGG6G1n88fRVLMTO9I2Swozi/5tRdJK0q10bpQ+g3IAYux/isvp5tALU2qyHicauUBKitqa2TGQ0Go9VM+ew2nA5oEKXTIkTVREn8Ex6wkjBSXry1quTia6GMXqFUtiWSIqBeSlJ9ybGbrEaTIDJeqDieC6dgySay+qho23KYpw9thwRJUbpa7uMCTRIKbkYfMflWJriI+2bX3EBSnZwPNThEPLMC/aahlWZO94eMPnXM1TCvjqxvDk9+Mb9NoSAWTy5YOpQb2TZK7krJDUyNcvJBQjm/JL+/UnJsV36wF8f8QIANArvMolFTJCOTy+R2u8Nms8tlSK/Drg34vJQf+H020kpq1JDCao5jvqUiV6zo1jJzBPcmzAVV4HzVx1lAQMqWgCBpExPlW5XnsEEQfQJm05TcbUCKYPz061PpJ4MMbdn054527A5k+iz5wNnknl5InIhpzaH5zWXMRt2H/gS0wAv6WDv0+Vg/sFEyHQVcDDIxKhUpqcUVKylftQbnk67eV2oLVwMTD9J0U2tt1H3vvsJ9xP3u5Xff/Ql0Qc+P3337zgM/+Y/9u/dc/tlnl+8h1nKvffu++56CjTDFv3O/gMwdB+677S9/PnT//YeEeTFA3oTzDCc+GmMj4ixe0GKQy1wUUKJAkEJkAKlVHsZmI42kHAd8Q8UlFqXZxBRBGKabxsN5RNBY9TjSJILJiMgzRN7EbT8YgaYI9/rZecLbR3oLc+BG8r+5fzzezj3Y3pY8OyW4/IAj0MJdtkaQRZcgCzfIg6VsSKiQxlW5FA10VNxGRWgmYGLqXEwgV0cGoA9WDVEsWEiAB6ga3bk10nC03O/2ErzznCIeis/LJcLT60peNUL2yJzuyKxDJ/LXd4Q9TQ17KkLDqc/OAtsjlei7Q2N1fvrYvX3WF1pn9W9gdLX7Nt8Xyt/+p6osPwpsUkiljKXeER30U6sJUcZoDZZxBCTATjYNk0m2EcTtDE4klSAYllMkSUUprwYx8QY+udBpaxmnmEUKGEOaQ0olXp6oq1hhNYtMShmV5BnlD54TcqZkkTpKCDWwrAhozd+X7bXe39ttDp+rCtz2zRvCWy7nXhFVInOd/ZUFBu6+9kLjOVki9+Vjhb3xK+4iv1lWjpJ/4shXsH9KgFVY6wWOhBV+r5NuiMv1Op0epyUxZFQxKMrY7bzZ0ueY7RTyq6pPT0N8qZLOF2cMaR8fYUu1Gky6ZF6tpDmUhXzlketfffl9fibttr/AwBPc4TduWDHStOfpJ8pTaAXugq6+x+DaN/jJs+El/LAZ9+aTN7Oj/LTZkEU7qzpb9nlL2/m7E6vmlWMWdYzajrPKMTYsZpVO5NRqgB7JcVqskNuschLjco9WAwM4PjkliZc4D1FBl1WSndPll4yINGKwCsn4UMsDcGGOz5Kmji1K2s0j0eb1+8swLceY7r+k/+k9OZjvZy9Av2gPzFyyzBY83VcBbsuilMy/5ak5h5cHvYIc30UvYznmBe8l9EEyjbE6h92oc1GqGgoEGJSIW0gzJori5aiqKrO1cHZftlIRmqYZgm0Xg2MtpLE987LjG45pf8oLzbReDLq5vOgBsnn+CyxYvhyCXr72/lMmk9F46v5r127UWrd5TJDQKuS/XdPjZC/Y26odXPNbuVwHCZNnm1WzaS0x7wx4/FU1xH/qVx+H4PYjl1vllo1+pHG/wV31yeVLzI0UnVSt2v8p3PWGW4P8Gy1y6+VHRJ1+h7oS88ILFrJeMfpYPU6DTg2sNhnfdKehF4MmLFV1lQlwqhVLUdM00YghCRK7zgQGDxg1Waw0YzUYLVYjli72gnnqytnvHXpB42zMzz//vtw34dU6VztNjfxXxDo51kURptXd6LX7uR3c59xGD7ru1zAEHcv+TjmTKQ/3BTevJwxfPHHU73Qs1JRs9GPmHvQ6mIW9VhbOns3OAcqZfR1sOhb1emxmP6XPUvHadgqEGTVimluaGaanuzHppBwkP+UD9RWXbhXL76K4C1MSyirBejBbSvDsSvgNCMXVkiufRvQ4DvPmzJ9thSkrwZ/DB+fqAnPPtXdyp1Qp1UXdwwvu+h331R1TVWL11t/vX3b7AcsOj/HVOnpB77L75b/ZtXSqeszH6vEDZLb37/jBOdrxx/239P34r6ffUJg3+us4jvv2q1c/deyiv01VFJ6v/6Ba0e9BDZjLemBtLVsH/HajgqrxGtUKEGTcOsbsxplGde5eSMSnyTAUoFbKslqeZWohg+TzByqXh6UJRSHfFv2d6Oc0kKFauT8dbF178d2h8Ubu1OgxaL19/bxQ89KH1q04L7Sza/PW3YsGrYmubHdz5IJagvp00ZFbPy4cu4c6/gKc+8m9WttN16QeWn3HUX9fX7C99pU60a9HcazLoXdBFmxk62Eux+YzkXCyoT4StlqMNKXAGSZwIF0tynhoRUM9iREVTVWxpjDjXJ5+LUwWpGpSBZk5KdE5QU9EJ1dK/PhKvGAQfhEJUEJZPpc3i5ML+CzjxT5fR9xKkznuw7jx+R1ddTUbKHqpE86kLmppgYA2LWJ1jAEWbzHDWfZxiBbXEpBbZVOr0g02L7yTagkM9s/uP250FFtmHH3yplAGo2abXivT08TioceOzmwpOvRrO3q5t8vx7gvqQsqGc5UdbELMVWJuTSzg1SoVQKGUKVUBvz8QYmQRhsZRyM4oVUrGaqSrSpAo7bsQpoOFMW9JPR1IdeLc1CRcmmBogFHoDzClSW4MmSzhXJBXCYiNKCzwiLpw3fk+/Ue7uVe569tR3eQPD/86OqHyZSP6hoX7726Hy1pMO6CCOW13/eZKSP1nc9CXfpHunNGopGgzolo9F+hiEx5FxKghoYFMWpjTc8xKBaFWmct8+AHRSq2Rdu0UcpmQ8fOzojJm6jiZTphNKkjFT0zTtQtTQSO/eD8V1ROt3Eu/pRXellp4EfeLQHwr1R01hqhd1Kk2cZ6NfJg6jHOEMeyjhe6tHJBIptIolRpEi+9KBQTlmm5pqK3cwJjSygCV+u65bV0qmImSBI9N82kenpIPP7npqmcW9tSvUP+ciNWozQ3NHGyBjz2xMdSUOSUfNQdK/HmaaKNGMX9ms06RPwwtp2QMUgIZo1AqKCQnK/VmkUXlyki8Wm+ehkXCmE7YqveH00RbqsfNHYDJEHcMtr07e54zjHZR6MWt5Xnh1cQE9QCw4SzKIs6+aTU0BFq1DFuvWQ21U9qbZ/kk7TRjbjAoTEtjY/SS0aBojJgnxMRPnTKNbsUCRBCE8f2WDQlTLKi/eA7aYEEWy4WLwoRVrTTR9aubjY0NpivmCfy5mho68wEghVlfhFh+hhIQfO+JqDAFSqIKAZB0OUh0kf4wNcT95dQfoNa/cKFI8zh8DOuFUtg9JPKdhHwPGVS6uWfvHpp2FDVY6lSlMZZ+7Em5dv4l6p/Hs2jcSOms+3syE3vK/YUviVPEmzg/rwfj5YmmoJWBwEoB7J9JI/K4a5E6xsjNtN1OyCV1lmogFSrOU7ivnmaeKcyHT3648Ot6lJZotQ9JnPqZXY+NF124/JwupML2g0TbHm3z/mHotiko5aJzmoyUuvMxsZkYHb1KpPOP5HfQ9zAmSoLR8rSIQ2ZW1dY4SDvS63wINNAoRLvsLkLFl5PMUxPBKqFAkt9MPywiwgStkAjqxX5hsTTDVRkQ1ZeHZL6zY9MjNZt9rRTZcDFN1/fOkl+SmFWcs/ebG7Y9nmmfSM8c7p7JTrRn4IKH1qxQkl0QZemEIhsiu1VqjbJZO985+UZu2crHNs8Za8zGuTdDNfXLh0s2/CfideIljPFnsy4R4+uBUa/GSJ+y0nIvQ8j5GUzqLHlOjXLUNJg+LHbZ89WptCkdeWHG+/W5b3/3pxdvPdK+ajubcynS9U1rmpP9M3c0dM99/d9/+d3bli+M1Kd0sZDabsn63aOzJ86fM+IJg7Ksrkc/wDqZEmSVTrMZYJTbsD6asD56PTGkTtDKKK136QklXwtV/3NZqUFaSkdaHPIQRSVgOr1Ij5CPimM9OEWN6s+eabo+6rVY1QZz1D9xOXfB5omTOxdaTD/6t2zB50y9PjQzu6KzNd+2oW2E1fkJglIq3e1wwbfWr8vASJPX1VQTV3iNp2fNXHARjCczyU0r1mzuH06Ey7b4J5LC8rJjylewIbFa5nfrNMDv0KiASi1z+P0OA6IsDCE7S3JwujRcIsRz62GQ8Jf23mDEQjHCHFOJxjgU6r4ktZb7x52/ffmhvYNdcQ67RhJ2958/tmDke6pV+Xl1FgvUce//8o6HXu5ouXSpCkMq2UXDC5tzcCDXwSi70ilBB7l5xNto35R+hokya2gK2CiVXqcmVVigWKwyJmTWaRm1JuQhjKBqfYnSGAQsbwg8t8gwzVY9hm9DC86FdkOK4f2Knim7e2sWm6NAN/G2Rd9kq2kwXFjrT8Da9N9XtN7vsRCEwlVPG+XhthXn9/a2kJ/QQa1tgK1rXXIXsYw4vVq2DVnIPl2wzpQ1UvJDK9Jtw5kYLz9uHXmMeB4EcRY6Xs5C7draqF2N/TodR14zrUgxzrpaBjihAosceiUN28LU+eCq6nqnS0NFR6ljsBT5GVhTuY8lmQCx4qCfyfM8qDS5cuSxIblOq/Qt5N7ftmlNbzGX8jQmdjdFyVtPXDY0+/arT/yEcCmJVbeuWiejUrnZiwa7vX7ieQ8lb535AvfoBPfewDrjOmd/l8l/dNMtWxbO239y1yb00mIKK8eCpTcPtbJ9xaUrxfoC2YUOgwhYzkbLkxseh0GPaAQCfi2pQWaTggl7wgQ+R2IbdlRz0US1d30WKxzTzGhAk7YU7cqO1S/Z7ZvnT6VzaR/ZpfHd3ViX3ZRr7stw/90czChQx1h2LuVHV+2APti7uP/4W9sumrXS4UtwqwzzBpwkEfDUJxXNvvScdS3cR228jfZgpb6B/IUw9zbEuoW5N7VFo8ZEYPhI8aNvtIXQqKWpRKLskQqSoG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') format('woff')}"
}
}
]}