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"_text":"Σπέσιαλ κύλινδροι υπάρχουν στο παιχνίδι στη διάρκεια του ΓΥΡΟΥ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ. ",
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"_text":"Τα παιχνίδια μέσης μεταβλητότητας πληρώνουν σταθερά και το εύρος των πληρωμών ποικίλλει από χαμηλό σε πολύ υψηλό ",
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"_text":"Οποιαδήποτε δυσλειτουργία ακυρώνει όλες τις πληρωμές και τα παιχνίδια ",
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"_text":"ΚΑΝΟΝΕΣ ΤΖΑΚΠΟΤ ",
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"height":40,
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"_text":"Τα Τζάκποτ μπορεί να τα κερδίσει κάποιος τυχαία στο τέλος οποιουδήποτε γυρίσματος στο βασικό παιχνίδι.  Τζάκποτ δεν μπορεί να κερδηθεί σε οποιαδήποτε λειτουργία Δωρεάν Γυρισμάτων. ",
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"_text":"Η πιθανότητα κάποιου παίκτη να κερδίσει οποιοδήποτε από τα διαθέσιμα τζάκποτ σχετίζεται άμεσα με το ποσό του στοιχήματος. Τα υψηλότερα στοιχήματα έχουν μεγαλύτερη πιθανότητα να κερδίσουν. Ωστόσο, οποιοδήποτε Τζάκποτ μπορεί να κερδηθεί με κάθε ποσό στοιχήματος πάνω από το ελάχιστο στοίχημα που πληροί τις προϋποθέσεις.  ",
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"_text":"Για να πληροί τις προϋποθέσεις ώστε να κερδίσει κάποιο από τα Τζάκποτ, το ελάχιστο στοίχημα είναι:",
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"_text":"Tα κέρδη ενός Τζάκποτ εμφανίζονται στο παιχνίδι όταν βρίσκετε 3 σύμβολα με ετικέτες                                       ",
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"_text":"Οποιαδήποτε δυσλειτουργία ακυρώνει όλες τις πληρωμές και τα παιχνίδια ",
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"_text":"Το υπολογιζόμενο ποσοστό επιστροφής στον παίκτη (RTP) στο παιχνίδι, όταν συμπεριλαμβάνονται και τα τζάκποτ, είναι:{0}%",
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"layer":0,
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"_text":"Το Τζάκποτ μπορεί να είναι προσωρινά απενεργοποιημένο. Όταν τα τζάκποτ είναι απενεργοποιημένα, όλα τα πονταρίσματα σταματάνε και τα τζάκποτ σημειώνονται ως \"Τζάκποτ κλειστό\". Το ποσό που θα έχει συγκεντρωθεί πριν την απενεργοποίηση παραμένει στο Τζάκποτ και θα είναι διαθέσιμο ως κέρδος μετά την επανενεργοποίηση των τζάκποτ.   ",
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"anchorY":0,
"width":1375,
"height":140,
"overflow":0
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"_text":"ΚΑΝΟΝΕΣ ΤΖΑΚΠΟΤ ",
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"width":1150,
"height":40,
"overflow":0
},
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],
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{
"name":"Paytable/Pages/Jackpot2/P1/Label",
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"components" : 
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"_text":"Επειδή υπάρχει το αναπόφευκτο λαγκάρισμα του ίντερνετ, τα ποσά του Τζάκποτ που εμφανίζονται στην οθόνη μπορεί να διαφέρουν από τις πραγματικές τιμές.  ",
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"enabled":true,
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"_text":"Εάν δύο ή περισσότεροι παίκτες κερδίσουν το Τζάκποτ περίπου την ίδια ώρα, τότε όλα τα κέρδη απονέμονται κατά σειρά, ώστε ο καθένας να εισπράξει την αξία του Τζάκποτ που συγκεντρώθηκε την ακριβή στιγμή της νίκης του. Το Τζάκποτε ΔΕΝ μοιράζεται εξίσου ανάμεσα σε διάφορους παίκτες.   ",
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"anchorY":0,
"width":1375,
"height":140,
"overflow":0
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"_text":"ΚΕΡΔΗ ΠΑΝΩ ΑΠΟ",
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"width":1144,
"height":130
},
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}
],
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"layer":0,
"components" : 
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"enabled":true,
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"_text":"ΤΥΧΑΙΟΣ\nΠΟΛΛΑΠΛΑΣΙΑΣΤΗΣ\nΕΩΣ ΚΑΙ           ΣΤΙΣ\nΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"height":480
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"layer":0,
"components" : 
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"enabled":true,
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"_text":"ΤΑ ΣΥΜΒΟΛΑ ΠΛΗΡΩΝΟΥΝ ΟΠΟΥΔΗΠΟΤΕ ΣΤΗΝ ΟΘΟΝΗ",
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"width":1400,
"height":480,
"overflow":0
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"enabled":true,
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"_text":"ΣΤΙΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"anchorX":0,
"width":552,
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"fileID":3473
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"guid":"2b6fa522e5df37e4d862031d01213a1e"
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"_text":"ΚΕΡΔΗ ΠΑΝΩ ΑΠΟ",
"fontSize":60,
"anchorX":0,
"width":528,
"height":60
},
"fileID":3586
}
],
"fileID":3700
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"name":"IntroScreen/content/ContentII/Content/Page3/LabelHolder/Label",
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"layer":0,
"components" : 
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"enabled":true,
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"fileID":3474
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"guid":"2b6fa522e5df37e4d862031d01213a1e"
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"fileID":3701
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"name":"IntroScreen/content/ContentII/Content/Page1/LabelHolder/Bet",
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"fileID":3475
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"serializableData" : 
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"fontName" : 
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"fileID":12800000,
"guid":"2b6fa522e5df37e4d862031d01213a1e"
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"_text":"ΣΤΟΙΧΗΜΑ",
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"anchorX":0,
"width":312,
"height":60
},
"fileID":3588
}
],
"fileID":3702
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"name":"IntroScreen/content/ContentII/Content/Page2/LabelHolder/Label",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"serializableData" : 
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"guid":"2b6fa522e5df37e4d862031d01213a1e"
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"_text":"ΤΑ ΣΥΜΒΟΛΑ ΠΛΗΡΩΝΟΥΝ ΟΠΟΥΔΗΠΟΤΕ ΣΤΗΝ ΟΘΟΝΗ",
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"anchorY":0,
"width":790,
"height":120,
"overflow":0
},
"fileID":3589
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],
"fileID":3703
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"name":"IntroScreen/content/ContentII/Content/Page1/LabelHolder_portrait/BetLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":3477
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"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"fileID":12800000,
"guid":"2b6fa522e5df37e4d862031d01213a1e"
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"_text":"ΣΤΟΙΧΗΜΑ",
"fontSize":130,
"anchorX":0,
"width":676,
"height":130
},
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],
"fileID":3704
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{
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"layer":0,
"components" : 
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"width":75,
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"_text":"Οι πιθανές αξίες είναι: 2x, 3x, 4x, 5x, 6x, 8x, 10x, 12x, 15x, 20x, 25x, 50x ή 100x.",
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"fileID":3515
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"_text":"ΑΓΟΡΑΣΤΕ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"_text":"ΑΓΟΡΑΣΤΕ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"_text":"ΑΓΟΡΑΣΤΕ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"width":490,
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ZUnuk04wKmR0xJQBP7mR4xTgeyMxglGfoBDyZMdgAAAHicPcFfSBpxAABguzM7T+9S07vfXWbnqfc77877MyJCRoyIERISERJDpIcQ8UFE9iDiQw/SwwgZQ/YQI0IiRk8jeoiIHnyQkJARexgSI8aIiNGDiAwfYm6MfZ/J9J9iWjN9HHGN1JFnSBwpIO+RJvKIkqiExtA0uo9emnFzxlw390cTo+XRe0vMsmU5sbQs/TH72CZGYkvYHnZnpawL1oz11HqLY3gUz+DbeAPv2lRb1nZiG9hX7Dn7rv2SoIgFIk28I46JNvFIUuQMmSK/ji+N7zgQx5rj0DnrzDnrzgeXzzXjqru6E8pE3e12Z9wXHosn7il7rjx9ao7apA6pc+qJXhxO0Bm6RO/QNfoD3QIkoIAPCCAPimALnIEGaIFrxszYmQSTYtJMk2mzKhtlX7KrbIq9mVyaLE1+8857q96fU3NT2amCD/Ot+2q+wTQyXZxuciSX4GrclR/48/5T3s1zvMLP8Yt8mb8IcIF4oBI4CjSDSHA1WArehryhcugmdB/qCSbBIXDCvjCACMQhCyUYhTH4CmZhCb6Bu/AInsEW7MAHOBBxkRUlMSrGhl+LVfFM/BX2huPht+F6uCfNSsvShrQtHUifhtvSD9ktJ+WsXJH35HP5Wr6TuwqmUMoLZV2pKA3lPsJGkpFc5DzypAbVmJpU82pFbahf1O9qT8M0SlvQVrSydvjvsfZZ5/Xn+rpe1Kv6gX6idwyTMW8sGxtGwagYbaPz992fvwEWaaT7eJzNfQd8nFeV7733m29GmtH0XjV9Rhr10aiXkayuUe+S1W3LkuUWNzkusZ3ExCmkk0II4UGyCQRISIFAskAWdsEbwoNNwu5SF5INsCQvsBCyu9HonXu/b0Yj22F55bfvOdGMvna/c88953/KPfcKEdSy8Tv0HXIRcUiNcuMOhBCeRRgf6UGEcPOI405yvX6fViNR2SKVPi7KlVdEy0xGg9TnDX6+23rqurDTnpdnd4Zfwe+uHwy53aGQ14sIasLfwiusXRnyxz0E04Z5TsJB26hXIkFIIpPIpDzcwGmlKnNEz/k4D/w8bthmwHnwQS4mk5jQHwTtWeBjL7RnR7moPd6SIydZao2Sk6Es2W6VlCCeI3AjXlLg7OwjPRJMyFHSi1Cuy+mAZ+w2q8UMVOu16X+q3AiWRY0+ma+S/cSi7CcqYz9GHg7xzx3X3xUeDJ8N9gdO3Og8d1toKHxtqD98Mnn+rPMs/uwdPS/Dv547ev47/Ou54w4Enana+GuSTf6IvCgPlaC6eHVJfp7PajEasiRyTNwc0EgSQB6HgeAzCNjCY7SCeJ6bBWYf43tztVqTUSNVOSKVRTgUc2FzrAjHyisqY1EjHMjgpNFFYABkRp9WhY0Gk1nfADcEQ+s1Sz7/3uju6dWJporJsMfXG2yYKtu92FRclFfeFC2JVBVhvWZBa8dfcQ91dI1Kh4eIQTuq0nNfMhQ0l7dPylfJtZKAyxtSJ/9JGsp1+zUgDohHBRvvcmHyClKAjJiRD0XQfd1PWPvH4wVKLFXhLF6aBT1AOJvHyzkYxnZewck5hE70oOxsMi8TBsMeL7/8dgXmuCM9wkNyzB6Bm+lzsnkkk52U9U7EIwG/1aLV5ORglBfyRwKRXKfFZ/UZ9Rqz1pyjzlGrlDIeKbBCrTJF9CnhBJbx2Id5r9EQLYuV8xnnzeK5b/T0dQ909XaSUPLwBL45ebapqRVfm+jvHuju7exvamohrxxZWTl2bGXliHy9glyM333PPXfDqeW1teWVI113f+QjdyM65qUb75KfkVdBMiMohk7FdUGblMOSmErG8ViLCc8lBH75ZKyjUqGjGJN5DrPu8rz4K2WT59K7ZpF4U0ohJ+JmjxujaKk74okAH9QKOcrFuVnQf8z6KTM34MqoCsvMvpAKC72uZGJk9kqpyDCJ4Zj4RMsqKnHZ4OJg/ZMWt2JVXR6648beooM9e0/3tXhLdo8Eyry5laVF/UWx9prKASd5daArPun/jLuvsOFQ0Ye7g8XL04npUHAg2jUyEgp4qj25VUFvOPm3zvriaL3XCiIOWIAeZ1hgjZsYwhDMYIBxj9Nyovo/ntZ6KncYhTcWsA2eUyJ9XAOMQLNw+gjuNemJyhLRQ5eiggL4inC4PTHb1t7eOpNox7qrfzE18/Njh382Pf5T2o4L2tGk20khHBLbwcAun6BBURfGmo7umda29tbZ7g6sO/7T8emfHT7285mpX0A7QVyKk+Q9pEK+uFuZo5BnZwGCSUCRlagTyEPHWJdUSEXoSMgqzTKzLCQLVYYqzSHcZnhB/dTh6aGuuaue1HzZSN57PrZTfX/Zo4+W3a/eGXse2i9B+4mcDIGeBeM+0BDCj0kwAsSkwEZlBASBJ30MvhhCYMAvoy8GuBWL4rZvfGMQ/scXBr797YGLtN/BjWvQt9FhlIUscSOFGjwmchGjPj3rfCXIiI/KyreVJdYelSNrZTl2TUXNh8rpPQH0U+zE1TBGrrgd0UfHUqOHcF/G4FFsCrz308lJYdyYTUHnoB8iv+fh2ZO41+9lr8ywIC0hpyMvz+EM1aYsB30+Gz7WUvLCRKUHzh/dIi/ZoNt4LfnuTiwnF6lygo0oBD1Ugx4qkZXZMo5jb2aYgubh4ZOo1+8P+KgtwwZRLxowUMMzNQAR8HmlRF26MnbiSPHK2NVryRvqujobGjq76vCuw58a/6vPHnp47Oufu/mmG2+56aabGK398HEY3p6D7HGLPJvn4IUJtEmyTUP77PFpQVpVWI1DlVF8eJkQpUPXW/HSOP7HQINTaVU3tjwk8K4I7JwKsNaOCuP5Khh6JQZgACngEgwwoCvQH45jugDthwJhZpvzcKyygQg9kIVYp4wG+kKjh6iS7i9VdPjj0dLe/OrIvsSuI0XD1dfjqcGvVA50F1RU+b3t/tjuser5ucqzgMsoAnzMAhryUWO8LoAlvB9Tw004NVCggrHnEzAOBCzYMpJI+HkQTQZUKR4H/B5/IJ8JKDVTLmwUmE2tmcDmCI6l+S1Si3831DwyWntirnqhoHCpeKp/bq6peWqwsbZywFceOti1/xAJdI6qJPKx9ob5Sp1xzmxpbairGmupLIl5LZ2uCH05QQb4yCPfQXL4LRIPq7CEAyCVkASPJcBGLEFLiJocIPco7rVqdaIqBagieWI4qo2GYKh8oBdclOQtLiWfwZ3LixclWJJlznnhzQcffHAY/zAZebF4yGHI1yTfBn7VAr+kIAMu1BJvcpgJh0xy8J6ygVtcgsI4WH1uGbgkmQV+MdcqpRKYuSYGnSoHTJgLu2RpCN/CL8YmvcfokTVgbFs59+FzVfNe/1Jx9+TAmLPFWGrH+5NvabTl+Cv7dh04a9DPG22tnU2tct6JJ2a+Al4S4w21U1ryd0BnAWqI1wJ9CHwSsFASsFBwnZcQfjk1jid6pGCGUhbHnRv05xa4C/whf0AG4qYvb+Bg0MxGIE1FZFFR4IDqImwWSabY7MKl2kjiyJCxXBcsaZ0st3BSU3/j9MFTe1oPNv+xuqOxMRL3uxtwScPxPYPFEslETn7XQpW/5NDywbMtNx3r7mvs8lc583qjVDdC0AmK41IUiHvBbaKalvZXuZTLB5elWq0EtC6KPTGPEZ/FzuQF/Kvk62R1JrF+DjEUoVhB9cyBwmCzK+LRqM8ko1AOgkLRQiJYXxFCYKRcTowKI86wK6xRIQd2SNlIUdmWyqg/loYTZmcb8BZDm4KXYgwq7WxcqO6tzG+P1K52HD4dbg6Vt9Us1JXFW0uLm+IvtLS1tPfUquubyCuhRHV80GGMtZfUjZXsnCrpLNe5RpqqusNDpYVllSZDdVlhabKyJN5YVhq3Sm2tSMRApTjGoL1ykMFsTH1OLeZxNzUqmCfL6aHdoreXDjJgJMfEEKhvIFQnBE8iCt0Ose7BeehfEaAUjPLRIWOFNlzSMlVuIVJTb/P0/tMrbQfoKDc0FsT9uY34vvrje4aKJfxETl7XQqW39NDug+dablpL9MZhlF3h3nJBToWYJAz2w8xwXKTw9JaYxO/3SpggbloT7ZUsS+ob/zTs8YSDXm/y3KatISgXbORL7F1G5IhbKa5xZDH9StxrMF7+Ij2zmqQy2hwWWg+fVZZaeuV6Db9n8z1PgCUNjo34GK5T264gO6lwPgU2oixSiGMBoxITRTIAeHIXXt3/vaq3Jh6/F2gqR68SKf4XFjsVxwsgVBJdAMJxZIwyYZYH8OX6rhRGgcTz8FOOv58swt/H9w8MfHNwEF1GAzioZZFKIII38iV4FQj4YTLwrXsfn3ir6nuUL9kbv8MPg364wAqUxYsp6gOxiFCcoDw6k7LrTEkk8wBsJyUQKdoDebzKTo38lcyRTEWc2CfLYOVNgVJ/vra6org3EIzsaljY44j5PZ6cMWPIReNKV+i3le1hZ17YESmy6vrNrrn+SGO5yxYM2gz3ZY5j1cajXDdgQyPqQSfiehPOJu1ZgMHFmEclGLw0cMEd4IIHs8CeYggXEQAykvLSnUA5izWOCNEKsHctG7xwP2UCR7KXP/gBCTjiqu7OQCgQCIYDAb+cxpQGFaE648t0L8wyqSFDWwRoZI63kd7GAINQrRL8kEYs3MN1myLNhZEKmVTfGu0fiy1uK5ywybHH6AwZO68Z2H9f33231R0qKtjftPbpyZr9H1tc/uRMMqs0v6JYIlX6DSW1NryzaLwjUuzxFC+NNO+qUcv/VqPlSnNLB0snTzdvf2j3bffbtQmdZfzhw9MPHmkafehz9ZUD8TVOWtRBeUoZewvYUhnSooJ4Xg61oAkEMgdWdDfw6UgPjbqpHUVIq4HbZOCYSlXWiCfkkflwNBsXkRD1QaLEkUj+JnEAqw9gVfLHnFolyTJIO157+WXynfUo/oOioESd26b9NmJuDZmCcdSAD+el9lQKeIUTEENmYWqflpjvQ40qjJdEwsAfCLDZdFqMbF6bx2m3mLRWnVWtRBqsyd4MiYSo2efR6kUXxElE44pLbrhlW0N+a/iGwxvoF8ONiaE91462tgMZ/QuNQwpeFmytmt8DkclrFbFY8XfH326pijaCPtUB1k4wX60yXm4BH82aTQSTyiWo/dhEWCZWJwmYe5OBmXo7tvOUNBFFMwVBEJgijG/bs3bgqqKRgvyx2n23dfTdu69iKRL2DZBjd5655g6talqjnnp4/+oj02bjpMZKx4vy7hPAu2wYL4qb4GaIuZxNf9ET8HgF/1cawVoqczLKC23UTT7xN09968d7Hxo/eO3ayhgYqtVnvggc+OjRD12z/huGHzRw+C20r0B58SCMFbgNkqWMt/B86i2bIUoe1oLbIvyHf5vch+9I/iM2JH+Dg+Ti9pemfp3ZbjaNq2i7aGu76SY1FFqivlSLF/dAa/9AW4O2frWd0UjH5CYYk1xUG69SA0pqYFyc4OGAoEok1F/gJYhJUcqXBiESTbw+EAj4hMDKo92qv1QhpdSdoWMV8+ELmFQfS3zq82OPHK1dLQoFpsqO3VC2Ohaptd6DzyQf0Ov/6vEDD0+aDZMay13XDJxoy5a+iFI8JDczHnriLugp+KZ4iWdZEJoj28I7iBo8Wp82Cp9RcvNq8jOrq3hkFbclvwyy+Pc4zGI8+Khl7bnjThqR0ng065IgxMiCEBoiaENgG2RaM65N/svICDYODzdYid3W0GBbfwNkCG88tVGH/obpXzgeoHaHY94DwvQb7aRaT8VYmZMlpfolASE2pzxVQDcg1iAltpBK4zdYC+yre78hk05KpIbyYvLl9e6Du9M8oPGditKsyuKIBLySBHXgjvRggQlGrZ6FNR4fJ2MsaMCNOIrJ2qlft62u2sptXz+Z/B+4syYJcpP8C1e962fJb6Vl9H1omxezmczTJ3Ob3iGPeNE7pIw1zq7iUggg75wWnuUq4Vkzjb+NCkK5KISfwFQuFYGakVmr15qllDrOB6BC6dPDf/BN3T8fhz/y9xAukIX7vyP5u/uXwYWU/ITMGrf1BpN74VV/RerXK/B93u5m0/p/S/PjMXivDjnjNpCCS5lh1ppEZmAfOJz0fTgK0ApS8di1yXskRLpwDu9mGcUdpCm8VJG8Dt7zojHe6cZnABeoTrwKcbGaZk8/KC4OBDPi4hQQpSySGBm/2nXXvoN3dXTedXDfnV3r/7By8KrdS1ddtYJ37X94+/ZH9u/71HZApDN33XXmzB13iHgUZbJpoD4ElXYC0i7FFI54AcLZsChzMNKocgxKAwiwlKby0nGQCgM4+bRm6DMjA4duPhM7udKz+rXhpqnpfnLx4M663U1UDKaS/9HQEW9k/R1l/TUgN40BwXxzNFLA6Dwo+2YInU5LBIJNBoosNFo1+8Cz/WAGLC5+5q4beAV/RS6cedb/7CfwZYxAKWzez2TeTJEJ7BkPNAnu+BJL+IlGDailBk2jxkivVZs1ZiHRhFRYlbXJFJnex/kYX4wpvly4Ni/u+9bJx0+ufn1kcigBrNm1u7K7WJX8K+xJ/hQQ8l8bG+IVlA1lG+/ifwOMzENF8YgdxMYhA5MFrwe7lQGMGQF9QYAZjcDWsLQIh4oIiwcyEdLsIvjfblyrWfKHV6s6Ojxt1bGBojO7axYLvXkjhbUNruaKupGCr8+u6nW7dM6qYk9h0Gyo6K8Z32E2TGhN5fmeQr/JEusW8FIJfAsA32Q0v0J5w7KhGUZB1AwtRO9GH+5bfY1YXiN7p6k+T4DcX4Bntalnj2RKvN6r9wmdEqCeQhftFmjVhYZTczfcsvq5yYE973cda739GH4pWf3k3CD+a0YTHdAllvMBDM9icSgH1iozTZWDcgSUwZyPi+qBK4AMerL0/oH/2H+f0iKVWpT3CXmrZNw/6vONBvBXWdtZgEGfgrbdKBT3O/QymmdJUPjJwAO40Y3cFq1NS0GIvoH6WUSW+ar0L9ynnj90WqbOIViulp089JX9ywodzxtyjq2eyDHwvF6xTOnAz1nqYgpFeYMt2QU0TUZmA8GFEH4kOR5e9PrnIvgRoA0gkMymbU0WfwXc1ul04oAosE/PRe04ypHZE89+6dBbP1l79LFDP8H5ydfwITwG6K1NPorS/GyHdrNoBCblaJomQbCI3aALOp2WA68S66MciDwXxf7PH357z9tHqPImu5P/grX4OdoORALEzvwI8E9kICo0b0YSaFNoNv0gnVaXypsJWQIPsSdleF/yY/iN5B34WA9xT/es/4zR17OxQI0EyKAQIcL/i2n3hKSFkAeMMlJsLn399XPnHuR2D6zX/Nn5TD324b1YsTP5rpjOhOesGwtoPf1edu9iujM4/V4zWJ4Y/FjPnn399R7y1wPv3yvw1YtlxEa+C/Fe6Enpjpa4g6eJW4aE1zOBPZqZLXlSilpguPQwct5Xqn4z8dn7sQx/K1mFJ5OPsPY2khs78dMbjwAdbtbeZTllLfMzaEM88BQ/nezCz360ScjlkxkIyZI0t82etcslKfuK8PWMHQguKoyUGbQFvYuYjT4Q7Ngnc/xBTbulvlJFkqbKcn2OrqpGJxdyHfhtEgCrFoSYT2WFsMSCOYkUwr3UjAu4kxA3SDnw+OicigyzNIJUiueJgLM00LvSLXCR3pdy3CfiVqcDI5/HEXQGTQatWpENfiR48akAQ+tLh3wQv20GvvpUqFePsX/nzm6jxNfT0jl38uz2itK8BNy/2Le9vSzcMEQCE7PJO7sL8vqGB0clnKu21KLtMdiTP5LESvKDbW3Fgh0ZAkyrIu8hI/KgNaGPcnAwwBcDQ5Kwpw4IHEwIl6m9P8aSeaksCs8L3T9Ju+++7LI42ZQyjxNxtdnkcpg8Zo/W4A+y7B8YyoyUH0S7MuoDeaVOLFrLFySYN/U1zB9bm2/sMWUZeldu7K2rHYg3kyZPncZbdPONN91SmNtM3ku+NjWTNb24Y+argsyWw5hehDG10piKhlImBeGIWUiAi3nT00yRWYoOcBwjg06tBLfBiq00puIvcds3AyxccOCG5sNdhX02t6PRcUdHW2Gr09kiv/7WHSdr9TmjCs3Xts8ZNNshlCWUDmJlfPaicyKfszGPdSyZbE8dcJI0n51A3rE04073CLN4nJQwKu1xzyXXoQ9Hezan+uCeibjZbMIIeO01e7UatQoCRSM2ZqU6xQxttAjX46ggbiEqVkzUoJM4B7i9UN9rkRLpypCON/cGeuP1g03NzXLg9oeLPMoK48X1rA5f8djYmGZm5/LU1IIgU7SvCuC5CTnRtnhcAVzPAa+AUP+E+ilLm1RuycFZzDR9bXZanBpVtgz0wYRNoo/ixB4hVsqIa82gEUA9Dq1cnfwIGeouH4jkDVb3HdtWv7ezulWahDgmcO3BmqFxvX5cp2s4MTl1ettgV0tjH5ULDXzcRtaBxu1xNc3qq2WEB1VHTNWDwH87EnOax1gkxc8Cq9dEC2JnuE3j1eXLrk3Es3WBQGpGjTpVvlhlplfjhMBj8vqVqanZEV+Nwa7NM/ddjy8mK/DFMo93aSxHNsBnL/sYHzUgMwGIPQvQg4JQ6MC/A7ZIpEoQlRyIpiQgO/Qk3npSlCEvIBGP5gG3RZwSEms9Ka/sajo/HAS613qEO9OAdvmNAFl0kjgUcBd4CuxWjUoOsSGdJhYgyxytpLFaKr9LBaliM8VrTiUmqHxh5Z4aPmf0xOna+bzRI80dBEvsg7Fdhw6dbNy2ramrtY0EBtrXf3LoqEY7nd/dolPmK/JDd1577p7xHTMzCwPbDUuTTLeHQNiCoFMm6ttwNKWZAKKPpZ2y0ynnVwu+WZB65BlAQ6MrKug0+nlBQmS2sejszuX9Qw0rK6TQVqrJD88sJT+B+08vbodo4D0q1zTa/yb5JatbKIznM4eWgsaxHhpwr4nBB60ryKwikF5SRWCGN16w+P0Wm8/Xu0J+6fC4nU63x/Gd9TeInerPxl9vaMT3sEyQBkZVDaPKPA/WsWM0y7DGBmeBTi9cTUMei9mgy7Er7X6vVJjNTsMpt+ljs3g64bMJ7y+zRdQatyE3f6WHfMbjYJS8f72MH+F5XymZW/9o91SKz3nAAh2tvFEp5ZyEmX2qGUDMWg9JcVlnkWyiOcTXEFWEaFlJ9HkJ5hQh9cMn/uHNU19oWF7GJw1VJnWp5sk3ky/9tvwFyl7hPYj+zonz88dSXjlzA6J0oGBw0vdyu0A3POioIOoKCxMAF4BNt50dScUjURdMEjYRI5NmcVQ0UqlGe9wG4r7WI17NIpkXAUExctppqY9WrcxhoOTBnk0jnZahtCyZmXzRT/L5qe0rOzsalnclqleG1VLLaMmpUJZtOwnM7AbJGjg1MZT8CXwtbE++Q+wd+eGxwvwMuQ4gPZphpD+jYV2z028JTum2nom5hCcZgm6PmwXJoJd4nHFlIq7FCGRS6IMe66WX94HRjnfM7GBqABTbpkRa+0+niRTxvQjou2Re/PTW+D+QygsKeF1xWfBbdOORzoNNNxztOtiUPNTa3d3a1t3dglXn72g+NXH+9qaTk1O7dk1tX1wU/RQN+CmBLfZTB65JdspPgQNOOEjZzwyDeXrTAelJwZ4HUZ3dYoouuedP2M/NOVWfCzuxyDtqkYypLuI56q009JhlnGRlVM2be4LdDbiuvzkeJ4Gbb7pwa2GurlT/I07R4S0ZGxvXTO9cHRvfhTJwn/Y15ZNpAOK5lK8AB0Q4SPtkKR/s9KbrxdD7ao75ZISsZbgKl92S8sloP0WfjM+Eb+YoAL77OJquTHsIn+c4qbmvYe7Y8fmGXotEObpyIRHHDQPNTU0KfZHOV0wdhRJvx/t/wHWjY7q5RfARFlFKxvG90Ecd2iXqL50VUUvAJaNdhCMudST2UcfQDxyklFNJB9HEBjGNxKkL0B+MQNgVMGI6rOOFETPLhFnktKhPqzw5Cpsj3B5ZGVZJbIMkwJFFWbg7lnyd2OciNCdfCv7jc0Dnn8ptnP4/ym08d3ipesDrmy2sixmAt+3Bg9OlY3k+X1ewpMxSXVbWHri3b0irmdbag26dM9dgzKsubOs26AbURpdd73AY9OEagac6oHUXuQtZUDxerwKsABkBwABfF0iVcNdTU8FKBtZ6qMBv1gwYDXqdVsNysBZsobmyQIarBf4LYLmRxqIw5kZjgUZX7SzoinT3BZruvz+SkEn7sxSurmacXxK+6vhA8u8L8gV6egEnfGDT9CjxDEcLj8QgSs/DwBJmv9CCGOgDcqXOwjFLpy2k4gUlnNIjsOF+IUGxGRulcyzEN6Lmbdujszv27B2KE/v6G+35oZldeD75+VMLU1ibzguogB4lzbNIGabSt69lzPUrkdIqZHOF1EeU5T64l146cEBh4iQSi/zAge9AZP/N3B6rtdeFa9ffEPqqAIFwEAdEjtC2Uyvh0lkcaloEM2a3aW0sLwhRqC8jvxJtICzBQsTfOB/+apZWBe6nSpvVf/Tu1TaFHg4USuno4WGpSkEkRK6Wdey55zhW2VrqNZqGFlvy90DV/8ifdWqrqnXYl/wxyJJeUxV3Yi2QCMoAfddC3xUUsbOlHHdZ73U6nZaZby5qroxy1HT7Xv7i8TNn1r74tbULN65hPc568cXke8m3Xn5Z6DMGnFJDmzbqf9n0PAynjvkpQrvMPRGQNOCzstSCPpOpmTU8jRhfdUAJgsEblStXvemc77X6lXK3tqhKY4KOvexryrW1+XHp+gO9Ezw3TCSxiJAL8cHHF4GGD8jRrP3pHA3+YnIVm5L/gU8k38GWbfj8YHfyHGvXsrGAZ8hFiGAK4nkmaA3TmWo6d0inbeH/nanw4Iik1641aoUaW55GU4CPsQb6XREFHYIYVmY00UjWjGeWdjTW1TUu7Sip2revsvRB3Nl7d1n+KM4r/Uhv1xAOFd+2QyfVL95ZHKSzI7/e0ON68kfRH2JuH8ZXY9EfohMEvx4aIn9830FzM0Dv7hS9gO80Qy3MfC0LkxQ7U9OGR3AvUKu1M3rNjM7KWJBSTceCRdxGFnkDfglkpojuBgJvX9QDgXcAgUMi8fmUdqEeANuIAv8FMqM6lpMplQHb9ADkJKHDuEuKuU46208mqC4CICyLsR/hBlLlFzRTw2arpbIYw0ox6qNYipWBEpOjwVLa4awpCpQYnezXWlyjzvFZxmM5Bvo9VpGD0MYGksMbmslFTQhF0LMIaaXokz9/EWU/ifGXNl58IhYR7yE8u6cAXfygezbe5SbIq3BPGbou4x6ytR2umLVTh375Ae2Ic986KfIz+sR5aTgOpOeZfszmmWq7nygDkNSmClSHmIIOU2unpaV75Hz6CgVHRXoOSkHnoDxGj3YWn06+RS5uXxfnCmg/T5PvwG1q1BZXQISIJLQhkki9ir6FZkPmqLc4TP1IFSK0UBTvoNdoKgHYKpPSN+kkCnMkGoMg1hjwsEwxlskxOYBJMguf+IhEo5ZkWaS15I71vTWz+CPiXLzYZzovC30OMx6I+VU4rk/z5GZ2HGHZyS3zTKxyRUJn7yVsupVZr4m0yzmMeh0OR64jV09nnmQK+5+ceTKD9n/Q7FM3dl9xAuqx7duBRnF+FGgsSNO8xo6L0jbmKuC1EtU8k83SowKPlcJIUoPA+KukvyJ8PsVehWB8hGEsBeb6RNbCkO/H+ODDEpVKIjPwj26pcEgqRBroPCPQUJKm6TF2XMqORT7CcVl6fvAcywM3CMTpKBcFWaMlawKFOvorAQpT14ggBWJdBq+wUnHT0jnlWeLbk3yaJZr3rt+ZpiHKaIiizFy6Do3ENdTVy6F5OJA20H6RRaZNiWc1SRAzcsPUfdVTLwbuW9wi+JQUHdJtazIwUmJ6js7YgEUxG8FLrcVG75s/xq//u7FO/80f+1uC/zqG7ZiMTmP8zy4I6GeARnEuCGisRCkdbWfHdUz+yjbWuQiMJa0cidAKR6A7G0tlWLqcpSAyMOu8jIHYUI8c8/ww32uzIRTJ9/tsXpvXYYcHrRat1qLNAXHkY0UcLcth6y44owHsvzGkVRHmBtLSJvAQ8YkdZzqc7u5rZpfmrunOdXWeWVgamw9FFp4bXsgLzo9z0yQ2NFcUm+8tIu3tpCixUFG8MBgl00/jU1zZULRyNEpI+WhF+VApB/0R51egP7VsDBxw/JegTwE08KzfRLi0cFpSRQsTLNXFzUohvhB4b4QT9IhOFaRuYnVK0GIABUJac0hLtS0ai1L/VlA1NqMYNXpiW+qTzEbHA3kteb137V65qxd+eSD5m8mW0vmuzrmSlvFpx8hVbXP3jo3dM9d+1Yhjeqrm1snOg/H4wc6pW2qnEBsfGnfOcVm6IDqLkEaGPoleZ+fzwe/9Gjt/vXj+b9h5GjM62PkPiedfYOcH4P52dv4CnAe07tzMW86Br+8Eb/+MGJXAeGObgVotGpXAERGPxKjElk7+b+/JolxDCxKabRumLq0LZGNUmB5AV7hhIm7NdWEU9LvycvMsJo2axStO7MxWbMnQ0sTaZlFP8NJMLZbPHT26o3rABgGYRZulk8j8mryYUmYdzk3EG/pamuS3nr9we5G/I7kn18qRfkm2v8hXPDo5J53ZsWPuL1PzABpSSdbBdhejRLxTgSV8IeYk4PnQRDmPJBwvWYKeMLCd6snCIgIP99DlOOOk12pBKC/k87hdlmJrMa1qKPBnA5aZteWpzH5m6bZQNVWEMyq3aWTmwkP1y9uWruqv65lvWG4qb3BfF+8KNvg6Gsprm4o81T537TscHt5dsjDdMaKQyOemWufKdOrkv+G6jqayeO5AW3V1lW1bXXKnzijg8UYRBtcYkMIXd2uBbOr30lwhOU+91FE2aQYwYtVR4DXHONEPB7KoEBu/9rW98zIDOKZdtSv+sb7vf484kj801Vbpxn9w++5nHh39PvAO5I/kAu98wLvqeIUWUDNfJ+NYxlucYphiKUIhSB2mFe0Y+YsDxSaDWol82CdlAy6sy9pStJVSHaEiOMQ4FWKncKDzYNNCv7+2cGJb+6I14knkByPawm3DY7ktB7e1dnU1tA/0yauXOxYOuY1N1eHWgoi51+41udWOYl/B2ETx8N7Y6GRby5TLMpnoGKO8YnoE8h9GXfF2Davk5gj1JQOYl4BHyrM6/XSVliDTtEqL5U+G6dSJz+Ny2K1GvSoHhXFYlpbjypiYA9qMfk0A0VtmU9RH928rKYguL1bOut2+9ryqknhxR8epprqyhNc9JJ9oqavN4VW1xS29Zt2g3hD05Hv6RvKCWv2ETi3O9VTg75H3wEaH4wGzms0HCkONxLLuETbcQRSkCT0JpU5AqJDA9EasIiCQHqNMxGWhHBvX6Kw5weDxufKJqnlZUa3jND57W1W7x7ytaTBu1130bDPprbosx3xf3aHj7Scxh/ubnu/a3R92FwfUusqqgg6hZpfhEcvrrT2jYGU5AoaYqQay9VqjPUyleCyRjENYIaCzXUARsf5v+9Zb6EKajAss6BlNXZ1Ix85+rd4rVdgi/KWJSpNRi59a6RXSfaPRycV3SHwz2Teze/1JxGxhOYvl18FmGsAbAykX6/vTrthURioNRMFkxGD8jHaTXa9Vq7KkSImVWYrM2TQq0JyHCQNgQaXHhXH+6bXSvePXXF229w1skTS3tcfPd2zjkm+SJvnLz1z9ue1/+9zxz07jp8+dPJl0nb79VrrckWE56LeaVuaAZ4uVwFgW/40y33CBS4kmm65QYzUddrOYO0jJ3u9He1bycw1utSoin+rG1yTPl/p4fgTMO7MjLP9tBzsq1FfxwAsz8CKEPiMMoMYMYa9JncVJSAADVIKp2HIKVGjTXkhAICXoTGrea6oH86K9EIbbBXfQPG/GHeKIi1bFnb6ByhA6vXmfeMsES/Z63XarQadSohAOCfgSLBYyD+BU+vQhMcoSoEafnl3Dr4XyVS3ZJp1EIrUphw9906SpLdQ55CqfqX/O/QWlVpWtkioCcn/eNy2NjebQeD5NPVQXhCRkWCLpHEuGvAYwMlIZSsv8MoyPH0XjJbkWHSfBQjHGKMtMSxaoqFIjIpWOS6ly+hE48Hq9V5ulgPB0s4jmMhOYTr4OrRxINK5YtDIdn+XThiuUMktb1F+lkxDuHU6R/NxJmgDKsH3hfItRFw88kPLXmX3QgL8uYykh0V/HIo1i6KXcYjMEf12DNFYh7LrEanz1qxlGY7yX2NMmY+XZR4fSWPUKYFUU1cQr9awaHvztBMQ3Ev58CmWFVc5p3IqiaNDv8zjo4mOD7BL0AohlQEsL3JgjzKwEw9hUqpFhWb3WpgiEVg4NNR8ejFs67FZ81tkOBmN07/7FQX9XbVWt0Wq46InbtRZ9lmV6um9eL7XvbWrWcVx/t7musqS+f6CxqMypVPqL7YUdQdEvKyIB0I/BVB6S3AY8NaNPiNlrA3hRAAhSlr0WDog07UNZ2XQLy0wybwnNE9kWlXBuuQFGRLhLtqkRRAqNozOXNSRLawS8XqfZXGSJzNicwiOtMEnrYQlOUchIrLbxe8v7yelVm0Fly5bny1tacTedpB0YSH7FbZPx/VIFW1uiAWygmJ5LV2c7wWdS0aAmgcQU+/Ye6aavxAu+ktGAEChnrjGXYnMAwlXmJ1WIqJiWbL3oGTmxC7ecXTlyfXy1OdzhkBLufLyjq+2Ure0dwt1w410Xxq5uMhv0HXm34PqZ6V2zz91rMYsy9jKbI8uLB9UgutSmk8RmEoHRR6vt4RaPv4CKMi+sXBVz1VtT1YIt1Nj9Fc3z5bccHmrKdVW5+7eZmhpLWnx2/UXXNrPXnqNp3Dt05825owrNjv5YX0yV4yjLD/Xniv51H8iFFrlQSbyQzrgx6R5lLBImrGCw9DqMbBadS++CwZIhLdbK0u5RA6YSLbiRIbb8ISTOReR37a9vOzOWPBEKV+4bLKt3tnrGJ5vk8ePDO05WDQQWt7Ue7x4rHSg73T21OrBTlNM/4B8APQYUi5dpsUQsxkhXBY72sEHkUxZErRSEBxmwIe2xXSo4uLe4r+TD+JsvlYRMxTpNrcLZ1YLzQWh+VJafxffJcjZz47lMR/xxD32jaK4kqZfptDlymZSKKS+8iqRBUFxaDMOBfS3DhZqVgtaWdq16j0ZzrdzfNFmBS5L/faB35VDLgYb6A50P3CnYbw15ns3hWpGbzmWAA4LdNoNeCyENYgZzhPoYAuSNE9Et1pqZUMSYPAhbBjBHnhO3ChCkBbcNn9h28/mdp++89dzOkb6+Lw8NDA288ytZ+7G+43dk/+AHitvXjt2h+BWuweezd4yO7MyW7xgZWZSzOgyga5Tkgu8M2kNXlnmtek0WlnLIBoDIsQV5LLwaZeuCFiAWZa4NnPchn99vCPhp+Gneas9yaW0fyx2mZjGKMaf5zWG9yyo3yJVWS0mFc+nT+/5lp8HrNZtVXks4GjT2feYdfPydUJiTDEukxbXfx1XJ1ZfzwpJBidQaK/hk8hfCuGnIi8BHJsHqHOZjwsCN9AhjyIYPxJnnx3lKowu5TGaTgYXIjIt0DEGZWAV6ehxpoIH7ew/HdwXaSncOjeg0u7Satqt73nmTix5exObkP7clciXk8fWRrOmllrW2lhPNu07V8m8CPQ0gR++CHEWoHQnT8nrw0emKEXKGFymiYiUVAZVFm06LSU9LnGQogiNZGaFHdLO4LGrcKmpps4ulzROFseBSMFZZWpq/o7CwrLI0fymvrGiiqaZdy2vb5K1X98/flB+5MD8x31b9wAP1zXOTMx8qKb5htv/q1lhNTYz5VIL8/wxi8LtZDP7g+maMX8Ri80ExZn978352/m7x/M/YedZ/dv4+4TweY/Hs7eQw/jL5GVvzF2DZaFoJD5g3wYzqPE1B4S1p58yKicw15bfnmkxut8mU+9Vck9HtNppyyaedVqvTDv/Eb1pbiR/C9dwIaBfIxSXrrEFIODpvQCs9x8T5CA71mehSa6Utgj1XWGotVeMork/+6GAwpPba7CXWiKujKN5dXdXxPH6oYb+/yG90OM2GCltuY1VJT2wblU0jvhe3AQ1h1ANBM+YRXWsN0CqBiJTTAE08Wz1MF6ws06kBIuGWwYPEZEIM5wgeoCGc026zpEM4Zap6RYjet0xqXrrs+jMtXfne/OKRiUDc5dnmLi7YVRWL5vkdjjJ7OBcoaygNRhWS7PJQTYdK06HT+z3x+oDD4TDoYiaHgIsh/BBaB57l0DklhVzKpYo6ER6jMCBWhiKhJJpTmiN6bcZi+PVhDmdbFKV5H+ISyWHMWcp0WaasQGxxs46F5gKCcZ+Sl2BWbwxuF50n2qyFprCn1/G0QjhdwGJM1bQQ23d/cvKxlr174akcq+IpYv9t8rVfRp8h9psD7WZ1rurvhH6EyQx6hctCPCpk0uelGXehWPaybQ9oUp1TiGWqscqoURYuObmTzOQ8KH+I1sk2wUf8z9m/IJ4cH8OPpvcvyAaZnOH6kBy8DCaVqbXrCLxwbmzLCnZqiDncZxEWsCtp5RrbCUIvLmBny+7wTP34114crb+bYN6p6DqM/31ysgbbk29NGGOWnFLNPqHvHnwP7oQxdKHmeKMTxAw7NESoYaLr13m4h4eX0kgJS0AtIH6ZEOfSOTIgoKY/4PdpZUp7BMy9LLM0dOsa9kpc+myWwqltnhob9rSabS22SLS0yORXBbVcommeSFrjbb1KZbdG78/zh7I4w/dpHhT4kgD6pCg/HhLWfYtpgkvqj1GqnFlpidgxNfRc72M/xCWPQANLrVXJm4XY2AL97QW9s0DwUkpj40CuTsrWftMUMfQakWW67QbrJdUzDg/YrBgV5Fv9Nr9SQSfdpZt6llKzzWRQ5tpvWQqjKTQ/XT2U7wqWjLR2DxS6nd5QU8CZ67PbPO58Vy6EUYE8HzdSURko0WjL86tam6vyy7X6wqC/1NZgN1tycxS5VrP9S6oAPOGx2X05IDN66MsQ9IWuXy6NF9EqfTAmyzzbNWkivZadoAG6yEarzjEqjWKdG+1BKmkJPQiVxcoF3+wLff2Job7BxEhXV8Drxfcc2bNy+NCelaPdd9/V1d3VxfCaYtcwN4zsEFV3xdspPFONkYOMCnse0NgM0EpGl96B0PAcx0+IW9jw3IBYTB1yhox6tVJYEJklsFTYUwBvKTCmifh0SSIw8ndqn8Lmqay3gfdeHqrtHG5rn9GXjspDBeE8byTIDUu4luxgU9jgao+3DM4tFE905P8o3+ytzc/zhRn9OqC/nxtN0a/DHK+AkZen9mygdCNKN/CTvxx2N+k3G9VK8Ho36TeyFcCpFXFXKKkE+h9vm9GVjG7z2eW5hso6G5GoSkMNncMdnog/GCoMc6OzC8VTHRFZq0Qabg4ZXB3xpuHm/LAvL88SqGJ2VAOd+ANZ1wRRJ7OjnXhn+nx+xvlExnlvxvm+zfPch9PnQ0I79Dny7fT181e43kevA9b9HvyrC+QV0KTzYrGIF8DCYzOrsngp4dVsvsjOzuJLzorRpIVlJKlXK+z+xM3TiSRWB+VIrytN7YaUcXkiDmF4rtNq0WuVCvC8/dgvY6WbLszcSf0l7qQPc2mXczVc6tFMfe7Q78+bPQ6tWxM0FlSGTdt/eBV2HdC5bHKHVusnr9iqCn6MB5KNyecqfLIhqczXVfvPyUN4HeuKCiXSYWk2YMk09H+YrTGygYPbHe+Qgi+ME1mYy6bLEKRsUcGsTFjNwvPCeuVUTZudhk52n93rcljNOpveplGDFYcASp65bJnCC4XVKyxcjt50XWtdS98tR29Y/af+1r7+PWf6u3pGyMXx7Y2DCklOon/n8jvcl5OvVlRUlL0y+tvmuso6cZ6lEsZUis4JYyz49HB8DzvWb/wRD+Fn9DL0GELJOZT9JCJfSs7RmXF2PQRf6/hxuP6J1HWceZ0uJK1nz3/8iteNG+/hNnb9oStep+tlZvDn4frDV3y/B+jrZO9/5APbH8ZPw/VPX/F5cF1wgj3/F1d83gLt9zL6Hk1d5zKv66D9fvwsXP/MFdvXYyMeIn8n8G/jtHB94/Qm/7CLrusR+Cdcx5nXrdiF69nzH7/idSM24TZ2/aErXs+G52fIdwT+XeH9HqCvk73/kQ9sf5h8X+DfFZ53QPsJ9vxfXPF5C7Tfy+h7NHWdy7yug/b7ySsC/y5t/5J9nND/lY2aMvdpQn/mZkyZezGh/3vbK23ZXwn9F2+QtHV/JJSx6ZEvltr16PJNj/70nkfov2S/IvT/YMehrXsOoQ/YTujSvYTQ/3e7Al26LxD6L9zYp9NfKW7sk7kvHPpPNoHL3LsOVZrFTepelImb1B1WiJvUbd0rCP0fbQa0dS9U9Odvdsr6trlXHsrYDY+gWzd+hy3pNqHJzM1vPm89Zd2T0WZSvmVPm4P4B/gh8g9sHyCkh2fpfxcsxyxXWY5a4BoRNkhl9/rY/qhrrPIKXbabqW9zp9NG7JM9cPxDjmtucQ+4r/H0e47fYD97m2fAe427f91xjf3xxM2JR+EffD3++OPv3cxiJp7meTgntE/X0liht8VAUUbwQAug9OkAAl8xrHipu6ejv7uvC/vGkqfGNa2t3txc/I/dPZ19id6u/pYWHxyq50ZGZ2ZGR+bw7PodeGLPcnksVpH82Pzw6Ozs6PB8YnmlHDQG+A28Qb9kvGGcoVwROALX9m2cxNOchdYL8ZmJMjPa6Ozo6JxuaW9ru27ud6fOvj2z+PbJU2/tZPOSJ3FceMackemTygZb6K6S9LnrFn9z6pq3dsz97vSZt2fomLdjN/GQX9FaXT3b4zGa2vLx/KEvqJ83rhr+UvXU4ZmhLjz0UeVS7PnnY0vKj0Yfe5Q+24amiY7kUV3AbP9GI9vLEZPnnx964YUhbKWfzwuyVbRxAX0PndiiCxdlymJLn9oqO6GoOF5Vd47ypAz9O87H44wn0FrZe+/h8Zn/Rb2LbVyLPw58gDbomOLGueS7c5zl/T0gY2C38HrKLm+dGA6lYJ+Ovv7oVUW7ho8eLl4abqmpaWmpqpKDQf7U+Nc/B6Z58sItN914o7B9IryvGz5W2Jpy5KFmWcqsspZu2WD2dlf8zTh+OjDnsTrqWz+2XgH3F7L5P2aTG/EHWGSjp/DTJS3+muKCLl9d3nLb3MGivrKr8bZk9ciXygd7i8uqgrltYJInKxfnys9KWO7AD337rWCTzf+JIc6ojPnnyrlIwWLheGL7RH3dUF9DRVmPuyK4t23l4GjL2ET1MTmYYZO1va6ueritsjjmMXe68ud7O8aVnHycWmkBm2FciZ7ZZCPYZMEeU2Gox8DgGDPKuCP5Ndywsri4m+MkWVbFkw+MUou8/YH3HnQlWnWGMl3y3xg/a6Af/wr8zE31Q4gVMg2yUPEl/U10xmNsaHZ0DXzcFjeASZ7eQFpNeW7jrroPyfWGBbVR0dJ5fbbEicdnvyyRlsy0Hjwr0Ev3j0imbIk4z3NF2xzaYpexe9tqoybccbBfX6b1FzaPlJqIVN9Zs33f2u7YtpracK3HWS1vuWlPyjIr8rrmq3xgmQ+cm+jqawRTAna5LG2X2T4vYJcFs+zDNyUfwK8mf38V2TPbu34dSHCxuM8FjfGjosRu1utkGmmuAafFV59ZtGPYd2ygumRb9WxF1UxVZ2WwtaBmaVt+XVVJUVVtfjzeGa+qrZPvmuzY7nCNxKsTwWCipmnQDsa5uG68BD+hry4tLCkpjJYnb60vK2ly29vKSuoZD4uAtn9P8dD8AbYYSOP06U3DKHHPAet8RcA6Iyc1dFZP713btW1PXBPuPIDDdR5nTSTWXCOXSCbBqZmv9IlOzR5mnfEi+DXh3mhXX1ysnxsEXPhR2nZmYDaX8fs9znBqkzv2je/xBvPc7rygNznlDYXd7nCI7vddDBgltGXY2pY+hViphqwyVZEVkCsro6XXUyCGBGxsB2xspGOrZ5vkGdvwS8lP4FnsrPr1xKcfmID3taEvEh3+rmgbxQ2h6G3l7Oe7Q4cGL21L3O2uDc8k/xu96aEHPj3x66rXBF4ARuJvi/vdIbr89wO3r5NldO4r/hJXQBstC3b7A3nzpdN7LcU+tzcnKHb1FUtFe9gajrjzyu3aAVPu3Eh+Y8xlDwTs6p+neYfRjWB7JgBzZQJuU+W/8bsHD36Xs/SvS/oFnsTgHhGX9YDLsVmsoLC8g8U2cM3Faenzqb0g+g8cePnlcvKHfgBuJNT6Z5Eg2wsCCXs8+LC2+kcTH//UJPlusjpzj4cF/DG2xwOSAUcJ/nhyfrJFaKMS3rMMNDiBBnHB8Nb1EkZxNUVlXXx6IlyyuloSnpiO1+Ej+dGne1rwEHYWf2GnUarf9USxkwzhlp4vRCPQ7hvQbmWqb1rfG4ODQs+QaJevE96JhVUOsljmGghfag0Evq6+cXoyr3h1tThvcrqxHrvyo0/RlxJn8RM7DVLjzieLXcPwzqfYOzvQfxA1vpFaMj3TtYyVC6xCg458R2mX3h3O9eeZHHXmEuH3sNleZ8XDMYlKSdcvTMR4pVKjYPtcB9BPgJaaTR/wJ9u3U9na9qf8ys8JfqWgYd/H74Ff6fGk/Epa0/wueTO9tzj639zeOzY831//hDVXsaqJBu78cH/RvuHVE/1t7uiusWCpz1NRVDBQEmupqR5ykFeHuhonfI+5egubr8q/tTdUujzdNRP2Dca6RgbDAW+1J7cm4M1LfttVX1LWELAxLAaZsZKXqe+0dVPuUFv3fGtra8tcdxs2XP3G1MwbRw//fHr8n+AZJzyjFp65ZANudWtiDh5qm0+0YsPxfxqf/vnho2/MTInrtuge3OtsD250hQ22VV84PDPYNX/VE+ovG+gG27tUGRtsC3Zj4xS6iI7TNRaVYKrYLp4Xsx1ubU823b1zn29kxB+eGKfLlIRxQ9de6jdtCzuceXlOR7g2PVIYZW8k8Rp5iY595tbUL62XQSfTMvCfxCnpllPfmXFK6l0EuaAPwp6lpq1t6VM9ag45aQPO0Nlsh0fTJzds2Zj0GdrJ0OQ43bNADrj3SBr3/txdO2/xlQXyNTWxkp5AMH+J7tpZHvB4lcPmlCC/U9ERys0L2yPFNt2A2TU7EGmscNpDQZv+nlRHMIrjb6HPMr1AdBFdfK+hlW7/zvAYruG94t+PYFdTdzwu3iX6+omNOVwMLIa7eAE6tbj4F7842zvI7RsEj1HYR2cOvS/cY44JAGk9e/YXDw2Si4Pv3yHEN5GMv3GQim8u+1MCQmR86R8TSJ39RvdAor+zv5sExT8nAAGNrw2fY6f7unrZ4SV/UqChp6u75957Xkv9UYHO7m44/sifiik/AGf+JwuFWWYAeJydks1q20AUhc/ITko3WZWuSpld3FJJthITE3eTBqpFiB2KCZSubFmWJlE07mgUyLv0Gbos3XbVZ+lb9EgeXBJKoNUw6LuXM/dn7gDYw1cIbL5P+O5Y4Ll459jDE6Ecd7Avfjju4qW373gHr70vjnfxoiOoFN2ntL61pxoWeCOeOfawJz467mAiPjvu4q345XgHM++9412MvJ84hcYadzBQyJDDQiJCnzsizehJ+Z9QZbklLqjUuKI3abUnqPnP6TOoaPfaGJYxKxwj5MoYuVHUWCDgKY0beksXccVdkir6CsxJirbPU4Y5UlyTE1dfwaVovQJO9frOqCy3MupHkZzlqZxoq+WF0VdpYuVJbXNtKtnLrV1Xx2GYKZvXiyDRN2FJ4UqXtgqLuVWln5k0vfYTxisKlTB43Hb6p+cz1m7aeppKfZyTlqykZieI9SbzWW1MWlr/PF2qmv4PFGWUNE0ZmmlWF3NCxEvoY4ADjJloyhW3pLcJH0vnP4wbBf3BwTieTuNxrJtC7tfhb/P+S1PyYZa/Nym3wS8pb+av2mnKe03K9j2sGKhuU+fthG37Vm6pCTDiPuQ+YhlDFjHkS+EYLlNTKV3KTYvS2tW8tjpXpZW920EwCg6DI3+4HC7cyP7r/h69tN+EcMGeeJy9VFd7E0kQ7FKwZCFbJueck5EDDmTbGJMxYHIcrcbSnFe7YgMYLnA553wHl3PO4d/dzc7s2rLBD/dy+j5pa6Zrumq6e0UxUp9/7lIr3eeDBcEPxShOCUpSHaUoTfWUoWmUpQZqpBw10XSaQTNpFs2mOTSX5tF8WkALaREtpiW0lJbRclpBK2kVraY1tJbW0XraQBtpE22mZtpCeWqR2m3UTlupgzqpi7ppG22nHbSTdtFu2kM91Et9tJf6aR8N0H46QAfpEB2mI3SUjtEgHacTdJKG6BSdpjN0ls7RebpAF+kSXaYrdJUYYogjgSTqkEIa9chgGrJoQCNyaMJ0zMBMzMJszMFczMN8LMBCLMJiLMFSLMNyrMBKrMJqrMFarMN6bMBGbMJmNGML3UEeLWhFG9qxFR3oRBe6sQ3bsQM7sQu7sQc96EUf9qIf+zCA/TiAgziEwziCoziGQRzHCZzEEE7hNM7gLM7hPC7gIi7hMq7gKhgKMFAExzBKKEPgAYzARAUWbFRxDQ5cePBxHTcwipu4hQfxEB7GI7iNR/EYHscTeBJP4Wk8g2fxHJ7HC3gRL+FlvIJX8Rpexxt4E2/hbbyDd/Ee3scd3MUH+BAf4WN8gk/xGT7HF/gSX+FrfINv8R2+xw/4ET/hZ/yCX/Ebfscf+BN/4e+Ub4l8vief7veYZ1u2W3/ADlH2WEUYjm3pxamqK8xwkewxq2WW6OUeSw6wSoWpLG3d7al+zUqcl6G4TJkcKkuUCHImD7FqldUdZpVCkcWO+LGjfipUiA2K+ImynTwpShUWH2J+KlSLD5ZFvK8sdP6e7gwLhLUhXmMozSP3InKfVNREIfBYCjwmi9z0WCo8lrgVOAyCnnIYnEuOKIemcqgle/tilh8bFSlbO407ZbvODWy2JNUj7km3fui2Kt0a8iuXSbvCSywXRoqCO9wVbtauLalfc4OM4iuYKpk3q+XuzvDZFT670+rZks9HoCUCrRnXZG65edhhRrjX0RqBtgi0R2BrBDoi0BmBrvTwleFmU5SYBCICpgIZGQr3FNS7admeZtM2zPpgHDQqRChtRMFb3LGbi5ZdSdsW18C7oXcyXtnheq9+2PadEInrIc8Vo5rn8uvc0pCLUtnTREuECbWG5VccpaFAoBGAUCOAWkOjQEPxAg3F0xoKag1FVBo6XmUGr7mSumUgp0AgF4BQTtGUnEaBnOIFcoqn5RTUcoqo5AI0rcodYRc1wbDlFEdQzo1m8FFDDqzGZdnDKN240VpKwzXf9nixYKpVTl6pwB05yPpQVsoZ3NIumhTVFVbJ1Hkaq8zhlsmHdTynls6Y6wbmetKtO6LvUDV9d7LvWoMTrqbH9/+qak35Gl0u38ixZb3J3dA1v+YzXaVsyeFMXi0qIHc9EfKbCvKNG+HeWFEaC3I9fpvpYXy8Sk3MNYQwhGP4uiM53yrKFhi2E1Y5OMLHEqYLTAvn1P54opxK5AmzqM9lwz/yyd2fsD+hATVj0cgqsh0us4r/vdO1/b1/T6eu96RqTp64idN6T7Hvre6EAZ7idZiyIFNV8F+DeuR0AAEAAf//AA94nGNgZGBg4AFiEyBmYmBjUGGwZWBkcGGIBZLJDHOB5BqGDUCZjQxbgOyTQMjI4MTAysDHIMYgx6AG1MfIwMLAyGiFQYNM4wKyPBgYmSZi8CDmMgAA8D0LiwAAAHicrVNJa1NRFP5uXl+bpElbq8sapLooUlxk0YWLoCJiJNAg0kUR6UuaJsWXBB5RFMWFFBfiQqSoC1dSXDkP4Eq3zvMQ1Dp00R/gUK1T/O5512qjLS4k5Dvn3Hvu951zz7tQAMKqR1URXrsutQkJx3MySDtesYTNmVI+jkJ2p+eiMpjbHse+fK7s4Wjey23FmOtUSpioFJxhtQQN5EGtJlYhgMjMiqL3y7d/8615Tv2NpwltCKxOp9cjltS4oi5TR7aJgnVxiPG/nw7Xxc2z6mhEdLBULiI95DlZ9LnDeQcDbjnrYkjQFfQEdwjuERwR3C94UPBwaVvRwzFR0VoWuZtYu47DghHBZsEWwahgq6Bl6tOoBCHYwF47sRxxrMQabMBG9CMDThG7MYIDGKWmn7/X2FFjTxh72dgbxj4w9pmxL1kpqDypgv6KWkZV+qrbxAPGGqVAxNh+Yws83cIz53EOF3BRqi5gFys68p939MROcl9hITqk+kYcr4sPyQ22/5Fr0euQHf92Q7J3FdfMnY/Nm6G9S7jia9SmZp3t4T/IqUewiOc70YWz5EqiF2fEpnCa+b04RUxJTUlRTNLrwgJcx1M8RhWPOKObuIXbuIO7uIf7nNVDPOF+gHfgv7FW5gfY0WLqZfjjS0AfWTTHc7zAOOf5Cq/xBhOGc3IO1rd4h/f4gCl8xCdM4zO+4Cu+4TtqSvdryzcMdhakcph92UjwG4xhC3WXMqObdfi648qe0f2pqhU097SCzEDXb5MrRC79CqPspY3dtLOXGNkTWEVe/X4tslaV/yos5syx+gO5BdMhAHicrVdLbBtFGP5m1+vX2rGd2ClvIUjTgNRQJZWSJmkUoTai5R3S8mgIScFNSkKgVlRooeENBVqgUN60QhXHCuWAesiBk885gZQbki9cfM6lSOGbf9fx2l47icJ+2p2ZndmZ7/925v9noABEcQP/Inpg+JFRDE7mJo/j8GTulTmMHp+b6sL4i2dys5h+KXu6C/NT2VdzWJjKZWdwfnZyfg6X56cnT+IXBNgP1tagmCvl0TCnNqxXnrzhyZuwZrK5Odwtzw557pFnrzwH2dDgbUqq3NSQ1OlT5wOwEEMad6AdnXwTZt39broiqRG+EbnmvEmMuOkFptekjyFMMw1iq5fBb2zCRIIwkCQUUoRB5oN8P06YLEXI0GIaJQxyjXE8/Y2Sb0z5RuFO3MVWQ0QAE0SA78J8E+UYCbZLsc9xGCH5R9Zw8C1+sYNKFnmviqZFuTvK+RKcst9V/rJUJoqlsq716fum27duu97C02feTZf8x9Xv6zK5Wf1mC7wL67yX1/IsFSRXcPg4dSwv1+91M1cNq3TD1vm1JWES1YyqavKb7aWm15XKnjx5H+tKersKrFb2UPP3CuUZ5Rmvw6ffBv9no9rtXfVmM2v+qRq/Stcqu1ZlJpffbfIv1LfNMyMrcqW145Rr+Ve1Xtmg9dbmYKXNHg8h66boKFCaObJqvKvL78//3XisSsYef7JEyAqUNK8tdf3TUnmWspz2ab3YuHUjm2suA93ikyPikyPijW3xxlHxxjayRAwniCCmCJNRYpox5iRxO14mTMwQIcwSTZgjYniNSOIUYWKeiOE0kcDrRBPeIG7DGSKIs0QM5wgDC0QYbxMBvEsYeI+4Fe8TcXxAKHxIhPERkcLHRADniRZ8RuzABeh4dpGI43OiGV8QCl8SrbhEKHxNZHCZSOMbwsK3hMJ3xC34nrDwA6HwI2HhJ0LhZ8LCFULH7j01qoU9qoVFNVtUs0Q1Q5QyRKO4aGSLOoaoY4sucdElI7pYoouNN4lWUUeJOkG8QzjqKFEnJOrEPOoERZ0m0SWJT4gAPiVColGLaBQSjWKiUcKjUbNoFMJX1EiJRinRyPRolBaNTI9Gpkcjc10jWzSCaKQ4it4PZGm/JfbHOUNOkaW2P8m5cZb158i1lRwv4V6Of4W7F4U/ZG+SwV4M4wkc5X7gBPuYoD0TZHeV+JU1v+F3yV9lPoAerqh9XA99vAe4jg3sxnN4lCtYMdfFcoLrIsVboZ9t9NsBWq13Twl+m+J9D/NtrBtiOsGbuxe21611rij1Sp66XHDLu/ECyxbzUSlnODtstGEndnH0+zh2Ny3pwT70ccRBPEi+z5LbmN7RWLPaVnMloOdqa9U69ts/rG4lttS2rd3diGcpVLav8mH5ipi5VG8Xs53L7b/G3/pZW60L/WORkXu5Yk8hfbp+1tNeygXWlCyIQiKIs2Oq9KbuLq9YueNw91s1ew2vsm4kqYxri/Ut2Na1zpmRoahjRfXeU/ZheaS1HSVb3AjoP8MmJOMT+/yuGnVKsdQZIe/do1XPmy3N5U1r9n+p6/YzIE+PGr77zIX1nLbJkPOMxaigPWFYokVSkJBokaR/aKPfbCds+old/KKDCPAU10mP/AARpefokmjdLb5wL/M9RBy9RFD8SQT9RDM5al+2n0jhAKFwiEjjYULRhz7J5xGiCU8TMfE/Fo4RLfRDY8xfJ7RfaxPezcK7Wc5rGWHv8G8R9glhbwl7gx5bnzgdrmWWSQ9LW/hFhF9aTnkZYRnAQSJMf/iQyziKw0ST8A7jMTzOp2ZvYoRQeIowMUo49piMDkepiGPVM4RJ28aoxfNESs6SGVq2KPFop5wonfNkG7lr/9xJpUseulfY9pPrfrI7SFaHyEOPP8Jxj3AMrdsx9n+dVvZJlGrln3ZO5/pS7m3Iybx87nVOvM5ZV0m00G/bpQd9eldy1vd+r/An/nJbM/cfmx+fKAAAAHicY2BgYGQAgvvXThuC6Eesf09C6dsAVTgIHwA=') format('woff')}"
}
}
]}