Όλα τα μυστικά για τέλειο κέικ!

<h4 class="title"><span style="font-size: medium;">Υλικά</span></h4>
<p><span style="font-size: medium;"><em>Για 6-8 άτομα</em></span><br /><br /><span style="text-decoration: underline; font-size: medium;">Για το κέικ</span><br /><span style="font-size: medium;">2 κούπες αλεύρι για όλες τις χρήσεις</span><br /><span style="font-size: medium;">2 κουταλάκια του γλυκού μπέικιν πάουντερ</span><br /><span style="font-size: medium;">1/4 κουταλάκι γλυκού αλάτι</span><br /><span style="font-size: medium;">ξύσμα από 1/2 λεμόνι</span><br /><span style="font-size: medium;">1 κούπα ζάχαρη</span><br /><span style="font-size: medium;">1 κούπα ανάλατο βούτυρο σε θερμοκρασία δωματίου</span><br /><span style="font-size: medium;">4 αυγά</span><br /><span style="font-size: medium;">2 κουταλιές της σούπας ζεστό γάλα</span><br /><span style="font-size: medium;">1/4 κουταλιά γλυκού βανίλια</span><br /><br /><span style="text-decoration: underline; font-size: medium;">Για το frosting </span><br /><span style="font-size: medium;">6 κουταλιές της σούπας βούτυρο μαλακό</span><br /><span style="font-size: medium;">6 κουταλιές της σούπας κακάο σε σκόνη</span><br /><span style="font-size: medium;">2 κουταλιές της σούπας μέλι</span><br /><span style="font-size: medium;">2 κουταλάκι του γλυκού βανίλια</span><br /><span style="font-size: medium;">1 1/2-2 φλιτζάνια ζάχαρη άχνη</span><br /><br /><span style="text-decoration: underline; font-size: medium;">Εξοπλισμός frosting </span><br /><span style="font-size: medium;">1 σπάτουλα frosting ή 1 μαχαιράκι</span><br /><span style="font-size: medium;">1 φορμα στογγυλή για βάση</span></p>
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<h4 class="title"><span style="font-size: medium;">Εκτέλεση</span></h4>
<p><span style="text-decoration: underline; font-size: medium;">Για το κέικ</span><br /><span style="font-size: medium;">Προθερμαίνουμε το φούρνο στους 180 βαθμούς Κελσίου. Αλευρώνετε και βουτυρώνετε δύο στρογγυλές φόρμες   για κέικ 28 εκ. Κοσκινίστε το αλεύρι, το μπέικιν πάουντερ και το αλάτι και αφήνετε στην άκρη.</span><br /><span style="font-size: medium;">Σε ένα μπλέντερ χτυπάτε για ένα λεπτό τη ζάχαρη μαζί με το ξύσμα λεμονιού. Στη συνέχεια ρίχνουμε τη ζάχαρη στο μπολ του μίξερ και  προσθέτουμε το  μαλακό βούτυρο. Χτυπάμε σε μεσαία ταχύτητα για περίπου 3 λεπτά.</span><br /><br /><span style="font-size: medium;">Σε άλλο μπολ χτυπήστε τα αυγά, το γάλα και τη βανίλια. Προσθέστε το μείγμα αυγών στο κάδο του μίξερ  και χτυπήστε σε μέτρια ταχύτητα για λίγα λεπτά. Στη συνέχεια προσθέτουμε σταδιακά το αλεύρι μέχρι να το απορροφήσει τελείως το μείγμα.</span><br /><br /><span style="font-size: medium;">Χύστε το μείγμα στις δύο φόρμες.</span><br /><span style="font-size: medium;">Ψήνουμε σε προθερμασμένο πάνω για 25 με 30 λεπτά. Αφήνετε να κρυώσει για 15 λεπτά.</span><br /><br /><span style="text-decoration: underline; font-size: medium;">Για το frosting</span><br /><span style="font-size: medium;">Χτυπάμε όλα τα υλικά στο κάδο του μίξερ μέχρι να γίνει ένα ομοιογενές μείγμα. Μπορείτε να προσθέσετε και λίγο γάλα  να αραιώσετε το μείγμα.</span><br /><br /><br /><span style="font-size: medium;"><strong>Εξοπλισμός frosting</strong> <strong>(Βήμα Βήμα επικάλυψη και συμβουλές)</strong></span><br /><br /><span style="font-size: medium;">Για ένα πετυχημένο κέικ με frosting χρησιμοποιείστε τα κατάλληλα προϊόντα για frosting. Θα χρειαστείτε μια σπάτουλα για frosting ή ένα μαχαίρι και μια στρογγυλή φόρμα για κέικ (θα τη χρησιμοποιήσουμε σαν βάση για το frosting του κέικ.</span><br /><br /><span style="font-size: medium;"><img 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hJxOSAe1cb9D0dCwEZhkHPvjFZM0ViQwTFF5+6ex5pXDS5Inms43NggYpXJsiwkTMwJkPAoVxDlhfk7yRQ2F0TQxHBySfxpNlKxMIiP4jj61LKVhDFg/M5B+tLUfMIyALw2Px4o1BMrMo53Nu+pp3fQYwBBzkFaHdjTsJL5LEANhj0xSUQ5iuYkUtuPfg9aqw7la7aGBd0rBVI49aqMXJ2RMpqKuczPN9vulgtj5tw52pGBya9KhQlskcNbExV7s29BtX+1tY6VteYfLe34AKwjvHH6n3/pXv4fDxoxu9z53E4qVeVuh24NvpdisUKhY1PAzksx5JJ7k+tTicTHDx5piwuFniJ8sTm7q9NxIZJWzztxjgV8tiK068uaR9dQoww8eSBVmGHwCwTvz0rGJs7DZ0iMZ+fGORuP/ANeqje5EmkjNunWUbTtAHfjNbxjy6nLKTkUmjXoMH2rS73M/IgSJwMLg89MVd0xPyIrgblPOPXFXHQibMPULpbdGLkceldlKm5vQ5ak+VXZU0q286T7bdqc/8s4/b1rsk+RckTmiud80jThtZMM5wpHc96iU0aRg92aVqrIwZ23P91fQVlJ30NYq2rOt0i2Gjwy3kgH26ZcIG6oD3+tcdetZcqOyhR15mRRwh2ZG+WQ5IyM5PevPb6nZfoIkflfLICfTK/yqX7w9i5agrMrEIQf4cVNgZfKHqoO3PfoPaoC4nlMGxGApzkH+gpt2EWVj+6zHtgjtU37DITC21lBznnBqguToitECSNzcMPWpYbCo4Mg7Nn7hpNNhcuebA0jYZgQduB1qrE6kRKI/CHB9akZMkUbHIU07MlskyoIwpz/KqsK6HEMnJOAe9KwXIfMRGU78Y4Iz19xVcraFfUrXMjPOdicg/eI6CqSQNsZeXi+YqR5Cjq55z9KuySJs2RCZmcNGsjnPHFK41Amd7h3JWMqMYwTS5kHL5ixrdhycD2yelPmQrIfKLk3WMx7WycjPBp8yEkhklrKXDfaH3eg6Uc2g7I5P4sW8q+CtVZ5CwUxDB6/61a78sl/tMV6/kzhzJJ4aTXl+aKhS6SXORjPULXPeLWx0tWZcge5JGdvr06/rWbSRrFmhE9w7FWKKSP7vX9azkktbFjvKnK/NIhPrtqU4roFi1DDOq/fjx6gH/Gk5LsFu5OqyAY3Ln1Gai6L5SwiOyE8Z/nU8yGlYTZKnTbj60rhbXcjdJ3+6y/j2p86KshSJQvO3OMU+YOVFeSOQjkxqR+tK6KIAJo33ecuew207rsCSY3ZNLLuLKM9CFzTUugWRXu1CwkyXDLs7Diqi7vREyaRzF8r39xHFA00rOcRoDkkmvRoRd7JanDXqK13saek6I4lk03Sbj/Sm+W+1AciFe8UZ/vepr6CjSVJXe585iK7rSstju4ILHRdLS2s4hDbRjgdWc+pPcn1qMRiI0Y88ww2HlXlyQOXvZZry5ed5Tj+FR0Ar5nEYmVaXNI+rw+HjQhyxM2KOYStskJ5zUtpo35UiWYXCscsJAeDyRUpollZ5ZsbPLXH1q1YydjNkSZZeNv0rdONtTFrUgkjnLAkKRVKUSGmVzPJFkFOh7GtVFMzbaMu8urhiWIEaD161006cNt2c8pPe5lafG19fb5gxt1PA67jXbJKEbLc5FectdjoZ1dYvkADKQBjoPasEzdplmOOKWM9fOGAAef0qdUW9Tp9LtEtbJby7XdKW/cxt1PvXLXq8mx00KXNqx7Xtw7MWRs/7OK898snds7XFpWQi3MyE+YrEE8YxmlaHQevcle7mlgASBg4POVpOMExrmJra5YybXtwWxw2OalqPRhYebuQ5R4nA6AYPFPljumFmKt7KmQYW4PBzS5YvqCuiZLybcN0DgHrzQox7hZkQmnK4Eboeh+WqfKJIcLmcLtWNs9BjH+NTaPUHcZJPqpvEcqvlHBC7Rn881pelYz5Z33CO5vizLnJJ6bxmk+RlcrXUtia5baSFBA+Ybyc+/SpfL0C3mXLZrtkwojH4mouirIf5d9ICFkiyOeh/qaLoloY8NwzKJpmPOOFxScl0GloSGyT5S8jkAjqen6U02guiVrZCdxXccc7mPWoHcliiBA2IF7HFNIhysTRHaxUrwo6gU7CuJuG7DYJ7Z70+W5NwaTBGQQPeq5dBX7k0oSRlIzggGpaKTIGgJBCtj9aYXOM+LKOPAeqlzn/Vc9P+WqV35Yv9pj8/yZxZi/8AZpfL80ShVDn5MDPeuRs7EkO2L1VCoHHNFwt1J4owGUgNn6VMtUVE0buDaqSKCAwzjFZlJ9BsbHavBx6ZqZKxSZZ2/dfsfSszS5Md2PkPzUtg0JNpc/Mu1vUGkAwxMpOVH4GgdyKXcBjB+maYaFZ0kYlgCR6HpTRWhGLXJy647gbsU7i0GyyxWyHAIAHJI4qoptkt9zjtavhqF0ttAshc/dVEyW+lejh6ElqkcVesravQ7Dw94Lli0l5bi8aC8uo9qSRgEwDuoP8AeI79u1e9h8OqS5mtTwMTiXVfLF6GxHBaaJZRW8EYjgiHbqx9T65/WnXrxpLmmRQw8q0uWCOevTNeTPMzkL0VR0Ar5vE4uWIld7H0+GwscPHlRWAeOP5Fyehz1rmur6nSVpMJkuMNnpVrXYT0IJZyxKhmwB74q+Uyckyop2klsgfnVNXM9itKz5Pl7T79xWkUupk2yKUuEyF59apWZLehh3dzKu4AEkn0rthTiznlUkZkMcuqXJhz+6By7Dv7V2JKkr9TmbdR26GwBGhijhUrCvBfHArO/fcrTZFyIGZhGjAlTxnpUsvyOh8P6ZgC/wBRA8sE7I/+ejdvwrnr1lBWR0UKXM7suPvu7hnnOCPQ5wPavNnPm1PQjGxPb2pVCwG8MeM54rKUhotG2XG5kzg/So5iraCLEJARBtyh5PJpv3dWJO+xajtmWQNtUj8z/jUuQMSWEsCdgLDke9NMY1FLgbQu/vntTsK7sSgMoY/ffGOnAo02DUgWRwoDIQ3U8VVlcTJjG38G1gexGDU3QiQbiihgAVJHA60WHcpum1y4iOAcj3rRJWIlI0Ykdogei1k9yiykMoYbMqeuSKAZP5Uh5Jxng80guIYSGKu3foKTBCSwusXXoRz7U0yWL5LEKRkt9eaYyxFbFQefw96CG0SGD5QwHBPzetF3YNL2IWi25GCQaabB2EeEsQAenfNVchk08JxGVGDt9aAuRxw7SNzLnvg0Be5xfxgT/ihNUbd08rj1/epXflj/ANpivX8mceYr/Z5P0/NEckroCskALZzn0rkXkd/J5lX+0XSUADaCeoBqlT6ivbS5rWlw7ncI854zWUtClE0JbmUwCNo5G2jjJHFZ3KUSKCSRAC0LcjjBFOTTGo3LEd1JtI8jIHPXmo0L5fMnW6YsMRYP1qG9SlHuSPdzf88qV9BqC7jBdPgbkGe/FCYnFXGzXh7R07oSgVZb99pDIdvpRoachXlvwiM7xEL2JqoxTJehgX2rT6lOtvbQszscKg6n6130MM5NJHFXr8iu3odLoej/ANnr5sm2S6IwzDovqF/xr3qGGjSXmeBiMTKq9NjZXUP7ORnf5oG4aI/xntj3961q1lQg5SMqFCWInyROT1O/kvLp2beqE5CZB2j8ufrXzdfESry5mfU4bCxoQ5YsSO4IjHysSOBwBXK7G6j0IZL10IyML3Gc0+VMVrGbd6l85LKnXgE9a6IUzOT1KZvZIySBGc8gE9PyFaKCZg097jTeyM253Q+gyaaglsiXcjl1AhflVAe+KpU9SGzNu9QleMjdt/Gt4UkjKcr6GHNcz3Mn2W3wGPLPnoK7oU4x9+Rxzk2+VGza2cdta+WWYHHOBjPuTUym5O5pGCirEtuXESxKg2KCOeOtZOmnLmuNXSsb+haWhT7beLttIuMgYMjf3RSqzUFqa0qbmzTkvWuHEs0eE6KgPCKOgAryqk+ZnpRhZE8DwDezhkJAAGc1k77D1L0d8irGPJY4OSRUtILMZdSs3IMi/NkMPT0xRFpbjcWyaKe3C5KKDjByvJpNXKSa2HW95bxu0YVi2flAXORScW0GpILiEE7Q6j0280WCzEF0uOYuT046/nTstxWZBLcODklgmeVBFPToHKMivlEg/dgkHC85qnF2uT5BcXk3mK0YU+oDYpxStqJxZZgv5ON0IVfTNS0hqIw3soLqYVz3HJzTshMQ6k6EIsDt3xt/+tQop9RWZZivpCATboE9zj9MVLsiuUn+2z7htREU++f6Ue6Kw99RlSYYjUZ5yM80WTFaw+a/d1Pyuzdf88UklcTiMF8xf/U8+zVTSBJlmK/KkHyT7HNSDVxz6qFZtsH1HNUopkMhXUfMYAx8+lNxsO1yxDqA+bELYWloLlZK2ohkUGBsjqQaLD5WVpbzccGNwKYcpwvxT3DwTq2Wcq3lEKx6fvUruy3XEw+f5M48xVsNL5fmgnleSXDSyKpP0rlWh32u7EsMWSApbb64zUNsuyWhesUlUEo7qo6ZGRWcmGhdjkkbnz1z7rUXCyH+ZLux565A7rTCyuMSaYk5mU/8BpXXYvlROrSnGJE/Ko1KVrEiG5D4IQqRweaTsGhKvnDGVBHsaVw0YyQuxP7sjt1FMaXmVbieKGFmnhJ29xjmhR5tEKTsjmdRvLrVrpILKE46KhOAB6n2r08LheZ2Rw4iv7NczOl0bS002LAPmXLf6yU/yHoK+ho0Y0VZbnz2IryrPV6HQWsYER8wgKMkkmtbpaswSvojjNX1GW7unEcZFqpxGe5Hr+NfO43EKtPTZH0+BwzoR13ZmyXJK7fKGQMA+lcaieglbqQ/bnCHz9oA6YrT2aexHM1uZt1qgV8YQr9Oa2hQujCdR30KTalEFZZCRz121sqMuhi6sVuPF1DJEdjg/jU+zknqg9pG2hGZTECxGRjOVGcCq5ebQhzsVbi4jwCrbvX2rWEGZyqLoZV7dHdsTJduAM11UqfVnNVqW0NPSbGO1i3MQ8rcuSuac5uT0JhDl9S1LGxVnbovfOKlIt92XfDlmL5muriQrZRfefsfYVFVqnuVRi6mvQ6OW5F/sWICG3jxGkfXA/xrzK03J6no07Q0RMtkqAAFGwM8jmuVybN7k4iVo8eXu9cCp1TuA/y0U7FQjHU8c0ajbSAiNG+8OmcMafK2K45poGYKwHr8ooUHEOa5JGoWRX8pvMz/AHe1D2JvqXZHjUOSo+UZINSotlc1iASRSEFGXI5AGKpxYlISYRMRvO0dxQk+gmwEMLD5GVsHIOMYp3aJbTEjtlVW3ZI6Dvg0rl3JW2RRjGScdh0pKLYNj4pY8LtYFjwM0OHcXMMSCSRmeZUXBwArE8UOy0Q0+5NKkcMecZB96lasCgtwxlCru8tz1x901s4qxN9dTRiCy4XeMry2fes7C6loLkgLgD3qShHG3kBT+FMRNEg25OMH2xSYNiybUbaQvIzinqidGEccOQ6KD7A9KabYOxUJZQcA/jVctxJ2LELebCOisPTtT5RczFfcYyE++O+P1qbJFehxvxUikX4f6sZQC37o5/7apXflrX1qFvP8mcOZX+rSv5fmivHL5j4BAP8AtCuWSsekl3L1tOY22soxWTZThpobMGzYACPoKzb1IsxJIlLYwAe1SNXHrZZYsTzTcugCGyC7jzupXLvdiRxtt+Zam5RPGWHGOPzodgH4bOQ4x6YpXEU9QnS3RiTz6A9aqMbg5WOY23WrXrW0G4knLE/dQepr08NhXUdkcGJxMaauzrtL0qHTYPKtwXkb78hHLH/D2r6ClSjSVkfP1azqu8jXtrTdjII9q0MTn/FOrLubTrQ7tpxOR6/3c/zryswxNl7OL9T2stwn/L2S9DEKPsY4BAIOO5rwrnvKz2Kk8BJ8wqVHXrxWsZ20JlG7KhiSSORduzB7rnIrXmcXcza0KEumE48vMnupFbKv3Od0+xm3NkFm2yEKAOdwrohVutDOUE3qQTBUjKAbgf7uP5VpFtu5MlFKxQlQlOJJAB0wcVvF67HNKKsUJpgikh5Ae3at4xu9jCckluXtNtgIjNLzLj5c9qmcteVbExjdczNWOSH7F5qz/vCo4DfePGRj/PSsEp89pLQtyjy3T1L+mafJqIAU7YgMyMey0TqKnqzWFN1NDpdjNbxwQRlbSMbVRRgfX615NavzyPSp0lCNkLHaNJhWDoT3B/nWXtbFuCZZEc0RK75MAbcdaXOmPlt1IcMnGH2gc5H/ANei4aMkjuEDbdisoHfNJ9yrIe00O7zFijJ/lS94dkQtcor5RTg/WrtclpJk9nf89WLYwO1KVNiui1PqCrLKGXGei8YH5UchKuyn9qLfMMdc8dqpW2Y3FlkXIdg2fru/wpWBx7ksc6iQqU4bj5T0/Ci1yGmgWeMKxyRg4y3rS5WFxVk3IzqVDDj3otZj3JLWUJx8vQ54yB6frSabHsWC4JAOMe/FZ2KuLIf3Z3d+gweaaiFyIR7n+5kH72B096tLuS2W4QgUK+A8h7jvU6i2JokZYnKqTg8E46UaMS1JIQrEhn3D1PrSGTIwaQIozSFvoR3CrvVsguvy8VaTYrjYGV9zBu2CrD+lFrMd7ojMRB3cbT26EVpdGdmWbf5Iiu3qc8j61LY7C43HAFZl+hx/xdyPh9qoJ/55f+jUrvyv/eo/P8mcWZf7tL5fmjP0+M+Uu7aSfWuao9dD0Yu5obABhuOO1ZblXsIJ2BCxvyPSpcS1LuaNlO7j5ire5rNlNRLi3BJ5BwKQrJjheRAbWLA+4qQ9m+gx3R+N/wCtPQORkgZFUNkHHfNS7Ds9ipf6kkKBVXLdetVGFyJXRiRLcareeVDk93duQg/x9q9PC4SVV6bHBicVGktdzrrDT4LO1WK1Ujuzn7zn1NfRUqUaUeWJ89VrSqyvI07KH5xkfnWpkVvEmp/2bbBITi6mBEfH3R3b8K48ZiVQhpuzuwGEeInrsjhkIDMWOD1J7k+pNfMyblqz6qMVFWRIzAq5BJxjGDSQ9hiSfLgZ68A80NBuNUIW/eDbzwOxp62IbIL1drAIVUZzjGM/jVw8yJMyro7blG3JjJHOTmuin8LMJPUzr9VGS7NgdlAAropu+xhNW3MmBW1C5itbKJ5ZXbaqKMkmu2NOVzlnUVtTuNR+GkDaCiyyFdTPz+apyqHH3cdx712U06e55tWp7R6HnJ+1aRePpusRmOVRhWJ+Vh2Oe4oqUub3oFU632Zm1oOly6jPshiA6bmxgKBXJVnyq7Z20qfOz0CGKGCBbW3VREnXj759TXi16zmz16dLkRet2UW7K+Mfw4Fcj3NWiIzHd/s5q7XJSJBOLlSOS49M03HlEnclNuRgIvDLk5NS5FcuhVuYVGWK4I7ntTTvoGxnXFofvIhHqQOa1hPoyJGfdCGI5R+Rzkn+ldMbsxcl3M99VWM/Mdx9jWnsXIn6xFFSXX3kmKx2hkkPYDJrWGEb6mM8Yl0NzR9H8Yauw/s3wtqbof4mt2jQ/wDAmwK6Fl8mc0sxjHqdVafDP4hTBWfRI4f9+9jB/RjVPLJMhZrBGjB8K/HSkM1laj1/0tSal5XPyL/ten2Fuvhx42iAYaQsnqEnjP6bqyeWVV0LWaUHuzL1Lw14j09S95ol9GBwWERZfzXIrGWCqwWsTaOOozfuy/QzTK6/KQVc8FTXNKFtzojJS2L0Vy4BznpzxmsHE01HC7d+qAntRyINSaK742SenGBQ49ha3HmZWkRlGT7jNTboUwmuH87bHK2xuMEcY61UbWIadySOcRn5mcnPQc1LVy7Fo3HIKbgPSpS7isw8zBLDkn2qtBWbGfaCFJy3B5GMU7oXKyi17dCVimGXsDWiUbE8r7kqXVwYzICT2IHaloPl7ifaLgENkn8afu9h8rXU5X4pXUk3gbUFYHH7sk5/6arXZliSxEfn+TOLMk/q0n6fmgsSqY3BnGe9cc7s9CGhfkk3/wCqUr6is0rFMRYQ5ywwR6VLY0WrWIRc5PPbNZspMvZUjG8/lSZRXlyuAGUgetK2haZXldy3CihRRSZTub9oE2jl/QHpWkafMROpYr6Pa3mt3bIhKQKf3kxHC+w9TXpYbBe0fkeZicYqS03O9srGK1iW3tI8Rjv3Y+pPrXu06cYR5Ynz1Wo6kuaRq2tsynLY47VqjO47VLyHTLJri4xydscY+9I3oP6noPyrKvXjQhzSNsNhpYmpyRPO7q+lv7x7m5z5h456KOw+gr5TEVp1puUmfY4ehTowUIogui2GdUDD0zWcezNXZEMI+ZwThSvHp1qntchyV9SGRDHJuDMoPcVSd0DSHKZXdcEZBxk96d0JwIby5cs7IgO3p/tCrhBGMk2jFuNUVXiZ4yyB8uqHBx7ZrtpUE3rscdSo0vd3KttFe63dJDbRHe+ehwFA6lj2A9a6KdJRdo6mNSdo889D0DQfD9to9oX0yUyXjjEk3OX5/g7gZHTv3rvhJRPHrTdR36HV2uoRXcXo4+8p6g1o2mjFJnNeLvDdjr8DQXKlW5McwHzRt6j29RRCfLoOUW9jmfDdpPpek/YHnR3V23SJ/GM8fpXg46vGpUfJsfS4Kk4Ulz7m9FncH+bB615rsdqLSMBkhW56DNKwm+hDNFuAClgx9DgVUZCaLFm4UAEBex5zSkrgOlaIKzYPyjBYHBpJAYd5rCxDC4kXp610woXMJ1ktjFudamYsN+0dtpxmumNBI55VmzX8J+CvFHjLa2k2BWzY4N5cEpF784y34A130cFKetjgrYyNPrqeweFf2fdIs8S+JL+fUpevkQ/uoh/7MfzFelDBwjvqedPGzl8Oh6p4f8K6F4eiEei6TZ2YPVoogHb6t1P4muqMFHZHJKcpatm5gVRAoFABigAxjpQAhXnNAGVrPhvR9aTbqenW1wezsg3D6MOR+dZzpQmrSVzSFWdN3i7Hn/iH4N6fcOZdFupLV/8AnjNmRD+P3h+tefWyunL4ND0aWa1I6VNUeaeIfCmp+H5cajZFIFO0TL80Tf8AAh0+hwa8evgqtDVq6PWoY2lX0T1MuBIFcMyHA9MYri1ezOy9i7ClsRuQdOMipdx3EmW3aSLcFAIyT9KFewNkpgtwQSATj0pahckht4Sem8noFFOzFzE7WsPUAqT1qdQ5hsljC0a53ZJzyaeo7kZt4UXBQ++BTFcVbdAwMcTBe5IovYNWNa0hL/ICCfT/AOvV30FY434p2SReBtTdQ2V8r6f61K7stb+sxXr+TOHMf92l8vzRNYquNxGcGuGR6ES6I13kg9fes3JlkiRgnIPNQ9R3JcDbUFoTnHQE0FkRAJ+fr7VQMqahcgLthODjkiqhG+rMpSK+g6Fc61MxbMdmjfvJvX/ZHqf5V6+Fwrqe89jy8Xi1T0W56BZ2sVvDHa2saxwoMBV7+5r2oQUVZHiSm5u8jSgjCDpg1aRlcZq2oQaRCTcAtckZSAdenBb+6Onue1cmKxlPDrXV9jtwmCniXfZdzhtTvLjUbsT3bqXxtVAMKq+gH+fU8183XxE68uaZ9NQw8KEeSBT8uPfkOAWHPPWsdTovYaypkqpyR60K4NkYDhspjaRjp1qrk6NjHO0b8HHQ01qW3bYro8jXH7yNvlG7cDxjp+Na8qSumZczejFlggyjA5Ughe2D7003Yl2MafTZLy6gtrNEM8j4I67R3ZjzgDua78LGVR2PPxU401zM6mWzTSLFbSzRtkgDSzkcyn+i+g/E816PKoKyPFnVlUd2XNEciJ1JyAeKSZNi9MqyyiRH8u5HRs4Dex/xq1KxLVyjrOpyiIWw+WRlw4xz7/59648bXUY8sd2d+Aw/PLnlsjOtYgqZYEE+leHK7Z70WiXeVLBTkCi3caZcgm2IpZgAR7VLXYGTK6OC2FGOvNTYCnfXCW8BkZ1THORzmtoQ5jOU+U5XVdbnl37C20Dp6120sPFbnHUqyINDtNS8Q30enaJZy3d3JyI0HQf3iTwB7muynhpTlZHJUxKgrs+ivh58EtM0fyr7xP5ep6iDuEOP9HiP0P3z9ePavWo4SNPV6s8mti51NFoj2GNEjRUjUIijAVRgAfSuuxyDwKBNhjJHtQA7tQIMelACmgAoAQjNACjpQAd6AGTRRzRMkqK6MMFWGQfwpbgtNjzbxh8MbW8SS40Hba3BJYwH/Vv7D+7/AC+lebisthV96GjPTwuZTp+7PVHlc9lcWNxLbXkbQTIcNGybTXzlalOjLlmj6CnVhVjzRZCyr5Lhm9gMevFZxepci2IXQKDzxzUORSuTQxr1BKkfnTuJq5bMKsA7MAmOSaLkorm3XzIyrfIozg07jaIXVdoyRkUxCwAOxZW+XtS2GTCNc5bHHrSbCxx/xeCf8K81Yr/0y7f9Nkrvyz/eofP8mcWY/wC7S+X5o5XS7qYoi5YgcfNxRWirnTSbaNZL1woGBx71zOKNti1Feng9D3qHFFRbZOl6p4P8qzcDSNyQXSAZLfgKjlZauNa4RlbZwccmlZlWZkXQnzmNQ+ffFdEHHqYzhLoehaLqNhLp8MSSR2wRADC7Bdp79etfSUMTRlFKMkj5rEYSvCbbi2Tz61pVgMzXSOc42w/vG/If1q54mjT3kZ08HXquyjb1Mi48XySu0enxm2Qn/Wk5k/Dsv6n3rycTmc5XVLRfievhspjF3qav8DLeVH3lstI3JLHJJ7nNeO02+ZnrJWSiig75mXb09MVatYG30FQ5ZgRg+gpWGrkjBXB+U5A/GkMbtChlzwV5Vs/zql3JbRUleOJTukz6c5q0nInnSKNxqzxwSCD6Ek1vCim9TGVZrYw7dNR17U4bOwdjcy+h4UdyT2Ar0qFBXskefiMRaPNJnuHhTwxbeH9NEMZ825df3tw4+Zz/AEHoP616cKagrRPDqVpVHeQ3U9O2IxVN0Z5KAdPp/hUSiOMtTC+zRxHMS/K3QjoaysXuNCJGsk033EGfqewH1qKk1Ti5M1pU3VmoIxfLW4uZLidsuzZIH8q8CrVlOTbPpKdJU4KKJkSMuMs+PpxWLbLSRb8mOPjAJx6UrsZJHbK0B4xzkYFTdoZBdslurF2wQO+OauCbZEmjjNUuVlmLyMyr056V6NOLSsjinNN3LngvwbqnjzWhY6UDFaxEG4unH7uJf6t6L39hk16OFw7nueficSqaPrXwJ4L0nwVpK2WkwAOwHnXDgebM3qx/kOgr2YQUFZHjTqOo7yOlxjpVkDjxigQKecUA0SUEidKAFBBoAM0AIeKAFHSgAzxQAn0oAWgBaAOe8W+FrHxJabblQlwv+rnUfMvt7j2rnxGGhiI8szow+Jnh5XieB+JdJvPD97JZ38Xl4GVkX7si+qk18viMJPDztL5H0uHxMcRHmiNtpnZF65x3XJ/SuSyudNyG71BbWRBPFcFQCzOgBAx2PetI0+ZaMiU7DrDWItSkKQK/l9VZl2g+2DRUpcm7CE+boaLqWbjgdKyNCC5gZlULx69qakDHwIBhcYNJsRMwGzr7GkM434vIB8PNVx/0y/8ARyV35W/9qh8/yZxZj/u0vl+aMaC2iUYBG6ueUmzviki8kKbeQCRWXMy7IjnRljYxoCwHFVHzE9NhyQFozk4cjsvSpclcpLQkMaiNvUDuKlF3ZWjPUYx/Wm9BqQ8EsDt4x6jFLbcvcdsYr90/gM0r66A0yS3sSRliB7CiVQmKSJ47ZAeEIYcGpcik9bolMQBBIOMelTzAQttaXJH6VSJsip5io7/MSc8YHNaWuguhGuyo/d4Ld89aFDuRKVijNdOQ5MjLkYH+BreMDGUmZnmuSfMY49q35UtjLmb3EW3kv7hba0R5ppWCIq9c1rSi5SSRhVmopts9r8C+FLfw3puCFkv5gPOmx/46PYV7dKn7NeZ4Fes6svI6Ro+CQOBWhjcqXCZUg0mNdznNQ0yV599ou6Qn5ou0n+BrJwuaxlY43XNR8/U1ggJjtYDt2jnc3c5/SvGxlbnfKtkfQ4HDezjzPdlJZSrBlV8budozXn2TO/VdC9HcgpjyyD3I71m0u47N9BYnJcsUGfrSbXcfK0Oub8wR5baB2XOM0RhfYiWhxmqapI7yfPtX0DcCvTpUlZHDUkr7ljwJ4a1Dx74hj0rTjsjA8y5uSMrDH/ePqewHc/jXo4fDOUjz8TiFTjdbn2X4T8N6b4U0S30zSIBHbxDkn70jd3Y9ya9eMVBWR4kpObuzZBqxCjkUCHDpzQJhjnNADuKBCNQMBQAvSgQAZoAWgBC2KB2AAdqBB+FAC96ACgDE8W+HbTxHpT2lyCr8mOVfvRt6j29R3rGtRjWjyyNqFeVGXNE8D1S0n0HUZdPvFKzRc43HDD1B9DXyWJw06E3GR9VQxEa8OaIJceaV28/XHFcrTN0SMobaWAYcfdPShNhoMlaeNGNq6cnlZSR+R5q48r+ITv0Kcstwg3yRGQ9ljIP86ajFsV32H2l5NKyh7dol7nzASPwFNxitmJMvcMM4z+JrOzKucT8WpCfh9qqn/pl/6NSu/LF/tUfn+TOLMn/s0vl+aME3DfeXt1FY8iOxTZYhumkQBXww9alwsx+0fUnS6deGY5A5BqeRFc5OswcD5uPeoasax1JokZ0wOFPrUPuaWS3JVgAO481DdxqVtiVIwzrjIPp60bC5mTDgDOBUgOYrjJIwPSly6jTGCeNOjc0ctw5irNdgDOcfXvVqAnIzbm5MgJQ89K1hC25m5FVCeWPXua1t0RF7FK5lLg7GIAPWtYRtuZuTaKqs+5g7HJHQ1q0uhndldWle4SG3QtK7BVQcliemK2jT5jOUuVXZ7f8AD7wh/YNmbi+Cvqk4y/cRD+6P6mvVo0FTV+p4eJxLqystjsFGOTW9jlF34HNAMrT4fkdKQGJ4l1VdJ0+aK0Yf2vcRERYPzQRkcv8A7xGdvp970zx4zFrDx5V8T/A9DAYJ4ifPLSK/E81slDIS3ryDXzU9z6qMiwU2uFVh+FSkDmxxAJXnOP1osK7HSyrCQ4TOCBhfT1qoxT0E5OxzviC6BYYG/b23YxXZQpnFXqHKRW93rOpwWVhFJLeXMixRQqOXY8AV61GnskeZWqcqu2fa3wp8EWvgXwtBYRbJL6QCS8uABmSTuB/sjoB/ia9anBQVkeLVqOo7s7M/pWhmhBQMcemKBC9T7CgQE+nagBRQAEUAKvTmgQUAKaAG555oGJwTzzQA4GgBTQIQ54oAQjPFAxw96BHD/FHwn/wkOkm4s1H9pWqlo/8ApoO6H+nvXHjMMq8PNHZgsS6M7PZnhcEc0Xyjh+4I718tLRtM+nWqui5A5CgkH5R24OagZHHOxmKh2UDnGP505JWEty2WchWKA4HUCo0KsRMV3bmVg3QZ6VQhUkDEDzB9DxxSaBHKfFshvAOqFcY/df8Ao1K7ssX+0x+f5M48xf8As8vl+aOSgkdZWQjeAe9OaVrm8ZNbE9oE89i/QnOM96ibdtCkrvU0shSxOCuKw3NUraj4trKrAkZFZyunY1iSidoV+VvwqLXNubQcmqdNwGaPZMLxYjaqmQflAHpT9kyXYWXU0c/KcE85xSVF9RNsie/IjJ3Z9xVKmS2VzeZcck59Kv2ehPNqOeUMcZP1zSUWNsqyTIgwWyfQGtFFsnmSKstwgXaX2knhc1qoPsQ59xHkBHKjb65oSFdsoOSZT5KGRiMcA10RWmplI9k+GngtNKhj1XU4x/aEi5ijbnyQe/8Avfyr1MPQ5VzS3PDxeJ9o+SOx6KqDbgHk9T6V02OK9hhHp0FMCvLkj2qRowvEuuW+g2ySSgSXcwIt4T/ER1Zv9kfqePXHNiK6oQv1OzC4Z4idunU85WWW6nkurtnkuXbe7s2WJ9a+YqzlUk5N6n1VOEYRUYqyRaREKFkCgjqoHWsdXuWRTxxqd+0hyOD3HtVK4txgI2/KVJppahcoajfC2hfaxII7dM1tTp8zMqkrHIajOxjLMxUHJx616NKOtkcVR6XZ7Z+yx4LEklz4u1CHIBa208N+TyD/ANBH/Aq9zDU7LmZ4OMq8z5EfSBHPFdRxCEZNIEPHAxTEJQMUHrQJoUc4oACaBC80AL2oELQAnrQA1uaBi5x0oACO460AAJAyaAFzQIAMHNADhQAEUAeF/FXQTpGvx39qgFpeZJAHCyd/z6/nXz+a4fk/ex6n0GWYjnj7N7o5Q/InmDOSMYrxUtT1mx1qERDuyWbkn1qZNsET/JsynHtmkOxHIyjglsfQVXQQ4RBxkAH60XDY434tRBfAGqNt6eVzn/pqlehlj/2mPz/JnDmX+7S+X5o4iWcx3TSK2CegXitlG8bFc1ncelxlFbBOTgjNQ4W0LUr6mxbOpUqAX44Oelc0kbxZYIxtI49qxNkVrhmyQcnNXFIGyi5bPAzWysZ8zFWEsMndn07UOdtASdx6RMRg5496TkUnIJY2GAhxmiLT3E73KsqyK45PHXBrWLTRHvNkTmR1PzEgehqkkh3Y0B9vA/MU7od2UJLW9lvN24JGD3rdVKcYW6nO6dSUr30NS3tp8YZyy+grmlUj0R0xptbnrHw08HiExavqEQVx81tGc8f7ZHr6fnXoYTDv+JP5HjZhjF/Cp/M9L289a9E8cCT36U3oBE7DOB2qGx2M/VtTt9MtGubnlQdqR55kb0H8yew/CscRWjQhzyOjDYeWInyxPJNWuZtR1aW6vcSSSdQOiDsFHYDpXzdWvKq3KW59TRoRoxUY7AquQioduPUdq59OpvqWIWdMFhtZc98c0rLoMgkucuxKnPfHSqUAuU5JJXYZJ2D8hVaISTZl38iB9uMnvnmt6abVzOpaOhkQadPrmu2el2eTcXUqwRrjPLHGfoOtenhoXaR5eKqcqbZ9y+GNHtvD2g2Gk2C7ba0iWJPU4HJPuTkn3Ne7FWVkfON3d2aWTzTuA4ds0xMWgQD3NAC4xQAoFAgNABnigAz0oAf0FAhKBiDPOaAFUYoATvQAuOxoAMY6UAIOetAArZOKAsPoEc9440JNe8P3Ftj9+o8yE+jjp+fT8awxNFVqbgzfDVnRqKSPAo1DR7SSG6FSeRXxck4ycWfXppq4eVlNo6joKkuwKjoOAKdybDgu9gz8fjTEThiAMAg+vNAHHfFrcfh9q3HH7rkD/psld2Wf71D5/kzizH/dpfL80ebLchlLMPxNdrhYxjVEilJ5U8UONtylJvY2NMcnknoK5K0bHRTZtQYaPoOK45HXEjnz1/pTiErlJScn5Rwa2ZmmPZjs7Z+tSlqVfsRJMd20njvVuOgKTvYeMO+Ocjmp2RVrsSSN5WKJ94elUmo6sVm9CUWMpCgrgGo9qi+RlmGyjTcXwR/tCspVW9jVQXUkFmmNx574NL2j2Hyrqdp4C8KC7lXUL+LbaocxRnnzD6/SvVwOEc/3k9jxsxxyh+6g9T08DAwOle2fOij1FAyORgKUhooX93DZW0tzcPtijGSR1J7ADuTWVWpGlHnk9DajRlWlyQ3PJvEGq3Grag9xMCkS8RR9o1/x9fU183iMS8RLmZ9ZhsNHDw5YkFqC5QnAwO9csrG6RcBIf94N3YEcVG49ivPI3mAOcoOhA71oloJaFKeN3BYdO/Bq00hNDU4jAbn6Ck1qUpWRh6hLhnHYd666UTlqTR6L+zHoH9o+Mr7XJFHk6bDsTP8Az1kyM/gob8xXuYOG7Pn8wqJ2ij6lBxwK9BHmCnmmAvegQ4D0piE6UAA6DNADiaBBQAo60AwHWgBTQIQ0DE570AKB3oACaADtQAmcCgBcnNAC9DQIUetAAwyOaAPCPHWmnSvFV2ioRBMRNH9G6/8AjwavlM2o+zrcy2Z9TltX2lFX3RgPIV6A/XHSvNS0O9seRuA6UBqJtKnbg5HegQyWRyemMdzzVLUWpxvxYZz8P9V6bf3WQB/01SvQyxf7TH5/kzhzH/d5fL80eOyXWDhjx9a9hU77Hne0tuXbC8jxuZhjpWNWkzenVR0VnNCq5Q9R2rz6kJPc7YNdDSjusYCKSDXM4dzojJWJwZJJMGMjPY1LSS0Ze7IpYZTIVAAI7VSkktQaC3s5JT87c9hRKaWw4x6liPTkRsyD5qh1W9EXydSa3gjOQqhT0yw71MpPqOJMkAimLdjweKnnurFKJYLKBxjPes7O5SehXjYbzv5PWqa00GpanVeEvD39qyi4udwsYzyP759B/Wu/AYJ1Xzz+E8zMMcqMeSHxP8D0tCsaBUVUjUYAHAAr6JLoj5pu+rGyTb22J0H3j/SrIJC2xfQk5x6UmwKlxPHFDJNcSLHDGpZ3Y4AFRKSiuZ9DWEJTajHdnlvinXn1a7/dN5dpEf3SE8/7x9z+lfN4vEyxEvJH1eCwccND+8zJMqMoOQT71xWaO4WKXGAigUNdxWsy8r+ZHzkSDpmofkOxFlQdzD5h3xVCsSJMqHnJB6nbSsFivdlI4WYEkfTFXG7diGrHJXUq7XOcD0NehCLujhmz6W/Zx0ddM+HcV6R+81OeS4/4CDsX9FJ/GvosNDlpq583i581R+R6up9K3OceBn2piFxiiwhc5piDqaBhmgAFAmO9qBAOuBQAooATPzUAL2oAM+tAB16UAI3WgEGc8UAFADl/WgA70CAGgB1AHl/xohEI029C5+/C3/oQ/ka8bOKXNBS7HsZRUtKUDzBbsMBhTivnXA95MmjugwwVYn6VPKNyB5zu5GPwp8oXImlctx/KjlFc5H4reYfAGqljx+64/wC2qV6GWL/aY/P8mcOY/wC7y+X5o8PmVzgAY+tfQxaPGkmW7G2llAVVAzxWVSpFG1NNqyOq0eymR8FDsxgsK8yvVi1uehQhJHWafaJ5YBGWHIyK8ypNs74Q0NYQqFBK/hWDk76HQokLKrPvwB2Ix+tMLEa7EfK43Gi7HZEN0sk3y8gnnI7VUGo6jcb6EkaNFEnzbvrjk0m7u4JW0I2d3J2nH4U0kkG4nynKuOf9roaeomkja8I6DLrF+zFilnGf3smOv+yPeuzCYR1373wo4MZjFh42XxM9ZhijhhjhgQJEg2qg6AV9DGKilFbI+alJybk9yFUkaaZXJ2Eg89h/kGtSCR1wvynnrj+tF7AMkkAGWIGByTxUN21KiruyPNPGWutrDi0syfsEbZJz/rm/vH2HYfj9PAxuN9o+WHwo+my/BewXPNe8/wADFt7MLEOFBPUEV5Uql2eqrsl+zqOOD/Op5mNFiOzURhgSc9xScmG7LEUC7huGVzjk1KkImCIQUVFHGCKdybDWjwgYICOlJXGVNTMbWTBgN305rWnfmM6mxxeqqkVtKVIHBr0qLbkjhq6RZ9ieA7I6d4I0Gzxgw2UII99gJ/UmvqIK0Uj5abvJs6ROnWqIHg96AFPTmqEIKBjgfWgTCgBR0560CFJ/KgQvQUAITxQAgz2oAU9KAAdOaAEHTrQAntQMXJyPSgQvVqAFB45oAQ+1AIUdM96AFU560AcR8YLU3PhTcv3opkYH68fyJrhzFXw8juy2Vq6R4klnPjAkYe1fKcx9MTx2t0rBRLx/uik2gHSi5xtKrweuadl3C/kVZYrleS5H0p6dB3t0OT+J8Eq+ANUdncr+64P/AF1Su7Lf95j8/wAmcOYu+Gl8vzRxF7pajnaAc9AOtdMK7MJ0CxplgF+bIB7risq1bobUaNtWdJpnQpwOOOK4ZvU7oqxeilEIXbnnrmsmrmiZejLMjJzuHIrJo1K08kccokLcMMMKpRbJvbQrmWMMUQbjn71VylJMWNi2dgJweo7UnoVy3FCSyZOwK3qTSukHKMkgmI/1o49BVKS7Bp0L/hzw/Pq9+Ist5C/NJIeiD/H0rqw1F4iVloupyYrExw0OZ79D1zT7S3sLOO1s4xHBGOB6nuT7mvo6cIwjyxPlatSVWTnLcsgc1aMxHXCBRzkjOfTOau4hjMWYAZPYCobGkeeeN/EQuTJp+nyAxqcTyKfvn+6Pb19a8XH4y/7qG3Vn0WW4DkXtai16HJRv8mQCT7CvGaPaRZicsNvP41DViicMQOVw3TOKmwElvKW3K5UD8qdkJ7ljzBwnBYDIwetTYmweajRqyybWB5FUoiaK09w5UyRtuDH5h0rRJEpMydbErW4dfuk9BW9KyZFTY5a/id4guT85wQTXo4dpzRwV9IM+7LdBDGiD7qKFH4DFfRny5aTB6UAOpiA8AUCF79KACmAo59qAYetAgHU0AxQeKAEPFAC5xQFgJoBCHORmgBQKAuJwaAF9qACgQueOe9AB04oABzzQA7pigRy/xMyPB16y9V2n/wAeFcuNV6EkdeB0rxPCjcyF85GPrXxj7H1qRLHMSw55zjg0CsOkQnlj+FGo0irOGwNpVT9apSsJxOP+KDt/wr/VFY94uP8Atqlehlr/ANpj8/yZwZiv9nl8vzRkKmIiWXnPVqxvqdKirDbSNxIFIGCPvCnNoqNy9DEFztDZX1zWTkUojZLhDnG4Y4pqLHoWrWV5ShDYIrKSszpskrlx7GIsWZfMLDPrUc7RKtclSD5QvlIo7HPOalyuA+JArNvHXsOKTfYpLqRysUYqq84yDSK1J9J0+fU7wW9uuHPJY9FHqa6MPh5V5qETnxGIjh4c0j07TbKDTrRLa1X5RyzEcufU19PRoxowUInyletKvPnmX1GK3SMGOztFMRDI/PFJjRw3jnxK9sJNO09v37fLK4/5Zj+6D/e9fT615eNxainTj8z2suwPM1VqLToefxJJn+HB9BXiuSPokTIhRxufg+naocr7DTJiibuZDn2NRdjZKDGCCXYt7GjURIoj4JJ9zjNLUTuy0ixld2fl9RkYNK7FYb+555znvzVO4rChojnLfh2pXYuUqasyLbjjoeRWlK7ZFRaHOXhhWRHI3DcD+tehh2+ZHBXXus+2uSQV6EZ5r6lHyxYTpQBIKYmHWgBaYgoGKOtBLDHNAC96AE96AAnP0oHsKRzQIQUAxWoBDeaBjh16UCYo9RQIDQACgBT7GgBG64oAcKAOX+JrqngrUd/Rgq8e7CubGO1GXodOCTdeJ4cqRKnKZNfHPc+ruKIo2+cAYB7UCuMVBvIKjafamwTG+WrtwmB04prQG2cl8VY1TwBq+0dPK6/9dUrvy6zxMfn+TODML/V5X8vzRmuBIO5Gey1xK6PVcVuwVxFjEbflRa/USaLlu00ispQKD0JPSok0ikNbT1CHdgtnPFHtBpJdCxZWqLG3TIqZSZT1NCIqIcDJ2/yrJ3BIPvIAwYZ6Z60hoilDA7i3BGDTuO1gsrdr26W2t18yWQ4GO3ufQVpSoyqyUI7kVaqoxc59D0vRtMh0q0EMPzMeZJMcuf8AD0r6nDYeOHhyo+UxWJliJ8zNCMZP1rpOVllEp2JIpDQxo5Xxj4gXSbf7PbH/AE6Vev8AzzX1+vp+dedjMWqK5Y7s9XL8D7d88/hX4nlkrguWcsXbksTya8LVn00YpKyFViRx09qlookClumc4qb2BgMIRvY5x1FPfYQ8OvRST70rFIuWxUuvmISh4bH86hgyXy2gnKMNyHg46EVN0xETjk7SAR29KtNi02JAJChCnJPcDmldITsV9TSRrQZUgjqcda0ptXMqlrHNXkTMjYbt0Nd1KVmcdVJo+0/D939t0DS7tTnz7WKT80Br6mLukz5SUbNo1U55pkoeaBij1poQtMQnTk0DHCgQg5BoDYWgBSBjFAgHA5oAM8e9ADTQNB3zQAvXpQA48UEjc44FBQoyTQIXPrQIKAAckmgByUAzivi9cCHwp5Y+9LMijnHTn+lcOYy5cPI7stg5V0eKecVbkg56818nuz6axNbzqqtkKPxoaAhllw/A28dqasGpGjMjZRiQevNHqNqxyvxTkz4B1Ydc+V3/AOmqV3Zb/vMfn+TOHMf92l8vzQqQyYb90yke9cHN5npJEcVpKSCRj1zmqckLl7GgltIqZyg/4DWLkWgjhbOGc478UrlWJxboiZV2GO4qWyl6CGFT8wkccevWhSYWEZYWUZZyw96Lsa8hGSLG8qTnrn1ouNpneeD9Nih04XKpia4H3v8AZzwP8+1fSZZh1Tpc73Z8xmddzq8l9EdGkBI47V6aR5dxRGV5I96q1gJHPyAjvQwOe8Ua5Ho1nnAku5BiKP8A9mPsP1rixeKVCPmd2BwcsTL+6tzymd7i5mkmn3yyuSzO3Un1r5qdTnfNJ6n1sIqEVGK0REbViVLKR9aXPbYrQeLeUHKgYpcy6giYWjsPmfn2NTzLoAn2DP3yKPaWFqTRW6dHUZHoOtJyFqWYlUAKYzwe2KlsNUWHk3RgMMEdCT+lTYErlUNv5Ma59fQfWrYhEkLEqEACmm42C4l4xaFxt5A5wacFZkyV0crdEktjn1zXfTOSofU/wa1FdS+GuiuDmS3RrZx6FGIA/wC+cV9Phpc1NM+WxMeWrJHcxNkkYIrYwJMZoGLnAxTuIUHmgLAaAFH6U0IM0BYB3oAUdc0AJmgLATzxQApNADR0oGKOnWgQZJoCwAUAP7UEh60AIfagaFBPQ0BYcoxQJnlPxs1DFzplgMEYaZhn8B/WvGzib5FBHsZRDVzZ5ooZ3wkLEY9a+dPddhC/lMyPC+SPaqs2K6IknHzboXPpQ4NgmgidnyFjIP0ocWh3RzHxSRh4A1UuBn912/6apXdlv+9R+f5M4sxt9Wl8vzRa+2FlyOPavMcdT00Q+eQ+SwC9xmqSAsNKXCqG4xxiosXFCIz/AO0fwpaDuh8by/3WwPWkxtolMRYAoAPrRsCdxj2zEqVYIc5yBTUkiWrlhICUwZBgjsKnzHzHpPh11fRrTYc7U2H6jivrcFNToxaPksdFwryTNb/lmQh5xXajiIYpCTtblB1pKRTRU17VbbS7M3Ex+Y/LGmcbzXPisTHDw5mdOEws8TPljt1PKdRvpb+8e5uWVnY8Y7D0FfK1qsq0ueR9dSowowUIjEkJDKvWsLM10I2dmHPbtTCwiyHgttAosNEjOCvBU/hSS1AiVmQkvlge1VuKwpXjI3Dng00wY9ZG3bQMMeueM0NAEu4DkH6EUITISfnBX5f1q1sK6GqJQ+8AYHXBqrq1ibaj3Oc5AAI7tUJA7Lqc5ejbIw4DA9ua7qexx1LXPZ/2ZNXT7PrWhu+2ZXW9iU91I2vj6YT8697ATvBxPAzGnaakup71HjntXeecPHAoGGaAAcmmIXPagANAIM8e9ACE4FAxc0ybBn2oGKOKBMTPrSHYXOOlAgGKYBnFAWFoAUmgSAE/hQDA8nIoAAMnmgB5oJPnn4gasdU8WXrRgPHE/kIc8YXg/rmvls0q+0rNLofU5fS9nRXmYQmCtyBn24rzbHa0DHeu5Tg9cU7gkQyZZR0/lRzByssRsVHAH4UuZBys5r4sSBvh5qoAAP7r/wBGpXdln+9R+f5M4sxX+zS+X5obDBGEHO7864JN3PSiySIRZGBk57ihpjuWnKhsjC+lS0CHxuhZQOT1qWIa7bXYZ4zikmWokLsigrz8wOcGmr7jtbYfHtS3CxnITsTk4obu9R8thxmVUBXHr1pWA2PD3iL+zHIky9rIfmUdVPqK9DA4x4d8stYs4cbgPrKvHSSO3stc026j3QXsHPVXYIw/A19DTxVKorxkj52pg69J2lFlPV/E2m6YnMonlPIjhw35kcCs62NpUlvd+RrQwFas9rLzPOdZ1W51W9aefJHREB4UegFfOYjESry5pn0+Gw8MNDlgUSrtkBcVgrHQ2iSOJgMlyD60m0LUne3XzgcsARU8wakP2ZGJ3bsg0+YNS3FbJt4UH8alyEmyQxoqjC/iam47COiOMOAR7jimmxMjZVI+Xbx3xTuOw/OEpIWnUTCE/MufrVJMWnQhDJuI8vCdzjFW1oTcsRvGArEDA9KjUe5k655ZIePvweK6KLezMasSfwFrw8MeMtN1Nhm3D+VP/wBc2+Vvy6/hXq4Kt7Oojy8bS9pTaPrpME5BBGAQR3r6I+cHg5OKCh3SgBA3OOaAHNnqKYIUfSgQgoAU47UAgx60AGcUXCwmeDigYZ7UBYDxQxCg0wADmlsA88CmSNzk0DF6cUCAnp6CgLDhkDigTMXxjq66L4fu7pmxIV2RD1c8D/H8KwxFVUabmzfDUnVqKKPnNo1aTmSQk8k+pr46bcm5PqfWxdlZD5LeNEB+ckjP3sVOw9R0Yi3rkELjBJNPQnUVhFkq2eOmDSsO5G8qAhRnP+8apIL+ZzHxTZT4B1UBDn91yc/89Uruy1f7TH5/kzhzF/7PL5fmhBdKqkb1DemelcXI7noqRHHM5O5Azj1UU3ElSFWaeQncr4GcZqdEWtSWMz7lKrj6tUu3UE7MsTiUorbgD3zzWWlzW+g1kIXdJJx601voF9NSSOMMciXcCOlErroNSuSLbxKrDJ/GpbYLsMiihQkMCQTnFJtsqzHGNEH3cCldlWTH/eT5QMCi4WRWO5X3YOc9Kq4JDsM2Mlhjtmp2HYfggEDr7mjcXUesitEATlxSsMGI3LtFMY5XCNlT83fPNHqTYV5Nx5Y0kgSGSOuMbuD39KpJ7hYj81E+U5IPenyt6iFaUAnBJoSCwqO7HC7tp6gjIpuwrDvLmbA8vIPt3pXQtBot3DkMhQZx3p3QcwsllHPEymUE+lUpNMmWpzd/pwjLqx+XvXZTqdUcc49GfR3wN8VJr3hVdPmlLahpgWF9x5eL+Bvy4P096+mwlb2sNd0fN4uj7Kp5M9JBIx610nKP79eaBgO9ACqevNMQnUkUgDOKYw7nFACkjFAAKAA4oEA6c0Aw6njpQA7jpTEAoAD/ACoAF56igGB4oBCjnrQGw4ZAFBO54h8WvEUWpa0NPikDWtmSGweGk7/l0/Ovn81xDlL2UOm57+WYbkh7SW7OEEsQwIz09K8bU9WyEkkZhhUYY781aQmMaSRsbYyR7CqSJ0ZJJK4VWkTB+lLlbFzIY0rcERNu7cU+QOZHL/E64lbwNqccikD91/6NSu7L42xEX6/kzix8r4eS9PzRAjduE/4D1ri2O+1y3aztEThsgDtWctS1FrcmMwdMBiGPvUW1NCNJQZME8DOeaGgSJRIpb72Uz3qC7AJQrbSVK/SlYpRuWopEBXacfQVLuVykhmDKD6jB+tFh8tiBSWyoRifpSsG25IGcrgoQw46UWGtARpB1RjRYbY1/NJ4Tj60WQXQhWc/wAD60Kwcw0xyHqVB+uaegmx8cZU8uuDwRinfyJuK0ZTH74kfTpS5vIq4ihQ4yznNAO5IURvvK34mlcWoJ5IU/IPzpq4xy7GHEajnikSTb8dAo9cUrAg80HhSM+tPlbEBvBtCswDeo9aOULDhcq7MS/GPSjlYCb4tmfmzn6U1cTMrVYROjMm7K9iOorenJrQyqQ0uVPB3ia48HeJ7XVLZHdEOy4iBx5sZ+8v8AUe4FevhKzpyueXiqHtY26n2Bo+oWmr6bbajp0yzWlwgkjdT29D6EdMete+mmro+eknF8r3L2MnNMAoATBHSmAtIAPHvQAduO9MAA45pAGeBigBAc9aYDjwtAgHSiwCigBx4piuJjJ4oDYUdqBCHgmgYoG4elAtjlfiL4nTw7o7JC4/tG4BSAf3fVz7D+eK5MZiVh6fN16HVg8M69TyR8/wCd5LSSAknLHHOevJr5Rtybk92fTqKWnQd5sasPnJ+gGaSTG3Ymi2SNl3lWMDLY607E3IVnUTEAsE7Z61bjoQmyMsskjrvc55607+Q0rdRSAMEM5P1JpXuFtbnKfE7LeCNSYOSB5XH/AG0Wu3Ln/tEV6/kzjzD/AHeT9PzGi3beBI2E7c1wcyPTSmXbWzjJbcxyPfrUORXvdSRraAEDufrUcz3HqOjtYEY5C8+9JybGiYW8CcgCo5mylckjht96lgBnvU3bG7kv7hJcKvHYkUwSY4vHnaR260dBpMjLhO2RQgsL5u2QfKTx0pbjSsK7SKxCjApWRW5BvYk5fHrTt2BaCSSIvV2PsKaTE2VjdxqSDn8TVqDYnKwC6B+5Gfxo5BXRJK8pi3DA7c4oUUCkNR3/AOWjJnqKHFdA5iUOxGdxx9Kmw+YAuRnc30ziml0DmQxpVGOGz7tVcrFccsqOBkrn03UcrQrjo9qtwQ2PahgSGRc8R8+oApWC7HtIcZ2mlYLgLkMeVAH1p8thKQskhZeFUjHPWmtNwepzmrWx3l0iPlnrgHiuulPuzlqQZ2vwW+IDeFdQ/srVXb+xLp+GP/LvIf4v909/Tr617ODxXL7knoeRjcNz+/Hc+nkdWQMjBlYAqQcgj1r1jxxwPFMA4pDDqaAFoASgYE0CETkZ7UABx3pgOBP4UALyfagBRQIGOMUAkLnj3oQgXOc0wY5h3FAkzN8Q6za6Dpcl7dvwowiDq7dgKzq1Y0ouUjSlSlWnyxPnDxNrNzrmry394SZJPlVQeEUdFFfMYjESxE+Zn0tGhCjHliZsceQMnB9K5m7GySLCxYxk8/Wi4WRbRk4XIGSVOTS16CaRQlQeacEdepOKtNi0BSUYbOfx5psEkWmPVTj86zTKaVjkvidx4E1QDp+6/wDRqV35f/vEfn+TOHH/AMCXy/NGTNrNoJQAzH25rmWGm0d7xEE9WX7XVYSM+WzfLWcsPLYv20WSperKSwiwKzdJrQuM4tEq3GePK4J7mo5LdSk0yZWZecY/3jkVDRSZKJnLY2rgd6myKuSl5HVcbT69aVkguRmRwTgjHUfKTVWQDxI+4DcBnpxSsDI2eTJLMDjjpTsik2KZmKjJbP1FFgTZFwMklsn3oAq3HmHBhaNTnndk8VrBxW5Ek+griORlOdjDoVBxQpNaA1cbKZUOQrOOvBpxs92TqJ/aUqMFlgBJ43ZzgVapxezE3JD452MRkYsFHX5cVDjZ2HcfHN5igo+9T3DUnFx3GnccTkHJ/XNJBcYCAMcD8KqzBsmiKK4ZCORUtMXMiwoDAEsuPrU6lJomi2K2Rs/A0uV7hzIsb42Xtn2qeVrYXMRuMHIH5CmosG0BlfblY3btwaq3cV09iMo3mjcuF75OadxvXcydU09tzGJQ468DHFdFOr3OedM9A+EvxPl0IxaL4kLtpQ+WC5PJt/8AZPqn8vpXuYTGKyhUZ4mMwl25wR9E280c8SSwyJLFIAyuhBDA9wR1r1Tyh7e1AIYM9PWgY8cCgBD1oAYScdKAFHCccUALngUBYdQA4DinYQmcCgAxx7UDuKOaLiHr1pksyvE2v2Xh7Tjc3rnJ4SNfvOfQCsq1aFGPNNmlGjOtLlieDeJtcvfEWom5u3VYxkRQgkrGP8fU18xisZLES8j6TDYaFGNluYzwMWGXXHUY7VzcxvZCNCU5Egx9CKL3CyE2yFc+YOT2HNNuwtGSCGQEfvunQEZpXuGxHJDubPm4PU8VSdiXqBt2jwxkBBPpTvcSFKkqQrliATwhNCWo5M5L4mgjwNqeZCf9Vxj/AKapXbgP94j8/wAmcWOf7iXy/NHm73DMPmyT2O/rXcoJHO533NCw3TRDapLk/d3E1jU91m9JKSN6wE0SACNAPcdPzrhqOLe520049DZjVl2kOobr0rjk7HZFOxcKl4yDIfwrK+pdhYTtBVmJOKTXUaJI2PHzED3pD36iyooyCc+9F2HzInChVJwccZzTSYrjsLjIwaLMd0HDKD0HaizDmRn6g8sDxyRMducMgA5/E1tSSkmmiJytqiC7upGVJI4HKk84IGK0hSS0bM51bbIZFNKMlh16ZIpummJVGty3FIWOc4Hpms3C2xancbOxBz8uM+ppximJzfQb9rUYG+MHpyf/AK9P2ZPtPMIkH2gyYGWHVB1qpPSwl3J5HJDBRJUqNxORmpBPcSM4WZMHGTW7ajoRfm3L1ulwiKpAf3rJpPUrmtoXU80dBGMjuRms+UrnJF3gnhAfXNPluLnsPjuWQYZ1Izz1pOncFUQ9puP9aP8AvmnGmxOomPhniXCrL+O2lKkxqtYu/aLUjLyMcDrxWfsmV7Ugka3lIZA5OO/GafI0HPcZc6ZYXCZT5JD79aqEpxM5RjI0PBnj7VPANytrNm80Zmy1szcpnujdvp0P617OExso+7LVHl4rBxnqtGfRHhTxVpHiuwFzot4k2ADJCeJIiezL2+vQ9q9qFSNRXieROEqbtJG0DjrVEjh60AHWmMYThsdqnqIdjimAg9DTGPHSlcQvbimIQn5sdqLh0HYoC4q46npQJnE+LviFY6Oslvp5S7vhkYB+SM/7R/oP0rixOOhQ0WrOuhgpVdZaI8Y1fUb/AFi9a61G6aaRu/QKPQDsK8CvWnWleZ7lKnGirRRQdcAYlJHfFY2NbgIl3A+Y/TjBpiuTKOMb2P1P/wBaiyYczGqiE5DN15+aluFyxiPp834tRyhzEMnlFPmZhg/3sVVmK43dBkF3PH+1SaYJ2I3miBJWUqMEHmqjFifmcf8AEp4/+EM1AI2SfLxz/wBNFrtwEX7eN/P8mcmOf7iXy/M8jXVgGB8jI/3/AP61ey8N5nkrFW6F2HxIsRUrZnj/AKa9f/HaxlgW/tfh/wAE2WPS+z+P/ANGHxv5a4/s8n/tv/8AY1g8qu/j/D/gnQs2srcn4/8AALcPxDKDDaZuH/Xxj/2Ws3k1/t/h/wAEpZy19j8f+ATL8Sgu7Gk8H/p5/wDsKj+xP+nn4f8ABK/tv+5+P/AGt8RwemkgH/r4/wDsaayT+/8Ah/wQ/tv+5+P/AABw+JRC4/spf/Aj/wCxpf2Iv5/w/wCCH9t/3Px/4A1/iSWx/wASsDH/AE8f/Y0f2J/f/D/gh/bX9z8f+AMb4jOeP7N+X0+0f/Y1ayVL7f4f8ETzpvaH4/8AAI5PiFKx+WwCD2m/+xqv7Ij/ADfh/wAEj+2Jfy/j/wAAH+IMjIVFgR7+f/8AY0LJ0n8X4f8ABG84b+x+P/AGP49LqFfTt2O5n/8Asaf9kJPSX4f8EP7Ydvg/H/gET+N8jC6ft/7b/wD2NNZUl9v8P+CQ82b+z+P/AACFfF4BBNixI9Z//sav+zf734f8En+09b8v4/8AAJY/GqoxP9nZz6z/AP2NS8sv9r8P+CP+1P7v4/8AAJx49Ax/xLBx/wBN/wD7Gp/sn+/+H/BK/tb+5+P/AACX/hYSYAOlHj/p4/8AsKX9kv8An/D/AII/7WX8n4/8AePiKoTaNJ+h+0dP/HaX9ka35/w/4If2uv5Px/4Az/hYjYwdNz6f6R/9jVf2Sv5/w/4Iv7V/ufj/AMAZ/wALBY9dO49PP/8Asaf9lf3/AMP+CL+1f7n4/wDAHL8QivTTAP8Atv8A/Y1P9k/3/wAP+CP+1v7n4/8AAHL8RcHP9mHP/Xx/9hR/ZP8Af/D/AII/7X/ufj/wB5+I+eult/4Ff/YUf2R/f/D/AIIf2t/c/H/gDl+JKhSDpLH/ALev/sKX9kf3/wAP+CH9r/3Px/4BH/wsROf+JS3Ix/x9f/Y1Syp/z/h/wSf7V/ufj/wByfEZVB/4lOf+3n/7Gm8qv9v8P+CH9q/3Px/4A8/EleNujgf9vOf/AGSl/ZP9/wDD/gh/ar/l/H/gDl+JuGDHRwT/ANfHX/xyh5Sv5/w/4If2s/5fx/4BJ/wtBNwP9iIQOxuf/sKX9kf3/wAP+CL+1P7v4/8AAIbz4kxXIwdEVec/8fOf/ZKqOVcu0/w/4Inmd94/j/wCvYfESXTb1bzS7Sazul+7JFdbSP8Ax39K3hgpwd4z/D/gmU8bGas4fj/wD1PQf2p9WtLXyta8PwalIMBZo7ryGP8AvfIwP4AV2xTS95nE5K/uo1B+1lj/AJkv/wAqv/2mqsHML/w1n/1Jf/lV/wDtNFhcw0/tY5P/ACJn/lV/+00WHzi/8NZcf8iX/wCVX/7TRYOYP+Gsv+pL/wDKr/8AaaLBzAP2ssf8yX/5Vf8A7TRYOcd/w1pwf+KK/wDKr/8AaaYuYB+1pj/mSv8Ayq//AGmgOYD+1p6eCsfXVc/+0aBXOO8TftGa3rpZP7P+x2p6QwXRH5nbk1zVqNSorKVl6f8ABOmlXhT1cbv1/wCAcqnxTdeulFv+3r/7CuJ5Wn9r8P8AgnUszt9n8f8AgD/+FrSf9Anj/r5/+wqf7JX834f8Ef8Aan938f8AgDX+Kkh6aVj/ALec/wDslH9k/wB/8P8Agj/tT+7+P/AEX4qSAEf2V1/6ef8A7Gn/AGUv5vw/4If2p/d/H/gDP+Fozd9Nz/28f/Y03lS6S/D/AIIlmn938f8AgC/8LRl/6Bg6/wDPx/8AY0v7KX8/4f8ABK/tX+5+P/AFl+KUkgx/ZQA9rn/7Gj+yv7/4f8EX9qf3fx/4BC3xLcqQNMIJ7/af/saqOWW+1+H/AARPM7/Z/H/gES/EZxuzpzHd1zcf/Y0/7N0tzfh/wQ/tP+5+P/AEX4h7QQumtz63Of8A2Wj+ze8vw/4I/wC1P7n4/wDAKGveMzq2kzWRsmj8zb8/nbsYYHptHpW1HBeymp834GFbHe1g4cu/mf/Z" alt="" /></span><br /><br /><br /><span style="font-size: medium;">Ξεκινήστε βάζοντας μια κουταλιά του γλυκού frosting πάνω στην αναποδογυρισμένη φόρμα για κέικ. (Αυτό θα μας βοηθήσει να σταθεροποιήσουμε το κέικ μας)</span><br /><br /><span style="font-size: medium;">&lt;img 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