Ο τουριστικός κλάδος αποτελούσε ανέκαθεν τη βαριά βιομηχανία της χώρας και αναδείχθηκε ακόμη περισσότερο, μετά τις αντοχές που επέδειξε κατά την διάρκεια της πανδημίας. Ήταν από τους κλάδους που όχι μόνο κατάφερε να προσαρμοστεί αλλά και να καινοτομήσει σε αρκετούς τομείς. Παρουσιάζει ζήτηση όλο το χρόνο και αποτελεί μια ταχέως αναπτυσσόμενη βιομηχανία όχι μόνο στην Ελλάδα αλλά και σε πολλές περιοχές του κόσμου, που μέχρι πρότινος δεν είχαν επενδύσει σε αυτή, καθώς μεγάλες πολυεθνικές αλυσίδες ανοίγουν ξενοδοχεία σε διάφορες χώρες και επενδύουν στον τουριστικό κλάδο.
Αν επιθυμεί λοιπόν κάποιος να σπουδάσει στον κλάδο των τουριστικών επαγγελμάτων και δραστηριοποιηθεί επαγγελματικά με αυτόν και τις σημαντικές επαγγελματικές προοπτικές που αυτός παρουσιάζει, θα πρέπει να επιλέξει αφενός το 4ο επιστημονικό πεδίο αν είναι μαθητής του Γενικού Λυκείου, οπότε και θα εξεταστεί στη Νεοελληνική Γλώσσα και Λογοτεχνία, στα Μαθηματικά, στις Αρχές Οικονομικής Θεωρίας και στην Πληροφορική. Αφετέρου στην περίπτωση που ο μαθητής/τρια φοιτά στο Επαγγελματικό Λύκειο, θα πρέπει να επιλέξει τον τομέα Διοίκησης και Οικονομίας και να εξεταστεί στα Μαθηματικά, στα Νέα Ελληνικά και σε δύο μαθήματα ειδικότητας, τις Αρχές Οικονομικής Θεωρίας και τις Αρχές Οργάνωσης και Διοίκησης. Ακόμη σε κάποια Πανεπιστημιακά Τμήματα απαιτείται και το ειδικό μάθημα της ξένης γλώσσας είτε αυτή είναι τα Αγγλικά, τα Γαλλικά, τα Γερμανικά ή τα Ιταλικά.
Τα Πανεπιστημιακά Τμήματα που δίνουν την δυνατότητα σε έναν υποψήφιο/ια να πραγματοποιήσει σπουδές στα τουριστικά επαγγέλματα και οι βάσεις εισαγωγής σε αυτά , όπως διαμορφώθηκαν το 2023, είναι τα εξής:
- Τμήμα Τουριστικών Σπουδών Πανεπιστήμιο Πειραιά (15.290 μόρια και ειδικό μάθημα Αγγλικά)
- Τμήμα Διοίκησης Τουρισμού Πανεπιστήμιο Δυτικής Αττικής (13.380 μόρια και ειδικό μάθημα είτε Αγγλικά, Γαλλικά, Γερμανικά, Ιταλικά)
- Τμήμα Διοίκησης Τουρισμού Πανεπιστήμιο Πατρών (11.905 μόρια και ειδικό μάθημα είτε Αγγλικά, Γαλλικά, Γερμανικά, Ιταλικά)
- ΑΣΤΕΚ (11.852 μόρια και ειδικό μάθημα είτε Αγγλικά, Γαλλικά, Γερμανικά, Ιταλικά)
- ΑΣΤΕΡ (11.628 μόρια και ειδικό μάθημα είτε Αγγλικά, Γαλλικά, Γερμανικά, Ιταλικά)
- Τμήμα Διοίκησης Οργανισμών, Μάρκετινγκ και Τουρισμού ΔΙ.ΠΑ.Ε (11.380 μόρια)
- Τμήμα Οικονομικής και Διοίκησης Τουρισμού Πανεπιστήμιο Αιγαίου (10.890 μόρια και ειδικό μάθημα Αγγλικά)
- Τμήμα Τουρισμού Ιόνιο Πανεπιστήμιο (9.660 μόρια και ειδικό μάθημα Αγγλικά)
- Διοίκησης Επιχειρήσεων και Τουρισμού ΕΛ.ΜΕ.ΠΑ. (8.840 μόρια)
Ένας απόφοιτος τουριστικών επαγγελμάτων, πέρα από στέλεχος όλων των λειτουργιών των επιχειρήσεων της τουριστικής βιομηχανίας, με την κατάλληλη εξειδίκευση, μπορεί να απασχοληθεί και ως ξεναγός, ταξιδιωτικός πράκτορας, ταξιδιωτικός σύμβουλος σε μεγάλα ταξιδιωτικά γραφεία με συνεργασίες τόσο σε χώρες του εξωτερικού όσο και του εσωτερικού, ειδικός οικο-τουρισμού αλλά και τουριστικού marketing, αναλυτής ταξιδιωτικών κινδύνων αλλά και με το e-tourism management, ειδικότητα που αναλαμβάνει την ψηφιακή εμπειρία του πελάτη και κερδίζει κάθε χρόνο όλο και περισσότερο ενδιαφέρον.
Η ενασχόληση ωστόσο με τον τουριστικό κλάδο δεν περιορίζεται μόνο στους αποφοίτους των Τουριστικών Σπουδών. Με τον τουρισμό μπορεί να απασχοληθεί και ένας απόφοιτος τμήματος Πληροφορικής, ο οποίος θα εξειδικευτεί στις τουριστικές εφαρμογές (apps), ένας απόφοιτος Γυμναστικής Ακαδημίας, ο οποίος θα ασχοληθεί με τον αθλητικό τουρισμό, αλλά και ένας απόφοιτος Οικονομικών Επιστημών ο οποίος θα εντρυφήσει στο revenue managment. Έχοντας λοιπόν ως αφετηρία ένα οποιοδήποτε επιστημονικό πεδίο είτε κάποιος απόφοιτος προέρχεται από τις ανθρωπιστικές επιστήμες είτε από τις θετικές επιστήμες αλλά ακόμη και από τις επιστήμες Υγείας, έχει την δυνατότητα να δραστηριοποιηθεί στον Τουριστικό Κλάδο μέσω της διαφοροποιημένης σταδιοδρομίας.
Πέραν όμως από τις ακαδημαϊκές γνώσεις και τα τυπικά προσόντα που θα πρέπει να έχει κάποιος για να απασχοληθεί στον τουριστικό κλάδο, θα πρέπει να διαθέτει και χαρακτηριστικά του κοινωνικού και επιχειρηματικού τύπου, καθώς απαιτούνται υψηλές επικοινωνιακές δεξιότητες, εξωστρέφεια, αγάπη για τον άνθρωπο, ευγένεια, υπομονή, επιμονή και προσαρμοστικότητα, πειθώ, ηγετικές και εποπτικές δεξιότητες. Το πρωτοποριακό τεστ επαγγελματικού προσανατολισμού ADVISOR σε συνδυασμό με τη συνδρομή της επαγγελματικής συμβουλευτικής, θα δώσει στους μαθητές την δυνατότητα να ανακαλύψουν εάν οι κλίσεις, οι δεξιότητες και τα ταλέντα τους προσανατολίζονται στα επαγγέλματα που έχουν σχέση με τον τουρισμό είτε άμεσα πραγματοποιώντας σπουδές στον τουριστικό κλάδο, είτε έμμεσα μέσω της διαφοροποιημένης σταδιοδρομίας όπου συνδυάζοντας γνώσεις διαφορετικών επιστημονικών αντικειμένων από το προπτυχιακό και το μεταπτυχιακό πρόγραμμα σπουδών τους, θα μπορέσουν να απασχοληθούν στον κλάδο του τουρισμού ο οποίος παρουσιάζει συγκριτικό πλεονέκτημα στην αγορά εργασίας σε σχέση με άλλους επαγγελματικούς κλάδους.
Μαρία Κουμανδέρη, Σύμβουλος Σταδιοδρομίας, EMPLOY EDU ΣΥΜΒΟΥΛΟΙ ΕΚΠΑΙΔΕΥΣΗΣ & ΣΤΑΔΙΟΔΟΜΙΑΣ | www.employ.edu.gr
Θεόδωρος Καλαϊτζίδης, Πρόεδρος Ομίλου ΔΙΑΚΡΟΤΗΜΑ – AFTER SCHOOL – Μαθηματικός,
www.diakrotima.gr
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wBqcycHaF/OuLK5y+uQlfqaYy31eWh4Ct9at5++RP30mc4969R1fxBYL4etYHnQR+UAM18v33iKaKaJdgPzY6967Hxh4ikj8OWX7obmUd6/qjDVH7FLsj8gqfGz0aDVdO/cqJk4JORWPrM1nLcO6SK/PavKbLxTKVHyYIHFTf8JNLuyUzVfWGUlod1MtvzlhyPSqVxNaRJ8zrnHHFck3ieZ/4QKp3mtS3CqpUYz261nPEe47jS1PQvg00V18RpSNpEcW7pX0TKT82QDtHU184fs5w+f4y1aY/8s4VH519IXEZOOcdAa/CM8k547TufoWWwUcNdo4LUrcXGpXTHGVfb27AUVrWOnLfzX0rAk/aWHU9gKK9CONqQio9j52rU99nuvoT6j+dfJf7cC400e8kJ/wDHjX1ieo9/8a+S/wBtyUf2XHx1eH/0I1+T8N642R9/mn8BHtPwdPl+HEB5yqf+gLXb+IJFXR78f9O0v/oNcN8Izu8MxEcZVP8A0Ba7W+i+2WN2jn928LIfXBFGPkv7XSXc3ov/AGM/HTxNx4i1EZ5NzIP/AB41QaArgnGK/RO4/Yj8C6mn252vRNcbpTtfABJNeRz/ALLHhZNWngM18savtwWDGv6Dwf8ACh6I/N6y/eS9T5EeMYPIzVZs7gNpwTX374X/AGMfh1eKH1C/1BFP91qb44/Yl+G2l+E9X1HStQ1Sa8gt3ljR/u/KM816C3MdFofE3h/SZNQ2rGOA3U/hXscOkvY2kCgBmEY+7+FbvwQ/Z58R+NPCMGp6bbQmBZWDNPKFPBHrXr3iT4K6l4R0pL++jtngUqW8uTcRjGeK9OFFTjdmTl0Oh8L6HIlppMjDa2yM5NfTll/x5wcg5UdPpXg+kfFbwXqSafp1tKBdt5cSoR0avdrMgQQAD5do6V+A8fRUa0EfdZD8DOH8bwlviB4QXv5kh/QV20j/AL4ZHXn9a4/xuP8Ai5nhID+ESMfyrs5FDMh78/zr86xUlGFNH00erPkP9rTXLTTfHMYnbDraghfXJPSvnebxBLeFtxKIQMKPTFeqftxQm7+J0EUILTx26HA+prx+202+uIQPsxDgDP5Cv3/IZWwEbH57mMV7ZmlosazWt+wH8PJNUlt1WNRjkCtzR9Pmt9LvTKnlttHHrVF4T5atjtX2EG2tzw5pIx7iEDt2rNmXa2BzW3cKT2rNmjGPQ1vYxOXuWH2wD1OP1r9QPgRB9n+F/h4N/wA+6mvzBmjZr8HHAdR175r9Tfg/Cbf4b+Hom4b7Ih/Svy3jZ81JKCufY5DGzbZe+Jcgt/BupOeQIm6fSvif9lBBceJPF8uPvXgH619ofFaQQ+A9VLnA8luv0r44/ZAj87UfE0qjhr8KPfkV8/kCcMuqcy6HVmGuKhY+9YU/cxD/AGB/IV8y/tpqG0/QoyMlpGP8q+nI/lRRnPAH6CvmH9syTMugx46bmryOHoc+ZK/c9DMGvqrPAPAVqP7UJx2Jq5qVt/xMJv8AeNT/AA/hxqDZ6gVJqC51Cbj+I1/T1KKSR+VO12Vre2+UVdjt/kIot48qOKvQwnbWkvdIMpbVPtMTEZ+cfzrf16HfqURwMLGBj8Kr2ln9ouoY8ZZpFwfxrpPFujnTdZaB2VmWNWOPpWVVr2Um+w6aTqo9b/ZwiEPhe4cDAkmY/wAq9N1OTy9HviT9yJj+lcF8AYhD4JDEZ8yRiPzFdj4lDxaJqDdvKb+VfzXmbvi5PzP1vBpRoxsVvh7CY/Cto397J/M1hfG+YRfDfUQf4mUV0/gnC+EtO4xmIH9a4/49SeX4BlTvJKK2yqKeMhcWOVsPI+P76EzX8SKuTuUV2vxM0qbT9C01XHUAdPauXtrYyeIIRnOZlH6ivUvj8RHp2jxIMHapJ/AV/SdCT9mrdj8jkveZ43awlVqbYakh2leB3p3FSlfcCJYz60FfmCn61Nx9KAuWHHaolHR3CPxnqn7Mdvt1bXpWGcFUr6AuuUyPXNeKfsyxho9Xk243zj9K9t1JQkLc9Qa/EsfLnxz9T9HwKthbMpeCLUXOn3knXN3J2+lFbnwvszceF/NxkPO5H6UV9Esv51zX3PkKsffl6nbs33f896+Sf23l26XDn+9D/wChmvrNTwn1xXyd+3BxpER9Hh/9DNfjnDOuLkfpeaR/cI9k+EEgXwvBwfur/wCgLXezfu7G6Y84jPSvPvhDz4ZjH91U/wDQFr0WT5rO44yCmOKxxqvnKa7lUf8AcybStPnj0u1IQECI849ea8T1BZrXxJeFrZXO7PzD3r6SsdU09dLtArMR5IyY8EZwRXh+rX9rJr97hbgZc4/dZr+ksDSk6EH5H5piHL2sjQ8M+Kp7WBj9htsj+8maTxb8QLqXwbrkSW9unmWkqfcx1Wo9NvbWNWLNMmRjmHFY/i28t18OatlnyLdyFMRGeCK9KnRk52aOOcuVXZ8xfDv4gad4R8MWdlfxX8kkhMhEM5jQ5PoK7Xxl4w0bXPDjJZ213CzLkGSctjivGbzUgt5Z27IuVVcbhjua9BvGabRwNkICoB8pHpX2NPBqNJOxy899Tnvh3GW+IGgKT/y9Lg496/Q6H5o4xjsK+AfhrHv+IGhDGP8AShX6AwqPLT1FfzD4jx5MbCKP0bh7+Gzg/GDFvir4XT0ikP6V2kTbi+e2f5iuH8T/ALz4saB6pbSNXaRN8i+vf9K/KsVrGmfUrZpHxt+1FZxT/FaS4k5YW6r/ADrx5dQuoZn+yruJ5w1euftMwyX3xSuY4nUFUUcnGeteZSWotY1jdlEnQkGv6HyFL6hGx8BmMZe1baLljqo1jR7oNb/Z548Bs9D7iqcsKCJVx2rW0/Tx/Yt5IR8zEDI61XNuJUHQ9sivr4+6kfPz3OcuLYNnaMnsKveH/hpqvi7VIreO2mjgPLyhMhR612/hvwT9oY3MzjYvO3vXeap48g8KeHlXTLgJMOPlQk57g1jOs4ijG4zw7+yr4F063S71XWGup/vBVO0g+hFexzfEO18H6JaWtpHutoFEUbsPTpXy7deIPEmveZdW6z3kkn3UjUZz9K7HwD4P8X+KrOSLVdKvbNFPDzSgYPHbNeNiqFPGaVVc9LD1p4b4HY9suPHdl4v8M39rrSfZoJE2KQPvZ9K8y8C+ENG+GerSwaOhdHk+0ysxH1rf1D4Z6jHYG2urpo0CDNxnAGOn5Vw2o+Hdbsb+K/ji/tS0iUxSTW8v3ge5WuWnl9KhTdOmrJlVMRUqSUpM+lfC/wARNL8R2++KUDbyWB4NeGftdTRXWoaIUcMPKLde1ZGn/Ezwt4VWGyuZTayKpBKMMAn1roLq38P/ABe0m3hsr1bu+jVvmVvmC8cj26152EySnh8Sq0DsrY6VSh7NnjHgNd2qOAMfJ0IqS8iDX0x/2jXbx+CYfCviCe3t5Wn8qP52fqCR0rk7qLF5L/vGv1OhO8VY+MlHVleGLoKvRR7V6U2GE7ga0oLfcuK6JeYIr6L8mtWe7hTKvP410nj66S88TXcsZ3IqAfkKzdB037R4isIeCWlX6dateOkWx17UFxnbnIH0rDEq9GXoFN/vI+p7Z8Do8eBbQ4+9kj866fxs5i8L6i4/uVg/ByPyfAunf9c61viBMB4TvsDqoFfzTjdcRO/c/YcOrUo2J/CeV8N6eucbYgK4X9oGQJ4QgQnJacDFd5oI8nRbJfSJf5V518fFabRbJApb97nAr0cih7TGxuc2YSf1eR8zQhv7biVPvvMCMfWul+KFxcTT2Edw5baOAfpVjw/4TvZvEtlILKV4xIMnbW58VvCWpXGsW3l2ExAHGFr+iYzjTjZH5XKlUbukeXRqGUYGKk8n5c10MfgnVo49zWMqr15FMbQbtePIbNZe2iXHD1LbGEsJYZpRFtYA+/8AKtj+wb8H5YDioZ9KubcB5oigGf5VE6ylFq/Q2p0J86uj1n9m5RDoNxLjPmXLfzr1nVZT5Eh7BGb9K8w/Z5hMPhU7h96ZnH0zXoviCTydPnP/AEyY1+JYizx9l3Pv6EeXCu53Xwhsg3gWyZ1JLFjnn1oq78MYRb+B9KUhSfKyfmx1NFfarD4pq8dj4OpJ871LKybmjxxgk18n/tuSZ0uJeu54f/QzX1CJ9u2vlb9taX/iWwA/34f/AEM1+F8LyvjJH6rmv8BHuHwhw3hcYH8Kf+gLXX65Iw0HUwCVxbSEMD7VxvwhcL4VjJ/iVP8A0Ba6zxBIB4d1Q9P9Gk/9BqsT/wAjyK8y6KX1M/OCbxd4iE2rSLq98VhnZBi4YDGeOhqa11rW1uFU6rd+Y0e8s07H+tc5fX4jj1cLn5rw/wA60bK+/wBOlDc4h4/Kv7GyzD03haba6I+HqU48zZqz+Odct9PgZdYuwWn2/wCub1HvXTP4x1f+0pYmv7uUG3YNG0pIIrza9mT7DpYHU3Ab9RXfW17E/iieQgeW1oUA9yK+nw+FpOWqPmcxfJKyKrRrPawzyJvPmKMsMmuuv18tTEoVR5YJ49q52O8jGj2sRA3/AGgZb8q6zUryI3khwCDEB+ldmIioqyPHhOV7EvwjiWTx9oR6g3I7V95Rt8+K+F/g+ok8c6KVxlbjOK+4IpgZ/LPDZxyfYV/IPiZFvHxaP1jhz+Ezh/ER3fF7RiO1nITXZqwU5xwFx/KuG1iTZ8YtPVz0snx/jXaLNG3AYMThRg+tflNalOXs1Y+npuzdz5k+NPh62k+IkGpSWnmo0yxSMT/n1ruLP4b+HbizSRtHjYCUb25yQfSsfx3JFrOp67a7sy2s6yAZ6Yxn+Ver+EYYtQ0RApX95CrdR2Fft+QuUaMYs4c1o050eeK1R83/ABg8FxeCtWu47KJls7gK0a1wmk6VcahKXiiBC8kGvpz9oa7TS/AceqizinZCEd2HIGccV5H4N0mC/QzRSfPcR5UL0ya/RZQXsPaJn5crym7nDX0moXl9HaIpiCgD902DW9pf7Oup+KtLu9QW9MjJlli80hiR7VZ1CSPwnJdPc2MrzgYVmGSa5C4+NWp2OI7Ge4s5TxtjXivBlUTvzM9KnRelkWPDvjGy+Et99n1jRLg4kAeZZSSuD1r0nxJ8RNE8fWL3ekeILnTi64UlzkMPX2r5v8Qa54g164kkmDX4k6sy8/lWRo0Oq2ryQSQyW8TkgZGM5qOePc39jLsepWvxu8U+Eb2TR9d1E6zo90piMq/MQD0IPrXBP481jw/qV1Dp+sT/AGOQ5RHJxgnuPSuk8O/B/WPEKIqWbvE7cbiT+NdqP2PfETNFNJC7xvyD3FOVWNgjhpN7Hzh4gnu9T1V7kR73lGG54z6ivT/hXeaj4K1zT7ws6LsAL5wOexr0qx/ZL1YTEMsgw3fpXZ6z+zle2+iRqWbeqjOPaso1qfQUsLKGtjqrLxboGrQzg2/nX8yB3kUdBivINcWJNWuDErCMsSA1eh/DfwuNKa4tnClwu1pZCCQK4DxVElv4gvI0fzFEnBFfVZfLmimeFXiotvqUoWDPWtbD92fWsi3+9k1qwyhVxXsnHe5t+BI/O8aaWDz+86Vn/FCUL4o1f/fK471r/DHEvj/TFxnDE1yPxSuG/wCEz1n0+0H+Yrlxbaw9S3YuhFOvGJ9J/CtDF4F01e/l4qx49z/wjM6k/edV/Wo/Acgi8I6YgXAEK5/KoPiDeRSeH0SOQMxnTIB96/mXFSk6035n67R/hxN6xXy7G2T0jX+Qrz/4zT/8S2xQH5mlwMV2P9pQQRxiSZY8IM7j6CvNvi9fLM+keVKHUybuK+i4ai545XRxY+X7po0vBjOk1g+CSX6d66TxlM9zryKAy7E3Hc1ct4Pvf+JlpyY+6+a3vEWoef4juSWCjZgV+zVpNPQ8HDwjKKVilqCltHLMc7sgc815/LZj5iDk5rtNYu1j0eOPdyucmuGkvx82G71xczPT9jC2wz7LJgndiud8XZTSZ8t2OPXpW79s4POa5XxtdFtIlyMHBrKpJpSfkTKnFWdj1X4Ex+X4Its8FgTn6mup8SsY9Ju9xydmOPrWB8I4vs/gewHQ+WK1/FDE2FyP721R+JFfmNNKWOu+51zaWGZ7Z4Ht2i8I6Sqnpbrniir3huEw+H9PTA+WBR09qK/ZKUI+zjp0Pz2UbybOQLHKjB9a+Wv20vm023/3of8A0M19VJ94buTXyv8AtrELY2oA7xf+hmv5a4W/32R+q5r/AAEe3/CTnwjCf9lP/QFrpvEW6TQdSRBuZreQBRyc7a5f4RyA+EIB/sr/AOgLXapMI50JKgMRuLdAB1zVYqf/AAuR9S6P+6fI/MHVPBuvtJqSf2VefNdsQRC2MZ69Ks2fh3WlubgnSrxd0OADCw/pX6x2eueG5chJtKdQ23nZ1wM1qWt74alaRiNJYqOTiM1/W+BzCUMPTSj0PgatZxqNH5Cf8IzrklhpUZ0q6ys3LGI+3tXfWPg7WbjVN/8AZ1zgR4OIm9K/Tu5m8MIunhhpO0ykj5Y/augguPCsd5KANMLbQfl2DivVp51Vg9IngYxKtJXPyvXwXrPlRRnTpxtlzzGa2NS0LUEaQvaTKdgP3DX6fM3hd4kbZphy3H3ax9ah8NYuN0OmnCDoqU6mdVan2TijQipbn56fBnT7qHxxpkrW8iIsmdzIcCvTPiV8TvEmk+NhYafDJJE0igMoPevpDULXQ4tFLWUNiLnf8piCg/pXE2vhWC61oXM8Id1bdnHev5640xEJ45Sqbn6XkHu0mkcPHq15deOba4lQrcR6S5O7j5ueK5DwP428Uap45W3njkS1hl3OzdCue1d7r8Lw/E8N5BmhjtGDKpwea3fDOk2k0l08dusAkA57jGOtfF3p2U5bs97mauzxxt+o/GDxHZRRtILnK8euK9S+Eem3scUcMsMymEtEVYHmsHwJq1jpXxn1ISJEWW4VQ0n4Zr6p0u5sbfVpoovsiFwJRgCv1XLqKVGEj57FZk3GVJI8a8eeBbjxb8Pte0iS3Z5RGxjAHcDivlj4DfbnvP7Hmci4t5WiGRyCD3r9KVubP7SD5tsfNXLLkDK/5NfHWmeCY/B/7TGsRQRBreZ/tCMvKfNzX0Nau40OVM+Yw8VKpqeqaL8OtOlUNqlul1KVwwdc1zOufs7+G7zUjcQ26RBuSu0V6I+qCSdirDPf/CtG2ZrpVIYc18TKtOU3qfd0aFNQWh5pp/wO0DT1WQ2cczBu4qt4j+Dei6xGFbTIYNvIIGDXsL2UsMRMgynbFc3qVw5kJDEgDFS6sl1On6vHscv4X8G2fhyOONIxtXpxzXqNrqNqliqtyQOAa423hlmbcBu+lbWn6Dc3o8wnYq/3qca05aNk/V6aexPujmkfAGD3FSzWsFxbmORNyYwcdaqPbm2mIB4FSw3DFSFJxn7tbUbuZzYmnHl0PmLxxZy+FfGE09kXCux3Rt0IryHWr5r7Vri4I+Z3Jx6V9R/GfQYJ4Vu42/eYJYgYr5cmhDXUgHPznmv0PLLqCPzvHRcZsSAs2Ca0IWNQRxYxVyCP5c17vMjzHojs/gnbm6+JGnpjPysf0rgfiopk8b6wg/5+z/6EK9S/Z+mt7X4iJNcuESOByCfpXmnjjZfeMtSmRtySXuF/76rgx9S2GnbsdWFjevE9N8V32vaT4KtX0WJp5FiXKIeegrg/DGv+ItSAk1YvbIZ0Hlt65r6C0ux3abbwkAqYlB49hXIeLtCjs7rSF8rFvJdAttFfzv7SNSck1rc/V6fwI81+Klv4skv4ZtKbfayDDLu5Aro/Dfw58R+ItD0grC11JGTv56GvQrdLTW5ryK2hkSONsBpByT6Cuy8J+MNA8Kwtp99erbXW7dtxzg19nw7yrE26nh5pNwpNmD4X+D+uRalazSWrKsfXmrGsfCDxFdaxPLFZMUbgHNey6L8QfD80gij1EHILA+nTrUk3xU8N27yI+pqGU85r9GrHz1HEVIaJHh2r/BbxHJp4VbIs3purj/8Ahn3xW3P2PywT3cV9L3nxe8L29vvk1JWXrxmudvPjp4QPIvyR9DXIdX1uv/KeFj9nfxUgJ8lc/wC+K87+Lnwt17wnogmvoAsUh2hgfevq5vjp4Q8sn7dJ+Ck14f8AtHfFTRfFXh+1tdOnaUiUZVhjvWNaX7uXoXHFVpNKSJPh+n2XwnYJjpEufyq3r7CS2Uf3pUH6ik8KqI9AtkHXYB+lN1ZC82mx92ukH61+b4KPPjVfue5VssK31sfRGknytNtU6bY1H6UUlr8tvGPRQP0or9rpxSgkfnbqO5xy/eUggg8givlb9tb5rO3+sX/oZr6ij/d7AOADivlv9tL/AI8bdveL/wBDr+UuFbfX5I/W80X7hHtXwjJPhS3x/cX/ANAWtzxRMV0DUSASBbSdPpWJ8I0I8JwH2X/0Ba2fFbeX4Z1jPa0kP6GqrOP9uRv3NKP+6H5w3Gsat50jR3twga5dR+9brn61fs9W8QeZdqNVuY/LTJAmb/GsyOZZHYNk/vWcY/3q0oJolkmaRm3TDadtf2Nl9XDLC0010Pga0oKTv3Nez1XxBMuhg6pdOJZzj96T6V6XZtr76lqatf3B2wDaVkbtmvOtB1ax03UtKlnErQWbbmUDlvpXrdv8afC0M1zIbO4+eLaflGa92jicIt0j5LMJTlK8DKt4/ER0vTphqd0BJLgjzT61palda1DJeBtRuCFQfxmp7X42eEvsFtEbK5byjkgIKJvih4a8QteG3trmIOu0blH+Na1K+DlFtJHmw9rfU0fg7qOoyeMNLW4vZ5oWY5RnJFfWqvuYsAFA9K+Uvg/q2m3HjjS7KFJFmOSNwr6ph+UlMc4/rX8jeItSDzGPIfrfDsX9Xuzi4YTJ8Xbrc2VSzGQ3uTXZNYi0kAQg7vQY9K5XTtkvxb1T5TmO0QE/nXbSSpJwAc9Rn6V+fOT5qab7H1k0vZs+CviRr11pvxg1mSC4eIfaOqnHpX0R4b1rULxvDt+LmYrdReU7bu/P+NfMvxS0ia6+I2tTrIMfaGAr0zwr8XrTw74V0vT7u2eW6s5g6yL93HFfueHjV+qQcD4+jWowrSVRHr+u32q2slvP9pnCw3AjchjwrUWEwj8bW9+9w3n42ZkPJHauXsfjHpHjbVJ7ZrN7az8ozSsxx930qn4i1a2vPFmi3ujztJYyyoCGOTuPUfyrtr1+Wlyy3MVhVUrOpBaH0BcXljpVust1MIkA3MzHFcVJ+0j4Q0fUjaSXoK5wGzUHx38OXV94Vt1t3ZWLKvyn72QK8T1b4M+D9L0Z7rxTqi2MwTcFXJc++K8KlFTdz3Y1HFWSPqfTfjFomsW6tb6hHLGw4wwNWX1uxu49+8dfWvzbgvNHj1O4/wCEb8QXrQwvgMwOyvevhD4z1nWbqPRZbg3UpYFZfUcVdanbY7aVXm3PriHXLPR/mcg8ZxWHr3xz0rQ4ys91DCnXNeO/G7UtY8L6eHYm3jkAXzDxjivkjxBqkVxNcXN3c3eronLqjniooxTeoVp8ux9kax+114ehuvs9qftbbuWSu58A/GbS/G84t7aNoZdu7NfJPwp174fajpkct1oF1ZFn8oTycjd619C/CXwXbaP4llurMiS1kj3RuPrXsU6UU7nk1pSauL8WPFmzxpFo0jEmSH7uOv0ryrT/AIa+I9dvrs6fpk0yI/YV6X8QtPSL4pPrF3iSOziU7Mc45qu37SE/gHWLhrPTI5be7iWRNxxivocHXcXaJ85jKClFzkcPqXwq8UaLGkl7pkkKseCapxeFdVXKmzcHtxXZeLP2rNQ8W2UVu+mQQohzw3NcqPjddxqT9ljP416Uq1bmOGhh8LUheUtTd+Huj3+k65PNNZSEeSwBx6ivPNc0q7tdagkmhaNJbsEFunWuw8P/AB4upZLoyWUe1Y8giuN1D4mXHjPX9Hs2tFiRroDP4152Y1qywk2zro4TD+1jyM+qNLUrY24/2B/IVh+Mstquhp1DTHiuhs0ENvEP9kdPpXPeIpBJ4q0NDztLPj8K/n+btUcl3Pu4RSijYtbdbST5QoJJPAx3rynxdpP27xtcz/N+72Yr1oKWZGxj6/WvEfiF42k0PxTqEEcaNggZP0r7rhOTq4qTZ4ebSUaa5u56P4Rsn/tB2AyRF6etZN3aPJcXJYcmQjp71yHgf4uXP2qdjHHhVI61m3nxauvtUwWOLDOSOa/ValKckclLHYaKUbHfa1pu6w2ZwNma45tLRVVRyCM8is+4+Kt3dRhWSIcYPNZQ8aSt94R59jXP7GZ2LMMJ/KdG1iFGAMA15/4+tCJrNRnDTKv61sXHjaZVOFQ4rjNY8STatrulwMu0Ncr06VxYynKnRlIxqYyhOSUVqfT/AIfhEOj24x/CP5CorpfM1zRY8feu1q5YsI9PiGP4Qf0FQ6cv2jxpokf/AE13V+f5Wm8al5mmM0wzt2Pe0wq4x04opoOeen4UV+2xVkkfnRxTY+XFfLf7Z3Nlar/e8v8A9GV9PrJux7/418v/ALZ3/HtZgf8ATMf+RK/kHhSV8wkfsWaf7ume6fCdQPCNufYf+gitLxyoXwXrsnQ/YpB+hrM+E8gbwjar9B/46K0viGwi8Ba8Op+xyYA69KMW2s6j6lUf9zPyautWuorqTExA8xuB/vGhdYujhvtThunWqV1BO19JH5bZ8xsnHA+Y1s6X4B8Q61Zpc2ek3VxCx2h44yR1xX9R4WUVh4a9D82xEZSqS0Kf9tXu7P2x8/Wn/wBu6jtyLxyPrUep+G9R0e7a2u7KeCdTgo6EH60n9mXMMJzBIB1yRW0sRHRJmP1ebjfl0L/h3xBfSa1DbyXUmyQ4PNeojw9qcMZ+xXkmxuTk14nY3KW+oWs+cMr5Ir2bRfFUGsXUVrFM6OVHANS6j7nPyW0sepfsw6fqC/GbSjeTM6Kj5Br7uhj3yBxwACf1r4b/AGZ9QWb42WloxcPDE5OT14r7gtJd0nl98EZ/Gv5z44k/r8dT9DyXTC6HHaU2fi5rZxx9lj/rXZOAvfnaf5VxWiyhvih4gbHKQRj+ddPJdDy5MnG0N1+lfL15ONail5Hvy/hM/P8A+JmqSjx5rih8D7SxrmH1abjEjYHpWl48m/tDxlrbxsv/AB9OPmPoa55myMdx6V/TmW2+qU426H5Zita0vU9G+EN99u1bVIJnLvJZuqKe544r6dsvDOlWOmeF7CC2ZL7Yk74HGR1zXx/8L9Rj0v4iaHLM2yF5xG57YOK/Ri38PLBcNfIsb24hCRy/rkV4maxanc+xyurejylrXlub+GOK2ghkOAMyj7vA5rw/xd8GPD8uqT32oalNPqEi4aJvmjGewFfRWm826AAuWAy1LN4FtNQkDtCoycnjmvHpyUXoekqasfEs3wP021t7q10i1ZzcHlwuMV6X8CfhBL4T8VWt7PE2Fx9419E3HgHRtFXzJJo4pG+7kgZqlDZ/Z75EiLHa2c1rKbluVGEY6mH+0B4FsvHdpp9rcExxM38Ar58m+Ah8H30q2enpdWk5wxYZNfWPjYLJpqSKctEAdtYuh6xpV1i3lkVpQuTGx5zTj7uw1FyZ4/4T8B2drD5T6ND5efusgwPpXpfhDwk2i3Cynctvg4HYe1dJHa25dmRNoPIAFSXGrRrB5bDAUYxWsZyuY1qeh5d4ztLibxBeB7UNBer5SyHqfTFfH/x48QWvhvxlBpLysHt7dVf65PFfeqCzk0+71G8Py6fumG/oK/Kj40eMT41+J2t6mi/uWuGVPoK97L7ud2fPZk17FRR2Nn4u0+bGLrG71rYXVoZV/d3CsCPWvCYWXCq5Kmt3So45GULeeSe2W4r66MujPi407LQ948MRXFxZXy2+1pmGBu6VF4Tiu7X4jaLZ3cYEhnDZUcVwWh6F4ivQV0m/aRupETV13wn0/WD8X9Ii1eZ2nU5+bk15ebzX1KoduDi1iIq591wnEaj2Fcxqn7zxxpYH8MbMa6dWLLk1y923meObYrxtt2zmv5wlUvN37n6lGK5UdEs247Tz/wDrr5R+Mkm/x1qZWQgB+mfavqu1ZGwc4OK+EfiPrn2j4wa5Fd3ohthKQPmxX6Fwc7V5SR8xn38JIv6Lqiae0zSSFd65HNUhM090zrJ8pPfNZTR2NvJmLUUmZ/u7m4FYmqeMJfD90scqxzKehQ1+2ylofnsbt3O7GW535/E0mWYZBP51xdt8TrReJIWBP93GK2tL8YWmqRl4kcgHHArCM1c6Dehkl243cfWm6XC1x4u0SM9WuV+lQw6vasucsvsVrV8ImK88d6CI23nzS5AFeVm75cJJo7ML/vET6st4z9jXntmneF4vO8faQP7u5qWHK2aZ7pirHgKEyePLVj/BExr8wyN8+NV+59pmfu4fTse0K+0Y5oqaGMFBnk0V+4WPzk8wFwBgjkAmvmj9sOYTWdo3TmPr/v19F7vl/ujNfMv7XkhaztF94x/4+K/jrhXTMpH7Lm1vq6sfQPwpfHhG2YH0P/jq1o/EC4DeCta4/wCXRwce4rG+ELbvB9sxPBH/ALKKv+OEZfC+qndwbZhjtyKyzBuGcp+ZvgqftcMoeR8q6J8Gfh1qFnZz3Xi5ba5mTzJYyp+VueDXpfwl8aav4Q8PXWk6P4Xh12wtrkiG+Z1UOBjsfbFfPcMatJcDYuFODke5rQvby7s7e3gt7uS3VzuxG5UdPav3uljH7KCXY5pZG3qbnx01C58SeNHvdQ0WHSp2VcQo4bjnnj3zXKXsf27RbiKOwQP5BKsCCTVG4kmvALqeRpzv8vdIxJroPD5hhWNTGGIJ3Nnt6U6mK5dT1MNlcJUnBrU+f0+H/iKS7JXTZWG7PC9q6W28D63ozxXPkSQS9R617dqmvQzX8zfaWtlwFCrxxXUXXw9sPEmh2ktvqs8krLlvm6V62Cxnt2oM+SzLJlhYOp1Oa/ZA0vUI/jNFeXqszeQ+fXpX3ta/8fBYHPWvlj4D+CovC/xEgMN48ztC4IY5NfTmmyn7Qwc7ucfnX4nx5TUczglsdOS+9hmcp4ay/wAR/E756RIP510F2x8ifpgqTz9K5vwlID4/8Vv2wi/zrc1S4C2U+QdwU/yNfGYiX+1UovyPopQvBpH53eLtB1S48SaxPb2sjpJdSEFRx1rm7Xwz4k/tBIhZysrc/dNfRtnYDUJrxWdl/fuR5frmqcK3tnrEcWXKq2N2K/onB5gqeHhF9j5ieQSrS9oup5B/whviCNopYrGXzI2DI20/eFfor8GfFH/CRfB+wfVF+z39rFsmVzg8V872skkasrvu3HPPbApbPV76ztZYYrp0jmjLEA1zYzFLEdDvwuUzw1+Y+mdO8XRxspEo8rHHNXtQ+I0FnB5i3CYXrzXgug3VxfeGLZ1k+ZV2nnmo7i2ufOgjdi8Tcv8ASvAc3GWqPQiox906TWPFGp+NtatsTN5EcwKhSfmwa6GX4/aVpuuSaLLBJb3kKhd8icN9KxvA95p0OpNKZEyo2KgIyMU34leHbHxTavLBaKL7os64Dfia9GC5jGUknaxt+IPjZYaLHC92TcCboijkiuP1a9m1XVLbXtLjkg3jJhPBwK5jw74Gk0yYSa1i6mH+rLtlVFds+pWtjDEVkUOpGEBGPoK2nFxjoZRqWlqdfofjQ31omW2yKMMD61Zl1Z3ZmZgF9Sa5SGzWa4NzCPKSQA7fc96qeKNXOleH76YlQIYWJZj7VlSlzTSLr1Eo3OE/ae+OunWPw9/snw5qKvqV0TFcrGei9K+ETGnIPzOTlmJ6mtrX9SaW6urk/PukZsk+pNXNLtrAWK3EsZd2G6vtsLTUUmfD5hWUnY5+Gy8zHyCrcenIwAK/jjmtG2urS/aRUCxY+XdnoPWums/DtpNao8VxvyPve9enHe6PBT7HM2K32myeZZ3M1u+MZRiK9Z/Zza81L4qWD3szTuik7nOTXFSeH5Y87JNwr0/9mewZPiQrtjKRH3rxs7ny4KdjuwOuIVz7IE3Qe2K5WaTd4wdh/DBt/PNbc0hjkC596563y3iy/YnIWJR/Ov5yTvJn6fHZHQQyg8fd2gnJr4C8faHH4p+IWvEGMZuWwzyBT16V96zfLbyN6Rt/I1+cHj61a48UarOsjIWuXIweetfpvBt+eTZ8rnq9xEGofD27syx8iRyPu+VJuFcxfabdwy4nEgx08zORU63uq6eyvDezZU8DdxUV1q+pX04luWaY9ya/X5TufDxikioI7tW3BQVXtWroviK/0YHFuGRjnGazzqUjOQyVt2GsaNJbJHdxzRy5wSBxURkrmvIjdtPiZLFGBLa4T+7jNeo/BPxJB4s8f6XHDD5ZhBc8c9K8phtfD91GPK1ERO3QSivXP2c9DTT/AIgJNHNFOfIY7oz2rys3rf7LJHVgqf8AtCPrRV2xovtWp8NVE3jyYdo7c8/WsbzVVE5ySK2/hF+/8U6tIP8AlnEq1+fcOJTxab7n1WbaYf5HsSttUDK/icUU+3mVVOVzk5/Siv2xp3PzhN2PGPOHlr/sivmP9rabzLe0I/vxf+h//Wr6M3MYx9MV82ftWA/ZbUE8+ZH/AOhGv454Wf8AwpyP2jNP4CR7/wDCeQx+DbXJ7f0U1peNLwHwzqG7O1YTmsX4Ytt8FWTdiAf/AB1a0fFFvLqGg3ttCheaVNqqKjMZc2cqPmd+BUfYxbdj48ktYi12VfBZsj86NTtVaawAfOUJ/Su+X4AeMprt1GkTBW5B7Gp7j9m34gXyW722jSHy853Gv2rD05ci06HqzxdCEbcx5S1tbx6egdyWNwOBXXeFbWHUJLeziQGSeZUB6H5jitk/sz/EmOPyn0CYjeH3Cuw8H/APxn4eurHUbzR5khtZRNIzdgpzW1SnOckrExx1GMHaWptaV+xrqfibVb0jUIoIoZFUq5POQD6e9dlq/wAAbjwrcaTpa6jCJJ/kBXvjrXV2P7SOi+AZrqTVtPmVrxvPj56qAB/MGuL8aftL2fiG807xDYaXK1no7MZ2Z/73SvoMHRjTatufAZpiq9RS5noauh/B+68DeKoNZkvI54mRowFPNeh2cg3N67hk15z4J+P+mfFqf+z4bBoJokL7i3GAa7qzkZSwweCO1fiPHrlHNIcx35E1LCyZzngld3jDxWc8+albupKLrfCrbSVOR371zngsSQ+IfEzupHmTAjPtWvezCFpZupRTmvjak1LGUlY+jj8LaPIvE2hxfDzUJbKTbNLIBNuH+1zXLal4h86SERwqBuyWxzXpvibwTrfxduE13SbFjaMixDceu3jNchrHwh1fw+Fm1PyrSNTnLuP5V+44fC160I+yibUMZhoRtVlsU4o/tDBsbTtJ/lUDpHZW5nmbCRrj61Vv/FulaPIsSyefLtKfL0rz3xl4zudQnjhVPKhU8qvcV9lluR1pNOqfNZpxBRpRcKR638IfE0uqTanaNbk2cPzeZ2XPrXdX0qw289uSBuTCMB1z6Vsfsd+DrLxZ8K/GTBAb1iApxk44rOk05lvJrOfiWBiF3e1eLneDjhqrUUcOWY761HmkcfpPwxthDNeT3lwZiSS0chGPTiul034di6sw9j4gnhlPRZWyK6saFNdaarRrtkCjPoa43VtB1G3R3t2mST+5GeK8elW5dD2k+Z6mbqnw/wBdtZgdQ8SiSHPCoOay9Q+HP26PzY7+5Z4yCp3YBrodC8M6veN5t48jjsrkmu8s9HSC3AYYOOVxXXKspKwp2RjaD5ken28EjEuiYJauO+LsCa1pk2hxXn2Wacbc+vHSu2aNo9QhiR8vLIEVV6nNeO+PbhYPixq+jPMWki27Wz9w4r3MjwaxVZ8yPls2x3sKbPAfEHwF1q3XybSaO+deqbsMfwrlda0LU/DlisOoWMtoOm5lyK+jde026bTBMrMtzb8mRSdzCqWk+LLDWrMWWpwJMpO0+cMkfjX6TUypRjaJ+dPMJVX7x8v6XpLzSMCdsT8kr6V6HYfYbC3SJZslV+VRzk13njb4Cw3Ci+8Jzs2/5ntCeT7LXAQfDnWrNpCbG5hniOQJEJB9q8eWFqU2dcMQnuMuLs3jYabygOAp4zXsH7MsI/4TWb5cEQ4z1/GvH5Furi1YajYvavGfvMhGffNezfsq+XN4mvZI3VgsQHXpXy/EEJRwUtT2sulF10fTV0wZuuDjHPesDTJBNr2qSA5wqite62yPHhu+Ce1c9ojbNR1ps5Csq/lX87R5YuXMz9ShZpWNrU5DFp10c/8ALFj+lfnx4ohEuqXjZ5aZ/wCdffGtXIXQdSk/u27/AMq+AtWuhJeTuTjMrHB+tfqHB60bR8nnmyRitZluGPel+xDbtNWvOTdxzTtymv1E+L22M46XFncR+lQS6dCOCvX0rWb5ugqtIvfvQtB8xkf2QufvcdcMK94/ZR08x+Lb192QkO0c+teN7csMV75+yran+1NWn7Rxge9fO53J/VpWPUy/3q6Po+aQrsxwK6/4H86trjEZwAtcRNMHAXoelegfAqHdDrU5P3ptlfK8J+9iG33Pfzx8tHQ9XhJVcYzRSxr8pwxHPpRX7dzI/NlKdjxVo1W3UivmT9qz/j3tj/00i/8AQq+m2cNb7QCM+tfM/wC1bEfsdtz/ABxf+h1/HXC/L/aUnE/bcyj/ALMrnuPwzbb4NsUPpj9BXS31xBZ25uJZfJSNlZ5D0C5rmPhqQ3g+09j/AEFdBqmnx61pNxYyO0SXHytJjOBXPjqypZ2pS2ubYWHtKCR3Fj8cvBLNCx12ALGMFW69K6HRfjp4Im1KCyXX7fzJj8vOAPqa+bI/2bdDjOf7ck+fnaY8kfjUWqfsxaPezQNH4kmgMY6rHg1+tUeJcMopXOGeT06ju5P7z7Gk+JHhaGYg+IbPaoyf3gNcZr37QvgefS9X05dZikmaF48IMgn2r5fX9lzS45A//CW3hbPfOK3tN/Z10S2hAOvyse7bOtdMuJcPLZio5PRoy5pSf3njXxy8S22talocVjOlzFDZ7Cw9dzH+orn9G1i2tfhf4ktJJQt3dGNVj3dce1e8y/ss+H5rgzN4jnzngeV0om/ZP8OTRjb4imXnkmKuzL8/wtOspzZrmeHjXw7p0keY/sjwGPxnfTlSEaDbnHQ4H+FfVljMWkmV3wNwANcH8P8A4L6X8K2uZbPV5NRlmXC5TGOe9dnCwjWRpiAW/ujFfBcVKtn2axnhIXijz8rjDL8PyVpGV4dnibVNc2Pu2yBT61e1JY30q8lZ1hBjZQzn1FYPhtoPDra1eXsgQXE29M+gxXn/AI6+JiX0ZggkAj/nzXq5XwLi8ViqdWorI5sXndKnSlCD1Ols/jjd+BPA8GhWKRh4dwNxng5PavDPHnxgvNRhle7vZLl+pUnIrN8YeIxJp3ysA2ccV4lcXT6lqRhLFtzYxX9J4XLqWCpxpJbH5tVxNSs3LmZ21vqUuoBrqQhU6jFWObuISEljnqaybyaO1tre0j+Vu+a2NJhkjQjJKAduld6hFbI5XeSsz7G/4Jy+Lkt/Emu6BM3y3EYdVP45FeuftBfCmSynbXtKRhGTmQL2NfC/wT+JU/w3+KmjamjeXamZY526EqTX6xpLZ+KdEEmRcWd5EG46EMByK+CzzCKrJs+hyzFewfKj4h0Xx9Np7mK9UgKAobsa1m8eWkl0qLtC9yRW38Zvg9P4Kuv7Qs4muNJkYuSBkpmvJDp9rM27zWyeQR0r83r4V0paI/RcJVjWjc9PTxRZxssglUr3UVQ1rxmsxMdkPMcjnbXn82lmJA6SswzjrUQ1aWTV7XQdEhN1q94yoFVc7AT1Pt1p0aDnOx0VXGMG7nunwJ8HSeJPEX9qX/zQ2vzrn+91r4l+K3iBpP2jPFN8kvDXzAYPYHFfqB4V8LwfDT4e+U5DXaWzS3Dn+/t5Ar8hPGV82ueO9fv4lKs97I34buK/VMhoextY/MM3qurJq57Yb5tQRLpZP3bDa6+teceNdJltZJbjTVcbfmIUZFReE/FclqphmbIfAG7tXYw3ENiwuVcXAkB3qT8uK/QXtc+TjT944nwx8Wbq1kgjknaNozyy5z9DXu/h34oWF9YwNcoZtx+ZtvJr5W8YXmn3fiB30uExLu/eKOhPtXbeCdamljW3xlMY244rL3Z6NFyi1qj6V1G/0fULICOxtrmN+qyIDTPCjaB4UvJJbPR7e2mnG12i4ry3Trm6t3UttWPpt3c1vw+K4LVjuXccY61y4nLsPiqbpzjuKliZ0aicdz2y3vrLVIwbdwCpGQxrndFYNNq5H/PcjPrXj8fjm+le4Ft8oEgBZTjivVfCMy3GgCdOszZY+9fgnGXDMMtoOtQja5+mZLnM8RL2dRk3i+4+z+FdWlJ+UQMOvtXwDqUhMkuFZvnY5H1r9B7jTINetrixuSxt5l2sF61x3/DM3gFwPMs7ln7kSYFfK8N5pRwFN86PWzXC1cQ04nwtHI69Vfr6VI13Iv8AeA+lfca/sw/D0A40+5P/AG2qOT9mv4dRrhtLuWP/AF2r7T/WfDdj5/8AsiofD66o0eNyu2fQZpWvVkcA7lz/AHgRX2x/wzj8PI5AyaZcL9Zafd/s++ALqRd2lTMFGM+ZzS/1ow3Yr+xqp8ZQ4bv+tfRH7LMYih1uc/dwor0F/wBnfwBbp5i6VNn0aStvQ/D2i+CdMuLTRrLyBOcsWOa8jMc8o4ui4RR6GCyupSqc0i5cSMtwRjhuQc16p8C8f8I5eyj+O5NeQtMFQ5OPlNexfBGML4JWQHiS4d/wzWnCFO9Vy6i4gbjTR6TDL8rfX0oqujcHr1or9ecdT89i9DxiSYCFSTz0r50/ap+axteP+WkQ/wDHz/hWNJ8MfGDcv49nIXk/eq3qnw3mbSbaLV9fk1FpZ02tICSOf5V+EZPwdVy7Ee0c7n6VjM4hXhy8p7t8PbiO18KWqu6j33D+6DXTx30KjH2iMD/fFfM/jT4X6jrEkY03xLNYIuMRqzAdMVy7fBPxIzEnxtOB/vNWOP4J+vV3iHOzZeGzqNGCXKfY0epQj/l6ix6bxT11CBpMtcw/99ivjI/BPxAevjeYn/eamt8EvEHbxtP+b1wx8P5pfxDq/t6m9eU+0nu7d8YuoFH/AF0FSreW6x5+2QdcY8xa+KY/gfr7L83jebP1el/4UbrpPzeN5sexkrePAtSP/L0zeeU39k+2E1C32/8AH1Bn/roKVdUtdyq13D64Vwa+JV+Bet4/5Hmb/vqStHQfhjq/g++Ooz+Kp7+NFx5XzkGu/B8CyddKVQwrZ8lB8sbH11deJbSaQJazr5i9d1c/4j16UW5kjuVH8Lc14HoutX1vqHmCRm3f7Xat/Xr24UQb2ZlkxkA8V/QWVZHhcrpxUY+8lr1PzzG42tiZuTZo65rd3cW0sZuTKrdBmvNNUU4UvPg7ulbWo6p9nmMScYGDXM6ndrIwUozHOSR2r6CMYx+FWPKj7zuzD8RWUtxtWKbMfWuV0vSotL1Q3V7kx5wD712XmDzApJ5PHFMktILhWidd+5iOR0qHvqbHN3EBvNYSSMfuOCGrqAoTT2j8wqPvZHFc9JoLafqAEdy2MA7KuP8AargBMHaODSsBiavrLNMY4gxK4+b39a/V39jPx4/jr4M6U07eZc2ai3k59Mc1+X0WkRKzZj+c4JzX1/8AsB/FbS/Btn4k0jWbjyUjInhj7v7CvAzOmuXmO3DyVz7z1W1s7rTLmO/Ef2NUPmmTG0DHvX5t/tEeOvAXhPxFNF4W1tpLoSHfGozEDk8Z/CvUf2qvi54g+LnhC5sPCOoHR4oCWaIHbJKo6ivhyGwg8Q6XJazwlb2E4lZzli3cmvjJUoVviR9Nh8ROls9DvI/jpJcMtv8AaLZVbguhyR+FfTX7KPxU+FOh6o0V1cSReJLnCi81FQEyeyGvhjS/Clt4f86c7Xk7Fh0ruvhD8N774jauL8WNxdW8DZg8sFQXHcH8qmGFpU5XSOmvjJ1I8tz9Xvitn/hW+u3UUokjaykZJlOQcrw1fj5ptod93I43M0rkt6819veIPFvxC+Evwb1Zdah+16bNbtCoc5aMEYANfCdvq8i2oby9pbLYHuTX2uUR5k2fJ4xtMtzWJkkXy1ZGPftT5obyaxmtXlliVupX0rS0wreW+922jH61f0m+spmmtml/eqf4q+pjzPQ8m+pxzeG4YbFHgDO69SfvE+tQ2upXGn3KctHHnscV2d1o8jb3gbK+vauZ1vQfslt5shLtnPy9qjl5XoXe61Oq03XmvCI1V2bAy2eBW+tvLIqHI5G7JNcToGqJaJHtj4YAEmuyhvkuwiqcYxya6LXWpg0r3GeH7jc+oqvDgg7TXq3gzxhpui+GSmo3kdqqHG5zgZNeQ2rx2t5qbo6qojDK2e/pTtHWz8ZWd1purrmzuPlVkODu+teDnmWxzLCSpSPSwOJWFqqZ7pY/FTwjbSDfrtr+D1fk+MHg7ORr1rj3evle9+DvgmxuHgku3jaM7fmmwT+tU2+F/gVG5vMj/ruP8a/C5cJ0qbcHKx97HO5yjdI+sP8AhdHg5f8AmP2g/wC2grOvPjF4SaT5dftCPZxXzB/wrbwIo/4+Sf8At4prfDvwErYNwSf+vrFR/qrQWnOEc6rW+E+mG+MHhHoddtSfZ6RvjF4RXGNbtT/wOvmRvh74BX/lv/5MA0n/AAgngJVwJ0/GcVX+qtD+cf8AbNX+Q+lrz41eEpIgg1q2B9d1Ydz8YPCbcHW7cn/er5/k8G+Ao12+bGT/ANdxUEnhPwJCpw0T8Zz51ax4aobcw/7aqvTkPe2+LHha6Vo4tWhkkIIwpz2r6e+CU0f/AAruykXlJNzKfXJr87NL0rwhp9wrWgjeV2AVVkyT24r7N/Z68ReJZlOk3+nNZaXaxgRsyEBgecivqsnyqOAk5QZ4GZ5jLERUWj6BjlyooqjHL8vfrRX1LnqfPrY+OT8FPEe5Uk8WXhDdcRAHpXzl8VvEnjHwnr8WnDXZ5o1uRHGzqB0//XX6L3Cg3SAAHaDzXwB+1Ban/hOdP9TqDAY/CvwjhnPK+PqS9o72R+lZjgqdCCcUeh+BPA/inxfoa3tx4lvIJC2NiR59D/WumHwX11mA/wCEu1H3xEK9F+EVibfwlboeH3cnt0Wu2dfLk3DkMc18/nHFWIweLdKnsj08LldGrSTaPDv+FF66sZYeLNQI/wCuQqKT4Fayy+Y3ivUD7eWBX0Sq7rUnODimbT5KjOfrzXjrjTGHSsmoW2PnRPgfqx4/4SnUc/7oq5H8BdZ2Z/4SrUvwAr3v5eDzuq6kZdBk9vSkuNMY9Cv7Hodj53/4UTq/fxTqp+gqO6+FGqeH7OSZ9bvr5TwY5xxX0YYxtIJOa5X4jXX2DwvORjzGPBNfT8N8T4rGZhCnLueXmWX0aOHbSPAtP09dPvFeYHy1OCT61oaleC40+UIM5fCe1Um12AwvHIys5NZV5rKxxpFGcDdk1/W8G3TUnufkVRXk7EkMP2rbK/K9D65rDvoYUuiYpXQk4ZSOKl0m+RvPVZ8MjFjVSS4SSWQvcgnspq47EJWGCBpbmHBDqGPJqlNJPDqwQx4hZiN1WY7gPcqqNgqM1W1KZmYBTznOKrlRoXfKtri6Yk75F4qxHZFV3Bdg3d6j0uSGIrKF8xjwQPWpbrUXmdlxtVaOVAQapGkG1kIORg1a+Avii30H43aQ98oa0nbymDfdPpmixsjq0TLtPHc1jX9hBpOoWt3GuJbedG3+nNedjKXtKbN6LSkfpzqnwb0LxLbfafsMe5l3rJFwCD7V8ffH79nNvBWrJr+lJJ9iLgXEf1PWvu/4X3z33gnRbuR8pNZI4br1FfPX7ZXxBh0PwPJp8Cq8t3Jsbd6Cvg5QVObPbhLmR8h3nhqDWtV0vSYcM1/cRxfJzgMa/S74Y/DXSPhf4S0zRbC3jRreMb32jJY4yc1+bfwSvFvvHmiSBeY7pGUtzjB6V+qmm2D3mx2bcXAJ/IUnqaS0R8+ftyahFH8GLm1Rv3k8gXntX50R6aFW2DZwgG7PQ1+gH7f1qth4Fs8N1mUFa+Co7v7RJjGE6V9lk6XIzycVqrljywrbos9enamzW8E8byfcuGOMr2+tKNwZhEOgyaLGMSSsWBDV9InY8pLQ1P7ROn6IEcl2yORUT3lrdWbiU7t3IGOlZV089xM1ujB0rStNCkkt9xlUBexoE27mRCAynyR8qnpitS11JoYwoQgggmpIbOOG4CdSDyammhgj3MzKc+lFyTnVvmmvNRlbPl52hc1p+FtOvbyaOcqY4ozlVwcde9VrBrMR3M8gIHm5APetm11y7utlvaoY4V5LAYzWU/e0Drc9fsfhr4f8XWaXkljHLc7QJDk54qSb4G+HWXI0eM8deaq/CvxNBDqIsHmzLIvK165NNthKg4FfzlxpPEYHFOUG0mfq2Q+zr0EpLY8dHwP0JpONLhA/Gnt8EdB3f8gqA16Ok2WI681O8m2MZAr88/tjEt6TPo/qdL+U8w/4UroSrj+y7cfhUf8AwpnQsbf7Ktifda9L847faoJJmznNUs4xP84/qdH+U80k+DWhJnOj2zfRayrj4Q6KDgaZbpntsr1l7oj+Ksu8/eS7s1pHOMRf4w+p0f5TzC3+GOlafqNq8dhCjrcRgMq4719u2caw2lui5AWNQQOOwr5gaMyalp0Y533cfP419QK37tMD+Efyr9c4ZxFTEUuao7n59ntGFGp7qtcnWQDIxj8aKYmWydpor7DmZ80tjjbnbGy+rHP6V8E/tPfL470r/sJ/4V92XE25k9q+Ev2nPm8caV6nU/8ACv5k4G/j1F5H67nX8JI+sfh6wXwvb44Of/ZRXTLMHYAg1xvw9mP/AAjcP+yf/ZRXWRyDANfG8Q646bPWy9fuYmsjkxHHSniQNGOKrW7ZhI9aXzgqYI5r5bmdrnojvT61oW7BlX6VmRyCQ4BxVuKXawA5p0273At7S0m0fnXnHxYulYW9uxwi5ZxnrXokcxz9eK8D+KWvKviBvNVnRBt46d6/bvDbAxxWY+0ktj4ziOr7Ohynm3iHwc+orLdWV3sYfNszXI2mpmG4jtrhsyqcZY4r0ez1eyuo5Io3WMEdQefpXDeMvD8G0XELhpf72a/sCUlex+QrYWxwupXMKgKrqGzn61UuLILdOykmsC11oWl1CC3z7th5rrZGjUykHco54pXQzLtY5Gusrk9uK1lsmm2O6455pljGEYsH2rnNbtusMkalpwDyeRxVAc3BILXWVhH3JeF+vrXT/wBlJaK7zPhiOAKy9Qji2eYqo8kfzqw9q1LW6RrWOeZhLI6gbVPAqwJtP/cyDD7EPJ44xWJrAtZmuog4YP8Az7Vdvp2lt3QvtHUKtc9HCtxIWRWDxnPPQ4qalnGyFH4j9Kf2PfGC+Lvgrp8cjb5dOBtnz1wMYP618wftxapA/jq206I5iij3N6EnNdR+wb40/s9vEegXEvl+ZH9ojXPXnkV4j+1Lqb6t8WtTckkRBVC57c1+fY6Dp1me/hXzLU474T3zaX4ksrhG+VZVfH41+tHwn8W23ifQbWeNwzKgDDPTgV+RXghvL1m2D/dRsjbx+dfe/wCz34mOm6pHbPLhLhAwXPHauOSalob1EzlP+CjOrF7PRLGPL7pd7AelfDqssVwUGcjrxX2F+2hqy6h46s4XTzEggJxXylJbrulk4HmDgY5FfdZTTtSueJXlq0ynDqDQwuVXknvWlpdxFJA5fCsQaotpcv7oDkMeaLq1e3jfggsQq+9eyjhckloXtE0+IxTTsx3sxwM1sWUcO3yzKFLeorHEbxtEqcJtAP1qTEkHztzgjpVGe+po3VnbIHfzy0hP0FYuuXltbaTcFSFZBnrUt3cBomKqzH2rgvFUzPbbHDqJDtPPauecnHYuMeYt2NwmpQwCOXHOWArrZtaTTbJbeEq0gGCRXAR6xpug6WEtxum25+Y1Q09dX8TXm62Ro1B3MzdAKzUne5fKtj2fwHfLY3oug4kuN2evIr6Rg1D7ZpsU45Dp1/Cvkvw3JDpd5HBFKbi5bBlZeVFfTugXTXXheFiVG0Ywtfl3iFhY1MFGvbVH2PDVdxxPsuhat5hknPc1PJMGjFY1tNheD3pNY1i30XT5Lu6lEcSDPXrX8zU6c60uWB+qtqCdzV+0Kq4J5qtJcLya80uvjhpSt5drC902M/KM1mn43RS8f2bID78Gvdp5HipJHBLHUY9T0+a6GfSqkk2/JGSPWvNpPi8jdLAn8agk+LEjZ2WOF+td0MixV9jJZlR7npum/vvEeixgctdKcV9ONuzwpx0r4V0f4tS6dr1lfPZq4tpN4UmvU5v2upJPuaVGv/AjX63w7hZ4OjaZ8DnVWOIqXifS2+XnHAor5h/4a3ul4FhGP1or6u58+qbPX7mQK4yelfC/7TDbvHGkMDx/aR/pX2/cL5szknAUV8P/ALSjD/hM9HOP+Yj/AFFfzJwL/Hqeh+r5z/DXqfUngf8AdeHYT/e/wFdMsv7scdK5rwVGW8O234fyFdJ5Z24z2FfK5/FfXZHrZd/BibNn/qAetQSP8x4xU1mdsKcdqWWMbq+SlF2PQYyyUNJg9fWtBYdrDmqtqu2T8KtBiCDnoacEMbNMbeG4k7IhP6V85aheW+ra5NFfzBElkbbn619FXEka6fePIcIIyST9K+SfFXi3Qb26ns7+U2DbyI7joOvrX9QeGFBQpOqlqfmfFdXWMSprui+HrHVH8rW1hkU8q3Q1gXviKwkuDbm4SdVGAwIxWdrGlm8wZIY9XtP4Z4G+bHv71x194LszIZLK4uLJ/wC4+cZr9+lJo/PYpXJvFlusLNPbnp8wxW34R1j+0tJYs+X6H8MV59qjaxoaFZB9rgx94c9a1fhjfLdmaIsEO4krmohUd/eNXFJHqFqp+xtLklicDHTtV3TbiSVTuTKoM4qXT4Y/sscYZSDz1q0tusDSKMDK4613wfMYFVdSCTpH5SNFsIP41RW83aw9tGQI5FG3noasx6YjXi8soI+tZ+uaaun7bhHDSRtvGAefatQNsbIo1WTcz9DVMRNHM21lRW71pQ3lvqWkw3u5UDDle4PHFZS7JC6A79x4HepA6XwV42/4V54ottUspM/u2SXnrmsDxt4ri8aeKdQ1WM+YJ2GR6H0rEuLFozLHyu4ZGfeuf0VTYzXMO75/MzzXy2aUXzc1j2MHPWx2Oh5h1JH+7hhX0X4R8XtozWd2rbfJ2nr15FfOOnyeZcRkEFjjiu/vtc+yaUVcMpELD8e1eHbmlFHqz2bOh/aC8Yr4n8cTXEUm9BbKOOeTnNeRQXsUsyBgcZrQsZnvNNa4n5mYfeb07VRsdLFwksgHzDkYFfoGCg4U0j5Ov8TNG3hE8jTbsKOnpUkKx3l0iynAj59qgW1msbIyHlcbsVzra7cNBIVXY244PtXY2k7HKo8x0+oTJDGhA5zziqN5qUCQqQS7EjIWuTbWZpWYSSbee9N/tJIoWCEuxNTKVjXksbKa15azArkFjgYrz3x3eTXBRVOzJrd1LUjJCNjYbuwrgtYhvdc1SC0hm69WzXHWlpodMYpI19D0vT4WSa+uF3ddrGu/bxVoUOn/AGeKcQrjaRDyzflWFoPwbtLyJHvdRZ27qGrrLD4eafpMcj6ZYfa7gcCSTnFFNSaVzObSIvDl9bWCvcLbtFbuMb5hh2xXvnwzvmuPBrTFmZd5AU9QOOteAx+Cdau75ZLxJmxwsajCivZfhz9o0WzksLtwu5dwX2r5/ijCLE5ZOLPSynEOljIOJ1glKMB75FeefHrUzD4LfGQWYL1rufMMkmcYHbPpXmnx++bwrDGT1mA/Ov5Yy6i6WNUD9mxMuag5HmXwqae1vo9RCJKy9IXGQ1db4mWTUNZkuPIW2LjPlouAK898Ha83h/VLfdho0wcHpXouufEC11GbzlSNOOdtfu2Fgmlp0PzDEN87dyhGsijHl9PapUjkdeY/0qkPGdp/eWop/G8CKQmM16Eaauc12upq/ZFX53i/Sq8urWVmv72FVHuKxW8dLJGQxFc5rmvpeQsoxWsvdViWr7nZN440mP5dsZ/KivC7yRftDYc/hRWBaVj9U3/1kwx1r4c/aWX/AIrXRh6aj/hX3PMyrMT1G6vh39paPd490cD+LUeP0r+dOCdMTP0P0fOf4aPqbwKm7wxbnvx/6CK6AKVUZrn/AARmPQbVeu7H8hXWNGHVccV8rn/+/wAj1sv/AIEWWbRSYVqxgVFa/c206Qla+ZlF22O4cpGc03cWkI9s0wEg4pV4dieOAKyjfqgckkc/8TppofAuo/ZSROR2r5kj0Oy8UWIs9St0yBnJHOa+pvHiovg+9Mh2nb8vvXz22nR3Fp57SLbOozluhFf2L4bUYU8C7xPyXiZ82IR5hcfC++0FpJdH1GSIBtwt2JK4p1o11eo8OpWgLjjeorutR1yO3tflZbhhwSprJtrpNQicIAr9SGr9kcUz4pS6o5S68NwX1pJCo2cEfN0ry2x0+Twr4sELjCTZx+de1PZu+QrdzXlnxK0+Wz1CzugSWV+v4151WK5tDpjJy3O70PVEmYbwQqHpmultLy31CRyp2kDHJrzzSWZgOPmcA4FdTo0IjYgAhiMVvRbtYmcUtjo7e2aUrJHIBt4xmjUrZ5MebgqvuKq2sV1bRhDHncxINOm3vC24EYOMGuwyOesbqXR9Ya0dg9rcn90vbcf8it+PT3tWdi21842gVy/irTZ5LSJ40ZZUbfGy9a6jwzqTaxpKtMQ1wi7H57juaQDb61G1HJZjwSa5TxJpradqEV0issUveuzgkMcrJOu5h0qPxIG1XRXjCKrREVxYyl7Sizrw0rSMPQbrF0pAyM4zXU+KJt2is+4huFFcfouIjESMDGc1ta7Ib77LbKxG+RQB618ZQi/bJM92c/3bZLeXDW+k28QBZ2UD5a2tFhY2QypU459a5/ULee1vFV/uL61at9cMcwdZNm3gjtX6NT0gj5ep70tR/ja8Om6SiruMsp2qG4NchcpNcWsJRWyo+baK0dS1aXX9cWSb95DCNo9M1uafGiphwu3FTJLclaHnk+l3U7ZCNg/3qsx6O1rb5kPXnFdXOmy6YoUkHasnWWkkUlwsYxjGa55bFKpd2OXvo4o4WUH3rkNBuFh1yaUkkrkCtTxJqaQRSKrdB1zVHwXrljboxurcMSSd7VzdbHQ9rnY2esTeZCYUkJJxjtXbaPqWqaXG93LdR20BOcNWb4R8SadqkMkCRJF2DFf61oXXgdNYzLNqieT/AM8t2M/QV6VKKtucVTcTU/ive61ILLTszSZwZEWup+GN1dw68o1Gczs4xznjPasq10DTfCtgZbZQJmH3sVpeEbW7vpS1nHI8rNkynotY4zDLFUJUX1Ko4hYepGotz1LVFbT7gqOUP3WryL46XxbTLJCc/PuNew3lm39jxeZKJpY/mLfXtXhvxuk/cWfGepr+bMdk7y7NLWP2LB49Y3B8z7Hj0VwVk3MKqXV4cN85HPrSqzszHFZl4euetffYd+6j4mr70mSR37hvvE1Z/tBmHP8AOsiEgMFzzWtb2waME9a6rsyshTenbUEtwWUmrTW6BelUboiLIp8zZDMq4kKykUVHcPukJAzRWWpZ+r9zG3nbR0bmvij9otSfHeh7uv8AaJ/pX21eZWRMcda+K/2iozJ470LkZOoH+lfgHBcVGrOXWx+h51f2cT6j8Fr5mhWmOOQP0FdYy4YD2rlvBCbdDtwT0IP6CusYbiCOeBXy+dO+YTPXwLtQXoSW421Ky7sCo4ql6sK8VK6VzsuxfI5BzQLfc2DwvrViPpiknkEdtK+MlEZh+VdODw6xGJhTa3ZjVfLBs8B+P3jq6+1DTLAs0K43EdM5PFeP6b46ksrv7PqUSvbuNvPUV6f4y8i+uJZiv7xiTz06mvK/EmhxalCVGUkr+2+H8BHLsFCMVuj8Qx+JlWrycixrXw9kvoTf+E70vO37xrWRsr+FconjmfQd0GvaBPbTr8pmjU7TUGnatq/hi8QbpDGpwDz0r02x8XR65Y4uoVuGUHiVAc19SmzzVFHn0fxK06+hKWsEig8bpODmuK8aakb7T3X77s37sKcnNdtrPiXTLW4mE+h2u0HG5BtNYf8AbmlNGZ7PR4zOCQrM3SsKsdLlx3M7QdR/0O2MjGOcKAVcc12WnawFVeFODnJ6140utXUGrTC4H7zeTjtiumtfEAZhk4bFc1Ooomko8x7NZ66nmRvIeP7tPuLyK9nYiRQDyBXmFt4iB2jPFa9rqqM2SRgjjmu2NVPcy5D0u3sVmWPzQroo4xXL3lmfDOqiRB/otwcN7Gqtn4iubbAHMY96v3mrR6hp7LMpz1U9a15kTKLSNWK3OoKroy7+5xWvbWkflMsirJkbWHf2rnvC2vQ3H7hDiRBtwe9aX2r7Jdb5CMN603JSg0zNNwascKytp99PbHG2Jm/LNaltdrdeI7ELz5WJPbpVXxoyR6vBc264SYbG+tUPDdwbzxFc5OFiAA29q+T9mo4pep7cp3o2PQLiaLULgGRcHvXO+JJrHT7K4ljG0IOSfWrFvqgW7bP3VPfvWNrzrq+oQ2sCqtu2WkLd8V9inZHiFPQ7jFsgYfPJ81bX2qSGBlPy/wC0apWOlpAV3PkLz8prQexhEJkJd8/wsaHqBzF5rDwO+2YNj0rnNX1iWZQSzNn3ro9WjtLNXdolDMOFFcZqcgkUEqIxXFUbimzenFNmHLZ3N8J5jGz20Pzysv8ACtdL4X8LeH9UYvZXTXMqru8mVtozjpW94P0g3nwj8cX6xkmMLGrV5PpkGFjkiaRH253A4NeHhscqlWUH0PRq4a0E0emX39rWDNBBpn2aHHHlDP45rd8L6HdTqGupWWQ8jzJP6V5nbavrUilI72aQ9Ah5rtdJsJ9DtY77U5nkmlH7uPJzX0FO+55FSKUT06a40zTbZEurlZZAPug5FWtO+JUdhH5Flb4UnB2HFeZ6bptx4ivVllzb2xOec13WjeHLe1uo44D5zMa74b3ZxcqPWPC/iFdQtzFdqsSzLhOe9eJ/G66C3EUKZYRsea67xBqEeltDGJAZU/hU9K83+KV01wtpO5z5qnpX5/xNl3tq0MQkfX5TjFSpOk3ucBHIfJJxnNYN5IXlOeK2IhJHCcj5eaw76QGZjnmvCpJJKxrJWbQxSMhh2q7HqJVQM1kecF4PBoa4VVzmunlJNdtTbp3rPvrotk+1Z7XwUkmnpK19MlvbxSTzScKka5Jp8qCyKFxcSLIcHg80V6jpf7NfjvXLGK8j0oQJIMqs8gRseuDRWI7H6UXfzSKfTNfFn7QjZ8e+H+3/ABMD/SvtO4YJMMj2r4x/aJj/AOLgeHwO2o4/lX4NwjG1Wfofe5037ON+59S+D4wdFgP0/kK6kJlVx6VzPg3/AJAcB/z0FdRH90V8rncV9fmz2MC/3KEWM8c1YRSvXmot2CKsJ8y14Edkdd2AY7qZgzeZEejIRn8KkC857VFLdw6bBPdTyKkcKFmLdMAV7GWRk8XTlHujmxUv3EmzxSWztzql3ZzgARSFSWFZeqab4ZjYMbqMOpwy5rzfxl8YLbUPE1+sUxhgkkIEi9K5e88Eza7m40nWRK7jO15cc/Sv7fy2tzYWnzbpH4ZiofvZNdz1i+PgtlHn3EfH0rj/ABB4l0G1kEelbSc88V5lqXw78U2uDcK0kYP3o2zWWdJvtPkbduB9xXoOo5amMbWsehzabZ+LoZIxiOcA9ehrz/VvCep6PdMixN5Z6SL0rT0fU7nT2GQ3PVq6+81tLjTl2lWIHI60P3o6lo8D8SWb6fqSySqSHAGakt5CWDKO1SeN9UOpakYiMGNsZqhaTtF8pOa8W/vM647G9bXG7h+AK3LRYn2sJGx9a5SGZlOfXtW9Z3itGoYbW9K64NEs6CG625UP+Zq+2sGC1Chhkdq5qFh1LcVZEwb5etdMZ62IauX4fEcmm3cM4AxIQDjiurm1n+0I433EjPavN9eKtHGR8hXH0rpvBmpJqFqbXdtlHTNWp62MJw6mjr8jXGiTFD80J3K1QfC24jvHu5m5aRcManmjfyb23kIAaJh+OKy/gvHHFp0xnbgyMnHWuRU4yrXZtGXuanZ3+nPHDNKv3VXt3rmdJ/eSySySY5OOa6zxbIljpIhgl3mU4zXHratb2wQrvYjk168nbY4y+JolYxhyxPOd1Lda5Fb2u1T096xNrRyDbG270rOvIWYvnK855rPnZaSItU1ZriTe0uFXtXL3F5Jqc8qB/kAyK1L6NDGQDmsnaLcuVxkjFcdeo3ePkdFGOp9Kfs9+HU134O+J7Ernzd34kCvBdP8AD62dxNA4+aJ2Qj0wa+mf2RHT/hDdTicZPm8/Q15J8VtJbwb8R7+BkxDcsZozjjnrX5xleNSzOdGXc+nxlDlwUasTM0jTbTRbGa7eLzZ24VQOlRwLf6/dRTSoWjT5VUjit7wjf2V7cmG+kVVxwK71L7w9pce97mGIKOjkV+t0lGyufF1JOxgafpN3NbxIISidK6CK0Xw/bmZgzTY+UAZrMvvi9oVuPLtC1xIvaJC2ay5Pjxp1vH/p3h66uWzw3lkCujnhEwVOTVzRs/DcmuXxu5XLux+4TWp4v+Fd54k8EXP2WI/aLQF19/arXhT4s+DNaCtLY3GnNjPzD+tei6R8QNFmhaGwu1Mb8EP3Fc2KhGtSaY6UpQqK58P30dxa25jG7zV+VkPUMOtcrcR38zHdHs7dK9a+KFidG8dX2EAhuZDLHtHBz2rHhjt7rHmL83Q4r8uxVqFbkWx9ZTl7SKZ5oum3bNgml/s+5XgnNesL4ctpl+XvVW48HtHlgQVqVWTZpKLR5a+nTNlTxxXe/Cvxdpfgm7867sPNuQfluG5C1O2ghScqKrtoijO4gj0xWnOZrY9qb436bqmJ3v2kOMDcxGAO1FeFt4dty2cY/wB3iiseYo/UO7bNwF2kEV8bftDDd8RNAGOupf4V9n3kQ+3KAcjGcmvjb9oUBfiR4eXrnUv8K/EeGIOnUnF+Z93nDUoRfmfT/g35tCtz0/yK6hRhRXKeEXxolvjt/wDWrqIpB5YNfJZxG+Kmz28J7tGJJt+YVajX5etVFkBNWFk7CvGVI6iYAlTXkH7TPjGXwr8O5ILfi4vT5efavX4/utXkH7QXg+DxUmjxXc3l26sScHrivtuEsLGrj4Rltc8TNq/s8NKx8F2fh/V/EVw8UKM53fw/hXXWfw5udJWOfVdeOkxLyRkl/wAq9Q1mSx8F2rro8W+ccF2Ga44+NJtRmEWqaDHqAPO515/Cv7ChBUYqMUfjsqnO7s1tH+MnhnwWnkw3t1rBxgvMvyVdh+L/AIN8STf6Ta+S7nHC8Vr+E/CvhfxOFiufCqws3fOOK2779nTwlfK5tdMaJgOAkneuuN7I55WRkLY+GNSgLWsse1ugyMiuf8RWenaLYMYZFdiOgNcr4m+BvivRJJ59Itro26HI+fPFcva31/ayC21mG4gl6ATKRWM7mlPVbnFeKVMetlu0h3iobduQeuea0fHlu1vd274wGHFc4Lsx7MHjGK+dqe7UZ6MUuVWOotLczqGUgfWte1gbZ83WuRs9ZeE7c5Fblh4gCuA2CK6I1ETym1CnBAz9ajmmaFsLz6VdtJor5cx8GhtFklk3HucV1ruQ0jn9SvJJ8IxxUGk6xJo+pxyo7YHDKO9amo6O6yFgp2r1JrPGmr5Zc9e1RztMhnpMeoLqVqkqMF3nnv1FT+A7JbW1mjRgxMrNwPeuH8NawtnP5ErbUAJGfavXfA8Mem+FX1KULsYMdxFdlFKTUnuc89FYx9dZ7rVoo3ztUA4XpWg1iJMEDYoUfe61kWt8s8zXBYncxYfT0rSutZjZAgHz4712y1ZhZkE2I1YxhCV65FchrVwW3MSuT2Faepa3JDHKAVXjtXD6lqG5Tl8k1zyfKaxTZRurrbkZ71GgMy7gKqPmZuuOavW8nlRsMZyMV585tvU6orlPp39ke+Vl1Wz3ZZlDYHtWf+2E8UM2jXIj2zsTGGrB/ZLvHj8eSwpkLJESfyr0H9rbwk+veEtPulRz5E2S0Y5A9TX45ipLC57Hpc+8pRVfLHc+VtN1u/1Kf7PpsG+5Yfe/u/Wtl/7I0Uedrl9Jqt8OtrGflBrW0P8A4R/QdPa0e6aCSRf3kyj5vwNcprniDQbG4I0y2a4YcGaQ9T61+006i5U1I+ClD3mmdFDql3r6oLXbolkRgMkYHTqSTXUaX8N31CKKY+Krm4iY4K2434rhPCfhPXvHkyly1tZZ69Bj6V9N+HPh4fDvheK30dlku8As2f6V6NGn7TVnJVqunojibz9nyyFtHJP4ymZGwRE67SKxtU+COtaRsn0HxH9vGM7M816X/wAI5d3EEg1KCQPn75PFYGpeFNU0+I3FnNINgyNrE8V0zoRtY5PbOWp5RrH9ozafLp/iKFk1KA5gmK4B/GuSivNyr/C/8WfWvcIfEX/CS6XcabqtrG90mSkzjDDArwOX93qVxBuwUlZRn61+e51hVTnzI+kwNTnV2dLpurPHtDNxmultb9L6Pk9K8/MclvgsrEH+IdKsW+oSwH5TgfWvl+p7NlJanbXWmC4TKfLWbNprp1GKfpOu7mVXOG6V0lrcR3ilGUfWumMnYylBHES2TM2VPFFdfdaPH5vysoBGelFPmZz2Pva5kDXCyK26IhcNntivjT9oT/kpPh07uP7S/wAK1ND/AGwbmKSx0g6THLMqrCGL8nFZfxclk1bxb4Qv7mAQPPe7/LBzjgda+EynKKmHrzk1ufS43GU61OMUz6d8Isf7BhwMkE/0rpFkCxjkdM18z+Pv2iNS+FkdvZx6dBNC3SSTg5riZP229Y526XZ4/GvAx3DdfEVZTj1PVw+aUYUoxZ9mxzD1q3DcD6818R/8Nta9j5dNswP900f8NveI1XH2O0T22muGPCmJ7nR/a9A+5VnDcD0riPjJo633hgXu75rXLDFfJ/8Aw274nLfLBZgf7hqGb9rrxD4whn0i8W2ignQjManNfSZDkWIwGMjUbPLzDHUa1Fo15PjRoOiw3AudLhurgAgM/NcVN8VLzxJP5WnaTBCWOF8tea4H7HNrWoSIBlN55xXtvw78J2WlxQXMiZdTjgV/RNCcqm5+ZVoxi20dZ8PYb21iimvnZrpjjZjkA17JZ2MVvGN+7zXGQF964+zuNLtkZtubgYYA10Gk6hc30gkeMRJ/Cz+npXuxj7p5s3I6PTbCeCOUvKwUjIU9K5DxX4b0nxFbzLdadbXDx852gNzmrmqeN7LT2Ky3O5l4IUcVzUXxC0GS+k+0JMUYbdynBp8iZMJPY+V/jt4Lfw/fRPEC1qW4z/D7V5L5IVtpU19u+OfCOg/ELTJYba9Bk5KK5718ueKvh/eeD77yr1SY2bCSLyK+dxuFfNdI9ajUexyX9kySRh0GelVpLO5tyCQRXoFroLvbI8bcY71Rl0uaS4KNCXUDtXnKhI6nI5zTdel0+ZGJO3uK9D0HxhYXjos7mM98muSu9FjwQYGX3NY0mmtbyZjNdMXOKSIPbGn0u/VkjkBDDrWXc6BaSQkJIF5xzXmVrqF3Z4wTnNbEOs306gDcW9FBrppycnZog09c8KvGqzW53qhAO33ruta1gr4b0/Rrc4+QGTnp6iuNsF1SfaPLcwsQX46Y6V9IWWn+EPDfwSttcvdLjvtT1UmJWY/NGa2lV9m9EQ4p7nitnCI4V2n5QKr6nqixw7V+Vh3NQ3Vx9hlkVH/dZyFPb2rl9V1DzQxGcdK2dXS4KKFvr8ybg0mS3oaxJmEgz3pC3mc9veoJ8qwA5zXDKo5M0StsEkyqQvep8tFAGaq9rCrzAvwQat64yrCgVtvFZlXR7F+ypq1vp/jxprqZLeJYsbpDgc19Y3fiPw5qURtrrUrGeCQ7XR5QRj1FfAfgLR73Xp5LSyO25kUqnzbetdbcfs1/EmK38xYI5VwW+Wf5q/Pc7yX61io4m+qPosHmCo0XSexyPxw0+LRviFqcNjKj2bS7o/KYFSD2o8D+CDcPDfXyllYgpGB1+tT/APCr/EWj6xaN4h090iVsEk53fjXtWn6DbmyiG5bZWG1V7193k+FlOCu9j5vGYiN20aHha0FvuROAw2qE4xWxDpOuwTPJaPIhVsbskA1t6FbaX4esUXUWLdD5q8UzxJ4g0HUmWG11m6hTHOxc19nCKgtDwJS5jS0nxJdaGHTWbiCeFxgqx5qZPEGkXiutnPGrMf8AVEiuDh8P+F726C3upX10T2BroT8N/C8nlNZT3UMg5DFsZ9q2epnYq+J/BVvqUI1Cy2x3S/K6jgH3zXyr4u0+bRfEl5bzRsrBy2frX1il5ZWMjWcuoTKitzHJyTjpXj/xz0uGNbfVrIfb7eRjHMY1y8YHTIr5TPqSdJSPey+evKeVaZrz27hJk3wt68kVr/2ZHqKmayfzRjJUHkVzlxpEtvCLiNJHt25+ZTx9aistRl0+VZLeQoO4HQ1+badT6a+mhuoHgbOGVgcHNa1nrcsLAc1BY61aawojmxDcep4Bp02mSxglRlR0Iqgeptt4iVtu/OcetFcfNv3c56UUzKx9R+Cf2NG8TaLpnia0vES8lHmoH6V1lz+y74n8TahGdX1e0hk08eZBsXNfS/wt0f8A4R/4f6FYsdzx2yliR3IFajSJF4ohVlXFxCUHHGRzTlUtJsw5D5h1b9ja/wDFkkR8QatHdRx/c8tMHFQRfsE+HlA33JNfWvnFlGF+UjoBTdw/uE1lzIfIfK8X7CPhtcfvGYVOv7DfhhWG4sa+oPm/hj4pyh+uz9arnDlPkfxR+yj4F8H26y3m4s33UA5NcJdfDT4e6Q3nfZmhIBAkkYDBr6X/AGhtFupdGtNWhDFLV8SRr6etfN3iOxttesXjnXcjA4dTg59q6aNT30RKGljz6z0Kwsbi5njdZoSxKFDnitrR9UMhe3RcRn+I9q4SbRb+wmeyti3kKd24ngCqE3jY2ubK3bcV+VpF7nvX3OFqJJHk1IdD2/TfEGmae5lZ/tE44IzxW7ZeL3u/nkbaiHKqvp714R4a8y7Yuc5JzzXZw6p5MSoHwOhAr2o1mzilFI9itdQ0HWgEubNct1dTVbVvh/4dkQy296Y2b+GvOodUa1USRyqU781vaXqX9oL8kqvgcgf410qTZkootjwNaWqpJb3nzbjlieO1Yvjv4Zf8JlpP2XzxHOp3xzKetbV5BIIUBcIjHuaNN0G/mkKrcB06qVaqcfaKzHdw1PnXWNB1XwjdG2vbWTykOBMqkgj1zVzRpI7q4URFGJ4OetfS6+Gbu4Ux3sKXUBGBGwBrzrxV8EYnkkudHjezvDz5ZPy1yzw9ma+3TRgf2HbSW2Gto5Qw5Ix1rnL34dWk0u5FZGb+FTxVLVb/AFbwfdfZ9RgkhP8AeYHaaqt8TJVZUPr95eRWS5fhkhR5pO9zQ/4VSitkuWHXrWvofg2Kxk2iHcvdmGa5uHxXqGpswjkfDHaOa6+wmu9Fs47i6fIYZ5qoxhF3Nf3kdmR+NNYi0LRZvIWPeFwDjvXK6b4+1a48PW8NkVmtwc+TIudrdyKz/G2uLq0nlrgI2c1zXgfWDpet/Z3IMGcewrz8Q4uRqpO2pb1LUrq43iVT5pJLH39BVC0t2k3E/wAPOGr03UvDsN0puI1BRudwFctdaaLWUuBhKbh7qHGWuphtAsxHyhfWrD2cHlqQnI9aSQpGxbdkE0nniRQAKw5H0NTPnhQXBwMHFVtStfPhHyliPStiG3EjfMPxqW8KWduQoDE98UuUks/D2T+z9QhnyUbcADnpX1BoPipdPhQPcSMSASZGzXyZpd4YriIMeSwPFdzr3iC5jtYJo3IRQMgGuDEwbgxx10PdfHWuWupeGL11VZZo03oOtYXgLTY5NFS9vpUE0iAxq3Y9hXlGl+MDNCyySFkkQqRmuz8HpLqupW880jpaQIu2MdCa7cjqNJxOXFRsro9Ej0eC+kMmosz24wQDnB9qkmv7KzXytM0GKcqOGKZrpLItewr5kCiPtn0rSXUo7fZbwRRpL/sivr/Q8PmZ5p/aPippA0XheHYDkNswar6lqXim3j332nx2isfkVODXrB1eWSORJWZHXvnANcz4is7fxRbm1mlaOUD926nvTLi77nD3ci6lHDdLCRNHtEqkcnHUis/wno/2PxdqpnIl02SIS+XIM8n61zureIPEHw91RG1GFpbFWKibHBX3967fw3eab4sjm1KG42TNEENt7etfOZvJzpNM9nBK0ibVbbR76ye0ezh2EbSY1A5rwvxp8LZLMvPp2WiJ3BRXt99Zwwq0iAgDtmuam16CO42eVu9VY1+WySvofT02+p84SwzW8xjlXy5V79K19H8Tz6e4jmImgP516/4s8I6d4mtGljgWCcj+GvINY8L3OisUeM7c8MelO7NvQ3pvsmoFZop40Vh90iiuI86SPiNsLRVXMz9tI0SGJEjULEg2qPYVzfiS4NvrmiSgDHmlW/EVvTP1xwPQ1zHjRvL0+2uc8wzqx+lczlfcpHTRyZXoBzj9aXd7VVjuF8tTnqM/mM08TBujUhfInZx3pNw7VXaQDvTRMNueRzS+YxutaZFrmk3WnzpuiuFKEe5HWvh3xhZSeE9cvtJuFINs5Kf7SdsV9yJMS2RwK+c/2qPBuIbXxFaxZwDFcEcE+hrenKzuZyvfY+W/Gl9us7lImKORgsp6ivL/AIfabPrHiaWCKCSeWNGkMYGcgdTXpesRJNascZyOtX/2cbm18K/FKTU7kxeUtnKixv8AxFhXv4etqk5HHVp6XsQeG7RoV2IrPI/8OMY9q6my8IJsN1f3kdrCw+6x+aqviLxFD4dS9uCibppGZXUcDJzivKtS8dX+tzOsLGRc4HtX1kasKcVqeX7CUndo9Surzw5oCu5uZL1z0UfdrAvPi1LErR6daQ28YGOnNcLbw3WoMqsZNy9QRxXQ6P4PmvpgfLb3201UqTdok+yUdy3ZeLNX8Q3SRvI6ljhQte2+D7W802GEXLsWIzmuc8L+B7fTVFxs3zoOFNbMutS27/vW4HG3vXsUITilKTOSpaS5UdrLeJNGw8z5l+7hv51HD4g3Kpk428EqeTXMQsPlnkkMcchwM9zVTVNRg0VXku5ltouoaRsk++3rRiMdRw6vJmdHC1KjskdHrljoviy0lttVs0kjYY3MBuHuK8G8WfAX+xrprvSZPtVgefLP3lr1HwrBqHxE1D7Joq3TK3H2hYyFH416Z/wx7r93bJI/jK5tHbG6PbkV83Xz7Cnu0spxDsfJ+k6GulTB5FIAOAmec/Su78PfBP4gfFq9WPS9MkgsOiz3A2r9fpX2D4C/ZX8P6HLby6kf7XvI/m8yYAA/hX0BplnBpNqsEMKQooxiNQAB6V8xiuIEl+6Z9DgsjlfmqH5c/Eb9jf4heBbGS9ubSPUYMctZncVrwe18OzWMk0c0MiXQbG0jmv24vLqNl8lwhjbOVYA5z2xXiHxQ/ZT8MePJnvrK2GnaiQT5kXCk9uK8qnnU6r95nbicojHWB+fHhnVJ7COOz1PDJ0Vh/L61Z1fT1vFdYV46gV2/xp/Z/wDFHgNXaW1a6t0+ZJoVzyPWvPfCt5dXVuoeCZZ0JU7kPavu8vzCjWpqM5HyOJwVSlK9jktS0WaHOI22+tULeFlbYRj617FLavdQiOSzk3HvsP8AhWRqHgCe6TzILaQ/RDXoSrUI/aONRqXtY4GSMqFwcVn6tqB8nyVXp/FXYal4D1ZYcx2NwwXusZP9KrWvwx1i9jMn2C7z6eS1cUq1K/xGvs59jhbf/XIxJypzXWtG+sWq2kGTNNhI89Mmpm+GPiBGCJo96xJ4PkmtzS/h/wCJrN4JI9HvGeN1YfuW4wRWNatR9k/eNo0ZtpJHBav4d1zwXrcematbSW1ySAuQQGB6EGvpvwbYJpPh+z82PMmwM1ey3XgvSfiV4NtD4i0gxXkMKt5rJtYMB1zXlcmh6tLHcWmiWc2ozw5jijA7DpmuTKcZRp80pSHiMLUlaKiWI/EIsZD9okWOJuVLPtGKgm8f6HZ3UbnWLKE7tpUyZPSvOh+zP8TvGmoSTa5bXVlDniNScAV2nhn9mfQtIvrWz1vS7kwzHy5brBbYT3ruqcRUovlizl/sedrtG6vjTSdWiWa01a0mOeT5gFQvqDTSDyVjlK85ibPFdj40/ZJ8JN8JbnT/AAndRz39uzSNdBjvOecV8PaxN4z+F2oPC95cxorbQxJKsBXbh87p1NzOWWuCufUxkE3mWuowLfWsuS0U6/d+nvXL2Pgv+xPEJudGn/0KTO63kONtcv4b+N6L4OfUpmjvbuDCy28nXHqK6LQ/j94P1u3V7kGyuVHPy8VriK1DFQaZNGjOnLQ3n8OPyZLhxvY8ZqlfeCbOZSyMTOK6bw3daf8AES4WDw3dpd3p6W7Ngt9K69Pgb448zjR3Hrk96/NsWo0ZtXPpaKc0jw6a3k0n5Hjb6mszUIrXUozHOgIPevoub9nvxlqNuUk0UsCOu4Zrk9S/ZH+Icsm620rEee7jNcXtodzV06l9EfLWreByL1/IlURnkcUV9EXv7KfxFs5FWTTNpZdw+cdMn/CirUk1e5i007WP0EXwzqN0gkVY+fU1na18O9U1bTZrceUC+Npz0r1DTLDZZopwf/1Cri24ReMA+4r455lK2h9XHCQseX2/w91Xyo0MkOQoHX0GKsr8OdT2jM0Q+nNeirCd2crUuSO+PpWP9pz7i+pwPOF+GepSfMbuNPbbUi/DO/XrfIPotejI3ynoaazBmznFL+0ancPqcDz8fDe624bUFH/AazPFPwRi8X+HbnS73UP3UwwGVOQfWvUdvfdTD97O8Yqf7RqLZlfVIHyef2BdGddra5Lt9NlVk/4J5+HYb5Ln+27kOowNq4r663ehzRuGMYraOZ1lqmJ4KnLc+Uta/Yj8OyW5SS8nnTHVlrxzxt+xzZeDrWbUtLYzIp+dSOlfoTNH5iFe1c9rHh2DUrea0kTdHMhVhXp4fPa/tIqb0MK2W0nT91H53j4S+HrPw5qc9zcmGeGJZQ38OT2zWB4UjtrdkaNlZH6GvSPjj8Nb3S9UeyuLhrTSUcyKBkeYeyn8q8v+1WfhnS2ed0iVD5nXH4V+vZVjIVo89z4PGYaVOTidXdXjcJbRqq52tI1UtL8N3Gtag1vbBridj26AV4/4q+OU92kyaRZ7h/DIw4rvP2ff2k7PTNUSy8QwR2ZY4E2BySfWurMM1dONoGWEwfM/fPbtU8CQfDXwHLr2rAXequ3lafZv9zee5Fcj4Q+DP/CRanHfa47X93cNvkV87Fz/AAqPSvXvjfa/8Jpo/hDVLCWO60uCYu5jbPJxWn4OEMMyMmQYxhs1+V5jmVepLV6H6DgMBRhHmS1O78A+E9O8H2O22to4Aq4+UAV0M1wGZFRtzOe1ZVpJBqEIJc7m9+KsWkMtvcByuYlPDV89KpKW7Pb5Wuhqz2t9bxq8ZyPQGpdN1t4yqTtznvS2+tRlihbK96yPFWhTarAk2k3Pl3sZ3LG3R/anGT2Nd0WfHWl3WuWKNpVwLa+j+ZWPQ+xrhbX4oar4VmWy8R232ccKLgD5D6HNbGheNGMz6fqcT2OoRjlZOA3uD3rZ1JNL1nTfKv0juo5AQVkHK+mK1H0sypNqUfim1AMEV1bOPl3jI5711/gH4Z+G9aiaFdA01bpFwf3Iya8D03Wpfh34o+w3EmdKuD/o8rHhcn7tes6B4+/sDVrW9gkXBIWRc9RXZQqOMkkzzMbRUqd0j1dPgDpLqCNOsVPXHkDikb9n+xzhbWzUeggWvVNB1aHXNLhvoGV45FByOnOK141VgQRyK+iVNyV7nxjqyhKx4j/woe2iyBaWjD/riKRfgqYwEjsLPHqIRXtrL8/QAfWn/Ltx/Kl9WvrcPrcux5LovwRshL5t1BAG/urGK57xl8PYPD9ystvaRtC3U+UP8K962gdCa5T4iana6T4fnnucMAMLn1rmxWHtSdmbYfEN1VofM3iqO3hjNvIIi03AUqBgVleGdF03R4/Nht0jkbklRzmovGFjLqkkF1FJyJgx5/hrRihhhjGWGV96+Xpzq07wT0Pt4U4NKVtTQuNR8tSC3yt61nyaDFqCb2AA7qRwawvEF+JL7TrSB/3s0gx9B1rtLmRLWAxA5bBHHTiri3HqdLpRktUfOfxW8A614WlOueFJ5CsT+ZPp6sdkq9xivJPE8ei/F6PdZWUK32zF1ZNgMrd8V9aXDS3E4jBBLNjHYg9c18y/tKfBS80WO68VeF/MsL+IF7gWvG8da9nB4ucXZvQ+ax2Djd2R81a/8AtR025uV0+Kb7PID5ibSVA9c143qNi1hcS2cZzJCxV2A6V9ifAf9rzR7fw7qfhrx5Yqlr5EnlagqDfux0J9a8A8DeBJPjB8UpdL0Tf9i1C6Y+ZIOUjz1r6X6w4rmufMuk+ZRR7D+wt8Cdb8XeOLXxQtxNa6ZYvkyqSBJ61+pMDNtAY5Xs2etcJ8Jfhzp/wn8G2OgaWAqwqBKxH32x81d3bKkzKjMAR2FfF5hiZVJvU+mwdGMIJst+WqnIY/nTs565bkKMH16VbTTztAA3cbuK4n4zfEjS/gv8O9Y8U6tIscVrEwgQn5ppiPlUDuc15lKNSrPlR3ynCEeZnx7+15+1c/w9+ME3h/T5vMSys4kl2v0kLOWH4ZFFfnn448XXfjzxdquv6izS3moXDTyE84yelFfZQwyjFJnzE6qlJtH9EUds0aqAOKsrp5ZRnrU0ci8rzkHPSpBccHjoK/KttD6Nzk3oU/7L7lsU3+z/Q5q8Zwy55qCW7EfyjOcZ6U03YUZzuRLp+E60z7BmnpcMx6mpVmPBq9Huac0u5B9hwuKiaxRfvVbluvlOO1VJJvvZzxV7CjJtjPs4H3elJ9nPXNNWQsflOPrTWnYMRn3pxk72sapX6jvJ454qvJCpIPcU97gLwcmo2lX3qne97msbLS55N8dPBKeJ/Dd1GsKyXKoWjbbkg1+WXxP8F+NpNcmS5sbqWzjlKBFQ7Tg9a/aCaGKZQXXdzyCODWBd+AtC1GQyy2UZJOSCgIr6jL86qYWPK1c8zFYGnWfNfU/Da48KeIPtTwiK4iXP8Aq1iIxV61+EfiTUwrRWV3I/Y+Ua/a7/hUPhOSXzjo9sz+piFX4/AegWYHlabBF/1zjAr1P7eUlrA8+OWpO6Z+T/hHw/8AGrR/CtxpGnWd7dWUjh1Eik7CPT8q92+D/wAR9W0uaPTPFtjJp946hDLKvytX3rDoOnW6tsgGMY24AFcR48+G+gahbrcSWEZfrnHP514mNzCOIdkrHsYSnKi1rc8i03xKIfEKW7ELC+NhB4xXpUOqecn2fhR2rzXUNDtdJ1q3h25VvuEDkV0SyfZ5FwTuHA+lcUJ2Vj3klIo+Pr7UvB0H9rWsMlzax8yrGOgqbwb8W7HxHZRXdnP5nGGj6NGe4+tb1j4ijuPMsbmEzxSHYysAVNfPXxj8JS/B/wARW3ibw5c+Ra3Eo8+xbIU/QdK7IWurkSVk7H0xq02meKNLK3QUTquY5gMMhNeZ2dxP9sudNkmMstuflYnl19a1PDOqL4i8N22popi85AzIwrE8bK9k1pqcDeXLA+GwPvD0ro9m3sY86W5qa1pEHiDQ5La5TDxjzInbqD6iuQ0NL2+u4baJ2aUkxnJ6e9dvNqCz6cl0AR5kQYDHT9awfA8oj8TSfLly24NW1Ok1JETqQlF3PavBPxyg+EHh1dO8T3S20Qk2JIynGOO9dlYftfeCZpFB1i2k3HAw+3NeSeOPgjH8fPDsulXN99gjV9wkUHdn8K8D1z/gm5e2DM9h46kjK/d3q3Ffq+UYDCYiknXlqfnWPtTqNxP0L0r47eEtZUNFqduPrKK6Ow8daLeIpj1G3Kk4DbxivylvP2R/iH4VUi0+IkbAcjcrj+lc7q3hP4s+GLfyF8bW0oQ7sgyD/wBlr3Vw5hK38Oq18meT9ZaP2Sj1a0lx5d3E2emHFeY/tAXRm0C0t48yGSQZ28/nX5Nv8VPi74fwg8WqxA/hkf8AwqTwv+1R8Rn8WaTYa3qx1G0kuVVl3k5GfcV5+O4S9jQdRVbr0PQwOK56y02Pue/ulZvs8ZVygAfB6YrzrxJ4gu9NunlRyI4+TzxXRXV9b21xJPbpIn2hA5DHPUV5v4u1L7dJaWQBH2yZULHsM1+L4imqVZwT6n6dSfNFHf8AwzEniNjr+o/IIdyQ+n1rrNavDDbvKH/dqpJY9sDrVmDR4tB8P2ltbqojSNcj1OOTXmfj3VrryDarJtF1MkPHQAkZrF6vRG2i1bO78G6a2oaPJq9xu2yktEg7D1qvq3k6tBNaNtZZvkdX6EGuikuP7C0Wx0+Bf3MaCP8AQV5Zp+tH/hblrpcwZ4JUMhVenFVHnjsjnq+8j5K+NX7Iutf8Jbcr4fs0ktLgl0QHABr0j9ln9nfW/hldHVtSkWC96Ki849q+v/FGlW9rfWV1Gg+U/dxXRx2tosastrGCVDfd9a65Y6SgoWPBlg487kmO8NXA1C1QSH9/j5uOprcjtCrZAwfeqtnpzRjzUEajGTt4rx/9pL9r/S/2f9EV10K51fVHBSINsSEH1Y7sn8q8qNOeJnobupCjFJnsniLx1pfw+8O3ur+Ib6PT9LtlLvNM20kdcL6/hX5DftlftaXv7RHiw2lgHsvCWnuVs7UNxIenmP6n0rh/jn+0342+Pmp/aPEWosLGNv8AR9OhO2GPn0715MwaRt3GTX1eBy+NB88nqeFisW6nuQWhHIy7uM4x3oqQWrNyNtFezZdzyj//2Q==)
πηγη:www.alfavita.gr