tag:blogger.com,1999:blog-85670477927019427622024-03-13T21:54:47.764-07:00Δικηγορικό Γραφείο Σπήλιος Σπηλιόπουλος & ΣυνεργάτεςBLB.grhttp://www.blogger.com/profile/06389574213699602102noreply@blogger.comBlogger11125tag:blogger.com,1999:blog-8567047792701942762.post-23684456699722239592017-08-09T07:04:00.002-07:002017-08-09T07:33:39.791-07:00Εξωδικαστικός μηχανισμός – Νέα Εγκύκλιος ΑΑΔΕ για χρέη προς το Δημόσιο <div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<br />
Η<b> Ανεξάρτητη Αρχή Δημοσίων Εσόδων </b>(ΑΑΔΕ)<b> </b>εξέδωσε <b>νέα εγκύκλιο</b><b> </b>στην οποία
καθορίζονται όλες οι λεπτομέρειες για τον χειρισμό των υποθέσεων του
<b>εξωδικαστικού συμβιβασμού </b>στις περιπτώσεις που υπάρχει <b>χρέος προς το δημόσιο</b><b>. </b><br />
<a name='more'></a>Σύμφωνα με την εγκύκλιο, <b>ο αριθμός των δόσεων</b> για οφειλές προς το Δημόσιο <b>δεν μπορεί να υπερβαίνει τις 120</b>, η αποπληρωμή οφειλών <b>δεν μπορεί να υπερβαίνει τον μήνα</b> και το <b>ελάχιστο ποσό δόσης</b> δεν μπορεί να είναι μικρότερο των <b>50 ευρώ</b>. Στη ρύθμιση υπάγονται οφειλές προς το δημόσιο που έχουν <b>βεβαιωθεί έως και τις 31 Δεκεμβρίου 2016</b>, ενώ <b>δεν επιτρέπεται</b> η εξόφληση του Δημοσίου <b>με άλλα ανταλλάγματα πέραν του χρηματικού.</b><br />
Ειδικότερα, όπως αναφέρεται στην εγκύκλιο <b>είναι άκυρος ο όρος σύμβασης</b> <b>αναδιάρθρωσης</b>, που προβλέπει:<br />
α) την αποπληρωμή οφειλών προς το Δημόσιο σε περισσότερες από εκατόν είκοσι (120) δόσεις,<br />
β) την τμηματική αποπληρωμή οφειλών προς το Δημόσιο ανά χρονικά διαστήματα που υπερβαίνουν το μήνα,<br />
γ) την καταβολή μηνιαίας δόσης μικρότερης των πενήντα (50) ευρώ,<br />
δ) την παροχή περιόδου χάριτος για την αποπληρωμή οφειλών προς το Δημόσιο και<br />
ε) την ικανοποίηση απαιτήσεών του με άλλα ανταλλάγματα αντί χρηματικού ποσού.<br />
Αν
προτείνεται τροποποίηση υφιστάμενης ρύθμισης οφειλών ο εκπρόσωπος του
Δημοσίου συναινεί στην πρόταση τροποποίησης της ρύθμισης, εφόσον
σωρρευτικά:<br />
(α) το ύψος δόσης που οφείλεται βάσει της υφιστάμενης
ρύθμισης υπερβαίνει τη μηνιαία δυνατότητα αποπληρωμής του οφειλέτη και
των συνοφειλετών που δεσμεύονται από τη σύμβαση αναδιάρθρωσης και<br />
(β)
Η προτεινόμενη τροποποίηση περιορίζεται μόνο στην αύξηση του αριθμού
των δόσεων της υφιστάμενης ρύθμισης, έως το μέγιστο όριο των 120 δόσεων.<br />
Σε
περίπτωση υπογραφής σύμβασης αναδιάρθρωσης, στην οποία εντάσσονται
οφειλές προς το Δημόσιο και όταν το συνολικό ύψος της βασικής
βεβαιωμένης έως τις 31.12.2016 οφειλής προς το Δημόσιο είναι <b>έως είκοσι χιλιάδες (20.000) ευρώ </b>(στο
οποίο δεν προσμετρώνται τυχόν οφειλές που έχουν ήδη υπαχθεί σε ρύθμιση
σύμφωνα με τους ν. 4152/2013, 4174/2013,4305/2014 και 4321/2015 των
οποίων οι όροι τηρούνται), η τήρηση των υποχρεωτικών κανόνων των άρθρων 9
και 15 του νόμου διαπιστώνεται από το συντονιστή με το πρακτικό
περαίωσης.<br />
Ειδικότερα:<br />
α) <b><u>για βασικές οφειλές έως τρεις χιλιάδες (3.000) ευρώ</u></b>:<br />
<ol>
<li>i)
η αποπληρωμή αυτών και των επ’ αυτών προσαυξήσεων ή τόκων εκπρόθεσμης
καταβολής γίνεται τμηματικά σε τριάντα έξι (36) μηνιαίες δόσεις κατ’
ανώτατο όριο,</li>
<li>ii) ελάχιστη μηνιαία δόση πενήντα (50) ευρώ,</li>
</ol>
iii) δεν υφίσταται δυνατότητα διαγραφής κανενός ποσού.<br />
β) <b><u>για βασικές οφειλές άνω των τριών χιλιάδων (3.000) και έως είκοσι χιλιάδες (20.000) ευρώ</u></b>:<br />
<ol>
<li>i)
η αποπληρωμή αυτών και των επ’ αυτών προσαυξήσεων ή τόκων εκπρόθεσμης
καταβολής γίνεται τμηματικά σε εκατόν είκοσι (120) μηνιαίες δόσεις κατ’
ανώτατο όριο,</li>
<li>ii) ελάχιστη μηνιαία δόση πενήντα (50) ευρώ,</li>
</ol>
iii) δεν υφίσταται δυνατότητα διαγραφής βασικής οφειλής.<br />
Στις
ανωτέρω περιπτώσεις, το Δημόσιο δεν συμμετέχει στις διαπραγματεύσεις,
ούτε υποβάλλει πρόταση αναδιάρθρωσης οφειλών και οι οφειλές προς αυτό
προσμετρώνται στις θετικές ψήφους των συμμετεχόντων πιστωτών, εφόσον στο
τελικό σχέδιο αναδιάρθρωσης έχουν τηρηθεί οι κανόνες του άρθρου 15 και
οι λοιποί υποχρεωτικοί κανόνες του άρθρου 9 του ν. 4469/2017.<br />
<b>Αυτοδίκαιη ανατροπή στη σύμβαση</b><br />
Ι. <b>Αυτοδίκαιη ανατροπή</b>
επέρχεται, με συνέπεια την υποχρεωτική άμεση καταβολή του υπολοίπου της
οφειλής σύμφωνα με τα στοιχεία βεβαίωσης μαζί με τους αναλογούντες
τόκους και προσαυξήσεις εκπρόθεσμης καταβολής, εάν ο οφειλέτης:<br />
α) <b>δεν καταβάλει δόσεις της σύμβασης αναδιάρθρωσης ή καταβάλει μερικώς δόσεις προς τη Φορολογική Διοίκηση</b>, όπως αυτές προσδιορίζονται στη σύμβαση αναδιάρθρωσης οφειλών, έως τη συμπλήρωση του ποσού που αντιστοιχεί σε τρεις (3) δόσεις,<br />
β) <b>δεν
υποβάλλει τις προβλεπόμενες δηλώσεις φορολογίας εισοδήματος και Φ.Π.Α.,
εφόσον υπέχει σχετική υποχρέωση, καθ’ όλη τη διάρκεια της σύμβασης</b>,
το αργότερο εντός τριών (3) μηνών από την πάροδο της προθεσμίας
υποβολής τους ή εντός τριών (3) μηνών από την ημερομηνία αίτησης για
υπαγωγή στη ρύθμιση, εφόσον η προθεσμία υποβολής έχει παρέλθει πριν την
έναρξη ισχύος της σύμβασης,<br />
γ) <b>παραλείψει να εξοφλήσει ή
να τακτοποιήσει με νόμιμο τρόπο, με αναστολή είσπραξης ή ρύθμιση
τμηματικής καταβολής, τις οφειλές του προς το Δημόσιο ή υπέρ τρίτων που
εισπράττονται από τη Φορολογική Διοίκηση</b>, οι οποίες βεβαιώθηκαν
μετά τις 31 Δεκεμβρίου 2016 εντός ενενήντα (90) ημερών από την
ημερομηνία έναρξης ισχύος ή, σε περίπτωση δικαστικής επικύρωσης, από την
ημερομηνία επικύρωσης της σύμβασης αναδιάρθρωσης ή, προκειμένου για
οφειλές που κατέστησαν ληξιπρόθεσμες μετά την έναρξη ισχύος ή την
επικύρωση της σύμβασης, εντός εξήντα (60) ημερών από τη λήξη της νόμιμης
προθεσμίας καταβολής τους.<br />
Επισημαίνεται ότι το Δημόσιο
υποχρεούται να γνωστοποιήσει αμελλητί την επέλευση της αυτοδίκαιης
ανατροπής της σύμβασης σε όλους τους πιστωτές.<br />
ΙΙ. Εκτός από την
προαναφερθείσα υπό στοιχείο I περίπτωση ανατροπής της σύμβασης έναντι
του Δημοσίου, που επέρχεται αυτοδικαίως, η σύμβαση αναδιάρθρωσης μπορεί
να ακυρωθεί ως προς όλους τους πιστωτές, συμπεριλαμβανομένου του
Δημοσίου, με δικαστική απόφαση κατόπιν αίτησης τρίτου πιστωτή σύμφωνα με
τις παραγράφους 1 και 2 του άρθρου 14 του νόμου.<br />
<b>Διαγραφή οφειλών</b><br />
Αν στη σύμβαση αναδιάρθρωσης <b>προβλέπεται διαγραφή οφειλών</b> προς το Δημόσιο, αυτή <b>γίνεται κατά σειρά παλαιότητας</b>,
από την παλαιότερη οφειλή προς τη νεότερη, με κριτήριο το χρόνο
καταχώρισης της οφειλής στα βιβλία εισπρακτέων εσόδων και όχι το χρόνο
λήξης της νόμιμης προθεσμίας καταβολής αυτής, είτε η καταβολή γίνεται
εφάπαξ είτε σε δόσεις. Η διαγραφή των οφειλών του προηγούμενου εδαφίου
τελεί υπό την αναβλητική αίρεση της ολοσχερούς αποπληρωμής των
ρυθμιζόμενων οφειλών προς κάθε πιστωτή και της μη ακύρωσης ή ανατροπής
της σύμβασης αναδιάρθρωσης.</div>
Anonymoushttp://www.blogger.com/profile/06153266547244351807noreply@blogger.com0tag:blogger.com,1999:blog-8567047792701942762.post-5647945677312078712017-08-08T07:31:00.000-07:002017-08-09T07:20:39.507-07:00Προυποθέσεις υπαγωγής στον εξωδικαστικό μηχανισμό ρύθμισης οφειλών προσώπων και επιχειρήσεων του Ν. 4469/2017 - ΡΥΘΜΙΣΗ ΟΦΕΙΛΩΝ ΕΠΙΧΕΙΡΗΣΕΩΝ<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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" width="640" /></a> <br />
Το πεδίο εφαρμογής του νέου νόμου 4469/2017 για τη δυνατότητα ρύθμισης οφειλών των υπερχρεωμένων επιχειρήσεων καταλαμβάνει <b>κάθε φυσικό πρόσωπο με πτωχευτική ικανότητα</b> και <b>κάθε νομικό πρόσωπο το οποίο αποκτά εισόδημα από επιχειρηματική δραστηριότητα</b> σύμφωνα με τα άρθρα 21 και 47 του Κώδικα Φορολογίας Εισοδήματος (ν. 4172/2013) και έχει <b>φορολογική κατοικία στην Ελλάδα</b>
(εξαιρούνται ρητά τα φυσικά πρόσωπα χωρίς εμπορική ιδιότητα που
εμπίπτουν στο πεδίο εφαρμογής του Ν. 3869/2010 και οι Ελεύθεροι
Επαγγελματίες). <br />
<a name='more'></a>Σε κάθε περίπτωση, οποιοδήποτε φυσικό ή νομικό πρόσωπο
που πληροί τις προϋποθέσεις του Ν. 4469/2017 και ενδιαφέρεται να
ενταχθεί σε αυτόν, έχει δικαίωμα να υποβάλει ηλεκτρονικά <b>σχετικό αίτημα ΜΟΝΟΝ ΜΙΑ ΦΟΡΑ, μέχρι την 31<sup>η</sup> Δεκεμβρίου 2018</b>. Συνεπώς, εάν το αίτημα του υποψηφίου απορριφθεί για οποιονδήποτε λόγο, ο υποψήφιος <b>αποκλείεται οριστικά</b> από την διαδικασία του Ν. 4469/2017.<br />
Σύμφωνα με τις διατάξεις του νόμου καθένα από τα ανωτέρω
δικαιούμενα πρόσωπα, μπορεί να υποβάλει αίτηση για υπαγωγή στη
διαδικασία εξωδικαστικής ρύθμισης οφειλών, εφόσον:<br />
<b>α)</b> κατά την 31<sup>η</sup> Δεκεμβρίου 2016 είχε:<br />
<ul>
<li>Προς χρηματοδοτικό φορέα οφειλή από δάνειο ή πίστωση σε καθυστέρηση τουλάχιστον 90 ημερών ή</li>
<li>Οφειλή που ρυθμίστηκε μετά την 1η Ιουλίου 2016 ή</li>
<li>Ληξιπρόθεσμες οφειλές προς τη Φορολογική Διοίκηση ή</li>
<li>Ληξιπρόθεσμες οφειλές προς Φορέα Κοινωνικής Ασφάλισης ή</li>
<li>Ληξιπρόθεσμες οφειλές προς άλλο ΝΠΔΔ (και ΟΤΑ) ή</li>
<li>Βεβαίωσης μη πληρωμής επιταγών εκδόσεώς του λόγω μη επαρκούς υπολοίπου κατά το άρθρο 40 του ν. 5960/33 (ΦΕΚ 401 Α’) ή</li>
<li>Είχαν εκδοθεί διαταγές πληρωμής ή δικαστικές αποφάσεις λόγω ληξιπροθέσμων απαιτήσεων εις βάρος του</li>
</ul>
<b>β) </b>Οι συνολικές οφειλές της επιχείρησης υπερβαίνουν τις 20.000,00 ευρώ και<br />
<b>γ)</b> ο οφειλέτης έχει καθαρό θετικό αποτέλεσμα προ
φόρων, τόκων και αποσβέσεων σε μία τουλάχιστον από τις τελευταίες τρεις
χρήσεις πριν από την υποβολή της αίτησης του άρθρου 4 (εάν τηρεί
απλογραφικό σύστημα) ή σε μία τουλάχιστον από τις τελευταίες τρεις
χρήσεις πριν από την υποβολή της αίτησης είτε έχει θετικά αποτελέσματα
προ φόρων, τόκων και αποσβέσεων είτε έχει θετική καθαρή θέση (εφ’ όσον
τηρεί διπλογραφικό σύστημα).<br />
<b><u>Αντιθέτως</u></b><b>, </b>στο Ν. 4469/2017 <b><u>δεν μπορούν να υπαχθούν</u></b> τα ακόλουθα πρόσωπα:<br />
<ul>
<li>Τα πιστωτικά και χρηματοδοτικά ιδρύματα και τα υποκαταστήματα αλλοδαπών πιστωτικών ή χρηματοδοτικών ιδρυμάτων</li>
<li>Οι πάροχοι επενδυτικών υπηρεσιών</li>
<li>Οι οργανισμοί Συλλογικών Επενδύσεων σε κινητές αξίες και οι Οργανισμοί Εναλλακτικών Επενδύσεων</li>
<li>Οι ασφαλιστικές εταιρείες</li>
<li>Η επιχείρηση που έχει υποβάλει αίτηση υπαγωγής στην διαδικασία του
άρθρου 62 του Ν. 4307/2014 ή του Πτωχευτικού Κώδικα (και δεν έχει
εγκύρως παραιτηθεί)</li>
<li>Η επιχείρηση για την οποία έχει ήδη εκδοθεί δικαστική απόφαση με
βάση την διαδικασία του άρθρου 62 του Ν. 4307/2014 ή του Πτωχευτικού
Κώδικα</li>
<li>Η επιχείρηση που έχει κάνει διακοπή δραστηριότητας ή τελεί σε λύση ή εκκαθάριση.</li>
<li>Η επιχείρηση που έχει αμετάκλητα καταδικασθεί για τα ακόλουθα ποινικά αδικήματα:</li>
</ul>
- φοροδιαφυγής (εξαιρουμένης της μη απόδοσης φόρου προστιθέμενης
αξίας, φόρου κύκλου εργασιών, φόρου ασφαλίστρων, παρακρατούμενων και
επιρριπτόμενων φόρων τελών ή εισφορών ή φόρου πλοίων,<br />
- νομιμοποίησης εσόδων από παράνομες δραστηριότητες, υπεξαίρεσης,
εκβίασης, πλαστογραφίας, δωροδοκίας, δωροληψίας, λαθρεμπορίας,
καταδολίευσης δανειστών, χρεοκοπίας ή απάτης, σε βαθμό κακουργήματος
(ειδικά για την απάτη, όταν είναι ο παθών το Δημόσιο ή ΦΚΑ, αρκεί η
καταδίκη σε βαθμό πλημμελήματος)</div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/06153266547244351807noreply@blogger.com0tag:blogger.com,1999:blog-8567047792701942762.post-5604909518987159052017-08-02T05:58:00.000-07:002017-08-02T05:58:17.226-07:00Δύο νέες δικαστικές αποφάσεις κατά των εισπρακτικών εταιρειών – Επιδίκασαν στους δανειολήπτες αποζημίωση ηθικής βλάβης ύψους 5.870 ευρώ και 6.000 ευρώ <div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="" height="412" 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" width="640" /><br />
Με απόφαση του Μονομελούς Πρωτ. Αθηνών κρίθηκε ότι είναι απαραίτητη πριν την οποιαδήποτε <strong>διαβίβαση δεδομένων</strong> η <strong>προηγούμενη ενημέρωση</strong> του υποκειμένου των δεδομένων, δηλαδή εν προκειμένω του <strong>δανειολήπτη πιστωτικής κάρτας</strong>. <br />
<a name='more'></a>Στο ίδιο πλαίσιο κινείται και η απόφαση του Ειρηνοδικείου Αθηνών, που αφορούσε <strong>καταναλωτικό δάνειο</strong>,
σύμφωνα με την οποία, ο υπεύθυνος επεξεργασίας (δηλ. η τράπεζα) οφείλει
μετά τη συλλογή των σχετικών δεδομένων και πριν από τη διαβίβασή τους
σε τρίτους (εισπρακτικές εταιρίες) <strong>να ενημερώνει για τη συλλογή και διαβίβαση τα υποκείμενα των δεδομένων</strong>
(δηλ. τους δανειολήπτες), μεταξύ άλλων, και για τους αποδέκτες ή τις
κατηγορίες αποδεκτών των δεδομένων του (είτε πρόκειται για αποδέκτες
στους οποίους προβλέπεται η μεταβίβαση των δεδομένων ήδη από το στάδιο
της συλλογής, είτε πρόκειται για αποδέκτες που προστέθηκαν αργότερα.<br />
Με
την απόφαση του Μον. Πρωτοδικείου Αθηνών (3428/2016) κρίθηκε ότι είναι
απαραίτητη πριν την οποιαδήποτε διαβίβαση δεδομένων η προηγούμενη
ενημέρωση του υποκειμένου των δεδομένων, δηλαδή εν προκειμένω του
δανειολήπτη πιστωτικής κάρτας. Στην περίπτωση αυτή επιδικάστηκε υπέρ του
κατόχου της κάρτας το ποσό των 5.870 ευρώ για την ηθική βλάβη που
υπέστη.<br /> Για την ορθή και νόμιμη εφαρμογή των διατάξεων του ν.
2472/1997 που αφορούν στην ενημέρωση του υποκειμένου από την τράπεζα και
την συγκατάθεσή του για την επεξεργασία και διαβίβαση των δεδομένων του
(υποκειμένου) σε τρίτους, η τράπεζα είναι υποχρεωμένη να ενημερώνει
ειδικώς για την εταιρία ενημέρωσης οφειλετών με την οποία συνεργάζεται
(επωνυμία, έδρα κλπ).<br />
Συγκατάθεση υπό την έννοια του ν. 2472/97
ορίζεται η ελεύθερη, ρητή και ειδική δήλωση βούλησης, που εκφράζεται με
τρόπο σαφή και εν πλήρει επιγνώσει, με την οποία το υποκείμενο των
δεδομένων, αφού προηγουμένως ενημερωθεί, δέχεται να αποτελέσουν
αντικείμενο επεξεργασίας τα δεδομένα προσωπικού χαρακτήρα, οι δε
τυποποιημένοι όροι που απαντώνται σε κάθε δανειακή σύμβαση και δεν
αποτελούν προϊόν διαπραγμάτευσης αλλά προσχώρησης του καταναλωτή ώστε το
εκάστοτε αίτημά του για λήψη πίστωσης να τύχει έγκρισης από την
τράπεζα, δεν αρκούν προς θεμελίωση της συγκατάθεσης. Νόθος αντικειμενική
ευθύνη της τράπεζας. Το δικαστήριο επιδίκασε στον δανειολήπτη
χρηματική ικανοποίηση λόγω ηθικής βλάβης ποσού 5.869 ευρώ.<br />
Στο
ίδιο πλαίσιο κινείται και η απόφαση του Ειρηνοδικείου Αθηνών 273/2016,
σύμφωνα με την οποία, ο υπεύθυνος επεξεργασίας (δηλ. η τράπεζα) οφείλει
μετά τη συλλογή των σχετικών δεδομένων και πριν από τη διαβίβασή τους σε
τρίτους (εισπρακτικές εταιρίες) να ενημερώνει για τη συλλογή και
διαβίβαση τα υποκείμενα των δεδομένων (δηλ. τους δανειολήπτες), μεταξύ
άλλων, και για τους αποδέκτες ή τις κατηγορίες αποδεκτών των δεδομένων
του (είτε πρόκειται για αποδέκτες στους οποίους προβλέπεται η μεταβίβαση
των δεδομένων ήδη από το στάδιο της συλλογής, είτε πρόκειται για
αποδέκτες που προστέθηκαν αργότερα. Η υπόθεση αφορούσε καταναλωτικό
δάνειο.<br />
Όπως έκρινε το δικαστήριο, η σχετική ενημέρωση πρέπει να
γίνεται το αργότερο πριν από τη μετάδοση των προσωπικών δεδομένων, ενώ η
ενημέρωση κατά το αρχικό στάδιο συλλογής δεδομένων δεν αρκεί
(βλ. ΣτΕ 2251/2005). Ο τρίτος-αποδέκτης ασκεί κι αυτός επεξεργασία
προσωπικών δεδομένων, συνεπώς οφείλει μόλις έλθει σε πρώτη επαφή με το
υποκείμενο των δεδομένων να το ενημερώσει εγγράφως για την πρόθεσή του
να κάνει χρήση των δεδομένων του, για το σκοπό της χρήσης και για τον
υπεύθυνο επεξεργασίας αυτών, από το αρχείο του οποίου θα γίνει η άντληση
των δεδομένων.<br />
Καταρρίφθηκε πλήρως ο ισχυρισμός της τράπεζας ότι
με τα προδιατυπωμένα κειμενάκια στις συμβάσεις δανείων καλύπτουν την
υποχρέωση ενημέρωσης κατά το στάδιο σύναψης της σύμβασης. Το δικαστήριο
αναγνώρισε ευθύνη εις ολόκληρον της τράπεζας και της εισπρακτικής για
καταβολή ποσού 6.000 ευρώ ως χρηματική ικανοποίηση λόγω ηθικής βλάβης.<br />
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Anonymoushttp://www.blogger.com/profile/06153266547244351807noreply@blogger.com0tag:blogger.com,1999:blog-8567047792701942762.post-40217373722315248322017-07-31T07:27:00.002-07:002017-08-09T07:20:54.400-07:00Ρύθμιση οφειλών επιχειρήσεων - Ισχύς από 03.08.2017 του ν. 4469/2017 για τον μηχανισμό ρύθμισης<div dir="ltr" style="text-align: left;" trbidi="on">
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G+UZbdI/yqCc49Q+JviHVfCPhKW80Lwvc+LNVEiQ2+nW1zDaFy7bS7yykKkaA7mIDNgfKrHiuSi0T4f/AA1+PXiXxre+KdMsPFPiXTrPS72DUtZt4ktre2LtEsUbkMmTKzNkkMSDxW5qfhjTvirpms3Fl4u12XSvEFidO3aNq8awWoBIeS2kjUtHMeVZw5IxxtIzSVSLxDh7RNe7pfXZczstbpt9bNRWzbu3BqCfLbf/AIHXt+f3eban+2c3gr4ieKvDGv8AhlJ7/wAI+G7jxNqE3hnUTrFtZxwqW+y3DNDCYLlwCY0YHeozwKgtv2x9X0D4Z+BPHnijwnpOn+CvHMljH9s0vWnvp9EN7tFs1wjW8avGzuiM0bHYzjhhzWz8Nf2b/AP7N0mheHNL8UeINMgnaaex0O88RlYNT2qWmdrc7ftHBJdmDHuxrzP4kaT8HvBWj2nh/SNM1XxBpWlXqX1poK69ejw9aXEcgkjIgMpjZEkAdYlUxAgYAxWNecKcZc9RJq+0m7XilFq6TvGScrSUoy52tFBKXThcLVrzUaMHLbou7vfWyurJO6s1s7s+qruSO2gkkkZI4oAWd2YKqAdSSeAB614j8XP2yNH8LCSx8PpHrl+pKm5OVtID656yfhge/avEPiD8XfE3xpvvIvr5xas422cA8u3jyRj5R94+7En6VyU+kLDIQWXCk9x0Gf8ACvGxObSm/wByrd3/AJI+yyzhOKalinfyW3zf/DfM0PGPxF174h6l9r1m9mu5B/q1PyxRD0VBgDr6fnWbdxy2uns7RmTe3zEYBxjpV0yWmGCFFPJHGDkAEfqpFZet+KImgaJQCqZA56jqDj6cV5L9580ndn3FDD06UFGnFJLoUpnjt0DsuQxOCSPvEAgficiq9x4gXUIYzHGTIPl2gADGdy5/HI6Vz954hhu5JbUyqVcZGeorNuNWe2VznaB6dD3P+IqYyTXL1PQjFSOtn1Ro4QVDhE4BByQpOV/mRRXHweLnWAqwRVQ8H1J7fTvRSUF2/Ixkpp2sSi2YZySARnr1GajvbQwReYvO3jIHGP61fBWWIYALAAjn8cY/wqF22QsGYhTzgelfdqbufzq4qxnQzkPgkgMQP5cVPJCs0LDDFT7ZPP8AWqxzbntzkcjGam81RCCxA/EYz6+1VNdSI7GY4IY8sCpHIIOP8eKswMWQMMFyPmyOnXimXUKtLuHQD5sHO3j0/wAKrl5Y2KgMCM4HQf8A6qcveRm9A8Q6Raa9otzZXUYa1u4nt5Y26MrAqR+Wa/Nn4o/DzUPhZ45vtGv4po3tpWEUjLhbiPcdsqnupHOR/Sv0i8xriMgBmJ6cbsngYrnfHvwU0z4vaObLWNMS9iibejEFZID6qwwVJxg4xnvmuvAVHRqOS1T3/ry1HFytaxj/ALNHxDk8e/BfQ764LfaBD5ExJwXeM7Cf+Bbc/jXZXUP2kllAYjqAev6/5xUvg34Pr4S0GCzs7eO0s4IykaAFQgGMDB9c9TnOcmtqz+HqRqJHuC5DkMByQfT0z1q8RR560qkFZN3V/UVKhU5Umjlw7qp2swB6jOMe9Rxwy3DlVUklRyo/M8e9d7b+GbTAcxs0m7a5ccdfXnrgnnH15xVmKxso4HQxxq5z8wAwTjpz2GTxUrD9WzeOF7s8l8VfCG1+I+kPp2r6Wl9aSEuEkUjaRxuUjlT2yMfWtjwx8I4fDmnx6fbLFaW0ShEjVdoRR2A6/kPevQGYWyiTAAyN5zjj0z26HkDPBPrQzteXAjgia5mHCJCC7E5HIAySR7dK6Iw05Fdrt/wC1hobtHLnwDbW1xGJHmY56kgDsSOBn+tWofDFlE5H2dAwOwkk5xgcZHT6/T3r0LQPgH4x8Rxs6aNeRRMAfNu1W2xkcn5yrfhgnr6112hfsbapOEbU9asbIKuWS3hNwxGRkEnaOxpuKjvZfn92/wCBqoQS0R4xHp0SviNIixAONoBbk4Az1wT19u1SjKStGUQmVgApXnJ6DPX2x9fevoCf4F/Dr4deVN4j1e2MgJIGpaklqpbHZUKk+w59BnpWef2ifhh8OXkGiWT3rxqQDp2mbAxz3lmCA9OoJ/GueWLo9JOXor/8FfcaqnLe1vU8o0D4Y+IvEro1loeozqy4DSR+TEARn777R6dxXZ6H+yn4g1O5ZdRuNN0qJ1yyiRriVQf93C56fx1l+Iv+CiH9q6m9l4f0OzmvGyEjeaXUroc/88IFznkfxHtToof2hfi3EJLPRdd0iwcbg9y1vokQHTOHJu8c9lNL21SSUoU7J9ZPT71t80HIlu/uO8sf2W/C3hqza71zVr24gUjdLcTC0t2I7ccjp/e7VCfiX8Jvhs7GwOl3V3AcKbG3a8Y9OkuCDzk8v3965nQ/+CfPirxZex3fivxlplrcs2WFrbS6nPj/AK+LhkCse3yGu90H/gn14A0CJLjWm8ReLJwpYLe6mUhdlB+URQeUhzjHz5GR161jOtU+3US7qO/ya91lKEe1/X/gnn/jT/goBo2j3BjttPVWYERfbrpIn9sRpvLYIBxkdKybb4vfFz4sxK3hvwZrBtXX5J/sC6fb7ezCa9ZQfXKknmvbPCGveE/hjJ4tg0D4e2nha88L6S+pz2/k2ttcXUXkF0dWiDb428t03lmIdHUgEc3vDnxwu/GGj2siQSaPqEtslzHLJp09/pd+pRpWjiuFEbNIMD5SA4IOEfGTzfutbKUra323vvHXs+35F2lpsvxPEbP9kT4r/EScnxH4k0HQI3/eeWJZtWnYntsUxRgnnkOwrsvDv/BPLwhpmJPEOteJfEexWkcPdjT7U4Gfu24VwP8AekI/I113gT4iamPBap8RYh4dXXfOvFkbUoIY7CKQlorXOY50kjiKqxC53hjvBIA8s0T4peFvg1d3cqePItbuHjbTnhisXuIb6zGTFMxRY0S8G5keRmlEgUfcDYTelTxE7xw9NeiV9fxtZ9U0v14cZmOCwuuLrRh/ikl+qPTdDPwq+Avhe11bR9D0mCzuCuNS0jTHuhMHcRKzXaK2AXO0l5AATyQMkbQ+LES/ElPC02nalFfyxRXbGaMM0sLEKWSOPzGcRyEJI2FCFhk7WUt8z6P8fPDHw88Pafptjo3iXWLttMg0y9kvrpLO01u3jhEG2WzCyRMjKCuSDIAcCTip/iP8XvFHhTxRpHgvxBovhzw1J4cWK3ibU1bVJdKhmjQjzZC0rMPLKFlwzcAFcgAemuHswqS/eX+bS09H7y8/6T+ZxPiBklGLdObnZpPli2rvb3naOtnbXoz7F+ZlmdxuaMbGRVJPBHbPtjt39eak2IWnXCM8RDbySMgscnHuFOe/GPevkz4heGPjjouv3+jRyeI7/T9KhE8d7oMbJpctrs3RzxSQqsYjZBkdDxjGRiul/Zh/bJtW09vDnjq/u5LqRwNM1OVsrMT/AMsJW67ycBXOQxIBw2GaMXw9iKFF1rqSWrtfbvtsZ5dx7g8TjlgalKdJybUXNJJtdNG9e2ur06q/0PDIjoFKkpCxC7sA7toG32ByT/wHH0wvFHhqDWFuFl8wNKNhJzmbjkDPQbTnt0571v2HimDWrcGEkLk5wpIwB93HYH9MH0wYp3EjGGZI1eMDa4j44O7JwMk4J5PHPHOK8FLsfdnx/wDEfwLP4A8Q7xEYrO4ctC4J2wuSCUz/AHCTjP8AC3pk10fw58YFiiuzBl4KngjB5Fe1+N/Alt4l064s5YRK0oIOIlXdkHqAeCRgccZxnqTXzlr/AIevfAHiMW0qSKCcQuQR5wH8HP8AEB07sB6j5uiEroiSPpXwH4mEkaEsSB19a9g8HayH2AE4A9a+U/hr4u81Ix5mc9Oa928BeI96R/MCO3PNVZ9vwMme/eHdQOFJ4FdjpF6CF4K4P4V5d4R1guiksQfz/Cu/0O7BVTkgkVrZ8q0Fc7OznDxgg8Dv61oQuJB3APesLS7ggA5z+ta9qx6qQW700v60Fc0VYbQB1HNPRgcbsgD/ADiqqswAIOf5VJkbAwJABos/L8B3Ji4UsegPT0qFnyCADwTnsOtLuVsLz6UwgBSFAx7jI60tf6sA2ZyVOeAD9f8A9VY9/wCNNNsbp7WS+sDqGMJZ/aoluJmxkIqMwJZuMA46joOa1JeVyCQfUVzl38MfDF54lGuTeG/D0uuI6SjUpNMge8DqAFYSld4IAABzxgelNp/zW+V/lureuvoF/I8c8Y/tqeJfhjqPguLxb8OrbTbzxzqUVhZ+HbHxMmpeJrdJHK/aHs47fyWijA3ytHcMka/xseKfpf7XHiz4iRfE/UfBfgfSNW0j4Wa5e+HriG/157PUNbuLKKOS5+zxrbPHGMSbY/Mf94y8+WDmrfg/9gjwb8PvEuua3pGv/Eqz1jxLObjVL9fFd19rv2J4Ekud5Rf4U3bV/hArp9b/AGUvBuseIvEOpxRa/o134uRV106Pr15psesFU8vzJ0hlVWlMeEMoAkKgAsQBhKlZ+9JNXW0pba31smnqtm1payu2Nz00X4Ly8/Xz1PL9W/bo8TfEK48BXnwu8C6rr/hbxt4T/wCEpbW59GvruKyZpEWOyK24EYnwZSwaVceXgbtwz3/w6/aF1j4r/Ch73wjZaL4s8XWGpyaLqthNJc+HrfRrpS25bmO5jkuYiimLKiN2feGX5DuGq/7JPw8Fr4UhstAfRv8AhCLA6VocmjaleaXPp9phQbcS20sbvGdoJVywJ56kk9H8N/hJ4d+DeiTad4b0uPTbe7upL+5YyyT3F5cOcvPPNKzSyytgZeRmbAAzgACVTiuWSbctL3bs/ds7RVrO9ne/dW1VnzdOnp59+uhw37D3x+1X9pv9mvQfFeuWVjpviOae70/V7Ky3iC1u7a6lgkRA5LAZQHBJPNYus/F/xf40/bV134VaZqlh4Qs9D8KWfiG2upNMF9ea489xLFJ5au6osNuY0DqAXZpR8yADPqeg/CTwv4Q8N6to2k6DplhpGu3V1e6jaQxBYbya5z9okdehMh+965qtrXwL8FeIfD+j6RqPhDw3qOm+H4xDpdtdadDPHpyBAm2EMp8sbVUfLjIA9KbhHllCMn/deraSkmr66txTi9dL82trNKWqbXr936PX8ND5Y1f9sr4m+N/hnokGj3nhLw54k0j4pXfgHxRqbX1jZWd9FbRzYey+3mRRLOxtz5YEzoVlADAV61+zD8ctU1n4reLvht4tu9Z1Dxn4btLbWJ5pZdOvLJbS4LRxpHPZW9uFk3xuTFPEsuDuGUII9ag+F/hew8EjwzB4a0CDw3tZP7JTT4RYYJ3EeSF2YLEk8ckk9am8MeDtG8C6a1joWj6Volk0hla306zjtYi5ABYrGAC2ABnGeBSlThzc0JWs9FZvTmbV227+6+Ta/uqTk3cFLo1f/hl0S7q/zski8Xz8pyQPfrSODznaTj8qklY7gcAhTUbOWUkEHHWlKKTabEiLA25GDn86gk5UElcdAD/OpXcsGBAwP85qF92OAGz2xmpaQEMx2r2UD2qGVQqnIxU7Y4JGD61HJkgA4JpO1hpFKTBXJG4/oa534ieAU+I+hHTJtX1/R7WaVWuH0a+NlczxjIaHzlHmIrZ5MZR+Bhhzno5VZcnBANR4O4kg4PP/ANakrJ3X5DSufL/7Ofwf1Hw/+xh4m+HXxB0Pxlq9h4S1jU7G0t7W6ni1DxFpsd2bi0MMscqPIJFZYyDIoYKyv8u6uT+D/wANdd8WfFlvFMvw+8V/BsXukXegWGheHNIggs7UXCbEvdTuVkRZ5Ycho1ii2xEHDyZzX2Wx+YjOTUfLMGBG3qB2q5OnaSinFOTkkuWyvLmUUmmuWLS5V2STvYVpPd30s97vSzd77tbnw0f2ZfGfhX9lfwd4U0L4a3Gj/GbwTf2X2TxbYS2MdneNFdL597Leecs0kNxB5hkikQyMz4KEgGtv9t79j74r/H6x8T6xDqHhbXdR0aWC+8B6bHc3FkNHlt545g4DYiku5thjaaVtqo5RQgLFvsWZgvXdkdPTNQzyKIiWIAUZJ6AetXCrTjNScFJLo27ct78jaak4K7Si29G7ttthLnezs73urb6a63Sel9EvQ+ef2pPgx4v+NPwAs7Gz8MeGbfxx4svLCz8RahaRWyT6Rpzyr9taGabLNIsAaMbXJyxKdBXX6z4s8IfsmfDrSPDeg6TaWVhpcUdtYaPYsIjDCP4ySDjnks3Lkk8nJrB+On7WVt4bt5NN8OTxXN1yj3uA0cXr5YPDH/aPHpnt8v654nutb1WWea5knnnffLLI5ZmPqSeTXj4rMFClCgm5cisrtu192731sku1kvO/1WTcMVMQ3WrLli3e1rN+Xkvx1fkWviRe6V44+Jt/4qbQNIs9Yv3O+6jhD3O0jG0zvmTbgY2ghBzhRk1TvbmNkDqx+QYxnAOBk/jjH51k6nfLa3jI5MiqcHt+eP8AP6VTm1qFJULvgAjHPcHv9Tz+FeFXqTrTc6ru/M/Q8Ll9HD0406UbJdjo7XWRpyLIAPMVhuLdmCk/+hZ/Kqmra4JjLHGoYLJ8p65DBiD7cNj6iuc1nxPC8flRlRu2neexAJz+ZrKPipoVIAUuoHHXoBWaSjsd0aT3saF94juSNilgoHyk8t6j9c1zusai67pg5VR1yecE8fkaZd+KQ5baF3DK4HX1rnfEHiVJkZiSjnn8f/r0rLoaubjo0Qa/4gEdw0gAM8eCCD/nioLDx9/bERRwEdOq5z+VcR4q1eZ8vHKEdDx6CuI1PxlNaTG4hbyblfvKOQfY0PDOWq3/AK0M6lex7bNq3I2HKj1Hyn/P+NFeK6X8aReoyuxWdR869MUVSh0ehmsZF7s+oRdOYNg+YKSMjt/n3qN2d3J4K4PU5PTpiupj8IJHGxdyzng7flA4Ax19f/1VLDoEFtbq7xxFyeh5Yc9OOvtxX3kcM920fz5Gg+rOO+xyMyKQSGPHy4LeuP8APerEfhq6vMxRQuhxkMOhyOnvxXYxOkMA8qLaF9gee+R2zzUbTiGUqgBYDB2kDPHTntjJ/HitVQgt3c1VCOxztl4CkDq8txGI2PzMCPXn19PWrUfha1MW1CJGJP3gBgDAyeuc9eMYra0uymv7l4rSC4upmGEjiUykg44G3PPbHXJrrdK+APjDXlMsfh66tIpPlMlyVgVcnPzb8HsegreNBJX5dP66sqNOMdEefW+lwwQBVtki+bALEkk46fTp1B571ZEzQwlVkbcoztHCkA9OmMfy/GvZ9B/Yp17UfLGqaxp9qCcFYEe6ccZwR8gU85zkitC++B/w1+GCoPFHiyITRKC0d7qEdoH46CNDvz14zmpqVqcNKk0vn/SNIxb+FHgMk6lQWIjVQUEe7aRx07Y5Hf1q5oHg7WPFL/8AEu0y/ulDZRobZmQ5PTIG0DkjqP8AH2O4/aL+DfgABtC0qXWbiMgh7XSnJXjqJrgrn8GIrh/Fn/BTiIXKadpGj6RDen5Yo7u+a6uG54xbQLnPbAY5rL61BtRhGUm9lt919GV7OXWy/EXw/wDsteNdWuYzcWllpUbHaWvLlC2MD+FNx9D0GPrXa6N+xjbWVtJPrPiCURhdxFtbCJB7lpCcjHfArhLbxd+0Z8afKGieGvEdnaXYOJVsLXQrfb1yZLxhNjv8uT6Cr9l/wTo+LPxMniufGPibw3pqMwQ/aLq58QXKD6SGKNSP9lmHtxRKrX/lUPV6r/t17/IFGL639NvvOlvE+CXw4mVrjU9L1G8jGNn2mTUpOM9Yodyg5OOQMevesnxD+3V4P+H9m8ej6DcJaxhgGlMGl22Ox5y498oK7Hwl/wAEt/CGnQx/8JJ4o8WeJGI5gguE0y1z2wtuFkA7f6w816N4H/Yv+FHgO+hfTPh94dS8g2lbu+tzfXTP2KyzmRv/AB7nHUdawnPm0nVb/wAK0+adrfJjUe0fvf8AkfJg/bu8Y/E6Z18F6B9vVmCBtF0e51pkPQAzbRCp6dQKtRfB/wDaJ+McbJfWt3oVlMcsdd8QRWEZGM5+zWIcnjPDKOtfb3iTxTpPg+yL6tqmlaLaxL5YFxcpCmMnoCcAcdAOc15V4r/bc+GHhOV0/wCEkXU5UU4i060kmDMCMEMQEx3+92/OaVONV2o0nP1vL7rK6/8AAjlxmZYbCK+KrRp+rUfztf7jxbwl/wAEu9UaVJvEnxBhsklBaa30DR0hkB448+4aQt15PlCvTPA//BP/AOFHhrY+oeH7jxXcKSWn1+/nvUYgkZERYQgHg8RjIz04rNn/AG577xlpeoX/AIK+HHiTxBZaWu26uWzst8k4LLErkDbjqeMda8/8X/tS/E7UPhDF43hm8OaDpF/qb6RaxRQNJeTuiZcjzAy7E6ZODu7d69anlWYz15VBaJNtJq7slfWfVHzGK45yainKMpVLJy92LtZbu75Yv5M+qfD3h/T/AApo66bpOmWWk2QAxb2UCQQISOMbF2j8j+pqZtxXZJGomRlIVZOQGXHvjn1NfDiQ/Gf4y2AvZ5PFk+mSLn7VcznTtPIPOfMcxw45z1rjri98Sfs9+No73RfEWnLrKw7mudOuodRgG7IMUmQ0UhGOQQwHBBzgjqnwtWbfPWi6nbdv77NetmfOy8U6MXGp9TqKi2k5uysu6Vmn6KR+gpDcuWVWkJcnZkhTx0HqOee/GDis/wAU+JrHwd4butQv54rewsoZLiaUIWZVCbtwA5J47jtn3ryv9lT9sey/aD0i60fU4rXTPGOiBTe2keUiu42O1buAE5Ck7UkTJ2MVIwrKF9cvrWDXYZre4VLmGdWEkboCjrzuUnuCDjkEevWvlK9GdNum9GtD9Rw+Ip1qca1J80ZJNNdUz451X/gotp/xC8X2drZ+HdO0y9vtLll0q71krc3jWkpQFzAF2Rxy7VyrsxOFJQYNcxN8f9aXU7q18Z6l4tu7SKERWtroepQ6TEB02tthcGPaAAFUYxVb9sT9iuT4e63ZXuiRmK2tht0C/kGwRI+G/s2dj0QkfupCeGG08dfJ7L402s3hmey8QW08V7ppaFkcbJraQcFD7AjoePccGvs8ihglSakk2r6tJtf11slrqkrn5B4hTzaniYVcPOSp2S5U3yt9brq+173Xoe7eOPC/hLxP+z63irwX4W+1TQEWniF9R1W6udS0CZm/dzKEZIpIXAwJGjIDEgjPTuvH/wANfht4j+H/AILv9YHh3wLY674Yt7q11ewaQ3YvE3JPHJZIrC5jLqD5gMbqXI3MAAPi3wx+2ynwl1e7uNCnvrSa8tZLG4wIXjuIJBh43V9yspwOCDyAeuK5jxH+3UlxoenadOb25sNHV0sYLi8LRWgdtzhFwQuW5OOpr2KmOpRdo1dL3+1tZ6W20drdO67/ADWHw2KqU3J4LmlKKTXLBRumvevpL3le/VO1nZ+794fCi78UeC/iR4K0Pxb4m8N+J/hfqV2Ht9R1KaG/06OCIb3MTz/vbSVQuNh8tg2BtOKxvFvxt8H+MPjD4j8XW174h8JeKbi5uDHfpa22uaffLnYjLFKEeBmRVwwaQL221+fU/wC2FqmtzNFpGkrNK3QQQPcN+lVl8WfFP4kXq2dlYX0cspwIS6xSfhEv7w/gprnlj6KknBO9mtEktXrvda2V9D08PkGd1aSoqmoxUlL35uTVlZJNWkkndxtK6va71v8AaHxE/a/ufFfwdn8M+ObxNdngvhfaXqt5esLvTicCWPGD5sbgcK33DyD0A+bviD+0h4esrO4t0LXMbIyuSMLjuAOp/SnfDz/gmL8avjAUnubO9sbaUnMs0f2dcAZOTMVk/ERNXsnhr/gkR4G+FbJefEz4heH7Awgs0Ml7Gr8Y/jmwpH0hB9/Tz8TnKpRcE400+nX7v8ku57eC8O51qsK+YVpVZRSS6aJ31e7t3bv02Vjvf+CZf7Xeo/Gb4erYaqbqTUNJVIZpHYgzod/ly5xndhSGJJyYw3VjX2XZztPE21z8wyzEhh1BwuOnQep659vlbwj8fv2aP2X9HbT9C120vJY5AZWs7e5vJJ2GDuMgTawwAAA3HbaBXuXwP/aP8FftG6LJqHg/WjetZERT2su63ntPl4LRuclSBw2T0PPBx8dUdNybp3t3s7ffsfrcVJL3jsZ7bddM3lOUUqgHVyDnjB9x7dOnNcf8WfhbF420YwTRxo7kNAxGHDY7EkY7cDv+nZ+QrgxgFSHI3IwAYtz3P5c8g46ikvdNS9iImRFkz5gWTDKTzyecYx+hPvUp2Gz5V0o3vgrxJJp+oKI7hPnBxhbhP76+/qPx9ce2fDbxasqRguME4zmovi58Ho/Gml7olkh1K2y1u6nBiYLknjtyeuRnjBwceZfD/wAUXWh6lLp+oRm2vrN9ssZGB1+8v+yT+R4PYnZJPVmUkfZHgPX1KId3pxmvUfD2qLJtIJyO1fNHw38YiRY/nHOMivbPB/iJXVDuLZHatYqPLv8A195m2eu6XdByjZxnr3roLCUMuRz649fWuF0HUt+xc5OK6rTr8lhhicD8OtEVENToIpAcgEYHJqRl3g5KkfSqVrclm6jJ6c8/SrQkIUkHk9MVdoiTHkZ6AqR056U1hlcAEEn6Zod/lBUgkcnJ5pFkJBJ5AHXuKXLEoilJQEHHFRSBmAIwDU8jBjySMHgVXmbBKnnnsMGlyoCF1K4GDgfpxSiRcjJbn1FVtZvP7OsZ5xBPcm3jZ/KgUNLLgE7VBIBY9ACQM46Vw0HxA8Q/Evw1qcHhzRdX8F6zD5XkXfi3RPMtsM/zlYYblWkZVDcGRBkrnIyKTS6J/p99rL5h8z0TzDwACOR9alVw4wMAgcHNfJn7PXxz8e3/AMBPj/pniLxJd654/wDhX4h17TLbVLPQIri5eJIBcWEsenxFElfY67Yd3zlQpbnNeafBT9rTx1pmufBPW9W8c2HiHSPGTx6Z4i0XTPEVr4l1a9u7mL9zN9gS1t3sI4pAzTeTJKIgdhRgDIFNOKcrbOSev8js7aat6tLt6q9Rinpft+O1+x99BcAE4A60Y5zhcH3r4E8T/FXxV8P9Y+Jut+JviZp3iDVvDniLULqx8GR+Kte0HULm0DK1rYWsKJEsjFcKjpBcRys2PMxkr9ear8TP+Ev8DrploLzw3408TeFpdVsdMu4Ha60+R7fo4X5PMhlkVWQMCSpA9atUpRqezqKyu1e99mld2Wm6snZu+mqYm1y80df+Gud98yHcVbbjr2pr27mISKhKD+IAkfnXwJ8BJPE3wZg+GeoWN7r3xc8WSahaaXrOlajo/inSdVgicmO6vppL29ltYjEuXImgSNwR5ZU7c2/+FX63p3wI+KWmeN9E+I138co9X1a78OeKNI0/ULy41AtI0mly2V5bq0NvCB5UbW8jxogWQSJtYkqnTnJqPJZtxWr25ubWVrtKLjaV1dNx01Sblyq7ve1/wtte17p3XfXs7fdbtiMEZBI9+aiLDgdjz61z/wAKbjxFcfCnwvL4thht/FUmkWb61DCyPHFfGBPtCqUJUgS7x8pI9DjFbhYZyAfXH+fxqYz54xm42uk7PdeT1CSs2rjWwmSSSR/OmOPkwDx7jpSs5LYJJI7dKjIA6EYHcmhLsv6+8QyQDYfmIGfrVdgWDYPTrU0uSTtA755qEbs5A2g9am3kNIikRWOckgdPUVG7BAC2P/r1JJkMDk5z6dKiyF46AHFDT6IaOT+Jvxp8HfB+TSE8U+JdG0CXXbuPT9NivLlUlvrh2CrHGn3mJJxkDA6kgUfFL4veGPgj4SvPEHi7xBpXhrRbFSZrrUblYYxj+EZ5duwVQWJ4AJrgv20/2ULH9pX4IeL9L0qy8P6Z421m0tk07Xri1VZ7ea1uY7m3DzojS+WJE6DONzYHNdh8QfD2h6t4KN/410/RLp7DT5lubiW3Wc2pmhEdx5Dsu5d/3flwWGAR2rSNNe0g5P3Xe9o6pq3nqpc2n+GTe6QnzNNQV5Lbzvt03utfVC6x8cfCek/DzSvFNzrdtH4f1xIH0+7CSOL4Tpvi8tFUuzMmWwFyACSAAcfO/wC0T+1ZJ4v87SdEeW20gcO/KyXY9W/up/s9TjJ9B434b8Qaj4A+B/hPwRca1PqmmeD7FdOs3eMQ+aqltrsgJ5VSFGScBR755C/1mS6uXIBCkAk5yen+fyr5rFZjPl9nFrRWbS0b6uPVJ9L69z9NyDhSMX9YxCu90n07X7v8PzNXU9Xa5k8x269Tng1nXGpJFLksVIUZJPA/z/jWBq2rSwwDO5VXkcckdc/lWLd+J3XcpXDDoe/+f/rV5ifU+5jh0o6HRaxr5E6hASHAGQc89P8AD8T7VSl1RJlwSpJ9Dznpj8BXMvrkhQZJAPr2qrLriWyFmdjt5GD0oa7ClQsaerX5EjBCcLnp/n0FZOo67IsjFiTkYIH8/wAqxdY8ZCYv5bEDpWJqPiUzA4lQKM+9NQu9CnZL3jZvdZKMTISpB4JOCMf/AFqwdc19WjbDZAHc81gav4gIdiHLA889M/8A6q47XvE0iMwLbgOR61006DZ52IrK+jNrxD4n2xsQ4JFed+IvFCXbMNuD03Anj8abqficMjgsQffOM1zWp6uLt8DYW9M/Ma6qdB9Tyq2JWw/UdQQMHeV0YHiQHBHscUVa0X4VeJfF8TNp+iahNEvV2iKJ+bYH4A0V3Qwra2b+X/APIlWjfc/Vvw18FvF/iqFTZeHdWfzRjzJovIVhng7pNo4HJx+dddov7Fviu/ZPt1zpOmIy/MhlM8i984QYzj/axxXEz/8ABR7x38V7xofBej2l5Mz426DpF54gnB9N6gRj8VxVq1+Gv7VPxrgZpdH8X6XYz5y+s61a+H4Mc5Jhtv3+BnkMnQ17zq1rXVKy7ydl8pLT7z825Y7OX3b/AHM9Sb9lDwl4Fsxd+KfFZt4gBvaSWHT4sAY6uxPTHQ5rGPxN+Anw9UJbyQa9cJjm1tbjVWk6Z+YgxA98FgOPpXPeFv8AgkZ47167S68TeOfCWhSygMRpWlS6xdMT28+5ePnHOdh/KvV/Cn/BIv4b2nlf8JDrfjnxlOh/eQ3urNY2/T/nnZiLjnoWPT0NZupV+3UUe6S1+TXNF/OxSjHom/67Ox5P4w/4KT+GvAUDLpHhdLG3ReG1TUbfTY8+uyLzCR7HFcX/AMN0/FH41hl8E6DqN/Fu4fw54auL5VPqbmfdCOo5IFfcnw+/Y1+FfweuxP4d+H3hXTZkVSLgadHPdKf73nSbpD0J5b3r0AW4NugRnZSNuBypwcYA6gY9vWsJexbvNyk+9+V/+3J/ci0pdEl+P/B/E/Opf2av2mvjSUTV7S70i1nJyfEPikRoAeSTa2AkHU9CBzXU+Df+CQ+sgo3iL4kw6eswBe38N6DHA4OcMPOuHct9fLHXtX3TdWLTMAgBYncN2Wx2BB4PTtUEdmkRdWQFkblgwZs59e3PvSjXjC/s4KN/Lf1T938AcW/id/6+/wDE+bPBn/BMD4QaJa282p6Pq/i+5dSxm17VLmYMQehgDRwDp0MXQivZvA3wu8PfDLTVtfDmgaP4dszw8Ol2UVonI4J2AZxgckfj69RO7x4jAJ8wksx+8gHfjnH096ZLEyOZUV3R8EAcjOfvcHGAc9s4NKWIqNON7J9FovuVkNU472MzyHk3hWB3EjccsX9QVzx1HI45pLq2IDQhQApB2hhnIxknP17HHJ/C+ocllChSMFuvBzkgA+p75PIqi4+0lWIZjHkFtwBI6du+cn9KwsUz5n/bH/4KG2v7NnigaLb6PFqOoWttb6jf3eoTtBZ6ZFM7RxLgBmllcq+EXCr3bJwfnL4l/tNeOtf1a21DUPEmt6h4WvJA5tdNvP7OWWLOfJ3xqdpx3Ibv15r6m/bk/Y9tf2gvBMl/Y6fDdeIrS1a1ktXwi61aEljbs5+7IrZeN85VwR0Y1+c/hzxVe/AnVZPDfiES3mgXbOlvLcRlWYKSGjdeqTxkYdOCCMjHGPoeG/qylKOIipS31V9NdltordL73vu/zfxFw+YVMNCpg6koRjvZtJ7W5u6vffRdtz6F+B2q+Cfi5d6vomm+CNB0zxzcx+d4en1q9utTt9SlXJa1lEkioJXH3G27cggjpnof2d760b9nT4kR67pnhiwk0PxHb3er2+qaM8sK20oMT2+yFDNFtkQbPLK7GHUDOfiDxT+0/onhjX2k0+3vY/IlEkEguArxkHKkNgHIIyDgGsjxl/wUPvvEOp6neXs2o313rBVr5575v9MKjCmQAAPgDjOcV9VWxmHs4wqOzSWrk7WlF6eTS1Xe3dn51llLM3yVJYW8o8y0UIxkpRaTla2qbWvVNrRpX+u/E/hPwfbXl74p+E/jq40i50j98dM1O5bTb+Md2tLgkCdc8bGKyYHIYkV2/wAb/wBqfw94r8P+CNE1PT9P+I9rYaNHLrF1O1xZXceoyAGYxTqFO4AAEsrqxAJya/NTUP21tT1CXytOsbcSP90Ro0zn+f8AKqcvxA+KXxAnWG007VohPwiMotA2fTdtz+FYTzCi3GylKzunom9GrNrW2t9lql2O7B8O55KNSNKlCiqiXMruUd07qD5opu1ne6tskfYHxd+JPhyTWEmtb7WLTSraJUhh13Uku5oABgIrBVGwDAAC9BXkHjb9q/w7oMLxWjSX8i9ONiD8TyR+Fcr4C/4Js/HT4yslw2jXtnbzHma4UqP++pTGh4B6Ma9++Gf/AAQZuY4GvPHniu20+C3w0ybmcEc5+7sUdOu9hXLXzqpThy8yppeav/XyPTwfhhTq1XXxtRzb6JWXp6fM+WPBv7Xuu6N+0RoXiPRI0W50ol9sedjp/Ekh/wCebpuRvZs8ECv2h+F3ixvE3g3TtUMdxax3lrHcCC5GJYlcB9hI43YbkAZyT0xx8xeA/gf+yp+yXIkl54k8O6nqNoytmadbyRXXv5EAIJDdCyk+jd69M8Jf8FMvgzqHiK10W31ubTxcOIIbq60+a3sg3ABeRl+QE/xMuBnkjt8pi8TSrW9lebve9nb7/wDOx+sZZlywdCOHguWMVZI9w1/QLXxPoV3Y6hZxajYXytHcQTIu2cNjgjHHOTxnHUeo+c/jB/wTK8KfE2aWaPUpbZduxBdW0k8iKpAC+dHJHIyjPHmFyBgA19NXNsEWJDHbyB081W5ClGUYZTj5gfl56Ec55zVZCktpE4VZSQMFWUA4OSeOMDr0OP1HJSrzpu8HY66uHp1Vy1IprzPh+D/gip4JlQz6hrMflgbiRb3JJUDJPz3JGB7rjg9K831/4Vfsg/A+6aO/8X3fiG9t877fRrOG4JYD7okWLaMnHPm5H61ofty/tMfEvwLPq9/qcl5Na2GsmxvNPhkMVvp1g2fIkKLgyiRdhLSFgC5XAxXyR8W/BVvqOnL4k0MCTTLhd88K8m2JP3h3KHjntz7gdtGtiqusp8q02Sb116q3ro9epCoUYK0Y3sfQut/tzfAjwOFh8JfBW915kGBN4i1h2jUgDkQnzQRnPccenbA1n/grT8RW0+a28J6V4J8BWJPyR6VpETSDj1lyvTqVQc18rxoAjlnYyZG0DqT37c/n1rvv2dPgbbfHjxtdaPdeNfB3gSKK2a5N74luHtreUIV3IjBGHmAENtJUkBsE8iulYRT0qTb9ZWXz1UfwE6nLsl91/wDNnrepxftS/tIfC6bxpK/xK8QeEESR3vLaRobV0jJ8xlijK71UhssqEDDZPBx88Pdq90JiZWkJB3O4LE565/8A119t+DJfhh+z38PrjwpqP7X3jPUdCuA6z6D4H0m5+zuHH7xVmlZowGzzgKD3zk1Wl074H/CH4ep4u0L9mn4r+PvD4RZIdf8AF1/PZaaynhZCtuhjZGPQkbTnFdNLDYeLbopJK1+VOX4qKiv/AAK3mZurNr3vx0/N3/A+MV3bkBDL39NvJrtvgb8b/E37OvxCt/EnhXUXsb6FWikRgDb30DffgmQ8PGwXlT3AIwwUjY/aS/aF0/8AaB1rTriy+HvgjwBbaXA1tHB4dtJIBMjNuAmJba7D5sPtDHJBJGMefx20XlpguWQYPzD9KmcYzTVtPO36N/mXBtan6zfs0fth6P8AtF+F7e+jJt7iFUW8sCxJsJSp+UMeWRsNsbGcAjqCa9gW5je1UhCXTIOS2epIwDgYA/meua/G/wCB3xhv/gZ45t9YsS0sSfJdW+7C3MWQWQ+5xkH+Fgp7YP6s/Az4p2Hj3wTp+o2Ny1za3sSTJIOTKj/d4PIIAbjHBGOxz4leh7OVuh1Rd1c7iMzT24G4xIg+YsBuBJ6Dpxg45PUHpzjzP4y/CUa3psV5pxCappwYxTvkmQHnaeeVIx7emSK9XFva3UDZcsyjKNggxnjP1xk+nXn0qN7aOeP7MMBSQS7YCgYwB0xwR0Ocg4+uSdgaPBvhb8RGWYwThoLm2fyp4WPMTDt9O4Pce+RX0R8OvGyyJGS4KtjjIFeFfGz4YTw6mNe0iErexRgvAigJMo5MZI6EYJB5wQeSKf8ACv4mLd28Lo746YPBB9D6H/PSuiDumkZSifaPhbxIHRCXbHoK7fRdVDRqQwJPbpXz14A8brLGg3g9utereGvETPGhDAAVUXLa34ENHqunXwkOQ2D35zWvb3AdRgEYritG1dTGDuAI5PpW/Z3jZG5s4q03bYLI29/JIGOcHvUf8XJyAO1RQ3JkjX5uDz9KkYmQ4UgGjmd/+GHYSd1yMEgj8qicB1UEAA85xSuxZMfz61DJgZAwVB/EUk3b/hgI5fnVt2ME4BpiqAmOSelSPkYIbI61E5IwScKfXpQ2/L8ACOGONi4RQznLEAAscYyfWiGNEuHlVBHJMMO4UBm+pHJ/GlCtnCrkjngZ4pVYsPlO5lGc+n+FCnLX/gBZEwnlVCI3kVTngMQBSISihVyEbsOR+VNPAJORu/SmQXUTyTIs0bmB9kgVgxRsA4Ydjgjg+tK701/EdiwGZ4yoY5H4/hzUTgqCeCO9Zfizx7oXw/0xb7xBrej6DZu4iWfUb6K0iZyM7Q8jAE45wOah1D4i+HdL8Fv4mudf0S38OJEJjq0t/ElgIywUP55by9pYgA7sEkDqcUufW3Nr6hZ7mqAOQc/y71CWIzk5xxn0rD8B/Frwr8VBeP4Z8S6F4hFg4S7GnX0VybVmGVEgQkoSORkDIzityQhpCvqM471SldJp+W43FojkJIIHIHYdKjbOCSpI9c08su4cnJ6mkfhcrkY681Ku3uCRG21lyWGB+Ofaq7SllPJB71LImSCSSAfWoS21ipJAA71PzGkMY8E8E9KhOA55GDU8iKhO0EE/jioGTGeASB3pNef5jIp0DSHnnvivnL9vnxrPpvhrR9FiZlivWe6uMHHmbCAgPsCWP1Ar6OZgFIAHB/CviH9sH9o7wn8bPH9r4b8Nx+ILrVND0ufVHvJtJntLC9tlmSKQ20koUz+U5Xc0amPDcOSCBnWpydGbXa3zbSS9W3ZeZ62RSprMKXtdr/kn+R4P4g1iad+CGC8bevqP8axm8QGHCSEKTxnHqQf5tWf4m8RnT7pjvKleeOT9f51xuqePEjYu7neOmeAen+FfFyg0z91p1qfIkdLqeotKm2NiNxHOeOgrAu9RSEsrkcHPvWLF8Q5dWuBa2VpcXlyRgRwRtI/5AVpWvwq8a+IzvGkLZRvzuvZ0jP8A3yMt+laQMZYqK0TIL/xOlqTGFJPY9Mfn/nmsbVfETNGSdgB5I5/L8K61f2V/EeoLmfWtKsyeyQvKf1K1m6r+xxrE7gy+NI44M/MItMw5HoCZCB+R+lbRcerRx1MXUfwRueca54lhgJBJDAn9P/r1z9z4ot5pliWdXmbgIh3OxzzwOa968Ofsf+FNOZZNQh1LxBODjN5esEz3+RAikfXNej+F/CGh+DbcLpuhwaXHjpb26Jn67eTXqYajhZW5qqXyf62PncwzTH017uHk/u/Rs+ULD4T+LfGpB07Q9SWJ+RJcKLZOvX5yCR9BXTaJ+w94j1tw+q6xp+mxtyY4ImuHHtk7QP1r6ij1WxXgSorDswKn9aJdRjQHBBB/KvocNgMK1eMub5/5HxON4hx9+WUeT5a/j/keJeHP2C/CGnFZNSfUtYkHXzpzHGT/ALse3+Zr2j4J/su+HJL2WHStH07TorZQzywwKJOeMbuuffNVrnXkQZLA4rpPhD8UU8O6neW7MALpAy5PUrnj8jXZUpwpwvBJbfnqeK8Xia07Tk2SfEr4KXMGow6Vo/hLQNXtokEhm1HUZYZCxzkpGincBjBJ/vdO9FbetfEW1utYh1B4ojeW6skchPKBuo/GitJY6MUo04q1url8+r9enoehSr4mEVGK/wDSv0kvyP0tj0z7HGkMG6O3gG2OIMEWMY6gDAHXG3HGKgaEyqXHIVc5bBxjnBHr1Peta5thM5V3AYL91lACcD6c5J//AFVBJCFVAzRgMQBggqxIPGfX614L3uzzFpsZc8AchYw6YXJMhCqM8AdfbsMe4PFROhW3dcr5jKCAQMMMngY6Grs5jCK4CPJnGG4GcdwOMdvx/CqrMcBVMcQX5cMw4yMjvwc5z65obKTKeHUPHFGY3ABchjnOO3+PtVc2W1GBd0I5YZGR3Oe5GKuaqkkiFiWc5xlcAJ7lu3bn0BqGG23LI5KrIApIHOOOSPxxyB14pLuMqpGxVGTYwXo+QFPJPT1yB19PpUHlukp3MSB8yrswQen4rx/npV025aMCEBhkYPUHtjg9fXHTPXtWP4u8U2HgHwxqGraxew2OmaZA1xc3DjcsSKOSQMk+gAGSeACTQ3ZXY0m3ZEyyncihQhZCoLPuXrweeuTzjn+lRyExFym9sjJKnGAeMZ/Mnvx9aoeHdefXbWW5fRtR0mAANCbwRR+fkFs7BIzoeASJFUjPQHIrl/h98Ur3XvGGpeGPEmi2/h7xDbRLfWsMF011b6hZthBLFJsTLJIfLdNuVO0glXFVyycuW2tr/wBefVrdJNvRCT0udhAys4EbKATjGwsWBHAOQBnv/wDq4qXNsXaMBX3A4B4BAxjHA6dRntxxWd4w+Knhf4VwNceJvEeieHo0j241C9ittwwefnIJA9MHnmvCPHv/AAVg+B/ge4aJPFkniW42lDHpFjLcAf8AA3CRn/vo/lWSqxk7Rd32Wr+5XKUXu9D6HubdljWJgJXBG9v7pzhfxOAMV4r+0b+wv4J/aGmuru+guNMv7xszywxJLDfMAAryRPwXHADoUfHG7AAHhuv/APBcbwrbXyR6V8P/ABJqForbWluNQgtpGTviMK4z6Zb05FfSn7Pn7TXgf9p/wjHqfgzVhfvbqXvNPmieC+sSQA6yRsAW2k4Z4yyg4O75hnpjTqJe0Sat5W/4JjOMX7srO58lat/wQP8AAV5qhefWo2UtllSzuwy+2GvCAeD2P9Kw/GX/AATU/Zb/AGaCj+OPGGn6ZIyho7a6ktYrjpncYiksxHpjPsa91/4KF/Gzx18PLHTLLwqJLNNQ0+7mSe3/AHEt9dQ7THaJJyYsoWY4+YkEAgAg/kn8QPFMv7UWjnxfKs48WxN9n1a2ld5JJZF+UZLktnAGM8nBHXArWjjMXVfuSslvdX6tbadVu3tZ2s0yFhaFNWUfu0PsfWf2qf2NfgsZIPDfhLXvGU0Jwu2GcwTDuT9okRB7YjNX/hT/AMFDfFXxb/ty1+CfwX8D+G7Pw/bLPdXl5cebLbxO2xWMdsiSSEtwdokx3wOT+a6qFUtvUl22gA8/l+PXjvXV/Cme/wD+FnaImiJaS6lNfxQWsVzIY4J3eRUVZHypCEkbskYHNd1HCyqTUKk5T5tEr2V3ovh5fuvYiU1Fe6krfP8AM+5PiL8dvjfrXwq07xt4o+Kg0XRNRDx3Nj4a0q0s7mxZCVltGe6kglN2mFPkqXYq4YEqRnwH9pnTbPxJ8JvC/jXw/rvjXxTpOpySWmqX3iHWVurmxv1AZrSS3VAIvkxIkgdxIrHGCjAfSHi34HfGLWfjLeeA3/aA0DR/ihJptrPD4bsrG7060nihhIhS3vDGFaRY2YbhliAwLEKceTfsNfsyaXfeOfix4n+L2hSX+l/CnS7m41Swvp5UM+pFmCRyOjgudyOSNxDFlzkGtPqtFOUowjGKTnfSTSjv72rd9rcz95pNtbpVZO2rb0Vtt9tNPy2Pl2CdtqBCBgDGBgrz096vxsHUxsWIPPK8kH1H07fSvYvCX/BO34r/ABEj02/g8PaPozeKIzeaLp+pa5Zafd6lG3zj7PbyyrIy4IxkDgjtXl/jLwRrXww8W3ug6/pV5o+saZL5V1aXSbZInHPzDocggjBwQQRkHNbShKD5Zqz7dU+qfmuqBST2dz6R/YT/AOChupfAe+tPBfia6abwTcybLadgXfRC3Urxnyu7IOgyygMpD/pFoOvwa/p0c1tiWLb0EyyDG35SpBIII5G3gggjjFfh1eWS3sbK0hgcKSrBQzBgMrj6kAZ7DP0r7Z/4JUftgvr+lzeBdaui1/oUYbT3Y7ne2U4eH1JiyNvOdhIGAgrz8Xh0/ejv/X5GkJW0Z9NftOfs7wfGbRpru0tLaXVLe1e2e2kGIdVtmJ3W7k8YOcqeMNx3Nflb8RPAOpfsmeLwqpdXXgTUpmhglmQl9NkOd1rOOzDpzww5GfmB/bDTQJ3ilXerMAuVcptODzwMk4z0ryj9qL9lDRvjZoV/LFFpz393bhLq2nXFtqcf3hHLj7sg42yDkHGeORy0K/L7sthzhfVH5A+MvhlFdQnVtAIuLRzve3jO4wcbtyc5ZcZOByBzyASODNqwHBDHOcjqD/8Ar/nXuPxp/Zj8dfszeJ7yLw7pmo6xpCbt+mSx+ZfaaoP3GQczRZ5WRM4xnKNyfAdd17Xta1OVH0rWIrtmOYkjfdnPcMrN+Zr1acpPZXMJNdWX45XwEIZmByuB0x1+nfj6V7D/AMNyfFqX4Jj4eTeOtX/4Qs2YsDp7iH/j2AAEBlKeb5YXjZuxgYxjivDovh7441HDDQNehRz9+6SSBD/wJtgrp/Bf7HPxH+IcwFlpIckgEwq14w/GBZCD9SKcouWjX3kprdFKfxPZAlnuUd1UKRGNxPGOdo9KoXvxKtbQERRKTjgyP+uFz+pFfRfw2/4Ix/EjxrHHPqUd1a27DJaYx2yL+LM7/h5VesWH/BLT4S/A7MnxC+InhXTrmHlrVrxLi4Ix1AdgrAn0hJ9qxqVoR+OaX5lxUn8KPg1fF+seMpZLTTLW4uZpFKfuo8LECME8dOP4mOK/Sj/glZ4Z8X+FfhqY9bhlXTg4NiJEIDK3zOyk4BTeCQc8kkjINVdN+Nf7K3wHtYU0ewvfFt5akMjpYSSxswx0WcJEuDn5o1FHib/gsbptrbtB4X+HpAAws2qamM5HAOyJOMD/AG+mevWuarJTjanFt92rfmaxTTvJn3HaXU86osbtLEhxscMu76kE4xzwcDjHPSmXMolMgRVmEyqp2ykkcHdlu5Axz6Ae9fGf7On/AAVlXx38RrTQ/HWlaNoOl6nKscOpWc0kcFlL0Uzq7MPLJ2guCNo5IwMj7UvomtBNGzMZ0IACtkKTzuzkhwQeo3AjHbBrhnCUXaasWn2IZNLhvLcvJtaNgF+clflIJxxjrk+/THHXwf4reAZPAmsSa/pMU7wXLb723Vdo68uB2K8j0Ix0yK9/jhjRGCBRkhS24KAASOCcY54ODycfSqWu+H4NTiV5AG3KT5km0tz1A4HIzx17+maUWJo83+F3xJS4ihdJleOQAqQTgive/AnjcSxKu8gn15/Cvkbxx4Ym+C/iT7TAHOhXr+Yx7WrsTlsD+Enr784659Q+GXxDUrHlgAO2a2SRk1Y+vvDmuiVFIfaPUCuu0zUg7ZDDkD3rwvwL4z86FAHBJ7dK9L8Oa+ZggByDVx5RHotje78ZJODjIFX1mOOmQfpXL6dqW4D5yVHUVuQXAZcjjHHtVJRAvuMggMCR1496bgFMHOT/AJ4pkcwbOCCOoqQE4PcfSmlHp/X4gV5cAEDAx+P+eKick/xZLflVpiAM/Nk/h3qrLlVORz9BSaX9f8OB8Tf8FFv2f/jd+0P4I8fLb6fp99omhWwvPBej6H4lntrie7gdJhd3cItv9KuG8vZHb+asMe88u+HX1r9oH4A3/wC2d+ybe2Xi6w1rw7r2reHLvZoFj4huUtFvJYCYDchFg850fafLlUxqxIIfAavcdY1a18P6ddahfXFtZWNjE9xcXE8ixxW8SKWeR2YgKqqCSTgAA+leCftIft9+H/h18HJPEfw91fwR8QbyHWLDS7q3s9ehuWskunZBKIYGaW6lG0lLWLEsuG252mrhOEKkaqWsbu1lqtHbV62tovN9WOzceW//AAOhasrX4zeM/wBibwDYeHk0vwh8Qb3SLC11+XXJngutLCwqlz5GyGdBckqQjOjIm/ftYgKeL/YP/Z78f/su/tA/FrSbnwnpOm/D3xPPp+u2V7H4luNVllvPsjRXSo80KSzzPKiPK84jG5yVL843vhl+2hr+sfELxx4T1vw8ral4d8PnXdBuV0y+0O48UkRuZLe30y9H2pjGyqGkjZ0JkC/K3FY/wl/bK8f2Ol+DNa+L+mQfDjSfEhtba5iu/BF9bxWt7cqFis2vGvn8lvNYIJJ7aNHPAIJBrBU4U6Kpcj9y3quVJ3dnb4Xq7fC3e1nbTmbk3ff8b9vmvvOh8e+AvFmv/tQfDv4zWngrU9RtNJ8P6l4b1Dwxe3NgmraO09wkiX9vunNq7kQ7HVZw3lyLgkhkHl2u/sTeP/Gt9491nRtI0/wjpjfETQ/H3hfwjq15Cbe7uLOELfef9lM0NuLp/nXaZCJI1dlGa94/bk/aI1b9mL4DHxNpFlp9zfXOs6doqz6iHNjpgu7lYDdzqhVmjjLDKhlySo3DrXL/ABZ/aL8dfsx/Gnwz4X8RRaX44s/Hem6wdFnsNOfTLyDU9Ps3u/ssiebKkkU8alVZdrIwwdwINdOs37NK6krtd1Zwb3VrRum42ajd6XbcJ2XNe1v0alb79deumuxcl+GPjP4jftu+DPibN4dXwRpvhzw3qOja0LnU7e7vPEP2homtodtuzqYreRJJA8jA5kwEGSa933ljlQSfTua+O4/2vfiH4W/YS8HftD3fiDQ/Emk6lDp2o+IPD8WkJbW1vbXVxHBNFaXCv5qzW7S4zKZA5iYFUJr6+MnmqsilgrgEE9cY449axjUU1ztP3knfvZKPrdK177Ky8lbg4+72bX6/qS8sxIUgZ/P2prqSw4JBGcGlViNxywJGPrSPtCksSBjHWi8e39fcTYZJkDPynP5VDIpIBJwc/nUvmHAwQT27EVCdrZB4x60OSvt/X3DIy4LEZIHqe9RzMVjOOQeM+tKzgSMCRjHQ9KxfFfjXSvB1oJ9Uv7axQ8qJH+Zx/sr1P4VLklqNI0i5c5JCj1H8q8u+LP7P9h49+NfgP4h3WryaZc+AYdStZIWjR7fVLW9hWOSCZnPyqpRXBGecjvXmvxf/AG7ZIbySy8JwRxQxfJ9uukDu59UQ/KB7tnPoK8A8afGHWfGl0ZdU1K8vnB4EshKp9F6D8AK7KWEm009E018mrP8A4fdPVWaMZVVdPsH7aH7LvhT7dd6n4E8VWQvp5i39kCCSSCPOMhJlyAM5OD64HQV4Z4O/ZBme9S78W64s0Cnd/Z9lGYg/+/KTnHsAD7ivYdM1cmGa8kYlYjtXuS2M5/D+tZxv5vEF5sUmO2jOST1c+/8A9avm+IK1CNT2cY+91fm/wv5n6ZwtHE1qCqYib5ei8vN7+hd8N2mi+FNLFno2n29nEv8ABbx7FY/7TdWPucmtz+zZdStxIrxWwZeiwM5/E5GKwRex2nyxKqFfTgn/AAq3o+uTSyjD5A/hz1rxIU7n2EqM3G8NEQ6i+paKVZoFu0cfeVTu/LFOtL6DWhmcMMfeGACv5iulyNVtiVIDDkg85rl9XVdL1kF0SIXC9uMkd60qYRwp+0g9tzOFVqVpEd3okMcgcGRAx4woP61B/Yyx7tqOuRxkZJzU2o6iIY1CupOOh6ge1LpuotPiJZCpIx9/A5+tYXXU9By5oXMbU9LQsyMrsAcYYY6VjXehR7T5cs0Mh6KDx7D0rvHs3vIdsETSEkjcCD+eO9YOs6Q9vIcrIGHUZwK2pyafNB2sefXo0qq5KqTRxV/4W1eWJ2tJknKgnDjaT+Pua888aeLNV8ETF7+1ubQxniTGUBB/vDjrXuFrIbOUMEdSvIwcE1av2tdctTFeWgkZxtBYAjH+Ar2cJnU4e7W1R8njuGaMnz0Fyny9qP7ViQgCS4APqDkGiur+N37Efh7x0zXFglxpFy7bmlsiFDjPQr0//XRXbz4ep70alvKz/S5xLD4iHuuHN53sfvXJKJPN2uwjIyRvHT6YquiiWMTLtby8pvAztA4xyOORj61wvg748tq/xT1vwxqUXh+3h06OKKPUbPVt6TXjli9iInRC80aBHZkyB5ighTkV1fjP4geHPhdpTXHibX9F8P245Emp3kVmpxnozkA559etOU4xgptpJ7O/9dNu6aa0aZ8Uk78vX+v68tnqSPIZNoChgoOCDkr7fof5c0K4MZKEvHtyPmA/qOcj8eK8D8b/APBVL4H+BmeG38XS+I542K+To9jNd56/8tSFiYe+89a8k13/AILh+A9L1uIT+B/Gx0JJCbi+H2eSeBD1cQB8tjqcPnBPB6F01zP3U/Wzt9+34jatv/XyPsufZucPGrSQgYYrk4PQ8c5+vP8AOqVxCvlRsJJHYEMTtb5gB3zwMZ6fWuS+A37U/gX9qbS93gzWjM72gvls7i2a2uTFjPnID8sqDPJiZtvO7HFePf8ABR34v+NPh34P0S18KzXGnRasbiG4vIXCTNMsY8m1En/LMSAOdy4PyAArk5nFOeH+OLu9l9/+T9XorvQKdp7M9E+Pf7Wvww/ZiynjvxxoWh3LIskdrNKZLtlzkMIYw8mCeh24OetfIXx2/wCC9PwVj0bUNJ0nwz4l+IVvdxPA8dxax2FjcK3DKxkLOVYcHMfNfmx4t8a3f7VelX+pavbvbePdInaC+hklLy3AUkbSWJO7jAyckqRzvWuf/Zu0zwJcfGLRYPiWurL4PuZxBfy6dcC3mtVY4E2SjZRDyygBtucHI57sBlNTFTVKrUSb2tazvtq1K99rq2vYitiI01eMb2+/9D6d8Zf8FtvGks8Mfgrwvp/hS1s2U2i3mtajrBtwowoCTTeThRgAGMgbRXl3i39vz49ftEaoNPufHHi3UJb9iEsNHBtlkPXasNsq7h3xg9K+lv2r/wDgln8KI9e0vSPAHiRvA3iDWLRZ9Di168a50bxUhVT+4vDnyp/mGUbIIYFRg5rz7/gm78FPGP7Mf/BTnwNoHjTQb/w/qci6hEizqPLuFNhcfNHICVkU46qSK9TAZThqtf2VSN9JvW7u4xbaXNezurPquq6HPUxc1T54vovLT5dPwPmz4ifDbxd8PNehi8Y6Jr2i6lfwi7iTVbeSGaeJiQJP3mGIJBGfavW/2Qf2Nrr9rDRfFceieJdNtPFXh6yN5ZeH54GM+sxjqY5MhVAPy9yCy8AHI+ufGepaP/wUhtfiD8IdfntbL4rfDvVtQl8KahIADqFskzjyWPcgKEf22P2avmzwp+1hpn7IHiKKz8M/BzQfDnj7w6DZ6hq+tale6jdLcquyUpEWSOIMd3y4bAbGT1N4WrScPeVlOKcLb8sldSW0fdfuzTvZ7R2tNTmvpunZ+q/HXoeaeDvhn4l8XavNpOj+Htb1TUbVmjntrSxlnmhZThgwUEqQc5zjFV/Cfxg8Q/s5eOLHxb4Yv57G+sZ1a5hC5U4O3LKQQw25VgRhlJBBFfX37Zf7acPxs+DfhbxN4E+JOo+GrzU0MOveCLS6e3eKbLb590ajcC399vmUqw53CvjPVLNtSSVp90plJLlvmLZPJ561LcudxtZxdt73a6rpZ+r9b3Q4u6v3/r7/AJH6qfCn4t6B/wAFBP2cRKsaWrvtS6jSQ+dot+gykkfX5QfmQ45UspyQc/nT+21+y3r/AMCfiRq/iyw03be2w2+KdMgQ+XexE8ahAO6kYLAcggk/xE5P/BPn9qCT9lr9pCPSb29ZPDmsTLZXoJ4SIupWY4/iiLKfdSw71+tPxW+EGl/H3wqiXRFlrUG5tO1FRloHP3kYH70Z5DITjqeteZiaaoyjXpL3ZX07NWuv66W1vFNbwlzLkluv6/r/AIJ+Gvibwhb/ABB0xNa0J/tNxKN7woObocnev/TTrlf4sEj5ty1xyWwt2VlLgbNwbsSDzj2z0r6d/az/AGMfE/7Onje/1Hwzo7rHKzXF/wCH4B5iOM5NzY/34zxuiHzLjoMDb8rePfjFF4i1aSSSG5srxWKyiaFZJQ3fex2uzZ7vub1Jrop1lJJx/r+v6s9DOStoz6J0H/gpf8X9IsNGim1vRdV1Dw7H5Wl6rqehWN9qmmJgjbFdSxNIOD1JJ969J8a/tHaT4f8A+CcjeHYfFVv4h+I3xX8SPrfisrKZbm2gRgUSZsAbmMaHbnI3twK+C4/Fmp65cEWgv7yVj92C1XP6BjWnD4C8ca8iZ0jU41kOFN5L9mU/g5QVvOU5QlFr4rXb3spKVlfZNpN97ExcU0+3+VvwufYGn/8ABSC31T4feEtG+JngjRvGt54BaL/hHtbbWZ9H1G0WPaUjeSLJlVdiDsTtHOea8m/ay/bnuP2ofi3eeMtct7WO9uooraO20+ExQQxRrhV3yHLH1Ykk57AAVz3w1/4J2/Fv4qzq2n6Bfsj4O+3sZZAATx+82iP85K+hPhn/AMEG/Geo7LrxZqVpoUAXczXt7GrYB/uRFwfp5q1NVyvzVZWs29X1e77X89wi19lHxrrvxvu7qJ4rcRW0bDGI/wB45/4EwwPwBr0f9g/RfGt7+0d4c1LRbK689763cKVIV4Q4EhP/AEz8ouGY8ENjkmvu/wCH3/BNP9n/AOC0iv4k8X2us3UJAMWnhgG/GPzJh36SD+leweE/jZ8JfgnZyWfg7wZcKj5814o1tluSBhS0jFpG+rDI5PGcDJYimnzRvJ/OxThJ/Foe8fDtriy0FEuo2Eh6pkDPOfpnPPYgkdM1uNE8JZmZnBxhmwBnBJJz1zjp75r50/4b7v7fUFaLwxaizHDRrfHzinoG2bcjrggjp0617p8PviRofxO8OJqfh/VY7+1EojnyGSawlKk+VLGwBVyBxnKttJVmAzXmTpVIq8lY2Uk9mN8W+CNF8ciG11nR9N1e2hbdsubYSiLI/hJ+7jB5z2FeY+OPhF8Jfhk9lLr+mWFit/cGGPzruVkGFLZ8sycqNvOFxlgO9exXikwIWMayFsKHT5sFunHQcDrgYr89v+CkfwZ8Zanrniq60bU7pdS8RvHe6TdRMVFxFHGok09HP3CNpdQMBsn3pU+dvli7BK27JfjN/wAFJ/hr8C/FF9pXg34Q6dqN9akxjULxIbKJ2BYb0URNKRkHBJXOOgrxL4gf8Fgvi94nWaDR7rQPC9s+AfsGnJJJwc8NPvwAfQCvItE1iD49+BEhvttt4k0wGJjIpUkg4O4f3SRgj+Ej8G801TSp9Iv5rW5haC5t2xIrfeU9/Y9j9Oea9GnhINe+3J+bf5bfgZSm1sj2nR/FPxz/AGxL3UobG+8f+OXsYvtV9FaSz3KW8RbbuMSHZgkgBQuTg4HBrzLxL4W1fwVqj2Os6VqOjXkZw8F7aPazD6q4BqDwN8TfEvwo1Nb7w7rer+Hb9SP32n3kttI2CSMlCMj6199f8E3v2k/jt+2P8TU8K+ItQ0Xxt4D0pVm1yfxLotvfLbQ9FRHwrNNIRtUMWxyxBCmu+hRp6RhG3pb8rL8zCdSW7d/6+Z5X+y5/wT1074kfsy+Kfit8RfEuo+B/CWmQs2l3ENmk8t+ykh3CMy7lL7Y0AI3ux5wtfLd9NCt9KltJ5kYLCMFMNjJHzDkA454zz3r9GP2yf+Cg/wACfiDrV38JNf8ACXifUvAnhS4W3tb/AML6olnHHNEvlny7chY3ijOVQsxHBIUAgn5u+I3wR/Zv1jwPrGueCPjR4g0vUdPtnnh8PeJPDjm6vGA4gSeHbHuJwM8gdT0qpOEvhastt/vva2vTUUXJfEj53aZ2BO5mHQc5zgHj8uK+tv2Av24L7w3daf4G8T38klgCINHuZnDi37C2cn/lmTjYTwpOPuklfkE3TYBG0qmdoyWC59KmMiR2ruoSNoyGDtkZAzwR3znHauavRjUjZm0JtM/cbw94jh1GwDm5YA4DFvkbAGCG/wBpQMZAHTFbENv5cqvslPm7XG8EKxwfmOfTPrn5TXxv/wAE5f2tn+KvhQ6TqN75uuaCywXJlUu06HiOUnuxA2ucZ3Rg5+evsaw1GK4hAUGUugETvySSSRkgdTxxkHjHtXiSVnZnRYwfHPhS28U6VJbzxxFLhnjcun7zgg8joB7dMg14FPZXfwW8YLpdxI8mmzOUs5z0Rs8wk/ltPfp6V9LyGKeQurSTY4JAbenAGMcAjBxn6etcr8S/hha+ONElt5onlSYGMdthG7sDywySMknjAqovuS0J8NfHwKIPMAYn+le3eDfFSzRR5k2ngf5/OviTwl4hvvAXiNtH1QuJ4huhlb/l4j9fTcMYI9s+te/fDrx4sqphwAccZq7pPYzaPqTw/rY8tSGBB64Oa63TtQUgMCTx17GvFvCHipZlUb15/GvRNE1wGJVwVA/IVcZq2wrHdW9x8yhSxFTLKGJ2sSwH0rF0+9DAZJwTjINaMMwJOSSD6VSlfoIu796ZGCAOc1FIC3AIAPXI4pFIIyWJyOcUDIySOOufSnfyAhuUXbwxVgc4IxXMfFf4QeG/jX4U/sTxTpMOr6YLiK6SMs8UltPE26KeKWNlkilQ8rJGysuTg9a6mZRk4GAeRUTRlQc8ZIzn+dOM2tl+Y7Hnmjfst+C9K8cQeJbiw1PXdetLGbTba+1/Wb3WXtLecbZoohdSyLGJF4cqAXHBJHFZ2j/sVfDTQotJt7bw/dnS/D92l9pmk3Gt6hdaTp08bb43hsZJ2tk2N8yAR4Q4KhcCvUFmZRkgjBxnrmlDbhk5B60Ptb+tvyKV97nO6p8H/Des3fiR9R0iDU4vFsMdrq9vfSSXdpfRImxUa3kZolG3ghUXd1bJ5rH8F/s1+Avh/wCKLLW9J8NWsOs6VbvaWF5cTzXk+nQuoDxwNM7+QjKMER7QRwcjiu58xWYglgWGM4pN64yQTnocdaHKT0t/Wn+S+5dgscDcfsofDK48Qtqx8BeFWvZL7+1Cx0+PYbzdv+0mPGwzbvm8zbuzznNd6CXLZOSDk9yaNwXAGeevHWmqGDEYwCD34q4yk53ktX+v/BCySsITlAVBBBPfoaa0hCjgD8etMml+zxNI5WNI/mYsQoAHcnsBXlnxE/at0Pwi72+l2154jvegjtEYQof9qQjAGfQH+tc9Spyq87L5WKjFvY9QeUlACMkjt3riPiF+0F4Y+HReK+1JJr5Rj7Jajzpvxxwv/AiK8H+IPxy8R+OrT7PfazH4fin+/aWZAlA/uZBLscdz+Qrz1vDNu8ZS2S6ckf61lCA+pweSeueK82tmsVpTVzrp4Vv4j0z4gftg6zr6SQ6T9n8P2hGDOxEs/I9SMA4x0GfevB/GHxb0+81MaedRn1LXtUYxpcXMuFRipx8x/EDPU45rb1LwPbZb7VdQojHoX6ng8AAnNcxq3wW0DXroERvICTksNu78zmuGOIqVZc0ne23Y3lTjGNkv8zz+fxAZP4hg+tUbvXhgkuBis/4jaJffDrXJLO8BeJiTbXA+5cJ65/vDoR689CCeQvdXN2fn1B7SPqRFAJHP4scD8jX3kaycVJdTw/Z62PX/AA3qrHw5FJGysY5nL5IwBwe/4CtO/k8lj5YURt2QAA+4xXmHww8S6fKLnSBc3zNMfOV55AWkOMEKAABxg474r0m5ujdQAkg71HQY5xjPsa+AzSm1jJt9dT9W4dxEZYWnborfcZWo3ZjbepLKe9VLfxLiYBWMbj+KpNVR41OAdx79j9ayUtDIQwXD9x7VjCFz7KOLjy2Z3Ph/xeY5FMpIyeueDVj4mX8E3hqO6En72OQFB6f55rk9GsZnlVVViCce1ReO5dhhszKWVDlhnjJ4rprVVRoSb6q33nj1qvNUShvclTWPtdmsjoeMYYdasaXqAGXCsxJ9MVmWim3s1jAwMfNg5GKna4kt5AY2yq9Se1fNqco6M9CN3ojesNSluEZnQiKM4HPAPvzxWi23yRK7XGxsfKuT/PNc7ot7Le3JVlbOchlHI966XS4XeNjLkIoBJLFmznrjpW9KTbuzKrNqViubRWOURgrHOXfAHt061A1t1KplXyPu5zW0mlrLJ5m1mDcHfjI/A5qe5tpFgVV8sLt7oBn68VbtfcHVVjjbyQxNwrJn1PFFXdT0VgSykMgPXGACe3FFWm+hlJQvsfNHi/8A4KM/Gr4o3txG/jK+0ddSmaSS28O2sOkC4djlifsyI7sSerFifU15yb661bUpLnUpry8vWY75LqVpJS2eQzMd3r1NfYP/AASi8f8A/CmP2Sfjj46s7CyutY8M3tlNbNNEpfb5abow5GVDBmHHrnqKtftj/A/wT8VR4Z+Pnh86onw58YyK/iiHS40a90i4PDuEYhN5kyrg4AdSc4YV+qYrL6OCrRhTStanzStbldWCnBPdtPWN7/EkrWZ+FU8ROqm33kku/Lv8+qXXU+X/AA1ftGVCk7R6DpXSwu1zAzKBIEUb8ZYDPr/9eu50f44fB7wEUTwp8K73xFcx8Lf+MNYeZW9za24SP8CxrV8S/tbeMviP4SufD3naPofhu8AEuk6LpcFjauAdwDbV3tggHJY8ipqOLj7l2/Sy/H3v/JRJO+ui/rtp+J8/aF8a/En7IfxQ0rWNC1S607Sjei7tJY2ONLud3LD/AGHz8ynggnII4r9ivg38XvC//BRL9mKQXUf2aa/iWy1e0j+Z9Ivk5R4z2DEeZGxJIA25ypJ/I34ufD1fFfg2/s5I9xaNnTIzhgMg/wBK6T/gjX+2bJ8CvjXZ6Xql86aLqLR6Hq+9sIIJGH2a6Po0T4Bb+6WHeop4dYuEsFLWW8H1vta/m7Jdnyu6Sd7dR02qq+f9fj+HUi/4KG/sg+JfgT8Ub/xfpVos+uaTHnXbWFMRa5Z9FvogOuRgOBypXtjnwbXNDtfiz4fXxLoD+fczLvubcAb5SBliAP8AlqP4lx8w+Yc7gP6Afjt+zbp/x+8FG1u99jrOn7pbDUgm+S0Y5BUjOGjY5DIcgjpyAa/Gb9sf9iLxf+yn8UNT1Tw3ocsbSEz6v4egUvFOmci7sv78ZPJVfmjPb08TB4l0/wB1Vfo/66d19nW1o25eqpC/vR/r+vx2eu9v4IftmeFPFH7H2ufB/wCMNvrN/pumRi58I6nYWy3F1pk3zYiIZl+RSxIycbGZOgXEP7Nn/BVL4ifALTLXT7+HTvH2jaQS+lQa+Gln0mTaUDwXAzIg2kgqSRtJAIr5M8cfHG38R6pNIsUthcZIk86BZJN3fccISc55bc3qT1rmD461LWbgw2DX93IRgLb2ygn8AGNe68VUnUlW15ppc3m0rcz/ALzW8t3ZPfU5HCCjyvZfr09PL1Pftf8Aj34l1f483/xF065/4R3xHeapJqsUunsyi0mdix8vdk4G4jBzkHBzmsX4h/F6/wDHnim61zxZ4ifVNYvyDcXd7MGnlIUKMk88AYx7V5TB4E8ca6mDpGpRRyng3832dT9PMKA/hXp/wq/4JsfF/wCLskbaV4e1SWGUZEljpk0q47nzdqxfiZKxp0+SEYQjZRVl5LTb7l9xUp3bk92Ysnxz0zw/EDAlzet1GVEUefq/9Aa53xT+0xrGrxtDaSw6fFJwVtE3St7GRhx/wEV9r/B//g3c8e+JLiObxNLa6TG2N5vr1Hk/7825cn6GUV9IeAv+CPPwL/Z2ZZfGvi+yvLuAZe2hnTTw2Oqnaz3J+gcH27VFSrBfHP7v6/MIqT+FH5J/Cf4ZeL/iR49077FpWoTzysRbW6xs092W6hVPzNnqWPygckgCv6Bf2WfCfiTwv8G/DNpr83m6vaaZbwXbo+4uyxqpIJyOMYyOuPeuE8FfFv4D/s82kkHgvw2kkuNhl0/ThG02P780xV39ctuqaf8A4KG21tcBoPBc8lpGG4OqKJcHnIHlbfwJ/Gsq1dzpeypwdr3u/K/+evfT51GKjLmkz3Px18P9H+IujpZ+IdKsdYtF5EVxHvYOe8fQq/upBryPX/8Agnv8LfFd+LhtI1EoASsf9pTSEc/9Nd7LjpgHiuz+BX7Unhf4+ukOkG607W4UaX+y74JFMyKPnZCjMjqoHzAYdQMlQOa8G/4KgDxnc6bpkelXE0OlX9nOkcBmZbWbVBjyFuF/iBTIUH5Sc5BO2vMnKpRklbV/8H772svOyN0oyvr/AF/X4D/iF8PP2cvgrcm0vtGfWL+JQGtY57m9KHOckySmH8ux6CuTg/bC8K/D2Aw+Bvhn4f0cq2VuJYokfOe6xIrHjHVz3r5q/Z3+Kn/C4PAEGh68qWPibSl8g7wIysq/K0bDoPmBHoMKemTWneWkthdSQzI0UsTFHRhggg8gj1r0o0Hf35N+j0f3f5mEp9kez3v7XvxN+Jup2uk6dqTWkl9KltbWumwJEzOzAKocgvycdW+tdT8Rf2e9M+Hcdjc/Fz4mai+sahH5sOnWFpJqM6qDgkyO23APGSoGRwT1r588N+ILvwpr1lqdhK1ve6dcJcwSAA7HRgyn04IHFfR3jL9pH4Y/tM6DYj4gaZrvh/xDp8ZjTUNKCzIQeSMHnaTztKnBzhuueunRpRjeCXNfd9vLz9fkYynJvV6GXoP7JXhr4x6PdXHw08dDWNSsU3y6Tq1kbO4Az1DZx1wM7SuTywrxXXtAv/COu3Wm6paT2N/YyGK4gmXDxuOoP+I4IweRXtfgn42fDL9m2a91LwRbeJvFHiSe3a2hvNXCWlpbqxBJ2J8zcgZBHOMZFdr+3n4ftPFfwn8D+PZ7RNL1/UooYLqAjDzLJB5m0jqfLYEDPOHwe1aVEuXnj0sn6vaxKk72Z8uRSAjHPFV4vG2vfBvXl8WeF3Z9QtozFd2W8rDqttnLwSDB56sjYyjhWHQgywE8dBirDRiSJlYE7h65NZyjzKzNE7H2R8CfjVo3xs+HVh4g0meaew1OLem9V82Fh8rwuo4EqtlWHqMj5WGdf4k/Cyy+LHhS60nU0lkVwDbz4w9pIOVdGJ++pJPHB+b8Pz3/AGUPjzF+zh+15ceD5buNdA8byJNHCxGy0vXOwEZOAJCQjdOWQ/w1+j3h/VIdS0tJEUksvU4YAZ7DsQSD07V49WnytNbf5f5HRGVz8o/24P2MfEXwy+IFz4o0GzKeKLRfPvrS3XEGv23Q3UI/56Y+/GOeMgBh83i9jqOj/Hfw7HKsiWmrQrsRipLI3XynAGWXOcEDPXaDylftn8TfhBo3xQ8OTadfWihom3wXMLCKe3k/56IwyAQeq4OQTng1+aX7a/8AwTc8Q+FfEV54n8OiPTdU3sZ72GNk03VxnJaTGRbzHqd3yMecg/NXXQr30e5DjY+OdY8Mz6ReSRToCYjyUcMje6sCQw+ldJ8Nf2h/HnwX0LU9O8K+LNf8PadrCNHe21ldNHBcqybCXXoW2nG7G4DoaxvE/wAH/ihqN7J9v8L3V/I/BnhZJlbHcyxNhvqxJ96z9N/ZU+IevXSxw+HkV2PQ3EMjD/gIdm/SuzmbVmjJ26FSTWLSGNjLcwKwIwvmA5464znOar3fjOzgtxGA8oBzuVNuTjplsdOa9a8F/wDBLb4u+NCP+JNfwR8E4tJI8ZOB/rREv5N2PpXt3w5/4IS+JLy2F14k1KLTYEbDtLOqheDksqBhxj/noM5pSrJbtIfK3sj4kufiM6JthjijB78yN+XA/U0aZB4i8ZuosLK8ug7BVkK4jB7AHhAfrzX6O6V+w9+zR+zxIG8W/EDQby8tzl4beYSsfbahllU59GU8e9dHH+3N+zX8DLlW8HeGtV1i8gOI7q207Yz4yD++uWEmMe34Vg8RGXwpyKUJddDxr/gmZ+xJ498K+MpvE+qW8+m2M1sUKShle43sjZC/e24XO8gKTjBOM1+lGjWV1p9tGsrI06hA27aGBHBGADnA75/DufhjxV/wWh1F98fhr4f6TYliSJr+/a5IOc52RqmPxYjgY55ribD/AIK3fFSHxFHdyx+GZtPEn73T10/y43XIOA+4uDjIByce9c1ShVm+blt9xrFpK1z9LJl8wrG+xJC24xBRknPAzwWzyeD2OQeafPaJ9iZWQSEKWUD5gm0kEHkYLdd3p+nFfBP9oLwl8fPh/YeJfDGptNaS4gurS8bbc6bc4+aGVAxweRtcfJIASM4ZV7a5vXaEOhR1Q7fnJ6ZIJOT15GAe3OO9cjTuWkeb/Gb4OQ+NtAdreYpcQnzracKFaN1PBXBA6ZGOc5PXHPmXw08d3ekag1jfK1ve2pCyoVK59GAPY/p09M/R95YpPiKMORGOGYAkZPQ59eOmO+BmvHvjp8KBrJj1vRkC31oxHmKcCRSfuNjjJP8ACM49c1cZPa5Nj1j4dePhMkYDjJxnmvY/CnigSxKS4wemetfE/wAKPiSJAqs7pJGxSSNvvRt3U+9fQ/gHx0sqRkOefpVpy7/iZtdD6O0TVRIg3E5HbtW/aXrErgknOBk15d4W8RrcIpDkEfgK7rR9RDoMOckYGOpq033/ABJOngl5zyuBmuE0H9o7QfiTHqVn4LuDrniC1s3uLeyvrO+0q3nZSAFa4ltiEBZlBKq7AEkKcV19ncrKAckn24q4LkuAGd2Huc1V7dRo8A/Zd/aB8e+Mv2ivi98PviRH4WttU8GDSNS0saEswt/sN9BK23zJsPKY5IypkKpuJJ2KMKPGfjJ/wVlFr8SfCl/4X1LwrYfDO28Z2nhvXLjVXxrGrwTeYk15BbkhrazhkVB5sq75S25VWMbn+ybb4d6BZ/EO88VxaRYxeJb6yj0261MRAXNxbRuXjhZ+pRWJIB6Zqbx94C0X4reG30bxPpdlr+kyTRXJtL+MTw+bE4eN9rfxKwVgeoIBpSgrTSdr7O+14/pLVdlZWKjLVNra35/5Hzf44+Mnxj8e/tGa1pnw9jivfAVpoGnahp9zpJ0S7ur6WcyNLIy3d3HIkW3y1Q+WFYhvmA68b4x/4KAeJPFfib4PeFPAY1a4uvGmqax4f17UbjR7SDU7PVdMEQl08RTTLZwylnkZn3TLtj/dLIeK+pPiF8BvBvxY16HWPEnhfRtZ1e2ha3jv57ZTeJExJaITDEnlkknZu25JOM1DJ8AfAzfDm28HP4O8MHwnZsrW+j/2bD9igYMWV1j27VcMS28ANuJOckmiUW25XtdW8l7tr278yT32ut2nFx0t/XXv6fp8+A/Zo+OXiHXvin4s+HfjqeQeNfDkEGr29rLpkNrLNpk5KJMZbeeWCf8AeArlVgYdDEOtUf24fHXiL4C/DHXfHtr8Qte0ax02OC2s/D9hoem3MuoXs0qQQwxy3ELuGllkQHOQoycYGK9N8K/AbwP4F07WrXSPCmgafb+IU8vVlis4wdTTYU2TsRulUISoDkgAkdKt3Xwd8J6j4N03w5ceGNBudA0Z4JLDTZbCJ7SyeE5haKIrtQxnBUgDbjjFKnFRk3e67P5O1+zlfazUbJN7hLW39f1p+Op5v4D+H/xbj+A+lf8ACefF2bRvGVsJdQ1vUNH0LSza28ZQH7MFnt3QpAFYmUKrOSxOF2qOZ/4J5eM/iZ8avC2o/ETxV4y1DWfA/iWR18HaTe6Vp9veizSUoL+5ktreH55tjMkIBVI3GS7HI+jbvT7fVbG4tryGK5t7uNoZopVEkU6OCrKykYZWBIIIwQTTPC3h3TvBmg2WlaRp1hpel6fGLe1s7OBILe2jHAVEUBVUegAFRGC5Irm1Tu337fe3d+SSVo3Trm1btv8A1/Xz6nxX+05+2H4u0b4mXGi649t4K8NW1w0X2SaVFnv4eVErs+C6n7wVPl4A+brVKx1q38Y6RHPBqFxqdlOmYHtZglrIuMZHlYyPqWr7o8XeEdK8eaJLp+s6da6lZS9YriMOM+2eh/z3r50+MX/BM/wL4i026/4R7Tm0KW4yzpZzSRRu2OpCkA/jXNjcCqtVzhO3lrZej/4Hz770K3JHlaueL+dYeHcSCXTtKUHDHckZ9ySxyfxrJ1f4o+G2LKniHTY36MUuklJ+mCf5V458a/8Agknrmj3s0tgty8ZJYEkuD+ZzXiGtfsW+N/BUjGGWeIqeMBl/rXnSy6UXvc7YVoS6n2FB4s0KbCxXeoX5Jy2yOZlJ/wCApitjSr+NsGx0O9b1JMUWf+/rrXwh/wAI78SPBzfLJNIqepq/YfHLx34aZRcW1yQOuDmmsMo/Fcdm9mj7s1zwdfeOdKksL3w7bXFpNgmO71C2VcjoR5bOQR6jmvL9W/4J6ahqt+0lhqujaXauc+TcX0lw0XsGWIE/jk+9eFaJ+2VrdlhblLhCODniu00H9tqd9okmkBHcmuyhVVNcsW7GNSjKWrRveOP2CfFPgJdHvdOurXXWudXtbG4/slJJLjTYJGIe8ZX27kiwCyhskH2Nei/EL4Ban8MLeM/2hHrlmVH+nRQGEb+hV49zbeeh3EH2PFcXo37aJfCm4ye+Tmuo0r9qka1/o6sJzMNpj4YOMcjHpRiPY1nzVOit+Ld9/lbay0Sd2deX16+Gn+71u9u+2n9d/Q4vUXaJCkqkEcdM1TtbUSzEKS6kZxn+Vaeq+IIbi7lS9jijikJZDGCTFzwvuPQ9apRac9nexywus1u5yrqcg15NJxb913PvHiJKNpqzOj8yHw94eed8eeVwp75rzozjULyaSaTaWPy8ZP1rpvirfnyLOCJ8Fl3YHFctpihZEZyMkjrya8zNazco0lsjTL4tp1HuzT062JdgsqOGUFueRVm9u0s412gMg+8T24pjqttbmUJgkHJXgse1Yuti73r5J8sHBORnP/165adO+rPTjUu9TZ0HxGpkMYcRkk7jt5A9OP512OhaixCsnlsEGR1Jz681wXha0lKkSBCzn5nPJI9K7K3uUtnEMbyYPDYHUntntVySWw6jV9DphrCWbHc8bzuc7UXcx+vpVK51J3hcPLIgZ92PMCD8hVcWkckBbzVQp1xg9u9V9NaPXQEiCrEjfPI/3n+g7CspvS7M4pbjrnUYfLBWdnwcHlyx/LtRWpd+FkgtxIF8sdjggH6UUKMrE88TxrVv+CjPgDXv2afHXh/S/hrJ4W8YfERIxq76VKq6VLNGVxcKjHchYAgoox0O4815F8Df2r/GXwT+H3ijwppM+nXGgeLYwl9aahaC6iQlCjPGDwrMpAJwc7VPUZr5KufjjPbE+VJaIR2jhdz+bEDP4VBZ+NPGnjgMmmweIL+NzjNrGyJ+PlqMD6mv1iclOdWSTftIxhJdHGNrRttyqystlZJaJI/DklFKN9ndd7vqfRsGpWfhqL7RqN3a2Mbc7ppFjA/Pmo779rzwp4RtCtobzWp06C3j8qL6GV8D8ga8Y+Hv7IXxP+MGreVpWiTT3LYysKvfTjnqViEsgP1Ar6j+C/8Awb3/ABf+JTQ3WtWF1ptvIeW1GeOxwOOdmZZsc94lpyc2tWooLrornzR8Xv21Nd8d281laJaaPYSgq8NoTLNIv91piBwf9gD61Q/Zq8IeKfFvxBW7s9Nvrl9UgaytbaGImXUHIAjjiXq2CAdw4AXJIr9Zvhd/wb6/DP4HQ2998QfGdhbyKN5jgEdmhI/h+0XLs5z6oIzX0P8AC+8/Zr/ZNhLeENPtn1J08uS7s7Oe9uZx3U3Mudwzj+PAI6Cs8PicPQqc8W5Py3+/8mr27DlGckuiPb/gjb61YfDbw9ba+0dzrUOmW0V/JHICr3CxIsjcHJJYNz0OfTFafxH+GPh34t6WNP8AEWi2es2SsREt0hMlu2Mbo3GGjbP8SEE14ref8FJPCmjT+f8A8Ix4oeyjHzzRiF58DuI/MAPT+8Px7+p/Af8AaB8LftIaHPe+FNWluriyVPtFncQm2vLVWGFZoycFT/fQsmeM54rz68alaU6rj1u7LRXfbouxtSahFRT20PJfEX/BLD4R+LdRaeSx8QDIBCveCbaPQNNG7/gWzXNeKv2TP2aPgUpXxHFZNNHkNa3+t3VxPjp/x7xP174MYrmf+Cv/AMRfiR4K0620zwpNdWuny6PcXNtDazmIavfRt88ErphiFj2lY8hX+YkHaMfJNj4gtfiz4BsvEmmhFnMKm7gXOV6ZbHqpOCPofWssNKpVi5RlZJ2ffdq/3xffSz9KqJRaTV7/APA/z++6PrF/2uPgd8F2C/D74a2FxdRHi5GnQWKv2PzlWkOR6gVyHiv/AIKU+PvFEottHtdI0JZSqIILc3U57KuZCwJ6dFHavmdJjIx5AYdsVoeH9cuvDutWmoWUghvLCdLiF8BgjowZTg8HkCvQp4am5L2zbXX0/BGLqP7KsfS3iT4TfETWvD0GqfFL4mR+D9Ou8+Va395JNPJ3wLaEhc88gcjuBVDwl+xdonxW029fwN8S9J8Q39ku6S2m0yWzPPQ5ZiwBPAO0jPeu6+G3jTSP2+NStrLxV4Ela/0S3/f6xZ6q1vFAjt0CYySzAkL83QnIFZnhr4+/CL9mfxLr2m+FtK8VXst0fsk+rRzxM42kgrCZMYAOeSvJwewrr9lTg2mlG6bjbd9m7/5Iw9pOS3u1ufN2o6bdeGtZurC9jaG6sZ3t5kJztdGKsMj0Iq7ZSJL1Yg89s171L+y14N+OXws1Hxf4A1nXor23MslxZ6wVkMkqje6M4AKsQchssDnn2+eLGYhgVJOTWaUov2c90l+PVeT6FqSeqOb+KK634Iu7Xxb4VvbrT9Z0OdbxXt2w4ZP41/2gMj/aGQcg19f/AAX+Mmif8FE/gdHFqdtHFBbosXiC2jl2tFeGNvKaFuoQlTMrHlSgUZ2k186yWsd/avG44dcGvHP2bfjyv7Fv7aptJbjZ4b1naL6IMdq2skg3Nj+9DJiRe+MisZ0VVfsJddY/4l0+dvKzSfSxpCbj7y6b+hu/tZ/s1eIfgx8TrnVrJHm13T08y7EKYXxDaLwt3Gv/AD2QALIg5OM9lq54F8cad8b/AA7BNHPDFqscYVHZgFuBjhWJ6N6MevAPTNfpH8TPhNo/7Qng2Oxu5Qs8P+k2V9bMpmt5duFkjY9Qc/d6MpwTX5r/ALUP7LHir4A+P573TrBYL+VjLNaWqgW2rrnJuLU9N/d4TyDyoPfkw+It+7n/AF/XVdN1pdRuUL6r+v6/rzdeWU1nO8MkbxSxnayMMFT6VLotwNL1S3uHt4LpLeVZDBMu6OUAg7WA6qehr5p8efto654e1B7SS4NvLAdhju7cGSPHbDDIx6cVxd3+2N4z8RSNHp015cseAtpZhz/46td0Kz0aRm4d2fpRpv7Vdp4bmWfQfhl8PNJvY23R3LWcl08R7Fd78EV5x8aP2lr34g6suo+M/E8E00ClYo5JEijt1PUJGuAM47DJwMk18GXfif4qeN3WN7fWlE3Crd3AtQ2fRXIz+Artfh1/wTr+Nvxnmja00PVDFN92SOylZD/20kEcX476JVJvfp3f6ExhFHrfiz9sXwf4XV1t7ifU5V7QptTP+839BXjvxD/4KAarqavb6RHBpySfKDH+9lP4kcH6Cvo34Tf8G/Xi7xC0M/irVrPT4nBaRZrrzpEAPJ8qHA7H/lt2r6E8Df8ABLH4Efs+oZPEXiCzvbuEDdE95HZKxBwfkiYzsP8AekP0xzWMqsftSv6GiXZH5e/CT4XfEH9oP4x2lxYafqVxqlxnyUIImYZyXPdEX7xdsAAZzX7pfBrQtS0rwdaxag0cl/aQL58iY2swHzMfXLZb8e1cLo/x2+DnwS0l7LwlYwQqqhdmlaY0SyEcbmZtm4+5J61kah+31Y2c0gsPCM9xGzg7rq+WNsewEbY9eSQKyqc00oQjZIaaTu2fQnltPZrKrrD5vdioEnPf3xn271Rnme03oWXbL8m4AhFXoQCeD2+uRXJfBH9oHw98crWaOxmbT9cs4DLd6Zcv++jTIBlRtu2WPLDkDK/xBRgnuGtx5G6N0lVNy8YAYepY9GI54HXv1rknBxdnoWpHnXxT1DwH8N7GPVfFEXh60lncJDNeWcJuLuQAfLGoUs7Yz90EnHrwPmz9qX/gqhpfwHt44vB3hCTWRcrgX11I2n28TZPHkqpduAfvFMEdOK63/goP8D73xK6+KLW9u47U6ZNo11cRHL6OJW3JcoOoAICuf909q/NLwDc3fhTVNW+GHjyF3ubZysLs2fNX7yvG/fOA6nvyOxU9FCkpq8np/X/DicrHpXxG/wCCvXxn8du62mq6R4Wt1BAj0uwjEgUjH+sl8x8gHqCD+NeGeNfjd4v+J9yJvEXibxB4iLkblvb2WWM8DgKTgenArL+IXgW8+HutyWs372CTL29wows6Z+9jsR3B6H8zipJuLKEZiATnPPXqe1ejChTjrFGLnLuXo7gHcVUkAZ4G0Lzz/WnAlHw20Dp94CvpvwP8T/2TfAPhDTLm7+HnxM8beIjbxvd22o6ylrZQT4+ZFeEoWXI4JTkdq3H/AOCqGm/D19nwz+CHwv8ABckXEd3cWZ1K8T0PmMEOR75rp5V1ZCk30PC/h3+zX8R/inbGfw94I8XazZIpeSe102ZogoGSd5G04A4APauReYpcvECzlSVGVIYfUHof617V8R/+Conx0+KeUvviLrVhavwbfSo49NRfRQ0Kq5H1avEZL+fVbua6upJLiaZjLLLIxdpGLZLFjySScknk0m10Gm+p2/wI+POu/AHxzDrmj3JjjkxHeWrHMV3CTyrDsQOjAZU4I5r9Tf2ePjNY/F/wjZ6ppbefp1zHvDOfmU52yIQehVvlIHfkcEGvyFW9WZx8qGRwd3AUD6ele3fsFftMN8H/AIqp4au75YtK8QShYgeVt7kbQh9g6t5bcf8APMnha87G0E1zrc3pSex+rZWQrI4UOyEqFZmx1A9c5GRnP+FQyafLco0DsrLKp+UbckH+HgcgEkDnHcZrN8La+dfsUmgYgOgKxqwAxjoOP4fmHHfHtWu0f/HsG+aPZtRzk4wM4AxnqeTz/OvMuao8E+Nnw3m8L3reItKjZkDBbiCNCEmGBnH+2CcD8Qa0/hT8SFuIYnWRWRxkHPWvW9VsVvhPBKjMFU7EZV9OQMH6dRj+VfPPxE8IT/CvXzqlsSukXb7nRV4gbOC49QT1xj1xwa0i11E1c+rfAfjISxxgORk+ucn0r1jw34gWbYVfJIHSvj34YfEISCPMgAGO+RXvfgXxisyR4kz0zzVJR7mTR71o2oiXBOCOoxyP85rat5zsGe/PAzXn/hrXDOqDccEYxmuqsb5WA2knv71onGwjbN1kgkc+3apGlOQDhSPwz+NYXiTxdaeDvD13q1+92LKyTzJjbWc15LjOPlhhR5HPPRFJ6+9fNX7V37dmp6Avw30/4c22vEeNvFaeHL3UbrwzPZ3Fk7wPJDDBHqa20JlmZdokkLRoFYlWbCltpJyfRN/JK7/BDXb0Pq/76ttBAHt0NRP8gYYznvivj/4h/th/EX9m/S/iZoviS0vNY8caR4Rn8XeEtM1HSrYSajbwMI7h2uLCXyp1hY72j+z28gVSAXBDBPBH7UHxC8CeG/hb8QPHGsaw3w48fNYWtze3ekaRcQeffqotWjWxlSe0R3YAFmvtoIEgQgtSm4wjzNPr90VGTf3ST9NS4q/Xt+N1+aa9T7CVSFJXOR1HakWMhsDGR0z9K+PoPiF8e9f8Z/FTUTqGtnwx4O8Q3kFpa+F9T8Jzz2enRRqyLJHcQTSfaSodylxLCQCoxmvpf4R/F7SPj38HtB8Y+FLtp9J8Uact9ps11btGxVlOC8ZIOQc5UHnBwcEGibjGp7N92r9HytJ2+9fJgl7vMvL8djsI4gduMkE9DwM04QbecA8+tfHPi34u/Eux1m38LfDv4nah8U/itperQx+JYv7E0yx8FaJF5w8+G7l8nzYHSIsEhiu5brcAWBBrrvB3jjxV8Xv20Pi74G1/x/r3gaHwxDplx4R07RksIRfWE9sGm1HdcW8rXRW43RlT+7jIClcnNTJqN79LX12u7K+jt037rq0m0u39W/r8H2PqGFVYYBOTwewoMXJJIJxXif8AwT+/aF1r9pP9nx9W8Rtp91ruh65qXhy81HT0EdlrLWc5iF5CoJVUkXacKSobcAccD2+TGOcnnn3qptXakmmm4vycW0112a3WnYdrfn95SvLGG9jKSRK6njDVxfi34J6R4gVw1rEpc45ANd9IinggHPNRzxEggAjPpzUNLawI+aPH/wCxrpl/vaO1jLc84xkV4141/Yotw7BIUI+nNfeE8GMgAED05/SsfWfD1tflg6AOc4IFQ+V9C1No/M/xb+xsImcm0VsdTtrzzxB+yYtuWK25THcCv1J134VW94rMqqSwyQf8/rXB+JvglDMGIiBJ9BxUtLqjeNZo/MbUf2drmyf5BIAD+NdV8Dfh+vh661mWeRZbyBEjWMsC8QbLZI6jcAMZ64NfZ3i39ny3u7eaMwOiSKUJRijgEYyGHIPuOa+a3/ZTm/Z7+MF1L4Z0K+m8L+JNH3andm5kunhv7eVikszzO0rmWKZhuycGIDiuPG0OfDy5V7ytp3XMr280tbdUn6Hq5RioxxcPabO+vnZ2/wAvVo4nxhclZHQqwDDacHp2/ln865/w547k8LXxiuZWazmbl8FvKOepHdRz7gCun8b2pgllYDBbJ6ZB7n+WK8z8RMuJEQNu5HPrgL/Mmvn0tLH6hOlTrU7M9U8VI2riC9iUgRooyDuRwRw6kfwkVX0bRWhdnlOSRuA/rXH/AAa+LX/CPzpouukNpMjFbec/8upPZvVSefY+1eq65oIsWMsMgaJ0+UjBBHXPHXrWVSm6rvLdf1c8T3sPL2TenRmNK5WDao+U8rxjk0yCzUqXILue5OKuTEmMK64KqAMcZprWPmAK2Si8kjv+NcsnZ2OiNS5LaWyiESIVSJDyR1NS/b1EyqrLEd3zFm4HvWbdh7Z2aIMsRPKnIZfp6isbWPP1fUba2RWQuQS20hsD61nK+rZ304X3Z1F5qr+J9VSxszi2tuZGTgOfr3rrbBBpDRxBUDBMj5doP+fesnwtYro1qqxxq4fnhjnPv/8ArqLW9ZmudaWKEklVCliwITnNWo3vNmMp9EdDPqy5MIZpnP8AyzRsge59KKyJLYaTZoxlDLMeMDdI57nFFa89ra2MFHm1R7sf+CMX7K37N7pJ4s8T29tPEpLxSz2lnKSMYwkcZuOfZjVdviB+yR8GYyvhz4dN4wv4OY5bu3kuocjoQ96xYc9wlfJfi7TptP1qQyStcJcfvo5mOTKrdGz6+vuDVCGXdg5Ga/R4xqyV5Tfy0PxpyitkfZFx/wAFMvFWsBdL+HngPRtCgHEcMFu97KPQhUVFH02kVnXkX7Sfxgs3k1G/13R9OkHztc3UWkQKvuF2OR9Qa8D+HH7QXjH4W+H7vSvD3iC90ixvZRPMkATcXxt3BiCV4xnaRnArO8Q+OdY8ZXDTaxqup6rJ13Xdy8xHfjcTit1haN1aPM3bfv1016+a+Wxn7Se17Hr/AMUv2Vtf+GPw8j8W6hrmjavHPLHC/wBnkadir/ddZWHzcjHH54rzzT7s7QRuZQcEenvX0t+1WB4V/Y58G6Vja5FhEVHGNlvk/qa+WrC6O4ZGM+pxVVYqGIq0Y7RlZelk/wBWTB80IyfVfqdVaOrxgMQQwwc968n8afEzxR+x38X9F8feE7po4LafbPbSE+RNG5/eQSDvFLyrDjBIIwea9JsbkuAAQxHH0rL+Kvg6D4g+ANQ06dA8dxEyYPXp1/CsqtSdNqtT3jr6rqn0aa010NIWektmfcVvrvhP/goZ+y3Y6jp90bKHWVF1BKpDT6DqEXy7WzjmNjg9N6ODjDcfm98VPAGs/sr/ABT1K5uLFrC2FyF1y0QbobGdxhbqMdGtphzkcAsQe+Nf/gi3+1TdfCH4/al8NNZuA2n+J7waY24keRqMefs0oxx++QlDnjLKf4a/SH9qb9mDTP2jPDKzQxpZeJ7W2aO0uJxuiuUOS9tPnkwv7/dPzDvXPjKSw1WOKwyvTqK9t9911btZd248srNpJ605cydKe6/r+ul79Gz81dY0SC/sjqumANZuAZYlOfsxPT6oezfgeRzlxgjJJJHaoPiH4Y8R/skeJb62msb220qzcx3NpJ+9l0Ut/AxwRLbMPuSDKkcHpXl3iP8AbF0yzmcx6bbSEc/u52VPyw36GtYV4SV4O6+/8vwfVd9zOUJLc+mvgD+0Nr37PfiKa/0lbe4t7xFjurS4B8q4AOQcjlWBzgj1PUV3/iD9o/4c+LNTk1TUPg3YyapcMZJXi1yaGKVjyWKIgByeemTX54a5+379jDLb2OnxOT/FI0hH4HbXNah+2J458URt/ZtteLEf4raz2IB/vEYH51u68pJaXttotPmQqave5+j3jz9r7XNd8Fv4d0mz0fwX4XZWR7PTE2GRD95Xlbkg98Bc9814D4m/aG8IeB0c3OsQTSL/AMsrb962fTI4H4mvlXQPh98ZP2g7wR6dpWs6mXP/ACzEt5t+oiDhfxIr3X4W/wDBC/40/EmaCTX0XQLWYbib+6ityq+uxDLIP+BKtZSnO7lJpX6t3ZajFaI5T4l/8FF47GGWDQrKK2zwLi4be/4KOP514N4dn8XfHn40adqdvaahf3E0hSMLEWe63dUjUDLZz24HU4r9RPhd/wAEG/hr8HTDf/EDxZbzOv7x13JYxkenmSu0jc90KV7x4G1H9nj9mW3ZPClpYtdMNskmnWUk9zNg/dNxJ94Hnq5FZRqQUubWTX9f1oU72tsjvv2PvDuv+Ffgd4YsPEu2XWLPToILlgxkBZYwMEjrhQASDyRmvRvE/g7TPHHhqfTNa0zT9TsZmJMF4izRZz94Zzj6jp1GDXhGuf8ABQjSIQkGmeEtQlhHLtNerAx56ABZOPxr0D4I/tQeEPj5Jc6dpDTabrlgnnTaXfxLHNIoB3PGwYrIqjklSCByQBmsK8KlWUqko73f6v5IqEopJJnM69/wT9+FviW5R59DuomdtwjXVboqOOih2YYz/dxiud8TfAT9nz4IsX1rT9JSSEjbb3t3c38h6HBh3v0znlQDkc1n/wDBSDXfF1j4d0C00S+u9O8O6pPPb6jJaztA9zcbFNrDJKp3JEzbwdpGW2gkg4PwT+yh8Xp/iDoGpeEfF0FrpOuWt7OqhYxEtpKJDhSB1GCMnuGzzgVOGjKpdJ7f8D/P8u6CbUbM+2Zf20vhf8Ld6eCPAFqshJ+eK0g01M9M5RWYg+hA+tcL4s/4KHeN9dDJpi6XosPQGK3E8vPq0m7J98D2xXhGqWE+lahNb3EbRTwsUdG6gjtUCkkr1BPWu2GHhu9TN1Ge4eAPAvxN/alhu76bXZ00SxY/adR1O9aGzhIGWAUdSASTgYAPJGahu/hF8MNFdob74vJdXacH+zvDs88AP/XTdhh7rXpv7KGo2nxx/Zc8Q/DFLuPTdZiWWSFmBxLG8gk3kDlgr/KwHOCK5T4g+HfhJ+zV4l/4R7UvDevePNctY0a8nm1BrC2QsucIsfJ4IPOf94847pUowskkk0te/wDwxz87e7PCGIjkcJIJFRiFYAjeM9cHkZ96mgkZlwcA+1fTPhD4A/DD9qfwVf3XgSLUvCWv6ao8yyuZ3uIgzA7N25myjEEblIIxyvavmzUtIn0PVbqxuozHcWcrwTJnJV1JVh+YqJRcXZlKVzP1U6haT22paJfz6Vrmmv59jewECS3lwRnnqpBKspyGViCCCRX1T+yF+1ovx78HE36W9jrmizLp+r2Pmk/Zptow6AnIikClkPYbhyVNfMO3BChWKkde1cDqnxLm/Ze+OWh+ObdpP7J1Jxpeu26MQLi3Yghsd3Q/MvuoHQmuavSUka05dD9StQ0231ezlsr2GGe2uY3WRNqlXVh8wPHIxmvzx/4KJ/8ABPhr21gutNmSGW0Y/wBgawGJEDBs/YLhuuwnlJCOCR7g/d/gLxPD4s0aC6DCZLtVkikRgQ6kAiQeoO4Hp6HmtvVvDNj4p8P3Wm3kVtqMV1EUuIZMEFccgqPwOfUA9ea86nNwkbNXPw20PxEPF1tf+EvGdrJp2uaW/l3MMqhJYJFGPOQ9MevO0jB+5ho+D8a+CLnwhq0trKyTIp/dyx5w4OcZHVWx2OD6ZGCf0Q/bw/4Jsv4it11nRmu3l09S2naxbxmW604A5EFyq5aWEdpBkpzng/N+ffxB+GvxR0ydbbUPDd3rEVuPLiudMjN3EV/2Wh5UHrtbGP7o6V6dKsmroyku5zLwsi4Byx4AByDj29aU3C2oG+QRqhz8xxt496i/4Uz4+1Eh28L63bIehvPMtx+cjLXSeDP2HPid8QHAstAmYZGTDC9zjPvCr/qa1dVLfQizexzT+KbGBQTcK5UnhCXx+Q4qpcfEaG3UiKMyc9XYAH8ACfzr6d+G/wDwRU+JnjTy5NTWTT4GIybh44QMjOfvO4HHeMV7x4C/4Im+CvBMAvPGPie1jji6kkFTzzl5GVMAc/6usZYuC2f3FqDPzePjPVfEUogs47idxwI7eIjj3xliPyr1D9m39jX4ifHDxfbXFlp13FbQnc90eI4Ezy24cZHXaDuJ7dx+h2j237KH7NsaxHVtC1bULYEFIw2pFmBxlY0UxKT2IHWl1n/grd8MvCKC20Pw54g1p49oQqkVpFx6ZJK+mNn0ArGdWpPSEfvLUUt2fQHwp8OXHh7QLeK4JlQA7hIgKh89DgHacjJOQRg12Msz2gLMrkKzp5SAA4xy2eD9MYHFfB/ir/gsprtzcFtE8B6DZRk7lN7fS3Lnn/YWMD6L/Ovcf2Kv28ND/ay3+HtTVPDfxCGWh01fntdZiUZZraVufNABJifkqMozk7RyVMNUgrtGsZpnvu14YS1wssTSMFO5sZwpAOQOCRnv3+tYvinRbXxNo89rdrCxf91KQpLlQOp45/AZz6VqukdzbqFETCUkDDqO/TJwCCTk/wC937q8RZ5Y2SVGiU4xmMc444ADYx1Pp9awT1LSPmO/025+DvjI6e7SPpztm1kYEbASf3bZ/Qn1x6V7R8MfiAJliy4AOPep/iZ4EtPHHhyWyngAeQsVc4BRuuQSAd2ceoGOpNeH+GtZv/h94nbSdQJWWPmGQkETp2ORxkcZHb8a0TJlG59v+CfFyzRplxk8j3r0rRNZEqKQ3De9fK3w18fCZYv3nJ7V7f4K8UGeJBkliee9aQl5GTiet2N4rEYbkDOe9R+LfBmjfE7wzc6H4h0jTde0i/G2ex1C2S6t58HIyjggkEZB7HkViaTqg3g5yDjIrH8O+BfFR8TTzav48l1vQbgyo+iyaDZwxNG4YCMzKPMIUEdT82OeprTma1Qkip8FIfg1ovxa8TaH4C/4Q4eN9JtIU1+PTWWe/tbdmbyoppfmYLuBPlF/lOCVGQTQ+JHg79n/APZcm0jxX4n0T4eeDZpNXRNKu59OiiJ1CVvla3RUJExLZLxqCASxIGTWH4V/ZYPwm/bb0Hxl4J0Hw7oHgeXwPN4X1az06OKyWGWO8NzavHbooVgS8ilhgjvmuJ/a1/4Jz+LP2gtE+KGoL490fWtf8V6bLZ6DFrHh0j/hH4UcTW9lazrc7bdTNHGZJxA0khUF9wVVWoR55Sg7JNpLTvFXb8ottedktLtqm7Wf9b/rv/Wvp/x30L4GL8RYLXx/4Y8J6x4w8Q2pljtf+EcfWNU1G2hIUvJDbwyyvCnC7nUoOBntXceA7n4efHHT9D8S6FB4Z8Qw+F55rbSbyK0jMugzBBFNDGGUPayBcI0eEYDAIAxXkehfs8fE3wd8YvB3xWe58OeLPF6+Dj4R8V6WZG0qKeIzJdRzWsv75TJDKrIQ4VZVbdmMjadn4DfBPxz8PPib8avH15pmgW178Rr2zvtL8MxavI8Ec1taCBpri6EBCSTkDd5cUgUIOXNZJzlaVt7LVa2cVf0s7rW10u7SKsl17/np+GuhU8b+Dv2bfCHxGuvDd78NfA+p+KLe2Gp3tlpXw7OtXVrDIzbZpxa2kpiDsGwZMF8EgHrXQeMfjD8DtX+EvgzUNQtfCnirw1rd2ukeFLG10Aau1zcAMptbW0SF3R0ETK67F8vYQ+3FUIvgT428BftKa38U/DFn4cvrjx/oOn6f4o8O3urTWq213Zq4huLW8S3k8wBZXjZXhj3BVcEElB574Y/4J6eK7Wabxb/b3hzRfHtj8Srv4jaJYQCe90fTxcwiC406WQrFK6zplnlWNSrkEIwGDpO7bnBXb+G63vTctX0XtEoNOzad72V2RS0T/r3rf+k638vOx9FfCD40+EPGer3vhXQVn0fV/DNvFJceH73SZtJurG3fIilS3kRA0DEFRJFujyCu7cCB3rHg+n6V4f4f+AXi7xX+19ovxX8Ty+GdBXw74XuvDdtpOjXs+ovqHnzrM0s9xLBbgKhX5I1jb5iSW7V7ltO0ggjv65pJSXMktE1bTpypv7pXXyuHZ9ev3v8ASz+ZDIDvxgBv500qDg5wB6VLKoZAScgcHnFRMoV8knJHTOKlqXYaaI2IbIIJY+2c1UmhBGeACKtTIACRgD2qA4PGT1xmk1IpFO4hKrwFbB6cVUuLON8ggHPr9Oa0JiAoyRk9eOtVp8ogIOAe/U0mpdH+JSMO/wDDMN5gFQgJwMjrXL618P0m3L5SlWPpnj0r0EMHBLEAk49agmt42wTyO3oBSakuv4jPzu/bh+G2lfBfxZpMrpc6fpPiITBb2aMJpllOm0+TJOTthaRSSgfCsVZQxOBXzr4j8OvJAs0KrNDIuVdGDKykcEEcEEY5FfrD8avhZo3xJ8LfZdZutRsLe0lW8jutP1SfTLi2kTJVxNC6HA5yrEoR94EV87+Ivgn8NLPVdSu77xIfEmp6okcLz6v4l+1ShUyEWKMSKkXJOfLRSx6k1x4vARqNVIaO2uqte+r8ly2fVuV9k7r6fK+JKtGPsqy5ktn1t+v4ad2fnbq+jS+YwKMAepHP513fwS+LjeHpE8P6xIz6XOdtvOzEmzY9Af8AYJ/L6V7X8ZPgF4Z8J2N1fPdSaVaW4zJLc3CiCIZxlmfGOSByeuBXzn8YLTSvhxAJr2/sLNJSQj3MqQrIQOg3MATj0rzKmV1n8Nr9Gmun9anuyzvC1o2loe16pbNDKw2glW4PY+hpum6hl8NwqHBGc5ryT9nv9oa2+JsU3h/7da3d1p43W1zBMsvmoOqEgnlRjHt9K9BuJzbxuSSN559q8XEUmpuLVmtzpw01UinFljVfFcZ1IwJG7yuCVVcDA9TVjTbUWlt9pupV+2SEfI2SAvoK5Lw/cSy+MpZSqyIkY5GcE5rp9b1aG4Uq6qh7nd0rKSTk12/yPRTStE0Y/EC2gd1lZkQcAHiq+mX0moR+TApNxMdzMeFX6mstLGW/hjjgO5HPzMMgIPf1NbmnaeumwiOJ2B7t3NQpt2SMpJI19DsE0xw00jNM4+Z2/kPaioLa88gFkLSMTjPY0U1Svqhqojxz9n/xnc6/pl58PfFpFn4r8MOYInkPEigDBz3Rhg59MH+9W/d6bNpt7Jb3EbwzQsUZGGCpHavbv+Cn3/BNbU/hB4tt/FHhQvHb2sgXRNS3ZEQYkjTLpic46+TK3BzsJJ+9826d+0vpWs+HxF4js7iw1nSiba5XAWa3dOCjKfvAduQQOMkYFfpOHx0cRF1HpNfEttf5kunTmV2k2mm04yl+NVKLg7Lbp/l/l926aXTwLl1IJHua0tLSOa+gjd1RHkVWY9ACeT9AM15RqX7Vng/S922e9m29hEBj8Sa5fWv28dA00MLbTbiYjoZZgg/8dBrso4hU6kZrWzT+4ylBtH6IftpfHXwx8SPDOgaN4c1MamNMnd52SCREUBFRcMwG7v0z0rwSzByGAIIPXtXxl4j/AOCjmqTyNFpdnY2ztwuxTPJ+H/6q5PV/jH8VvitIsUcWs+VOcIspFpG2fQHbu/AGsYyleUkrtu7uNU0oqN9j7r8S/Gnwx4BjZtV1q0gdB/qkYSSn8F5/OvEPjF/wUd0yw0u5svDtq5Lgqbq4YAj3Cjp+Jri/hD/wSc/aC/aEkikh8OazbWdxhvPltzbQ49fMuDGpHuoavsT9n/8A4NoGS6huPH3iSEsgEkkFihvJCO43ybY1P/bJvrUVFzK1SVl2RcbLZXPzi/Z88Q+J/G3x3udW0SG8mvtSuIRZNAp3y3quvk7PVgwzkdOtf0weC5bnUNItXvUD3UsQNwF27fMwCwHHAzkcccV4R8Hv2Pv2fP2IVjubO50O01uBDH9svr4T34U/wquSUBHURooPpXbXP7d3wk8Lwg3Xiaa0jhAXzv7JvHhHOMgpET75x0p18TGdCnhqa0g3+KSsvuXroraaqMWpuberOu+MXwC8I/HGyjTxDo8d1cWqmO2ukkkhuoATyEkQhtvU7DlT3FfM/jD/AIIf/BvxXqrXl0NRYPlmAsrFpD/wL7OM/jzX1j4G8caH8TfCCa54a1fTtb0ydwouLWQOiNwcMMZRsYO1gpHp0NfHP/BVT9r/AMefAyW807wk1/ptjYaI+ryy2aqLzVjvZTHHKVJiSMBdxjG87xhh38qpajNKSabv3XRyba9E3tc6IvmWjv8A8PYW4/4JGfs4fBe2ju9eR7aGVGZZL7VY9PU4PGFhWInnI71lTeKv2VvgbcL/AMI94L07X763ztki04XWGzxia55/EZ/rXy3pnj0/tA/DWx8TxXVxeaiYFluxLO08jKQCTuYliVJwc9iD61gW7Ga7jVicOwH616aws1NwnLVGHtFa6R9aeI/+ClWqtbSQ+GPCmi6FascI9wxmYduFUIo6D1xjrVrUtJ+PPj/Thf6/4rtfBmkSjIludTh0+LawyBtg+Ygjsxr5c8Wwtp+svbldiQgBR/s44P49fxr374EfH/wv47+B+q+AfiTfraWVjBv06/dC8iqD8qrgEmRGPy+qkjpXRRw1JwlJK8lqrvddfmZVKk9OxzXi74b/AA78PaZfS6l8UbnxH4haNjCmlae80Jl7b5nYhlz1IIPOfavJxcXUILRzsAOzAMD/AFr2Kw8R/AHw6wthoHjnxIF4a8multQ3uqI64HsRmu2vP2WfA3xm+GF34l+Guo6nbTWauX0++bf86ruMRJ+ZGI6HLKf1q5Qai5rZb26edt/6Rmp62fU+dNJ8bRpOkF+ggLttWUHMZOeAf7uffj3pvxB0TU7H7Nrvhy9m0rxHoki3VldQMVdHQ5HPp7H1NZmraVHcWsqyANGykEHoB3Fanwq1iTxF8O7Ka4YySJvi3t1kCsVDe+QBUt32dmjTZn1f+y1+0To/7dnwJ1fTPEFnGmpsBYeINPQFVtZtpAmTHKK5BZMZ2spGflyfiH9sj9l3XvhV4/k1yximm8QabGJZnjQ/8VDYr926TsZ4hhXUckc+mKWl/Fe4/Y2/am0fxdbOyaBrr/YtZt1JCyxMw3N0PzL98cZynvX6VeOPh5on7R3w+ht5ZRE8SLdabqdvgNZyY+WVCeqsGyQeGVsEVw1o8jVemrJ6NLo1vb77rum10TW0ZX9x/I/O34dePrP47eFLVkmjGs20YSJs8XS9oyf7390nr930qKe1kt5njljZZIyVZWGCpBxyKrftJfsx+Jv2c/iJd6jp9g1tdDdcXtjbKfIv0z813aeoPV4vvIcnBHXzfxF+2ZbbIpLm2hvpNoBkDhJTgdCf4sepyfeumFaMlzRf9f1/wbO6IcHsexeEfFepeB/EFrqulXktjqNm26GeM/Mh/kQehB4Ir2vWv2pfB3xjsrZ/iL4Da+1a2j8pdT0e8NrKyjsVPGM54LMBngCvgLWv27oLEsYNGgUdjJc5/QCuR1f9vbXdRkMWn29jE7/dEULSv/Wto1tLWujN09bvQ/THR/2utC+Enhq+034a+DW0O41AATapqd6bu5JAO0hcYyMkgZ2gn7prwDxF4+0/RpZrvV9UtoppWaWSSeYb5GJyWPqSTXxpc/Fv4p/EacW9vFrJaY4WPaLbdn0HBP4A13fw6/4JsfHf43XCSroGp2sNxyZ7mMwrj13zmMHj+7uqJ1+stCo0keieOv20vCvheORbFZdTnXgEDy4x+JGT+VfNfxu/aO1v47X9tZ28YS3t5llEcOdkeD1Zv6mvuX4Pf8G+91dhLvxr4ogCLy8FmrXD+43NsQdR/C4r6U+GX7DXwA/Zk+zztNoMuoWoDLPqN2k8yNnqIxwjDB5RARkVzyxCb01NUkkZH/BMnTde0v8AZ88OxeIo7qzuoodqrNGQ4txK5hB4yMJt4OTjHHBr6qVEniBCwgRsSdjZGOpHfscDvmvKp/2rvh34OcRWd9e36x/KRaWjsjdem8IMH611vwr/AGjPBvxm1mPT9Gv0g1xskadeQGG7mUc5jz8kmMZ2xsWA/hAya5pwnJubQ4yW1zrI2BcyukkUY6FkKs5PA56nP8x1Fcl40+F/g7xPeve6vofhi9vOkkl1aw7ssFxkkZJJ/ma625xHNIylJdyHOBkv8x9/fGTxzXkP7ZXhDVvHXwRvrDSUaR0liu7uzQBXv4I3DPCDnncvbvjFYrfUq5z/AIt+P3wa+A2l3N0lroTtaAiSPQtLFxLlQThZEXZkc5yxIwT9PmL4pf8ABcS1tIpLTwV4BklVV8tLrWrsZOMAN5UQ/QvXyN8XPiB4p+Bf7Sa3up6hPf8AhbWkWTTiMC3W27IifdVozwR378Gsv45/Dy20aSDXtGRJNB1c749gyLWU8mLPXGDlSeo46qa9KlhoLdGbm3sel/Ez/gqh8Z/iFJcxJ4pXQrGYk+RpFqlvsHYbyDJwf9rua8O8U+Ptc8fXUlxrer6jq04wd95cPMw9PvE8f/WrB88kKrE7gSTgDpSidmgAMvG7OPfjJP8AntXXGnFbIi7LdrcmIgKQo/h5x2q7HMzgmRgsi4woTGR2Pp6/Ws+FpLeQmKRlfBB2sST2P86kiIiiyyHB/Nff6GtExGjDeNJtUMBk5PJHPSrMGoz6bcW91aXEttd20gmt54nKPC4OQysOQQe4rJhkRDhg5BHY8D0+v0q5FOHUOApCkZ7kfnmhq+jKTP0l/YM/bZHx20CTTtfmJ8XaXGXvQQG+3RgYF3GD36eYo6HDDgtt+pIr+DURGHUohBc44EuBk49DyOowcfWvxH8MeMdS8A+K7HXtFupLTVdNmE8MoxyQeVIPBU9CDwQcEYr9Rf2Of2r7L9oL4dR3lslva3duRHqdggbfaz4IAGc5jYbihyAPunlcnxsVh/ZyutmdMJ3R7lDC8sKu4DxzYfcFAAGCATj6Z4444wevm3xn+Ew8fWkj2zJHc2eXtpOT8468+57Y716Slvu8maVXV5CCyZwx+gHXHr/jSIELlFTzN4xxEGUe5OeMccjjmuVSsWmfOXw18c3Ok35sL5Wt7y1bbIrcdDjI9q+ivhv47LJERIc8d81418e/hW90V1zSEX7bCN37sECZMDg559cknris/wCEfxMWdUDttkjba6ngqfQ1rGUujFKOlz6Z0v8Aav8ACmsXl94f8M+LfA+teOY47iKz0N9dhSWa7jVv3MgQvImGXD4QsoDcHGK5e+/ak+JPw9+I3g/ws+oeCfiL411e8t4/EPhHw5o91BJ4cs5eZL2S9a5lWKKLjH2mJDNuGwL20vB3idNS05oGleNZ0KM0UhjdQQQSrKQytzwwOQffFVfhL+xD8Nvh5pE9joK+ONFtLydryeKx8da3bpcTMctI4S6Xe5J5Zsk1pztwaT1d7arTTffW3RaLq72sZJJPX+v6/ruRaZ+2H8Uvi58YfizoXgrRJ4IPhjrDaJDbQeHI9Ta8dYw4nuJZ9QsxtlySkNsHkCruJJKq3rPh34/eNPjp+zboniX4V2/gfWdc1aCe3vbrUru9tbHR7uEFJUFs0H2iV1mVl8lzEVK8yEEEz6h+zt4O8ZeL5tdms9X07Xb21SyutR0fXdQ0m5v4kBCLO9rPGZtoJAaTcwzwRXonwp+HPh74PeCLDw94W0q10TRdMB+z28GSFJYszMzEs7sxLM7lmYkkknmtOeXtOdW3el9LdF52el3utWm2Fly2OF/Y/wD2g/EX7R37EvhLx7Dp+lX3jDVdLk8+yluGsLOTUIJpIJUaRY5WiQyRMeEcgHoaxv2Tvjn4/wDFP7RHxa+HfxMl8MS654QOmarpi6FbyRWi2F5ATtVpP3kpSVGUyPgsSeFGFHrfwm+E/hr4LeFG0TwrpMOiaS93PffZIpJHQTTyNLK43sxG+RmbAIAJOAKuWnwu8OWXxLuvGcej2sfiq805NIuNTUETTWiSGRIW5wVV2YjjPPXFQ4tU+RPZqzb6XW//AG5fRacz62TVcy5m7b/h6fP8Dy39vz42+JP2ffhR4a1Dw/dW2iDxB4t0nw9qGu3VotzHoNldz+VJdiN/3bMpKKC+UBkBIPSqGs/FXxd+zr+1p8N/BWv6/c+OPDXxTi1C1tJr+xtbTU9Lv7OJZ8BrWKKKWCWMsp3RBkcKd5BxXsCfBfwmD4m3+HtKnTxoQdeingE0Wr/Js/fRvlWG0kEEYPfNUPAP7M/w++FniGPVvD3g3w/pGrW8BtIbyG0Xz7eA4zFG7ZMcZwMohCnHSnVXMtLbW+d21J216q8drRtfVsI26/1pt9/Xz2PkP4Y/HX4y+A/2bF+L3xN8R6n4g0HwzLLdeIh4Y8X+G57dEjuCpijgh00pIFUqrR/2gJiQwGGKrX3X4e1238U6DYanZNKbXUraO7hLxmN/LkQOpKnlTtYZB5HSuRv/ANmL4bar4tk8Q3Xw98D3Guy3C3b6jLoVq108y8iVpCm4yD++Tn3ruiTgkhix59Sff61TV6kpJ2Tv+LuklbS2q0ve6SS5dW2rf1/T/ruNckJwASaacGLBxk85PGRTmXEeQSoPtmoXUogwoGOMentUcq7/AJgiORtylckZ7f5+lVps+YASCRUz5Ygk4OPWoG3EEsCcY7Uml3KRWdzuOBkEewxUMqqFJBAA5HBJFTSoGByQOR/+qqzIWyTjB6mp5VfctMhfvgknOAKZKcqxGFz6jmnSDcoJxkH1qu7MCcnOD6cVN1bX+vxGUvEOj2fiHSbmwv7W3vrO8iaGe3njWWKeNhhkZWBDKQSCpBBBxXxx44/Ym0L4h/ty2K3Pw00TRfh38P8ARYdU0yS00CCzs9Z1mWU5Z5I0XzRbxhcRtkBmLYPf7QbEgyc7h37fSoLqHzkAK7s+386pyTpzpfzK3ouaLlbX7UU4S7xk0UlaUZdtfwaX3N3XZpM/PP8Abb/Y1+IX7Q3ifW7S5g8J6h4JisGh0PTH1m6sZIrx4iDe3KrayCaRGJEabwijnljkfNfjT9mzxz47+DPgPUfFnhTWbXX/AAswhnstKvYPtrR+UIXndLiIIWOwkIjE4fIYngfsBq+gR3iMGCYYcDqa4LxT8M47osTGsgbjgUVa7k4t9E0rLaMo8rS12dlL/Fd7ylfSlGKv52fzTun+NvSy6K35C+Cvgb4q8OfFh73T7DXrbQbGFJ7e41q3iguxc7uY1CYZ49nUyDrwCe/umpXTaxo0d4YntHyVeJxyjA4/I9R7Gvr3xV8ELecMRCMsT90YxXn/AIm/Z5iuYJUWMqJBg44zXjYvC06s3PZ6dOiVu/Xf1b72Pfy/MnQsm7r+v69D5x8LRySreXG4BQdijoc/5NRpNJPrcUUih1J3EeoFdR4r+FOreAGmt57eQW7yF4bhPuuD29jxWBptnBbXwmclnQYBJOa8CvhqlNuMl/X/AAx9VTxkKq54s6j7bFpkKtsVHfjA6D2qW31NWneQEA56nn8BXJXuqyahfmOIjEY5B7ZqeG4ksoSzsSw4Udcmudq2hdN3Oo/thEYZZSW6+gorlLRp2naSZsO3QD+Gik5vobukfu94r8LaR448PX+l6xp8Wp6ZqUXkXVrMgeKaM8YYHOR+oOD2Br89P2qv+CA3hz40axcX/hfXfszN8kaXryRXVuvaP7VGG81VHTzYS4A++a/SGZUYs6qSg6Hb3x0Gee1Z2pT22kWU93Oy29raRyTzu5+WNFG5m4HQAZ/Cvuq9Kmn7WT5bLfbRd+nfXom7bs/IISl8K1/r/hj8Yj/wa5+I7qZpbvxrZRWm7kvq0khA+iWgJ/MV6L8Pv+DWvwNo8qS+IfF896ygs4ttOaRVwM/6yaZlx7mOvR/ir/wWpvvEfxaHg/wLp2leHje2z3Om3WrH7TfaiikASiLAigU5yFYyMRyduCK+Y/jF+018Qvi9fzp4r8TaxfkMVe2aXyoFIPTyk2oMEeldlJVJRTjontfydn9zTTTs09HqZTsm0+h9IW3/AAT8/Yy/ZTtiusapHrupWxG61GovK7EfwmGyVE5/2+lWrP8Abp+DfwHt2tvhZ8I7CF0yv2ua3hsfNGeCSoeRv+BEGviZLpmYjIAFWre4YBSTwK6FQb+OVzN1LbI+r9S/4KB/GX4x3n2bwrpttp0anAi0jSjdOn+88u8A474WvK/iX8UfiFqetXGl+L9f8Sy3dswSayu7t1VD6eWCEAweMDFe0+H/ABdefsp/sZaJfWaxx65r99FeFHGQ4dgxUj08pAPbdVr9ofwLp/7TfwisfiH4WjD6la2xNzAv+skjUZeJv9uM5x6jPtXTiMJChzOOqg+WXdOyd/RNtX8r6dcYVZStfrsfO+lCPGFAXPXHGavzWMd9byQSoJIZhtZD0IrnbCWaCKOQxyLHL91ipCvjrg9DW5pt80iKCcfqalxTQzk/hz+1L4k/YF+OVlfr5+o+DtVZbfUbLdgXMGegPaWMEsj9eoPBIP3l+0J8O9J/bF+Ael614cvbfUL4xDVPD91lStwHU7oZB1CyLlHU8qw9Vr4S+O3gOL4mfD69s3AE8aF4nAyVYcg/gea6X/gih+1zNpPiS/8AhH4iumjQSy3GjiRztguEOZ7cD+66/vAPVT/erGdH61SlQk/3kFzRfeK1a83HdX0tdO90jWM+Rqa2ej/rz2f/AAD5l1Czv/2Q/ir5ttBPaeFNWu2QQSLzo92D+8tZAe2clexU46Yz6XrWl2ur6Ymt6PtexnIMsanJtXJzj3Q/wn2x1FfcX7eP7FFn8cvDuo6/pOmwXd1dQeXqlgWEf9rxr9148n5bhMZUjqBjrivzM0rXNY/Zb8UppmoTS33h69Z4rG9ljIEgBw0Ey/wyL0ZT6ZHtz4PFc8VSqaSW3+Xe3Z79Hdp3urC3vR2f9f8AD/f6esz+IrbxLpkEOoI0V3ap5aXKYbco6Kw7gdiOR0wRgDJWzV5ykU8E5HaNwW/75PI/EVxut/tCeELWdneWeyzyYwPNUeynqR9fzNcp4g/a58ExxFJYbm/CdFaBcf8Ajx4rr5luZKLPrXwB4L+FDeGbO98R+JvFcGplf9I02z00HYwOPllIKkHt0PrXQ+OP21fDPwr+G9x4W8B6anhbTbkMJ9S1K5V7ycsMMQuThyOM5OB0Ar86vFP7aXhmBGFn4bjY/wDTe7dR/wB8qa4Wb9rDxBrd048N6Na2sp43afp4klH/AAMgn8c1cqraairJ72v+pKp9ZM+uda8SXHjS1aC2c6NorD9/qd5+5Z17iJGwxJ/vEADtmszxZ+1/4G+E+iJpum3H9otZxiOKK1GEGBgZY18v+HfhH8ZP2jdUEdjpesanLK2MASXLD6pGGK/jivpL4If8EBvih8R3guPFd1F4ftHILLcSKJAD/wBM4yzH6MyGsJVVFWul+LNORdj5g/aG/ag1P46+J9NhtYRGlvcq8UEZLH05Pfiv2K/4JU634g1T9lbwzPrUUqPbxPBA0oGXt1kcRsc9Rs4GeSAKyP2ev+CIPwq+BMQvtf367cQYYyXREFouOpaMEs2D2kdgfSvoab4z/Df4bWq2cniLS4liQRrbWrNcbAOMYiDY4zxn/CsZVk6bpQTd3f5lNa3fQ6n4h/DPQviz4eh0/wARWEGo2RYyxOJGWWBh0eN1IaMgHgg+vavlr4uf8Ebvhf8AEPVJr65NyjStuaSS3jkkbJ7tH5bMenLEnPevqTwL8WfDPxUgceHdb07VmtV8yaGGVRcRAHA3RNiRAefmZcc9q4X9tH45678BPhWdV0S2tJtV1G9t9PtnukL29q07kC5lUfeCcYAK7iwGec1xSg4ySas21970X/Dlp3R896F/wQz+CukZluYr65VFLY2QoOM5yZA54+oq7cfs1fssfAp/LlsNJvJ7dvmgF3NfM5wMgpG3l/pjrz0rwPwj+0tr37Rt74o8NeI/EWt3msaXetDELxlt4SyhThYI1VEQluBgn5gSxrlbqGWyupI5o3jljYqysCCpHUV2woN2cpb6mUp26H1Sv7avw9+FsMlt4C+HlnagMdshjisk24xgrGpZvxYGuQv/ANsr4m/E3UzZaCr20jsGW20myMkgGMDqGbAH0rwNWbgg4UcEV6J4I/af8ZfDjwBL4c0HUYdKs5pjK08Fui3Zz1TzMZxnnP3h2IHFdNPD0luZynI7LW/gJ8bvH9ubrVNI8T36HB23d6gP/ft5AQfbFeXeJvCeq+CNXk0/WNOvNKvYhlobiMxvjseeoPqMg1698Gvg98UPHb6d4rl8Wy6FpM7+aurX2t7ywB5wgckngja+B68V63+1/wCANf8A2g9E0mHwlpmneIYdCZ3n1CHUrYzSFlAMaIH4BIyQSOcACup0eWPMk/uMVU1sz5AgcbSAQSag1exmuIkntLi4sr+0dZra5hcxywSKQVdWHIYEAg+oqxqOlXnhvVJ7G/tp7O8tnMcsMqFJI2HUEHkGpISpXvnPWo3ND6k/Y8/bOu/2k9IvNE8QNb2fxD8Kxp/aMasIY9at/urqEajA35wJVGFBYMAFYhfaLy2FzGjApmUsH3jcnXnGRg5OPXvyBzX5a/EXXdW+B/jjQ/iR4ck8jVvDFwszjHyXMJOHikHeNlJVh3Vmr9G/hH8U9J+N/wAPtC8UaIGGk+IbX7THGWaWSzcHbJbk4BLROGT32g/xV5uJpW95f1/w50wlc+Sf+CiH7Fml+J/DV5IsccOj6rL56yxruOhXxyFmXH/LJzwwHAznvmvgz4NeKLj4eeJdV+GXjmzVULfZyrfMCOqvGT15w6H8OhIr9yPFnhe11XTLy0vYIbiC6i+ztFKCwdDzjGCef0PfoB+Zn/BQ79hu8uXiksYnj1vTkaXQLskBr6BSSbOQ54dcZQtzz7mqw1b7EiZLqfIvxI+G9x8OfFz2Ny7SWrgS211EgZbiI9HAJHOOoJyCCDyK5beEwwIAHGMYPX6V6/8AC7xdbfHjwNP4X1yQadr2mFvInkUq9vOOCG7hWICt6EBuxz5P4n0O88NaxdWN5C1vd2shjljYfMpFelCV0SxEmeSGNVVmUZwAckHr6fpXa/An4O698fPiVpvhfw4LG51e+Ja3iu72K2jfaAcB3YAsf7oy3BwDivPFlcuoVzuJ4+Yjn+lfVfwU/wCCWPxy1VNL8Uxw6L4Mso/K1C01bUtbgiWMcOkqmIufQgkVTvdJfhr/AJkuSW5498cfgLr/AOzp8SL7wt4qtlsdUsAGKK+6O4QrlZI34VkPTPHQ8Z4rkbSVpl2KSWJHA5H1r9d/iX+zx4G/4KBeBNE0jxV408Pav8QvBMCvqd/4PuY7qWSM5DJtboHYA4IO1unWvkPVPiv+yj+z1qF1Yab8KPG/xC1zT5Ghkk8T3xsYUkUlSGjU9iOhizW0qMr2S+9pfnr+BnGqmtdz5Ri3klnUALhcHrwP8812HwI+Oer/ALN3xHg8SaSGlt5VNvqFozFYr2AkFkbjg8AhgMqwVhyK5XxZ4m0/xL4v1C90vTf7D067uHktrEXBuFsUZsiMOQCwXOASAcCqzzRtDkOGc5Ujpt57duaxqU1JOL1RvGXU/ZD4N/FzSPil4C0fV9PmW70vU4i9qzjlWHDo4HAdSMEE+h+6RnuDdJebWiLOUw2Q5IfPPygg/jg+gxX5U/sKftSN+z54+TQtanLeDtcmDTErvbTpgNonUdiBw4HLJ6lUr9RvD/iFL+0BFxEZBteMxuNroVBVlI+8rKQRjqCvY14FalKnJxZ1RlfVFy7jMkUgKtudQrKGAY543YOenYHjr+PgHxh+GV14C1MeINNic2TuRcoOQcH74xx9QK+iLiaRYGRWjkkYY8wscAdiMMMYP6dKz9ct7fV9OnjukR1KHzGK4YBuykZyOOp6Y4FRF9GUmeX/AAp+IwuI4iJNysAeT2r6B8AeMVuYUXeAcdM18keNPCV18G/FKvEHbSrttyHkG3YnOw57HI59f09R+FvxFE0cWWwD1qlvqxTh2Prjw/rAlVWLFfauz0jUQVXJwc14JpvxBGg+HbnUZrbULqOziMpgtLV57iXAztjjXl2PYDrVP9lb9sK7+OfxZ8e+EdU8Gar4I1DwathcQW+pXcUt3f2t2kjJM8ceUhP7v7gkcjdhsMCK2jyqPM3p8vT13aXq0uqMkn0PqCG4PJUgE8A5q3HKCilvm56+g9K+JtM/4KbatrfinxtBa6L4P0jRPB2vXWivqGsXOttG6wNtN1NJa6ZLb28bHP8ArJhgKSTjBr0H46/tzX/w0+LPgzwzpUHhePR/GejSatZeJryS71W0u5Ebm1gtrBGmb5MSeexWIggDLcVpOMYylBvWN76PSzs9t7PtfvtqCT0dt9vuv+X9XPqKORS5IwD6ZqZGDgHkA5xXi37Gf7UL/tVfC6912fR4NDvdL1e50i4tor0ziQwttWcI6RzwrKPmWKeNJFHUHgnk/wBo39pv4n+CP2jtO8G+DfC1zc6BJ4e/tW41seDdQ18G8NwY1tF8i5toYz5Y8wmSUY4GDkUoODjKfNZR3v8A4lH56vfa2t7aj5XdK2/+V/yPpgIRJnkLnmj7o5z6bh1+tfI3j39vrWdK+GnhKx0LWPDt/wCOdc8d2fgfXLzUPDd7pMfhKS4V5Va402eczbzGqqmZvLkZ9wbaNtd3J8cfGPwT/ar8D/DzxlfaT4m0T4m2t+dF1i1006dd2N9ZRpLLbzxiR45Y5I3BR1CFWUggggh80Ye8+i5muqipSjd/OMrrdJNtJDUW9F3t+Cf5NevQ965wfmIz3prjcM8YFK6tgrtBUdvWo5CEwSCBmiSinZjTIZASp6bjjPNVZQVyMnk5x3q5KSASxOB3qtKzDlud3I5zWV4lIquAMHIy3AqtMQScEADjr+tWpyO/Pr71Xc4JXcp5698Uk12KTIWBZ8DBBHXrmoTld2WJI6Y7+1TkBM4X5VB/CoZSwJIyQeeKTcdrDRDJEUViME96rFXkKhQzO/QAEk1ZnIdMcgnkgcfjWB468CaN8S/C15oniDTbPWtIvgBcWd3GJIpgGDDIPXDAEe4ojKF7SX9fh+Y7mhcafOgLGGZVHqpAFULnSzOANjAyAsOCSw//AFV8k/CT9jzwp4l/4KAeKNbj8C23hbwx8Jks7bw7b2ummyg1i/nhE01877R54iJ8tAGKKVLYya5f9qXwt4L0Hxz4m8B+Gvhnq03iPxQ73+r/ABH1zw5qusx6HNNgg2M0MEtzPPGMGOOJ4oYm2/OcMlX7OPtZ05NJQ5eaWtlzJN7Xk+XmirRTlKXMkvdTk1J8qaV272XXy8ldXd20lpfVu31/regQJA0shREB27nOBnsMnufSuc1jwqEcK0ZUKCW4xtGCT9BjmvnPxz8KbePVvhz4+SHxH8XbHw/ov/CI39v4y8I6hLDHIm1v7UaBoWuoJXOVaVbS4DDALLjc3nlp+zj43+Nei/Fvw6thq+m/Dm1vNP8AEXhnS7XR7mPTmvoTvn023tdQNrJcWbjBdW8iIyH5AAOcqaozUJSajzKHXW8nytKzs3CekrtPlUp25Y66uUo3t5/cnv31j7y03tHdn0xr/grTfFekyL/o2oWU2ULxsJI2I64YcZ/wr5w+K/7M+peGFnuNKVr6wZslVXMsIz3HcD1FNi8PeMtY/aQ+GWv+C/BMPg4xzvZeKrHTPCuo6LZz2DJ8xvZbiKGBmiI/dRx+c25jiTAGfoXxz4d034srrvhbULHxPaWtsIhcXERu9MivFb5tsN1CyGReNrhH6Ehutck3Rk1CotHGMnbVxcpOPK7299NbaJpxfXTsoYqrS96G92rPrazv101373XQ+MNL0xtJuLhWVzIW+YEHOOlSyRpLOCikKnU9ifQ16J4L/Zg1Lw58Y/H3hqSw1Kz8IRLa3/hXUeXt4EePE9luOS3ly8gMc7T1xXO+KPAeq+CZil/ptxBGHKiUlXSXH8SspIwffB9RXh4vLp05SirNJrbXRpST+5q/Z3Ts1Y+jwObQq2ezfR/d/X3rQ5pyLliGaNCvT3oqS6spJP3gQqufvUV5EqTue9CvG25+6/gnxxo/xO8FaT4i0C9h1DQ9Wtlu7K6iG4Sxt09wQcgg9CCDgir17aR31vcRyLHLDMpVlPKOGABBA656YPavx4/4IJf8FDLjwz44T4R+Jb02+j+JbmRdOM7/AC6XqqrzCM/dScKAB03lP9rP7FxyKkabWV0UbCpGBx9e9fqua5fCnJcvvUqivFvW6ejT81s+6tJKzR+O0arej0kt/wDP+ut10Pwz/wCCun7DGrfs9fFu38ReGoJZLnw4X1PQ5UHN/phOZrfg8yW7HGOpTae5rl/CPjWw/aD+Hdv4l0oq2owRD7fbqcs+B/rB6kDr7YPrj9sf2of2adM/ae+Fdxol5KtlqFu32rSb7ytz6fcqCFfbxuQglXXoyse+K/CD47fB/wAVfsCfGzUtRt9Ln0vTI7wDWtNC5/syVukkZP3raTO5WHHJB7geTl9d0n9RrvS94Sfdvr5Sfxf3/ev76UeivDnXtoLXqv6/D7uiv0CoY245FaHh9rX+1rQXxkFkZk+0bBl/L3Ddj325qYazonxD0iDWNEngR7obprPdt2t3aPPbrleo9xzVDyTauTJiMD+82MfnXuUakqVRSa1i72e2n5o45JNH2H+0B8a/g98SoNIt77VfEGq2eiqfIstJgMMbkgD5nkA6AY+U1R+Cf7Xfg/4f+IbXRdG8IyeHPDuoTgXV3NqL3EoYjasjKcgAcbsHp9K+QLzx7omg5N5q1hAF7NMufyrl/EX7XngnwzG+NRe9de0CHB/E8U6ddQk5W33Xe/czdFtJdj7K/bH+Ktv408YWltpPie113QoV3xW0ECqlhJjBAkCDeG68E+npXmOlXccY3OwULzkkfnXxt43/AOCkVtpyPHo+mxo3RXuH3H8hXlXin9pf4j/GAmO1XUntpeB5a+RD9NxwK5Yy5U+VXubKHc+6Piz+014T+GtnOLnVYJrrYQtvC29iffHSviv4cftNXmh/taN4p0Ytby2V1DqlvtPCSwsDg+zLwa6X4I/8Etfjl+0vNHcW2hX9vYzHLXMq+TDjufNl2g/8AD1+gn7FP/Bv9pXwj1Wx13x3qUGq3MTJOLG1y8LurZ/eyNgyAEZ2hVX1zRha8aOJjiJvWPb7/nsVOF4OCW5+hXwz8QxeKPCljdRrJCL6FLlUcfNGHUPt6dsgV5J+1l/wTo8JftLQ3lwrR6Pq2pf8fu+2820v3H3XkiBVlkB/5aRsrDvmvfNE8JJpVhFFAhxGoQhBjHvgf4VZvw4tjEzMqL1yM7h+I46V5VaMJyulbt/XX9TSm2lufkh49/4N3fEGqaq76dr9tFAzcCHWH2AeuJLbcAPq31PWovDf/BtXLdSo2teMrWIMMlBLPeMfbCLCM/jX3r+2T+3Bpf7K9naWcekHW9dvraW8WCSf7Na2lshAM88pUlVzgBUVmb0xk18la7/wUX8efHD4ZW+vaB4jsbLR7qQh49GtzB5XJA+dy0p6EZLDnsM1pQVSUW4ybS3fzt27pr1TQTaW6LXhz/ggz8Efg/aJfeLPE0jW8XJeVYLGOTB6q0xkf04BzzXUW+gfsm/AORo9H8Kx+LLu24jLwS30e4d91wwTHuox7V8wa54r1DxFfvdX95dXtxKSWmnkaR2+pOTVeKcllJG4DqM4z7V1xw1/jkZup2R9Wap/wUin0iFbDwf4N0jSbUfLGkzNLx2AjiCAfm1cn4u/ae+NHivTmlmn1/TtPGG/0HTDbRqO37xU3Y+rVUh/bDsvh54YsrL4eeD9I8NXvkgXmpXCC8uXk77GfJxnnLZ+grsf2Wf2uviL46+M2laLqeqHW7DUnZbhJLeJGhQKxLqyKpGPfjtXXTwcHLki1f0ujnlWlbmseEaj4y1HxVceZqd/falKTktdTtMc/wDAifSpoCJE+U7cdB2r1v8A4KC6Noeg/F+wfTIYLa/vLPztQSFQqly2EYgcBiM59cCvFbG8+Zckgmohqten6FXGape614H1m18T+Fb6TSvEmkN5ttcxAEk91YHhlI4IPBBIOQTX1v8AAH9pLw5+3Z8ENUsdasoYNTZBpfiDTCcfZp2B+ZMciJsFkPOCCOSoJ+WmxPGckDIrzRfiNf8A7IHx/wBJ8eWBm/sTUHWw1+1i4+1WzMMn/fX7ynsQPeoqUo1F7Kez28n/AJPZ9tH01uEmndbml+1N8Bta+CvxOuNWtI5bjW9FjDXJReNc04YCXIA/5axghXXqevcVesNZtPjP4ci1XT5VfVY4g8qAgm8jA++P9tR1HcDPY193+OvhpoX7UXwytxb3ccV0sS32kapGAxjDoCjj+8jKQGU8EEjqK/O74o/CzXP2cfH9/cW1g+nmyk83UbCIlhb8/wDH1bn+KEnqByvOa56FZr91V0a/p/8ABXR+T0uUbrmj/X9dP6vMqBSCCPfjpUqfK2TwD361R1n4yeGtWgivLm5h0+8nUM+B+5n/ANsY6E9wBj6dKw9Q+OnhKwBaXXLM7ePkDMf0FdiZlZntPwn/AGd/E3xu0q4uNE/s2a2sJfLlW5v44TCSM7trHIU+oHOD6V7N8C/hzon7LHixfEniz4gaHBcwQvGNK0ic3clxkY2ybBkgdQNuM45FfB2tfteeC9IRlW6ubsgdI4cD/wAexXE+JP8AgoHpunI66bpBdh90zzAD64A/rW0akYtNXv6/8Al05PR7H2p+0x8YLL43/Fm51zTrJ7CzMMdvH5mPOmCDHmPjgE+nOABzXneqeKtO8L2jT6heWtrEoPMsm3H+NfGOr/tkeOvHjPFo0E8SE4xY2xO36sQSPzFR+Cf2cvi/+0brAWx03VL+WZsEoGuWGexK5Vf+BMKxnWjHV6GkKfQ9Y/aX/a70E+CtS0nSXN9NdQPCZNu1BuGOM9a95/4Ii/tCX+oeB9e8IahHNLZoianay52rBJvEMq9Oki7GwOph75rgfgl/wQq8WeJbm3uvGWpQ6Rb53PHJ/pEwx1HlxnYp/wB6Q/Q19/fs0/sNeHf2ZtDhstIQmWQFbiaYjfcEDhiQAFAyQEAwPqTXDWxUWmo63NlCx7BFLGYYyEQwhO+7DDb1yOR6Z471yvxW+Fln8T/Alzp2pqdkmGhmLgS2zKPkdSOpUjP4/n1umRLcWxS1uDKIDh1t3EpBxznbkccd/XmmMguGDGIBkHBaTKL355OMYHTjpXI7odz8ev23/wBlzWvhr46u/GOh22zxDo/7zWLaJMJqdtji7jXuSuN6/j1HPE+INOs/2mfh/bavpYVvElhDjaOWvolHMR9ZUHQ/xKMdQM/rZ+0J8Fbf4r+GHmthHZ6zp+6WyuGbIDY5iYZ5RuhXHcHPr+U/x4+EeofswfEC58U6LaXFj4fmuhFrWmpw+iXO7iRfSNjyp6DOOhAHo4evzKz3Rm42Pne4tjCx3KQVODkHINXNR8X6prGn21pe6jqF7aWKCO3gnuHkit0HRUUkhQPQDFepfGbwLa+NtIbxZoiRl3USajBEPl5xi5TH8LH7w/hPsRXjjxmNyOcn9a9GE3bRktHo37Mv7R+u/sv/ABd0vxZoE22eyfbPbscR3sJ+/C4/ukfkQD2r0H/goD+0p8Pv2n/itD4r8GeGta8PX95FjVzevF5d7KMYkVEJw3Ykn5sA4Br52Ru4IIHY9qmR1Kjgkj3wKuM7JxsTyq6ZagnAYEjBPFX4iwKkAkHp7VmRMVGQQAOOOKuWzkkZBUdMntUFFmcl49uSVJBUjgqexr7p/wCCZf7Yra5YwfDrX7pY9U08f8SCdiEWdOS1kxx1OS0RzwQyd0A+GY3GzYc4YDmpLHULvw1q1tqunyTQXdjIsqSRkqykEMCCOQwIBBHIIBrnxNBVI6bmlOdmfuTpV0L+CK487DHlCANvfAOecn1z3/GpLqQ3EawsrhGAyUwUBJ6+wxnqAP514Z+xl+1Ha/tRfDJdTunh/tvTkSLXYNg2SSElY7sJjhJCAG7LKGHRlB9zmjhuNsqvC5VWVgi7UwD0C4OQT365H0rwmmnY6kznvH3hS28T6M9pdAXFsYSjGSIkgnHzeuP5Y7GvBkhuvhz4ik0y+BktZgRE7L8syHgg56nHX1HNfS+90IZ7jy1jGZFChcL1zz1/i6jr6Vw3xd+HMfjfQ2Vw32mFd0ThMOMHg9eBknp25qovYpPSzMj9njwF4J+GerDUvDnhrQ9EvpYvIee0tljkMZIJUsOdpIBx7Cvafh78KdMtP2ib74lQ6jfx6nrOhQaFd2Q2G1lSGVpI5jxu8wbivXGO1fK3gLxbdeGdZk0+9BjuLVtrqRtz6N9DX0V8M/HqzJGDIMEAjvTbVmrb2v8AJpr8UvuInFpnqF18D9Z1a+19tM+KvxC0TTvEZZrixWSy1CKzLJscWr3dvLJArDJ2KxQEkqq9p/CP7DXgnwBH4PuPBV34i8D6v4J0NvDmmappVzFLcPp7SGVradbmOaKZTKzSZaPcrMSpUHFbHhDxElxGgWTIIz9a73Q79Zo1KkAN9TWrkpatX+btq09tr3Sd/JGadtv6/q7+85j4cfsq6P4Bv/G+rx6/4r1DxX8Qo4Y9Z8R3F3FHqLLDE0UHkiGKOGHyldtuyIc8ndWx4m/Zr0bxhqGhalLrXjKx8Q+HLP7DBrNjrc1re3MJA3LcBf3NxuI3HzImw2SNuTXX2U4cAZzx/k1oW7BscsO1Wnv5+b128/JW7JKwXPNNI/Yx+HNr4Q8T6Hf6C3iS38b3SX3iC51y7mv7zVp4woilkndt6mIInl+WUEe0FAp5rR8M/sq+B/CvjzTvFKWWsap4i0O2ltdNv9d17UNZl0yKQASLB9rnkERcABmQBmAAJI4r0GM7VBYgj8yDTwxJYcn2pNKStJXvve7vfV311u9deo1J9P66fkNjlSaJHVw6OMqwbIYdiD3zRIpyBgke3pTtwcYOcjvnpUbgD7oJNaSez7iQhyrZU9P1qvcqrgnp9amZSykkg4qKQnacA5HQHpWab6foWmVJchshcZqs6hwByDnv/OrToUDHqQc//WqCVSwJIIB/Oj3+34f8AaZWkwjheHX170yQkjGAQePepfJzuAGAKhk+UkgFfx4+tJc/RfgUmRsp2EEdOOKgmRckgDnnjvU8u4EYCgn1qA2wWRnDsSRjBP6+xpctTovwHcgmDEggq23oOuP8imO5KAEnIGDjpU0ykISBjA/E+9QqwLcknB5otU7DIpS0gJBBwB16GqVxCSSMAk9eM81ecjd1wTUMkYlU4HPB4qLVEguYd3YmQsTwT271g6npwTJC4wOfU12M1sNpUEHPT3OaydRsiN2V2kjj8TU/vHbVjTPP9W075GBVSCOg5Fcl4p8N2+r2kkFxElxFN95WUEf/AK69O1LTd0ZPBz6jmua1jSPKIDKVL9Dgis7VF1/EuMj5X+I/wQvfD0jzWDNdWLNny1Hzx5PQ+oz6UV9B6roM64JRwrc52HmiuWeW0aj5pLXydj0qea1Yx5dGfkr8dIJPgl+1Qlzps7WUWuPHdRSRNtNvc7i0Tg9jvUjP+0K/ok/YR/aUh/at/Zc8G+M2kRtS1KyEGqRjgRXsX7ucdc8uC3sHFfypeKfib4r/AGhfHS3Mss17eySpI0gQJHAqnK9OERf85Nf0Qf8ABAT4Y+Kvhz+ydqd14jt7iyi8S6y2p6XbzLsZbcxIvmFeoEjLuAODjB719phKf/CPKhWetNpx+bUeX1cWm/Kmj5erL9+px66P7t/vS+99z7zk27iQ+Ai8hlyAD2+leJ/tkfsU6F+1j4NaGfyrLxHaQGGw1CSDzEEZyWt50H+shbnI6qTuXB6+4NuClQAXXJy+QOv09KazLAA5WMFuoLDn/wCvXz2Iw8KseWf/AA39bNPRptNNNo6YTcHdH89n7S3/AASu+M37P+q6imjaBqEWktKxjgbfLax8/wDLG5QMjIewkKOBwRXzq/7J/wAefFd41taeFtRu5icART/af/HYwx/Sv6mllkVjtLoCMht3JOfSvE/i5+3/APCz4S+JdU0a98Ux6tr+mJvu9L0mJr6e2I6rKy/u42/2XcH2qaarRXK5306rWy+d35tlOcXrax/P94G/4Iu/tL/FGdVbwtqNhHJzuniFuAPX9+0f6A19A/CX/g2G+IPiSSGTxZ4n0nTFYkSRid7mRMdcpEFH/kSvtL4u/wDBZ+/u0mtfBXhK101DkC91Sc3Erc5yIkCqv0JYV82/Er9s/wCJfxgZxrfi3VHtpeDbWri0t8emyIKD+Oa64wrS62MZTidn4O/4Ilfs2/szTCbx944hvLu3AJt1ljtnkPXhEMk/T0fmvTfC/wAX/wBmX9nLyR4I8Avqt/bZUXosFWR/fzrgmTPuB0r4/sFn1G8jihjknnuHCoqLueRieAB1JJr6v+FP7Amlz+G7Z/F+p3lvruoxPJFY28qIIOB14JcrkFsYA6VusFJxcneVv60MpV0tNi54k/4KX61qULW3h7wvomjQE4V7l2u5cc4OBsXPPcGuK1v9qf4g+NpHa78W6pbo4IMdkVs0A9P3YBP4k9K8o8f+CNQ+FfjW+0TUUKXNlIQrDhZkP3XX2IqTRb8BhksQfyp0qdNxUoLRilKWzNzXEvNXEskuo6kt3KCVuku5FnVvXeDnP411/wCyj/wUb1H4J/EKx8AfE/UrzU/D+qTLBZ6zezNJNpMhO1XaQnc8LEgMHJ2feBxkHmIJRNbDC9Bx615n+0t8LF8d+CJ5YowL2zUyRHHJx2/HpVSqqnrNc0Oq8u67NdH+ewRV9L2fc+3f+CjP7N0Pxe8BHxBp9omo6poltLFd264P9o2DgeZGuOpGA6YJBxx1NflH8IdUuP2SfiXJ4Wuyb3whrKs+nysfkuLdznafR1PB78Ka/QH/AIJD/tkP8YvhvP8ADzxFcLJ4h8FQbbQzE776xUldrerQkhfUqy9cE1yn/BS79g+zm06fWNKhMPh3UZvtayxLltAvT/y1AB/1MhzkdBn3zXBODwGJsnzU57dmn/m727T5o3vK63i/axs9Gv0/r5q3Y8K8U+Hl0mWKe0l+06beL5ltMP4h/dPow6EVmRMeMDpXGfBj4tXfgLVrzwN4ygdREwX5j7fLLE3ocZB6EcH29D1LRltpPMtp4ry1cZjljPUehHVT7GvQVrJxd09n/XX+u5ztdyvESSADk19j/sefC67+Efwjv/G50a51bxFrMOzTLGNCZDEfuj/ZDtyWOMKBXxwAIidxCgevHFdVqv7Y/iXQfC1tpFz48uLDTbKIQxxpcpC4QdAWXDtj3JrelOKjLWz6fr/XqZzi3ZI9e8T/ALLXjXxj4hvPEnj/AFzw54Ul1GQzSvqV8hkUdlVEJGFGABkV518RfCmg+DPEEVroPieDxTbGIGa4jtXt1jkzgqN2Qw9CCa8E8Y/te+EdNnlnn1WfVbsklmUNI7fVmry3x3/wUMisUK6PYwozA4aZtzL26CsXyq1jSMJdT62NzHaQmRnRF6kk4A9+a8C/bF+Pnh6x+HWoaXFdwXt/JGwVI2DCNscEn1zivnPxD8bviL8ZphHCmpTQzHaoA8mE57DOAf1r0v4I/wDBJr4wfH+5t7m90m60zS5WVmuLxTbQ7T0OXG9h/uIw9+9YV6sLWk7GsIW1R9wf8EWP2lZviF8Fk8PXkpabwzJ5cBbGfs0xZwvI52uHGPQj0r7R+M/wC8P/AB48NRJqCyWl/bITYalA4Mtqxz0B+8pGQynIIPbg149+wd/wTrtv2RPCDwJctd6jeFTdzrCFQkL8iqpJwgBzySST69Pp6GyW3iZcTGMRhSQvPXrg9Bz9K48VVjVqOa8vv7lQi46H5c/tH/8ABHDxrqWqXEnh2XdFKzOH02SF7eTJPzGCZ42iJx91XYDtXjNv/wAEOPi9rNyY7iW9jCnndbW0IA92a4/kDX7Q6ldxaXYvK89vBBbxmSRywUIqjk5PAGAcnHavkv4u/wDBVDTPD6XMPg3QbjX9u8W97fzizgu8HDGFdpklUE/e2qh7E1FJ1n7sZff/AF+SKbXY+TPA3/Bvbr1/Oh17xFY2i5y4mu3lKj/djQAntw9etaV/wRe+DfwK06PUfGXi20SKPlg6RWanA6hp2kYj3GDXz38dP+Cqfxl8fzz28GtR+F7MZQW+lxeW6dsb2yw/MV81+KvGOs+NtQa81rVb/VbpyWaW5naRgT9a7I4Wcl7838tPx0JUuyP0Z1P41/sefs4uItOs4/GF7ajYvkWs178w77pj5YP+7XIeN/8Agt9DYWzWvgv4dWlnFAuIpdQvBtTB4xFGB+W418LeF/BeseNb9bPRtKv9Zu5eFhtLeS4kB9cKK93+GX/BKD41/Ei3S4bwsvhuyPzG41q6jtAg4+Ypkyf+O1cKFGL0V397+7/gCcnb3noWvF//AAVv+NXi6RkttesvD9tIclNMsIo3UZzw7hjntnPavHfHP7R/jv4i30smt+M/E2qRyN0uNQkKsfdQ239K+kJP+Ce3wi+DGZPir8eNDhuYuZdL8PRfargkdV3fM2f+2YrxD9pf4W+G9I1yfXPhnYeNrn4fFY4jqWtaa8KpMQRgSYAYMQSMhT2xXXKM6Vm48t/RX+Wj/AzjKMvh1/rucH4Q+J2vfDnxTa65ouqXtjqFlKJEkhnZGJB7kEH8q/Vr9g3/AIKGaZ+1N4bh0TW5UtfGlpGxBk/5iqKuWBIGDMnLZAHmL833w2fyAkVldgedv61p/Db4g6j8LPG1jrGm3c9lcWs6TLNExDwujBlkX/aVhkfTHQ1FWCqR5ZFLc/fa2eC7hjhV4rjf93qMceh6nrgDH4CvFP2sP2bIviDotzq+mWdvcajHC1vc2cmSmqW+0lom3dSB0PripP2P/wBpmH9pT4ZWutZtU1VHFrqtvHnbBcYyJQOoSVcsoHC/MO1ezPGk6nYVYgfMWbaemcDOOnOceteK4ypyt1Rpufiz4i8H3v7LvjiBLZpp/BmsTPHp8s4J+wSNw9lOD2I+XnqOeoNcH8bPhbFo23XNGRm0a+kKmI8tYS4yYW9upVj94D1Br9Q/2zP2VtP8Z6DqupWllHqFhqMRXWNNjGGlA6TxY6Sp1yOuPavzw1aK5+BWvzeHtdYaroOpQEWV2/Eeq2o/hOPuzxce/H0B9TD1+ZaENHgflFDjkEmnqucktgj9fatjxUmnWeqSmyn8y0YnyzJ94L6Ejg/UfpWLNqFvHkmVR+Z/pXZzIVi1AxKZ3LleNucH61LAx3AjgDmsaTxNaW5JDgn0AH9aq3HjpcERIzE8Acn+dJyFY66G6XGSScUl74lt7KJgWG8jscke1ZHhrwJ40+ItwkOkaDqVyZThSIiqn6E4Fe8/CT/gkV8U/ifLHJrKRaBZthmNwcMAf9ng5+imuarjaUN3r97+5GkabeyOO/Yz/ae1H4H/AB90q70uP7VbTO0F1bEnZdxSECSFsfwsvcdGCkcjNfsno2rR6rcymCOZ4kLCPdw2BnDMMdTz1B56V80fsw/8Ek/B/wAD9TtNWvrttZ1eLDpLOmIYmAByRk5/HA9ulfVOkaXa6LaxRNmFwCi5+fnqQCenp2PI968etW9pO8VZeZ0xjZakj2kCW0txI6JtxgKSQF5Hv6VDfPHcsIhKQxwWQAkjjrnv8ueP5VYFrudJUGWIxu80ZHY4BGPxPPTpioiFlHmQyOjTHLAorgrjByQASCecYxUoaZ4v+0F8PW8tdVsEiW6sRncoK+YmOVP6/iRXEeEf2pNG8Earp+m3smpXOq38ZmgsbDT57y4kRSAz7YkbaoJwS2Bnivf/AB7NBHolysqrGIkK/wCs2jbgjBAwCSAePft0r4f+LviDxD4aIk8Hy2kWrXuoS2kEkoRisRUPIyb/AJNy7QRuBXJ5B6VrDo3+O21/0LtzRfkfdnwS/ar8I+L9B1TUYNbgtLbw8durLqKPp8ulnG7/AEhJwjRDHILAAjkEjmvTP2Y/2x/BP7SOp+IrTwhqcuqjwtPFBdzfZnihl81C6PCzAGSMgHDgYOMjIwT8QfsaWE/hCLU7fUPC8ds+tkXOpare60mq3eszjAzMvlqoUDOAPlUDAUV9BfBnwBqnhv8Aa/8AEnjq3uNP/wCEe8WeHbKwuoPMYXK3ttK+2Tbt2lDEwXO7OR0703VfLKy1TVtOjaWy0TSbbd2tLeZg4669vx/rToe9ftA/tz+Bf2Vr7QLLxPd3s+o+IbmGCGz0+3+0y20Mkqw/a5+QIbcSOql2I3McKGIIHudldb5VWNl5O0c4Br4V+JP/AATqk+J3w7+JVnpnxJ8WJrnxFP2q5k1ODTpoZJ43D2sckotPtC28LqoRI5F2gcck5+mfh54f8c+C/A3hLTR4h0/xDqVm8Y16/wBajLS3Eez94LY28cKBg/CGSM/L97J5rWrVtJKCdrPW3a2un817JJaW1euijH3bt6/1+Xfr+Bz/AIc/b7i8Y/DPWvHvh/4eeL9e+HuhXN1DNrNvPZrPdRWzlJ7mCzeUSyQoVY87XYKxVD30pf227Xxx8XPD/gv4a6JaeONQ1vwvF4ybULnVv7L0y102Z9kD+Z5M0jySMGwgi+UD5iOlc/4E/ZW8X/BHwv4r8L+APFnhe28IeJby8vrO01zRJru48PyXeTNHE8VxGs0O4s6I6gqWILMKZ8Ov+CeVt8FdL+G134I8YXekeLvhxoDeGhql7pqX1rrtg7+a8NzaiSMgCUl0McqtHnGWHFaVqlnNU073lbR2S548uul26fNtdc9r2WjcUtLvt+Tv90rfK+56b8A/2k7X4z6/4t8OX2j3fhjxp4Du4rTXNHnnS5EPnR+bBPDMmFmglj+ZX2qwwQyqRivSvMDoeeSOnevJfgn+zPP8N/jN41+Imu+JT4k8XeOILOzunt9OGnWFnbWqbYooYPMlbPJLO8jEk9hxXqxBDDO0MPfik5Td7Xsnpfe1k/wd0urVm0m2hNLT+v6/rfcSV2BG0BgfyqCXBLEZJHbrTpSQuSSCO/rTMhzjsRkkcCpkpdxpkLudpJA/DtxVedSMhcHPP0qy8ZySDz1x3/8Ar1F1Qg5GOcHqPwrNxl/TLTKrjDEkjH0xTHA3kgnj9KfcLuYE5I78VFISq8AkDmjkvv8AmNDbptucgAj07CvO/jv4X8eeNPDUWmeA/FWj+Dbm7Mkd3ql3pTajdQKVwptkMiRrJnPzyhwBghSa7+RizEZIPaoCoGGDFj79jVU5SpyUo2uu6TX3NNfeglFSVmfGNh+0x8S/F3/BJTVfF2iXd1J8UvDFtLpmsXCwJPdQz2l55N5KsZXa0ogV5BlcZ5x0rd+L3xNv/wBmrwR8M/iT4Y8ca/4w8G+J9X07SdVstZ1NdRTVbe9+RLq2lYF4543IYpGwjK7gUGM17/4TvPAngfx9q3hLw/L4a0rxReb/ABBqek2JiivJDKwVruaJecu23LsMnjrXnHiaT9nr4P8AxOL39h8NdC8X6aP7TcppkAvNPD5/0lzHGTBu5+diueeadSnPklRhF8sfatK7vy1OX2LlKzd6a5XFtO7k2nq+alNOSm2tXF7b8t+dJX2eq02t1sreMaX4R+J3in43fFqGfxhY+II9F8Qz3lrpUPxZ1HRbjSdNkG+CB7a2gZLf5AWDykg5x0Ga9JtNb1z/AIKA/sw6NrHw88ceI/hrpOu2l1b3PlWcUmqTzRs0Kol6WIjjEiMTLEpaRSCrpzn1nXvhb8P/AI7Wmn6xqvhvwd4zt5rcPY313p9tqKSQtyDHIytlD14ODVH4efH/AOHPi7wrrt14Y8R+HpdC8CzSWOqTWjiGy0gwpudS2AgRV5ymVwDg8Gmq2IliFi6Tu3LfdJyTahGPLZNtNwad4xjZJu0oxKNNUnSm7WXpotHJ667q91a71euvjfwG+Jsf7SH/AATp0rVfF3ivxX4Yu9ItjZ+KdR0WaSPUoprGTZcoXjR5lD+XlzGA+1mwwyTXmt38W1/Z/wDjJ4S8W6L4t0bWPhT4puU0K20LQvGl14h1HVZLlwLa9e3vWYr5Y5kS2bcNx3F8Yr6Q8BftXfCvVptMj0bVo9Mg8UXWdOurnQ7zSLPWp5BkGG4ngjhnkcDI2szP2zVLVv2hvhb4O+I/iGwsrK7vPEWgHGv3WheEb2/Olsy79txcW1u4VtuSV3FgAcgVg6LVCeHpxfKnKycn7kZStT1cX70WoxctJTaUU46p6Sl+8VSW71em+nvddrPTdRvezepp+NL/AE7x7LrvhLRPGUGjeKLGCN7j7BJa3GpaQshVkkaCVXChlOFLpjDZHOK+cv2bdEvPgR+1L8SvhZqWu69rdjrNpbeMNDvtXvWub2ZZV+z3QMhAyRLHu4AxngCvq7wn4w0H4meFbHxH4d1Gw1jSNVhEtrf2jCWO4TPZhzgEEEHkEYIBGK8y+PH7YXw4/Z+8Q6bovibxJa2+s6pPDDFp9sDcXMImkCJNKi/6qIsQN74Bzxk8URjOrQnSp6pcsrq/u8ri5SdlropwV9IRm7O7fNKSjUV93eNu99ku2tnpvb7vj/4+fBj4fT2mo+HfDnjTQvhf4i0+7ddQ1jxPZX0fiS8l83cZYb57iFpYHUldyiVCpwCuRgr7G+M/xpsfg+2l202neJtavtZkkSzsdFsGu5n8tQ0jEkrHGoUjl3Ut0GTRXcs++rJe0rUo895L2jo8zTbV71FzSTafvbNp9mKGGqT/AIcZO2jspNX07aL06Hqn7Pf/AAR6/Z2/YqtrK/v9O0u+1O1IeK+8R3UaRpIAPmSAlIQe4JUsPWvZPGX7cfwj+GemtNd+KomtrdCGew0+7vAoH+1FGy/rX576ZcxyXbXMo8+6kJLzSt5krnuSzZJP1NdNa3UN9bPDOqyRyDaysPlIIrWpCXLpq/PY+0p8IUIP9/UcvRJfnzH3T8Dv26PhN+0nq0emeD/GUF3q0o3R2N5aXNhczAZ/1a3EaeYcDOIy3HNerRqjyMXKM3TsCT1/rX4BftM2+s/steN4PEOi3V3baI86zBoXIfTJA2VmjPVdrckDtz1Ffrr/AME4f26rb9uL4Ire3jQweNPDRS1163TCrKWHyXUYHRJcHIHAYEdCta06NLEYV4rD3vB2nF7rZXXldpeV4u7u1H5TOctqZdifYzd4S1jLuvPz7+fyv7N8S/Dl74r+H2vaZpV7Lp2palY3FtaXS/ftpZI2RXHfgkHPbFfz0fGvxF4r/ZE/aJ0O5vlmt/DUckuiatYEYW3vVf8AeGT+8z4Zgx5YN71/RqzCUMFZwp4J3DcOOORX5/8A/BZD9gWx+KHhDU/G1pYNcWV1Atv4mhiUGRFVcQ6ggH8cXAYDkrg9q8GdWWFxMcVFXjopLpbVfc1JrylyttRUmcsYqpB0nv0/rvpp80tWfCXi3SrdPI1HTnE2l6ivm27qchc9UPuP1GD3rGhkwRubnNcH8AfiHefCTX7z4aeN28yBSDaXY5WVD/q5oz6EdvqPSvTNe8OS6HeBCyyRSjfFKv3JV7Ef54r3k4pKVN3hL4X+j811v/nbhkns9/619A0rVZ9KvIbm1nmtriBg8csTFHRuxBHII9RXZ6T8dfFVv440vxFPrN7fappGFgkuZC+EGcxn1VgSD65rgIiQQDyKu2r5wcbfet6dacGnF7O/lf0/D00MpQT3R9ofGzwfpv7WvwTsvGHh+NDrVhCWMS8vgDMkDe6nJX/69fLOlSGBijkqynnI5BHauo/Z+/aQ1b4C3F+bO2h1Cy1BPntZpCiCQfdkBAODjg+ox6VxXxK+MelXfiS/1rUpdJ0U3shmeGBikaseu0Ek89fqamtThGq50fhlrb+V9V6P/g7t2KfNbll0/FHZ6RfkcZGB781NqdxFNC4kAZHUhvQDFfN3jn/goF4T8FpIlg0mqXC8fKNsf5187/Fr/gol4m8dtJZ6dJ9ihmJVY7Zdzt7Z61jOSatuaRg/Q9U8MfHyP9lT9vHT9e0S4EiWlwLuaJD8s0WdlxCfZ4yf51+5Xg+40j4i+DIp4fsuo6Pq1sHCSLuSeGRQwyDwQVIr+cP9mz9mL4iftNfGCyfT9Iv7i7ZshWByoPG+Q/8ALNBnJLY6cZr+iL9lX4SXXwf+D3hvw7e3LX8+iadDaPKxI8zYmMAZ+7nOB6VjXVN4KNGo7yi2l/hd7r0VlZebLu/a80dn+n9M+Jf+Cg3/AAS0vZbabVfCdnd3WmWxaSykgUz3eiEnJiZAS0tufbJT8M1+d3j3wZ8VvB949vDpV9dtEdjSWFwHzj1XO5fowBr+jbLSlFhR0kXOM53AAdPYDp0rD8T+BdD16Uzaro2jX0oyQ11aRSsvH95wemO9eXSlWpaQd15/563/AKbu9TeTjLdan82V14L+L/iuYQpo2rB342z3iBv++dxb9K6/wN/wTG+PfxYuFMXhzVY0lON/2SQD/vqXYn/j1fuD4x/a3+EPwl+1Wmm6npF/eWrlJbTw/apOUfHKF4wI0Psz14l4+/4KeatMJofDPhuxsInORPqErTSfURoVUfizV1xliZdEvvf+Rm5QPif4V/8ABvJ4+8TlJvE2sWWmRbdzrNdeY2B1+SEMD/38Fe/+DP8AgjX8Cv2fBBc+NfF9m88eC0LyxWbSd8gBnnI+jA1k/EH9qPx78Ti8er+KdSa2cYNtbMLWDHptjC5/4FmvPmcB2YKu5+Wbufr61osNN/HNv00IdTsj6l8K/FH9nn9nmRj4N8Lve3SrsNxb6exeQf8AXa4IfqOxNQ+If+ClV8HkGgeENMsgzZEt7ctMxx0+VAuPpuIr5fL8ZJ5NN8wIRnP41pDC047ITqSfU9i8Uft3/EvxEjLHrVtpSMc4sLKOM/8AfTBj+tZXhz9uX4neDdbhu5PEsur2SHM1lqFtFNDKM56hQ6nPdWGPfpXmDOMcEEnk1C6oWPmFgvt1rdRS2X4K33bEXP0L0D4n6D+198FpdS8O61Jpa3qGw1e02ia506ZlIeBs9UYZ2uAAy9MEED8zv22f2a9c+GHiKHUbaOa81nwErK0EYKpq+kOf9ZGB/Gg2ggf3fcVr/DD486h+x58bLPxdp8b3Ggapiz1yxyCtxASMsB0Dpksh6gjHevvf4t/D3T/2mfhfputaJcQy6kkC6ho2o4+WeN1/1bL3jccMD0Oe4rhr0/ZSVenpF6Nb2f6rt3Ta1aubQlf3Zf1/X+TPyO8S6PYfFPQU1TTJkkuWh80FR/x+RgcuAP8AlovRh3Az615Xqtq9lKUIbOc4zwD/AEr3f9oH4O3f7PXivUNa06zurHwzNdf8TWwXPn+G70nl1HeFjg56YNec+MLS112BruEIkzLvcRfclHXevse47fSu+jUUleP9f10fVaryTVj0T9ir9sDx18ILtPBGh+NNN8F6H4ivF83VL7T1vF05yMF1z90McZJ4HXjk19DfE7WvgrYTs/xT/aC8dfFvUEb59M0aR47Nm/uhYvkA/wCBivz6vR9nV1CjLnnKgn27ZH4VVllDMqrlGA6A8flXdHE+6ou+nZtL52s395zyopu60+S/U+0pP+CiXwj+CqvH8K/gVoVvcx8R6lr0guJ8jo2PmbP/AAMV5R8ev+ClPxY/aD0C80TVtYsbPQL5dsum2NhFFC69gWYM+B2wwrwB7grGQwAY8c4wf8KqnWLOBgZ50CrnPz4I9+P/AK9Ze1smoRUU+yX57/iaKnG93q/MttFJOVyN5btnLNx+dR3lsJ0J4IHQDJ4rFu/iVZ2e8RK0zjoQSpJz14rHj8R6z4quDBp1tcSu3BWFC354/rXO5WLdj6m/4J3/ALT4+CHx8srC6uv+JXrCLY6grsdixs4CyfWN8H6Fq/YjwpfSatGUdW3xgQlicYIPXOOT0GTX4qfsZ/8ABPLx98XvG9nqd1p11Y6YGDTXMnyoqZAYhjwzY4Crn3xiv2i8EeGJdB0KKAExhQM7myBgYB46dvTnFeTia0JySg72NVFrc1rmLBQurSAFlwwzn1I9OccH8K+Zf2qP+Cdui/He21JLFYIYr2X7Q9jLlYllx/r4ZFG6F89QFKnJyOtfUBs2jkUFXjdhu3KASe/uO3c5NQtKBIFmVyCuAWOB79u/sKwUmneLsVY/JPxV/wAEMvH1nrMi6XqzNbuTtMht5SAP9sTJn/vkVY8K/wDBCDxbrFyV1HxPbIq/fIjxt9sqZMmv1UJFmYwkjJHOMElcnqfXPYDr0qSKcQAKMYcEZB+YfTOecdqt4is/tfkJRj2Pz88Bf8EIPCmmGBtd1+5u3Y/6sI/zY7AhlGT6Fa9y+Gv/AATT+EfwtvQq+HEuZ4lOZLnKszY4+7tyP++q+ikEUzJI6ONox5qtnHsQeM9Og4qK6lYxlmkByc43lQeOMntjHToc1jLml8cm/mWnbZWMHwt8PtG8FRvb6Vo9hYoSoUwIqMuOc5AyPx61oWMJmmmd1AeLJceXtzjpztwAORkn/wCu67cxujOUVt3KE5Gce3H49veq2patZ6Q5aea2iiTLb5HBU5GD/P0P1FEaaWiQ231Hz3KRXEbBmZ7sAfJkMB9AP7wP1qe4gmNyqAklSCMqQVyOhAJwen/6q4LxX+0l4X8PoIlnS6ljwQluGz3OMdBn1rzXxf8AtU6nf2cx0+wi06ABSbm4cRrHjv8Al6nvWjp20k7f12Gk3qke8X93a2av5k8RByjFcJsAAz+v0+vNcR43+PPh7wvDIE1ATXK5G0EkuO3TkV8reOv2krfU5XN5r93qsh6wadHujP8AwPhD/wB9E15t4g/aDntQVstPsNO9JLqQ3Mx99o2qD/30KuMOyv66fhv+BcUur+4+hfin8eLnxRpV2zzppWjRDdLcTtsVF/mSegHUk4HXFfL3xA+J39seKrW6topbfTrJGisI5PllZWIMk7jsz7Vwp5CjnkkVzfiX4h33ii6SW7urm/mi5jefASH3SMAKp9wAaw5ZXnm813Lu3UmlJ231f4L0/wA/yV0+mnC/SyPpT4MftH6HDf22n3Wv6TbXzusQt5byNZSzEYUKTkk5GBjnNavhD9uv4iWXhTX9csrS21C88P6o9p/Y9n4cub7TpYUkUFjqscuxSEJZn2fIVwY68D+FgitdbWYWts8wYHzDEpfI6HOM5r6N+C3wX0wWl3bafqXibQtP1SV5rqx03Unt7Z3k++VXBMW7v5bIKqniIpcslfVdnprfRuPl9rpuYVqTve/6dvX8j6X8F/tLa/8AGj9pHS/BPhvxNp3h3QZfCEPidNTsraHUptXaWYx7IXlzEIowMk7CzZGNte0fsr/tA6/4n+LHxA+G/i9rC88ReAJbSaLVLO3NtHrFjdxebDK0O5hHKvKMFJUkAjGcDyL4cfs0+CLnw74YsIdHm0xfCMRh0a602+uLG909GGHVLiJ1k2vj5gzEMeSCa9y+EX7O/hDwLZ+IF0/T7p7nxaANavrzUbm7v9SATy1ElzLI0uFQlVCsAo6YqVKU0k1Z+7/LZJJKV7NXbs3stXulFJ4tJbef56ell/w2tzI8bfEXxX4s/b4074XDxVqfgzwzJ4LbxDZtpVva/bNdu1umilj86eKXakMYVtiKCdxJOOK8q/aB/a++Jvwh8MfGjwINfnu9b+Gt/oN7/wAJbDYwLfweH9RmAnmliSPyPtFugceYI1Uqd+0Fc19PXP7OvgfxR4P0XQdU8Pwanp3h0g6X9plmludPYDG6K5ZzOrYyCwfJHBJFdD8L/gX4O+E9pqdv4b8OaZpS60/malIkZkm1Jiu3M8khZ5vlJHzs3BIrpU58zmkl8NtdI2SUmlZpt2b1XxSu7qKTlKNl1tfpvrdX/Lrpp108U+MnjjVf2S/Gvwe1zQ/GfiHxV4Q+IniO28L6jputakNTF2l1E7w39pM4MiOhTLKjeWyP91cAj6gbAckjp1P41w3hD9mT4cfD7xJDrGg+AvB+j6pbbhDd2WkW8E1uG+8I2VQUz324zmu5PyqrBeDxgHpUwjP7T2ik9W25Jybk766ppWu/hve70bcbWXd+Wmmn5v526Eb7g+CM56561G6fKxBI9Rmpt4Y88DOCB1qNm3cHBUcHFNq3X8wRCJAxIDEr9M1HKNoJHAPWpJgM9AB6D1qvvZiwIJB71HKu/wCZSYxx5f3QAT+VQzDccEDA9amkA3gjGB+IqNwcZBJNKy7gmVJl8xsqpB6dc4qF41aN1YEhxjA4z61adiyHABU+9Qs5LFev8zSdk9yr9z5X8U/si2vwE/au+FPjT4X+DobPS5ZNQ0TxeNPG6SW2uUWRLy4d2MkpSaMZZizYYdhWvoXw68U/s2ftWfEXxZYeGtT8XeDvietnfTvpDwNqGjX9vF5LJJDNJGZYJEClTGWKtkFQME/RpXOCAMHr7GmFNpU4wCcYx3p1ZKfPf7Sinpu4zc1J63cnpFvrGKW92OLsl5XXyfT0vqvPy0Piz4Zfsl/FPxD8D/iH4U0/Uh8LPDXinxtd6npmmahCt3dxaJOxeWy/0W4AtVmctxHIWVGYAqTmtP4BfsofEz9n39rXXrmwi8AR/DLxdoll/aK6Zor21pbXNmv2eO3itnvWkR3hAYzESISMFQSTX17zKeRz37CmtB8pBJIP61OIqVK0ZxnPScpSaUUknKoqsnG92m3FK7blypJt2TTp8sGnFdEt90o8qv6b225ru2rv8i/tAfBXx18aNDae8+Gus23j7QJBL4Z1DSvHMEvhayuYifs941ldSKmVDZZWsnfAwrE4Yd58RfBfxB8XeEtH0XxX4X0fx5pN1pUH9tHQfElz4c1A6kse2YjbJGktq5ZiF81CO6MMY96I5IwTt9qhcAElWJJP4NROTdSNXmacU0raWTaaSd7pRs1BXslKfWTYklyuNtG7/O1r/PRvu0uyPnb9mL4VfET4E/DLxTpr6VpDaZb3e7wR4Un1oO2kWmBm2n1BYGzltzjKSlc7d7dR0f7SfwIH7RP7O3ivwreW9lp2p+KdK8nzARILa6QCSAmRVDOscyqc46DpzivX5lDsDlQw/wA5rPvI8gkEgenp70Yaf1evHEU/ijLnWite6ktNrRa0Ste75uZ2aVVe0i4y6q27vta997vdt9Txz/hDfiPH8AfD+n2mr+GtM8dWdjawX91dWcuo6dPJGgSUhQ8L/MRuDZGDwQexXqV5CRhdoJ9xjNFbZdiFhKEcPTimopJXim7Lztcqpec3N9Xc+Q7LVvtFy8oQRRyOWEa5KoCfujPOB0/Cuk0fVWDKNoyvTGBVn4Rfsw+Mvitpt3f2mnPp+mWcDTveX2beJ9qkhVLfeJ9eg7mue0+ZhJtIyU4yCCP/AK9eldJ8nXR/L+kfsbq0akpQpyTcd7O9vUf8d/h7a/FP4c3tjcRxyO8RwCAQeOlfJX/BOD9qrUP2Df2uLI3ryvpulT/2fqcB5+26ROdpODwWibke8a19j6xrtpoGivc380VtbxDLPIwUDivzH/bE+KmhD9oLTNa0mVJIJLh7a4K9JIX4z+DcisMBXeDzWFSK5oVLxnHo1Z7+qbjfopN7pHi8TZfHE5RUlPek00/XRr9fVI/qOstRh1G2hnt3W4tLiNZYJY/mjkiZQyuD3BBB/HvTdQt4b6yaGRVlikUxyAqCpB4IIPUY4xXyf/wRp/aFl+OH7Dvh+G9nll1HwbcP4bmkJLGVIVVoG6f88nVep+5X1kgWIKPMJjOQQ3J+vp+FVmeCVCvUwz96Kej/AJovVP0lFp/M/KaU24qT0f6rf8T8kv8Agq//AMEsE8KWs3iLw1DInhiOUyWd2mXfw5Mx5hk5y1q5PDfwFsHsa+DtP/ah1n4U2E/hvxXYBr3TH2vDOcH2dGHYjuOD9a/pV1bTYdTtJrW5gjube6jMUkc0ayRzoRhlZT1BHGOlfGH7Sn/BDX4SfH64MtpJdaEj7mFu0P2y2hJ7RZdJY1z/AAiTHoBXi0J4jC3pwXPB+eq+/r57vS+qcpdMnCprLRr+v6/pH4xax+3dplpEXh0glh0DXIwPyFcV4h/4KI6gu5bGzsLYjoTmQiv1f0n/AINevhXFevNqHiaR4kYHy0sJgSD6b7plH4g16N4b/wCCD/7N3wS0dtX1k3C2VqC0tzeXcFjAuPV0VWH/AH1XoLGyfwwf4GDpRXU/C6//AGlfiZ8SRtsItXlhfobeAxR/i2AP1rd+Gn7EPxz/AGkbpW03QdWu45DkyRxSXIHuWUFB/wACYV+0dz8b/wBkD9m3MXhHwzpnjbV7U5RtI0ttSKkDGDdT/ugc9xJXH+PP+Cs3jDVCbfwV4J0HwtZBNiS6tdNfzqP+uMIjjH03tVc1eXRL11/ALxR8a/Av/g25+IXjOaCfxjqNro8UmC8dxcB5QP8ArlCT+sq19k/Cj/gjR+z1+ytpaX/jLVtJvbiJcyf2pfJpttkDn5FcOw9mds15Rr3x5+Nfx/uJLe78Y+MNUjkOHs9Ei+wQAen+jKHx/vOa4bxB8EtY8IzNfax4a1S2mY5a7vrWR5G+sr5OfqaHTW1Sfy2/r5onn/lR9z6V+2H+z18C9Hj0bw1f2c9rbjasHh/RZZ4gcf31URsc9y/41zes/wDBWvw7p0zNpngPxRqCDnzJ762tGPPZdzk+vOK+LhFvHBOf5Ux7dSpweMVtHD04/Z/P9LGbqS7n6T/s1/tteEv2l7g2Fguo6Br0gLrpeqBN92qj5vIkRijkc5UkNxnbjNef/wDBUTSNZ1T4G2YsLm5j8PRako15IZGQyW5UhfMKnJi8wruA4I68V+eHiXWdc8A3UOteHb64sdR02dLyKSI4aN0IIdfRhj8elfpT+x7+1jon7en7PtzJrMFoddt4/wCz/Een7QUlZkIEyjHCSjJwMYOQOlZ4zCqdF1sOrOLTcb+as09XZ7Pezaet7KqVS0kp7Pr/AF96/q/5pfs1+PZptR1zwR4sEFjqmm3ciReWgSOOMtmJlAAGzaQPx9q7HxJolxoOozW86FJIjgj1p37dP7Jmr/Br4jR3OlRzPqGlo02lTEc6zp4OWt255li6DPJUfWq3wy+Kdl8b/BVvGXA1WzTZCW+9MoH+qb/aXnGeo47VeGqqtSVSO63/ACv66O67prpqqkHGWuz/AK/4YzpeoycjqaazgYyAABU99D9nlZWBUqcVRlnxg5IBre5DR7F+yhZ/DnUNdvl8dvAsoVfsSXcjJanru3FSBu6Y3HFO/a7sfhtp2o6aPAstq145f7bHZSNLaquBtOSSA2c8KcY64rxaScBec7ie3SonkHPI9hVzcJRXu2a63/r87eRCi73voTeccjjrTXcleDgiq8l0sQ5YYHJrn/E/xT0XwtC7XuoW8ZHO3flvyFQkWkWfHOgReJfDl3ZSg4mjO1u6tjgj3BxXsf8AwR5/aYk1/wAPap8M9WuVM2gvLd6bvbB8vzMTwA/7LkOBzwzdq+MPij+2tpunWM8GkxmSZlKrK5xg+wq9/wAEldC8XeKv2sNI1SwtLiVFv21C6c5VUgKkSFj2DZAHqelTePvRm7Jr8ej+X/ALcXb0P1o/ae/ZZtvjppkmq6PFbQ68IPIdZ1Bh1GLnMMw7gjOG6gnrX5GftNfsy+J/gJrt++g6VqE+kwSMbnSCpe80N88hR1kgP8LDOBX7o6IG+wFnViQn3WJ5JwMjnrxWL8QPg74a+Kkaf25o+n3ywriOSU7Zo/8AdkXDA49COlePCpOm70/u/rp5d9U1rffRqzP5uNS+JszXDiSNUlU4ZXQ7gfQjiq1r4h1nXMpY2d7ck9PJhLfyBr+grUP+CfXwt1C7E8mi3MkhO0BruZ1JPYEktx/vVqaN+x18NfDt0jReENJJDcPcRtPtOOn7xm479K3eYVHtC3q/8hKnHv8AgfgF4V/Z8+JPxKuo4NP0DUp3l6Lt+b/vnlv0r3L4W/8ABGH4wfEURTX2nNpUEnO65xGSM+khVvyU1+4ej6BpnhiNYrSys7GONceXBCIkwO+F6j6jrU13DDPcln8yRnOdhJ/Ae36VnLFYiXVL01/F/wCQcsO1z81fg1/wQK0TSo47rxZrhvWXrFbKZADjJyxwoA/3DX1h8Iv2A/hd8FZLcad4ftZniAMdzcqszAg9drDYD9FH1r3VjFcPJuJQjjBO4qOmOOP1qv5bpGoKq0aEkHfx1wQPpXPOLl8bb9f8ti1K3w6Gc2ixRNGI0EcQO2OJVOwZPAyMDHXirM5dr1lKCNHUDhRx6jPoalmswAoyGjflhIcEMc8Drnj6VBPFb5ZJAsrv8vTkn2Ht+VUo9ibkbRteKrRoqOHIby33E9snPT6dfpUcjhGDIpeQZi6deeO+TUWqa3Z2lqWupYYJYV2seNgI7nbznvk1w/iX9pfwt4Vctc6n9pnhO0xoA5OOw9M1cacpbIEzq7y1tb0J5jF5UckEgjAPf0yPoeKhJeKPH7tgDuO053Y7gEcY65/SvEPEX7Y11fu0Gh6M5tzn55hgHnPSvIPHP7UN40kial4ot7RwfmtrHM0oPuEyQe3IFNQjfe/pr/wPxGk+1j6w8TfEbSvDlxJNeahbwuh+XZIGPXkEDGOn/wCuvOfEH7W2jWknl6fZz6lOgKhlBK5znPPXNfIniH48W9zM0lrpl1eyt1n1GcIv12LuJ/ErXA+M/wBpC6t0ZLvXYdPjOf3FggiP5jL/APj1aRpX2j9/+S0/Eat3PrHxr+0/rccLSS3WneHLV/umWRUY+wHU/QV5B4w/aFtNRndnvNX1+dhyVzbwH6l8EjPopr5g1f44xyXEj6dp8t1M55uLhiC31Jyx/GsDUvFviLxJlZLtrWNv4IF2D86pxS+KX3afl/maKMuise+eKf2jLrTImCXGlaBGe0aiec/8CcEfkgry7xT8dY9auN4Goa5Op+WW7lYqp9t2cD6AVxdr4QMz75WaR26s2ST+dbem+FxkBIySPQVn7RR0irf15f8ABNI0r/Exp8Za3r74aRLOI/wQjBx9etWbawZOXZnYnJJ5JrpPD/w21DUyoitnGT3Fd/4V/ZqvtUZWmUgHnGKwlVb3ZvFRiux5THatJgKrEntjNbWh+AdR12VUgtnIPGcV9KeB/wBlSGIIzQFyMdq9j8D/ALNiRBAtttI/2azd2J10tj5x+EP7Pk9m8ctwrPI3JGMAV9PfCr4Zy2vl4Qjb7cV1uueDvDHwP8G3HiLxbq+neH9FsF3S3V5II0zjhVHVmPZVBY9hXo2meJfBXhH4OQ/EC81e2tPCE1pFepqLxyBZIpceXtQDeWYsAEC7iSBjNb08HUfLZP3nZaPVq10tNbXX3ructTEKTeuxtfDPww9vHGxQqDz9eK9d8P6cUVRg5447/WvL/h78fvB2q+MdG8PTr4h8P6t4jDto8Gu6DeaWNV2LuZYXmjVXcKQ2zIfB+7WvN+1v4c0uPxDd2vhvx5rGg+EZZodZ1vTtDaSwsWiGZsbmWWYIM7jDHIBjgmtqVFO3vLWyWqs272Sezbs7Jauz00ZjKT1bT08np69j2PTIzGoIAPHB6GtezQBQoIBHWsPwR4n0r4i+DNO1/Q76LUdI1m2ju7K6RWVZ4nG5XAYAgEHuAa4K4/ak1O71vxNa6B8L/HXiDT/B9xJa6hqTGz0yGeSMbpBardzRvcKoH3wAh/hZq0gouKlzLW1tUrt7JX3e7sruyb2TYNtNprbfy9ex7CMbSCMZpMAcluD05r5x+JH/AAUv8H+FvgV8PPHug2h8QaT8SdYGj6Z9s1CHRkt5NsxdriWf5I1QwsrHJHIIJGCe7/Zt/aUH7Q9nql1Db+EI7ewZFR9D8X2/iAsSTkSCGNPKxxjOd2fbnZ0nDllJaPtr1cdbbaxa17ME73Xb/h/1PUZnKrngn6c1E0hZuFxn86eJSxwwAK8nFROQAcAnI7Vk4pO1xpjHwBtAIPTI71BKpR2K5wOhxUxcHJwMkfhULjGF5OO/cVFojTI3bBB5/HmoJmYu2ACV6ipXRizZAY9cVCyFkJyVA79KUpRXQpMhnyWBA+X0qMgDkDAHr1FSnBiIOMj2wahwS5LgZ/nSTj2KQm8BgSCAOM98USuFBY4Ibv0I4qK4E3kzeQIjOFby/Mzs3Y4yRzjOM96+YPCPxI+Kfww/bi0Dwz8R/FOia1onxK0C8m0ux0jTjaafo97ZsrtDG0haWUtEwYu7AsTwqgAVTUFSnVb+Gzsrt2uk3tZKKfNK7T5U2k7OxG7korrf8E3bvrb+ro+nGZVkBA4Iz60CQcksFAz9AK+YPh/feJfjd+1z8ZfC3iTxr4w8PS+FpLKTwxpujXi2MS6dNBn7YFCH7QxlBDeZvVSNuO1c94I+Ket/GX4Z+Jbf4h/E298E2nwV8U3ek+LNT0t005fE1vEAYGeeMq9qSrLvWA5ZuABkAaToQVR00pSalGPupNuUqbqRjBXTbklyxb5YuVtVFqTlVPdUpNLTm1e0bpNvta6va9tujPrqWQK6gAjGTg02cBQGZflxwelfJXwe1L4h/EvxR4vvPAWu+IfDXwy1fw9Na+GpPGl299qM2rsGEeoW0dwWuorUAphJm+bG4IM15Hr/AMUte+F37Id94n8NT+MT8SvBf/Ia8RXPxAttX0G+u4HH2qOaKW9feJQrqsC2ySqzqqhCM1dHCe1qKjR1k5qC25buKklzXs223BKPN78JxdnFcylVUU5TdklfXdatarpaybvbSUdNXb9DFiaRTtRnC85A96rXKZBBAIaviq+8SjUPjza+IviJBd+J7L4k+HrLVPC2hr4rGhz+HCsCC6hignuLeByX+fzklMwzgqB81dn/AME+f2idc8T+DviZZ+NdXtbvQ/AGtyxWOuTatHqEUdgYxL5E18v7ud7dflebLe7NjNcilGdGGJopyhP2aTtv7SHNGyu9L3jd2bltGybWvK1JxnZOKbeu1pKL+d2r9N9dr/Ss1kT8yxuwB7cgf/Xor4m/ad0fQfFH7Ynh3xLcXHge98F+KfC5kt9f8b2x1rwt5kb/ACR2HluiQTsh3OzygSAjaCQclY5hjMLhKqpTlvGL+Gb+KKdrxUlo21undapPQdKE5x5mravt0bXVp62vt6NrV8p8Zf8Ago7bajatD4m8cT6lGnP2G1bMWfQpGAv5183fE7/gqpDpsEkPh3T4oyBhZrlt7D3CrwPxNSfBL/ggF+0Z8dJ4JdT0e48P2cw3GbUWWzQD/tofM/KM19m/An/g1w8I+CLaHVPih43jCxHMsVvGuzjrmadgmPcRD6168sbz/Ar/AI/8A+/rcW4PDR5MFQSXn/krfjc/J/4hftV+PPjzfOpn1PU1J4RARDH+Awo/HNeo/so/8Ej/AI1/tc+JLG/Xwze2+jGUM17efuLRQOctI+NwHpGGJ6cV+zvgDwD+xb+xSqLYP4Y1bVrL5EmCSa5dgjnIChkjbP8AdC4rQ8Zf8FjfBOiMY/DHgvxFriqcB7ySPToWH5yP6cFamEavMpWt6/0jycTWzrNo8qhKUPJWj+i/E9b/AOCf37GNn+xj8A7Pwna3xv7sTm+1C9C+X9quHA3sF7KAqheTgCveWiKxoqMH28jn1r81vH3/AAWN+JGsyE6B4Z8KeH4QML5olvpBxjliUB/Kr37OP/BafxDb+MoNN+LGn+G30OWQRT6hpdrLa3dihOBN5Zd1mQfxKoUgep4PXHD1cXV1knN7J3V+iS0suyTaXRHlY/hfMcDh/rNenaK3s07X6tJs/RhsK5ZyAijbyMAH6en+NZ+t67BoWiXOo3koisdOha4uJMEhEVSzHA5JAHQVdhngv7W3ubO6hvrG+hS5tri3kDQ3ETAFHVh1DAgiqmpWdvqtrcW1wgmWZGjkjb5ldSMEY78dsdK8nERqRjKMV7yvv38/nueFBxbTex+XPxo/4LL+N/iv8VD4W8C3emfDrRdUSR9OuJrRb/WL+BCB537z91bhs5UbXYAjODXg/wAQfDt9428QPfeLdU1rxXqatkz61ePdsp/2UY7E/wCAKMVm/wDBUT9jvVf2dPjI2p6Lb3DXPhmR9S0Zwv8AyENLc5khH+1Exxj0Are+DvxN079oD4dW19C6HU7eIGRc/NKoHX6jofbBrqwE4V8MqtPdaST3td2f6S7SUl0IxEXCdns9v6/FeTRiCyWNAgwFXgADAArR8G6Na6r4v0uzvZPLtLm6jilYcEKzAH9KfqtobKVlCgY79Ky3nMUgdWKuDnIPIPr+dd+HcIzjKSuk1c5pJtOx9bftaeMtY+BXgLQdP8GOugaZK7xTSWkaq+QMqu4jjPJz1PrXm/wV/ba1vRtVj03xhctrmh3bCOSWdVaa2B4yTj519Q3OK7/4Z/FDQf2pvhW3hTX547fXkiCEMQrSsv3Z4/U+q9evavAPiJ+zX4x8Ba/JaNo19qMBbENzZwNLHKM8H5c7T7GtalWeGquFbWEtVf4ZJ/k/x+d0soQjOPZrfueoftdfs56foelDxh4Yjjj02fEl1bQ8xoGGVlT0U9x2r5zNyOQADmvsS3u5vh3+xg1r4w/0O5FhNbxwTMPMO4nyo8f3sY47V8VG77sSM+lc86KpVZU4O8en+X9d7GkJuUU5bkmqxrcW5DYIPHrXJ/s0/Hy6/Yt/az03VzNJF4Z1lhbanECdslq7AOcesbEMO9bt9qSqpywHWvn39r/4j6XpWj2KrNHNe29yrbFOTsPDA/gaVOo6VWNRK62a7p6NGqjzJxZ+5Pxc+FehftJ/D1dPu3IjIFzYajFy9s+MpNGR1yD06EGvyx/aN+AviL9nH4o6heR2RgvYmM1/aQArFfx5/wCP23H6sg5B5r7h/wCCRfx3vPi1+yVoSX8ktzc+HpH0kyNj97GhBj7ZJCMBye1fQ/xn/Z/8P/HzwmNM1y3ZJ4cz2t1BtS4tH/vxt+hB4I4NeXi6E8JiZOg7pP707Wfq1a6ur6JtNRa2pTVSCU/6/wCBf+t0/wAfLz9ojRNUtoZ72dLa4lQEy4+WXjqfesPVP2iPCungs2pxuPRUJP8AKvpf9oH/AIII6n4y1uW68O65ZZuWZzJbT/Yy5z1aJwyZz1KMAT2ry2y/4NxfG9/O39oeK4YY1bDb7xAQP+AI2aqOZ03vBr5P+vwQPD+a+88K8Qftm+G9K3eQJ7lh0zhBXn3iT9vSaUtFpllErtwvWRia+/8A4d/8G4HhHS5Vm8R+KnvAnLLBC7k+2XcD80r6F+GX/BHD4IfDCzRxoF3q86gH/SZii591iCA/jmiWY/yQf4L89fwGqKW7PxWb4g/FL4v3S2+nafqrmY4VQnlBvoOp/CvV/hX/AMEh/jn8bJYLjUdOutIs7jDebdkWy4Pf95hvyQ5r9zPAvwU8J/CuJYNC8PaPo6BQQ9parCWGOhYDcT+PNbksIttzuEPm8qiYBODyfp71jLE4ifVL8fz/AMh2iulz83P2dP8Ag378JeFngvvGmr3Gq3MeHkt7ZSiZHUeYxJ/75Cmvt74R/s5+DfgJoB07wxolrpNqvzTpFExeU/3nZvmY+5Jr0NQH3+ZsQuOSeT9eDzVW6kd7V2ALoeGY5yD24rB07vmk235/1ZA5PZELoQEMcpKAbQCBz6+5471FJF9mlUhiVk5cqMYHvmpHjYQgFpGCjlh0X8M1E5ZomjZV2FsBgmCRwD0BI7VTEiGeIQEBVdtnGWP6/wCAqu8jytsRmSNSWBXhX9sd/pViC2WHDKB5YG07vm3H15rH17xvp2jRSC9voLMR7tzvIMj1xxyT+lNRb2Bu25dm2x75VSTypjuJ5U9emO1R3H7izP8AqzFkOxABIJ6ce1eU+L/2w/CPh+KSKK7OoyqGUCFSQx9favN/Ff7cuta1gaNoEcEacCW4OVHvgjirdJx+Jpev+QK71SPpO5L2yxswOcMVLIuBz054H4Vyfij4oeHfDEW+71e0tnGcoWyEPJ9PX2/GvjP4jftaXupyyJq/i+KIjP8AoenZldeem1ASPxxXlOs/H203s1npF1euP+W+o3ARfrtXcT+JFNU47Wb/AA/PX8B27v8AU+2vE/7aOhWJdNNtrrUZwcARr8h9Tkjj8Oa8y8eftf8AiSaF5BNYeHLJjkPcSqCPxPf6Gvjzxb+0XqKRt9o1uDSof+eVigh/8eOX/JhXmWt/HPT2umlt4LrU7o9ZpSWY/wDAm5/WtFCS10X9d3/kJW7XPqfxj+0lZ6q7m61jV/EEpbdttUMcJP8AvttUj6E1wmsfH67tw5srHS9JQ/8ALSdjczfXnaoP1DCvnPUfil4g1slYFjso2zyo3N+ZrKm0a+1py17dTzknozHH5DilJQ+07/j+en4GijLpoeseNf2hIL4uuo65eaqx4MKPiL6bEAT8xXEah8bbydDFpenJBGOA0mBj8BWXp/gyOIDCCtzTPBMs5URW7sT6DilKra1kUqS6nNX2p674mY/ar6ZUP8EfyL9OOaSy8FIjlnXLHnJ5NeqeHvgtqGqBQIWUH0FejeEf2W5btlMyMc+orCdW+7uaJRieA6f4TLhVjhZiPbmuq8P/AAl1DVioSBlB9utfVngn9leGLYRbAk9yM1634L/ZnGEC2owPQVm5N9bCdVI+OvCP7MF3fFTMjAH2r1jwV+ypFCyBrfcfXFfXnhT9nBIghaEADvivSPDPwHgt9oMSkjttpeyvu/zM5V3sfLPgv9mhY0QLbYx7V6r4S/ZvVShMIzjuOK+i9C+FMMEagQhdh545rqtN8CJE4+QAqfTmrjQvuzN1WeJ+GvgXBabGMK8e1a/jD4IeJtVsLUeEtc0fw7cxyEzy6horamsqY4VUE8O0g9yW+nevc7Dwgke0hAQPYcVp23hxVxlATngAVtGils/wX66EOdzwzTv2VtO8Z+HLBPH9p4a8YeILGG4t4tVOhpbeQs2Q3lRs8piO3AJDknbnjOK5z9iL4IfEH4LfsSaJ4T1XSNMh8a+GILmxsbbUbpZLS5RJnNuzyQF9qNGV5ALL3XjFeyftSfGO3/ZY/Z58XfEC8046jD4W09737IZfs4uyCAsfmFW27iQM7Tj0ry39nL9uub42+O9H0y6m+EmnQ6pD5i29h4yub3UZCYywSGOSxhinYHAYRynaAx5xireHSUar1V39m97JXTtfT3k9Ul20TGptppeXW1t/P12OD+In7NPj34keONB8V+HPAWo/D/4nWmoQyz+JtR8Zx6rpOnQs6/a44LQyyiRJYwyqoggPIJKEYr0r4+fB3xL8XtR1PRfGHw18BfFHwcjiTR1k1240i4tgyAPHcxskiuc52yRt0x8gIzXP/tTftOfGj9m7wydXk0H4T3zarqaaVoGmQX+p3Oo63dSsRBAiCFFV2AyxLbUAJJ45k/aQ/au+I/wB8E/C2TXdK8HaDqPjK8Nh4i1RYbrWbXQZzGXjigsYXS5u2YjaWRsIUJIKkEaqMIzu6rvyt/DL4Y3u7uN3fZcrafK1BaSBNtJcvW263dtN+n6+aOr/AGefhh8UPgf8ALTRtQ1HQfFfiKLUneC3vdTuVtdJ05nGy0S6MLzTmGMYV5EBfoSABXLftUfs7/F/9oX4iraRa34NX4T28Ko/hma/vrOXXZOCxvpYIt7wdR5CSKjD75bOBq/sh/td6t8c/iX438I63b6a9x4SMEllqken3WiS63DIvzuNMvCbmNY2+XzMtG56EV3n7R37R+gfs0eBTrWuyma6vJRZaTpcDKLrWrt/9XbwhiBknqxwqLlmIAowiqczp4SbUnfVcqa15m02rRSWjtZRimvdXMgqSjpKcflr6LS92+27bd9XY5O9/Z88YeI/hLoujtL8L/CWseFL+G60NdN8NLqmk20CLjyDBdAPGWyR5kDxuowQeoLPD37MHiTXP2odE+Kfi/XfDEd94c0m40q00/w1pU1ot4Jsbmu55ZXeZVx8ke0BSSck15P+z9+3Z4v1HxF8aPD/AI7vvAt94x8KWsOs+HNJ0a+iaCeGazeZbJJAd1xIjqEdhySWIAGAJvD/AMYfio37B2mfHOz+IEfiTU4dGXxHf+H5dHsodIu4FyZ7WJo4luYnRA212mf5k+YEGpeAtKNBby91JQjFySakrfu4uMfeja3K2nazSlalWes+2t73tzJru7vR3ett73sfX8hbcGJAwPTrQ2Qckg5/MVi/DnxxafE74faF4ksRKtjr9hBqEAf76pLGrqD7gMAa2EOcEYBGcg96mNWFSKqQ1Ukmvn8htOLcX0GP8uRgHrjjFROrIM55zyKmnO5gCDg8+tQS525wTn34oTXYCKV/4QRn6VDPnkMQc88VKw3HaQSevA6UjRgoCTgj8jU3V9hpld1ZskADHbFQvyBgDA4wKn3c5AIx15phC5JIO1u3b60rrovzKTKsmEx8wAPt3rnvFvwx8P8AjrX9C1XV9Itb7UfDFy95pNzJnzLCZk2MyEEcleCDkEda6WVCVBIBAprRsFBwAD+nrSklJOLWjTT809Gn5NNprqioys7o4P4xfDXwD4q06LWvHGm+Hmt9Cjdk1PUilubCNvv4nJVo1PfDAGuY8B+A/gl8RvhddeHfDem/DbxD4PtJvttxp1itrfWUcuS3nSINw35yd7c+9N/be+A6/Hj4LCBE1SfU/DOo2/iLTILK2iu2ubq2JZI2t5ZIo50bJBjaRM8YIOK+dvHN58RPjF+0T8H/ABLoGly2WvaHqfk6sll4N1TRxHprqBcJfXV3tj2LtAW3QyZdtwYhcl4mrh6dL2s7XjGcrt9YRfuRVnrKLtGTcU3LkSfV0lUk+VdWl6J29567J72Xupczfb0TRPiT+x74G1aDVdM1H4BabqFi4mhvLNdOSe3YdGV0Xcp9wc123j/xn8CNN8RaJrmvp4Avtc8QRLfaTc/2RDqGpX8WAVniEcTzOoBB3gYHrXOftefC3Wfjd8cPhT4NfRb65+Gk95dar4rlt0ItLg28Ya0tpypB2NLlsH5WKjOa3v2ode1z4R6dZ+Ifhz8K4vG3j28iGj297BbxR/2TaA7szPuWRoVJyIUZdxB5XrSlQwsqqowhFKUOaTco8sfekoqTcN4xjKbjbXmhGOsm4tVqiip3d72Vk7tbaa6Xlpe9kk5PQ7nw9418F/H7wxLLp97oHi3S4ZjHPGyx3CW8q9UlicZjcf3XUMPSsv4RfHb4d/E3Wde8O+Btd0PVZvB8iQaja6Wg8izdwSArKojbkEExkgEYODxXkn7K/wALWt9d8Xt4z8GfEDWPEXxLQS+Kta8R2GnwaVehIvLS2S2huZCkQT5FUqxIHzNWzafs56h8Kf23fD3ivwV4f0+x8D6t4Uk8Pa/BYCC0h0+SCRpbOUQ5XcDvaM7FJGATisXPDOFWrRUZOFuV3jrHmjzWSTd3FzcYtxl7seaPNJwhSjNSjGTsmtfJ2b3duq5dtW73SWvu8cSwxMIyqRk/dHCj8KKxtS1bWX8XxaZbaNOmlz2zTPrYuoCltMG4hNuxEjbhk71BUZ5oqpunF8srLbaLf/pMWvluuqMJ1JK1ot/d+rTPnP4l/wDBUn4z/ETzIrDVtK8IWj5xHpFkrTAf9dpt7Z91214L4y8R678RL1rrxLresa/cOdzPqF5JcYPr8xIH4CvaPgv+zz4Y8U/Cq78WeJ9XvtMs4Ls2gMKAonCgOxwSRub9KyPip+y3rXw8046tYNHr/hyRfMi1Czw6hDyC4Gccd+le7VvSf7xNLRX6XaTSbWidmtHY/asBicmw9d4fDQjCSdr21bW6Unq2u1zyfQfCk+rX0NlYWst1czMFjihTczH0AFeqwfsm3uhWUdx4r8Q+H/CSSjKxXc/mzkf9c0/xr0P9gey0+4XxPJD5LeIYo0FvvxuERB5X234B/CvBfiJcatH441EeIGuBqwmYT+fnfnPTnt6Y4rSrBU6kact3FS+T7aPbr2KnmmKxWMqYWjJQULXbV5O+uieiXm7lz4jeA9I8J3tsmleJdO8SwzIS0ttE8ZiIP3SG5ryL4weBjr+gSvasYr6AF4WHUHHT6Gu1Sd7q6jghRpZ5WCIiLuZyT0AHU1X8Z2N3oFzNZX9tPZ3cHDwyqVdO/IPtXNVpKUeVS16bX/JbadPU9uhG8PY1nz3Vne2q66LQ+gf+CFf/AAUMudUmf4IeLb+QvD5knhiSY5eFwczWOT2PzOmehyB1FfqGZTLaK6xnc53A5+/x3/xr+Z7x9q2pfBD476T4m0K4ksbtrhLuzlT/AJZXcR3Kf+BKCD64r+hL9k/9oKy/ab/Z68JeOrIrGviOzjnnSMfJbTgbZoj/ALrhvwxXfjJvG4WOYP478lT/ABdJf9vJO/VuPM9ZH4PnmVvLcwqYP7O8fR62/rrfojO/bO/Zfsf2n/hQ2miWGy1/TnN3pN043eVNtxsY90cfKw6Y+lfht4/8C6/+xF8arq8Fnc6ZpT3ph1KyJ3HSLruuO8b9VPQg1/RLNOrPJ8rNtHUHCnHQ+9fNn7f37BGnftXeDp9R0q2so/FccHkDzRtg1aEc+RMezf3X6qfbp8xzVMJW+tUVdP4l+b807K61d0pLZxlyJRqR9nP5f1+XzT0d1+areMLLxzosWp2jxkyKDIinIUnuPY1zeo33l5G4gV5T8Sfh/wCPP2PfEeo2L6bq0mnWsrKbaWFmutMOeY5FA5X0cZVhzXmmp/tu3Lu8RtLfzxkYZWUk/T1r2qOJw9Vc9GStvbqvu/PZrVNrU5ZUZxdpI+kRrT28qyRyPHJGdysrEMp9QR0NdpYfte+PvDenCCHxZfpCi7QZhHKyjH951J/WvhPUf2n/ABz4mkEWlaPqL+ZwphtCAfxIrd8GfssftJftEODpXg7xBJBJ1lkjZYwD79PzNavM4UY8vtLLtf8AQn6q56uNz6A+KP7UCa3dm58SeJ5tSnjzt86cybfYKOF/ACvFfHP7b2jaKHSwja4cDG5zgflXs/wj/wCDdj4x/EV47jxlr2neHIJPmeNphJKB34Qt+pFfXnwF/wCDdj4R/DSe3ufEdzqPiu8iIZxI32aI+o6lv1FcNTMlJ+5Fy/ru7fqaRw6W7t/Xkfkfe/Hnx98atSWw8PabqFy1ydkcdvEQGz/Ovef2cP8AgiN8ZP2gtYs9U8Xw/wDCN6S7iQm9OJWGc8R5DE/XA96/bv4V/su/Dv4FWUdt4W8L6NpCYwHith5xx6yHLH8TXamyWzi8wKIw3TJA/nXPKtWk7uy/H+vuLtFLQ8g/ZQ/ZR0f9lz4Uab4a0SKSOO1Uu8jsDJPITl3btknt2GK9adjAsSDa4YchegHr15oi3rKAzFQfmUEYouZzIgXLwknAI5VvYegpSberJSI2QwlgysAuCTj5fqeOv0qIyKER18gAE4IBAx/n1qSdJEJSQOVByTu+UjHXA6VnXNxHY2+4SW4LEHcQc49KSQWJZ0hDgAoWY5JBDED+dQTCFHkSNNygFj1zj0HcCluJf3QfaGJ+Vzsxkn+tUbm+h0+2L3EkVsAOTIwR2A7knr9BSUb6IbY5o5I2XMpZZR3GAf8A69VpcRxMgkV2PBUjn8xXHeOv2lPB/glpPt2sWMcgH/LNiWHtgdK8h8Z/8FEdEiuCNB0m61OROFJXamfy/HNW6ErXei89PzJTT2PocAQI77WBxsUMMr+H+TVW81O209Ipbm6t4E5H7yUhRXxd8QP25fGV9aySvc6T4Zt5BgyySIH/ADbvj0rwrxp+1Da6zcyNfeItZ8QzHqtojLET/vHapH0JoUI97+i/V2QWfX+vuPv7xp+1J4J8EK8dzq9pczJ95bdjIW6/LmvKPFv7e6XiSRaHo1zPJuyry5RT78dvavhzV/2hJrff/Z+kadp4P/LW8lNxL9cDaB+Zrz/xn+0ZPIjpqXiW4ZD/AMsLdhAn0xGAT+JNXGm3tH79f8l+LE7dz7J+I/7Ynii5QjVfEmm+H42HEaOqy49gOSfwNeL+Jv2g9KvpmZpNc8RTc/O+YISfq+Dj6Ka+WtQ+OlrC7DTNPeV3/wCWhG3d9SeT+NYeo/EXxFreQsiWiN2jUE/mf8KGtLSl8tvyt+ZcYvoj6Q1v9ovUreFxaLpOhxjjcq/aJQP95sL/AOOV5l4x/aAtdQZl1DV77WHznyjKWj/74XCD8q8r/wCEfutWfddXE9wx/vsSPyrQsPB8UO3EfJ9ulSnGPwr9PyKVJvdmpf8AxvvbhPL03TlhQ8KznAH4CsW+1fX/ABDuFxfSojA/LF8g/PrXRaX4Nkk+5AzN9K6jQ/hDf6gybYGUfSodVrrb0LVOJ5hZeDBIVkl3SOectyTx71sWPhFRgLGWI9BXufhP9mm5vkTzY3GDxXpvhL9lZF2l7fcT7VjKfW5V0j5g0j4dXd6VEdu+SfSu18Ofs/X+pMpeNlB9ua+vvCP7MaIqbbYYHtXp/hP9mofKBCo/4DUPmfX8yHUXQ+OfCX7LBdkMsTFvcc16n4P/AGXI4toW1BA77a+vPDP7O8cO0tAMZxwOld/4d+C1vauqiBQPpV+xvG7ZEqrPlvwh+zKQqYtgoAH8PSvUfCn7NMcWwvCBnpxzX0RpHwxjtyuIQOgGF6102leB44lVWjBA9s1caEe5lKbPFvDXwGt7JVzDkD25rtdE+F0NnHhYQGHbHNep2nhBEUgDGBwOxq5HoCwAFVCkc+5q40Yr/hv+CS5M4jSvAUcQDBFBHUYxW1Z+D1XAVAAeTxzXU21iidFBJ/GpViXdkEAHjp0rT2ce/wDX3iuZFr4dWJMsFBXvV+LTEiwMHPP0NWgNuCMZP60kisAChGff60KEe4EawLHjAADDBHequt6XBrWkXVncq7W95C0EiK7RlkZSrAMpDKcE8ggjsRV45VOADgd6rs4I2nOfb61aik7oTR5VY/sf+DfCWh63beHIdV8P3uu2LWLagNTudSmgBIYOqXrzRFgyqRuQ9MdCa4zx9+yD4w+N+heF9A+IPxI03XfDvhnU7XVSum+Fl03UdQltmDRF5/tMiQ/MAW8iJMjIG0Eiu/8AG/7Vvw5+Hnjl/Dmt+LNO0/WonjR7N4pmlTeAVztQjBDA5z3r5R+Fvxz+Nf7UFx8S9Q0ibx3YX3hLxHeaNa2WjvollY6eIT+7iKXkckt5OykO294o8MArA81FShTcW6jtf3d1zPmT2bs9o7pppLQ0hKd1bprrtpb17+h9SfFT9nOx+K3xt+HnjS/1W8hb4dT3l3aacIke2up54ljEjk/MrxgZUj1PSn/G79nPRfjZq/hnWbm91bQvE3gy8e+0PWdNkjW6093TZIoWRHidHXhkdCDgdOtfJ/xN/bT8X/FnWfgJovhHUten0zx1PqGma9caeIfD97c6taCNDYyyuZxZqG8xn8lndgMISK9C+H/xK8X/AAp+Kfif4aeKNQ8RQ674g8OXWteE4dS1yHWrNPJXZJs1AwwXKkMykrcIQBkq5xirlSpOSi2+aSSeqtGLbjZu91q3dJW956uXMkk5KN1ayvbu7a9vzey6Kx6x4a/ZXtbL402PxD8Q+J/EfjPxXo+nS6Xpk+oLbWsGmwStmURw20MSlnPVn3HHAxxW9a/BPQrnR2sfEayeN41vJbyB/EsUGovaGT/lnEWjAWNQMAYJxxk18WfC5fGvwQ/Zr0b4t+Np08faT4Zto7vVtQ0v4x6tey3jJIFeaOLAsZcEgeRuw2CMknFfafiDxOvxD+GzwaBrsehav4p0WSfRpplUXVs0sGY5/Jb5mMZdWIwcEYqFRpVKnKlJKb1501flSTvG8naKautldWVypTlBXTV12t110a7u/r1MfQP2RvAHg/4wt8QNL8LabpniCTTV0vzLa2SG38lZN6sIlUIJAf4wA2OM4rF1D9h34bajomp6Y+maxZeGtXnaW90K08QX9po907sGcNaxzLEA55ZFUKxzkHJr4t8ReKIvh7+xxrWp6NaxW3xX8ILLHeeP4fiBA6XGowP87yq85u5mfBH2SS2IJIUDGGr0PRtS07xl+1n4d8U/HbSNM/4R3xn8PNPOgDxDEp0fS9SBL3lvtlzDFcPu3jdhiuAOmKSoU8OvaRjKEpapL3ZNxlTp2fLL3XFTV0m7JNWejdKcpu17paN720ctPVry7+R9yaZptv4f0y3sbS3jsrWziSG3giQJHDGoAVFA4AAAAHpVpnXZklSAM55r5d/YS8YQRfHL4weDfCuotrnww8O3dnc+H7qCdrqy0+WeJjc2NvNkho42CkIrFY92BjpX0677WwuDkdPWhqNNyoqKXs3y22tomlbpo9umz1QnfST66/eK7BSBklaYWUKCowR3pxYFATgZH5Ux2GMZGBz1qXNdgTIwVwGJwwJFRTSqThsA9RzxipGiBwQSQD+dR8jK8MM8e1Jy8ikyASfMAADnnPtTXIb5htAPXuaeygYwSQpx7UwEMSBgEjp2pOXl+A0xDJuzhVBPvUDAk46Ec+lPZCuRk/UimMSuBxg96Tm1/wAMhkcku0Echia8Ysv2wY/GfjHxPpfhDwR4v8ZW3gq+fTdX1GxayggjukAMkEK3FxHJM6Zwdq4z0J4z7HO5zvBAGcHP86+fvip+zNr0fxj1LxT4OttKhtvEdtGurQ2fiXUvDV3dXCDaJpZLcSwy/JgZ8lJB/wA9D0rSNZRpybjd6dL6X1sk4+92vLlSUrptqwk3Lfo/v6X30321vbomnL4v/wCCgvgjS/AHhjW9AW98UXHjPUJdK0vT4THZzLcwqWnW5a4ZFthCoJffyvYHNanwj/att/ind69aR+H7iS60S1N4W0bVbPXbO74P7qOe2kOJsjASVYyc8EjJHivhD/glHbf8KMu9B1y/0ez12PxcfGGkCzglv9M0Sbaqi2Zbhg91EyKVkLlWYtu4IFei6h+zH4x8bfH7wF401q48C+G18DGbzH8N29wLvXEkQJ9nleQKI7cY3eX+85P3uMmMRi4JP2MNIqdm1NSk41J8q5VFpKpTUEm3BQk5OTcbctwpP7Ut7dvdvFX1vraV1opXsraGb4t/b5v/AIUWGhX3jfwHD4ag8Q3kVpaaUnia3uvEgEsnlo7ad5a7hnlhFK5UeuDjtPjB8cfGPw58R6l9n8MeGNM8I6LaR3F34p8UeJRpdk8jtt8mNI4ZnBBKgvLsGWwA3U4/jn4BePfF+l63pF54h+H3irTtVE0UF34j8Jia+0+CQnbEfJkjimCZO1iqHgZyck2PBf7Nfiz4W/DrwZonhr4m6qsnhSyNhP8A2zpsepWetKTkNNHvSVHU/dMcwwAAQ2K2qV0qloK+6lZT0s004OUbJSV4RUvatL3p2lYSjeN2/T0a2dnfR6t+7dtJLlTvt/sn/tK2H7VXwubxRp+ny6fFFfT6e6m4S5gmeJipkhlUDzIW6qxVSR1UUVl/Bv8AZgvPh58a/E/xB1fxFa6pr/iizgsJ7bS9JGladHHCSVcxebI0sxLHMjuTjgYHFFcylUdSdm+W/uuz1TSdtbP3buF2k5cvNypSSTk1ZW7a+v8Awd/K9ru1zM+Hfg211/8AYVeG81mw0G1vb15HvLwN5UYEo9OSTjAFcn8N/jl4D/Zo89NM8T+J/F5mUiaygtEttPkbHX95k/ivX3rnPiP8Rb3Tf2LPDmixQ2gtb5VkkchzJnzCePmx+lfNl1qEpDHdjFfTYmXs8XXiurs9dGkktV/w/c/UcqyhY+NZVpvkdSXuq3fe7Tf3NH1Xf+M/APxDuH8XeENci+Gfi+yBklt7mQLbzeoHYhv9kEeorkPEH7bSeLIhD4x8F+GfFM0HyLdqzQSOB3yAeD+H0r51vdQl2DkCsLxB4guLK2lkQpuXnkHHSs1yNKnGK5FtF2kovry3XNFeV7H0OH4WoOV6snK3wttqSXbmi02u1z6KT9si38LK7+E/Afhnw9dHhbpt1zNH7gsBg14x8U/jdP4l1i61fxDqwub+4OZJZSF6DoAMAADsK+Zfil8fPEVj5sVvPBAo7pHg/wA6+f8Axv8AFDW9amY3N7JISe5NFblp2uvuRtiqeX5LevKDlJ9btt/9vSbZ7V+1V8e9O1fSkt9PlWW5tp45YnH8LKwOf6fjX69f8G5vxZ1PxJ+zv400C5if+yNM1qG608nG1XuId0sX4FFPtn3r8Yf2L/gZovxy8fabHr0l9LHLeJDtikVQoJ64Knn65HtX9Nn7F/7O3hX9m34P6d4Z8KWLWenRRi5dnffNcSso3SSNjlj+A9q58Pi40aNeja/tLfJ3i7/dG3z9T8f4nzZ5njI4nl5UtEvJX/zPVkjOd5dhIuCRtBxjpxSvCx3EOWzyQOBnvnNPEarF5gBLOcEEkjj26UktsiRu20EspP0rzVI8I5Tx38JPCvxQRY/EXh3StaEYKq93ArlR6K/3l/AivOJf2Avg1LeySn4d6G5IxulaaUA+uC5zXtV4TJ5aMzME6EnmoWgW4jkdh8y4Axx+P1rmnhKDd5QX3ItVJrZs868Hfs2eB/h4VGj+D/D9g4GAYdPiR1565xnP1Oa6ibTordFMcAjEYCqu3aw+nOKv36h7kKRjcBkjg/SodTyIlUEgcA/7X1rSFKEPgil6ITlJ7szZ7XNwXKRlgONqjHX1qpdqUjJZldTxxkkD+tXNVjC28xyTsO0fSsxp2t1YDDLs6NyKtPoSVpGDyjExIY/wgcexH9TUUsIKqpdhID82RytW7+FVLMoCkJnjjn1rhfH/AIwvNA0ppYDGWRjwwJDfXBGaEruwmzpxthCupjLsNhIwR7ms2+1W1tUJluAoiJw7yBR9eccCvi/4+ftq+OfDl5Jb2Fxp1qvPzrbZYYJ9SR+lfO+qfHjxf8SpmOqa/qDpK2WSKTy1PPoK6KmH9nDnm9PL+kTCTloj9GfG37SHg3wbHI+oa/agrkGNJQ7Ej2FeR+K/+CkXhWwMkOkWN7qsqj5TGhCn8SOK+IPGd5/wjWhXF8kaXU8SlgbktICcd+RXjMPx78T+LmlQX6aXCjFdljCseR/vMGYfgRUU5RlFzhHTzf6L/MbVnZs+7vHf7fXjHVI3eyh0/wAP2QJbzLmUDb75NeEeOv2sX8QNINW8Y6jrMgLEQWCM6Ak9A4+Uf99V83arcPcubm5eS9nXnzLmRpm/Nia4fxx8S9T0aFvs5gTHH3D/AI1rDnktHb00/wCD+IrpdD6E1n4/L5jPY6FCr/8APfUrnzG+uxf/AIuuM8W/tF6nsb7d4jWziH/LKyVbYfTcMv8A+PV84XXjjVvELf6RfThT/Ch2j9OaW00eCZi7hnc9SxyTWLcIy2u/666s0UJPdnoWs/HTSo7lpbeGfULk5/evl2P/AAJuf1rn9T+MWvavlbWCO0U9M/M39Kr2OjW6EgJnBrUt9LhAAC4BpOrJ7aFKkupzVxFq+usxvL64kDdQDtX8hUtl4Njj2kICT1JruNM0OCUAkMOOxrsvCXgbT7x18xHbp3rGcn1dy1FJaHlum+FCcKsRPPYV0OkfDa8vWAS3bmvoPwd8L9HcJm3Y5x3H+FepeEfhho67ALc4PvS5ZPYTnY+XfD3wAvtQILRsAT0xivRPCf7LTSsheFiTjtX1b4T+G2kgJ+4OMjvXpPhn4daUCoFuQDjvR7CT0bIdVny34P8A2WVXZi1yR6rXqfhT9mAKEJttuf8AZr6V8PeB9NiKbYADj1ruNE8L2UaJiICmsN3M3UbPnnwd+zYIdweEbVf05FekeG/gFbwxITEp4/u17Bpui20crbYwOB/KugsNJgiYbV2k1Sw0U9yXJs8z0D4QwwQKFhUEcdOK6zSfhvHGqgR/d9sV3Fhp0QKjaSCa2bKyjXBC4I/xq4UodyGzjrDwQEVVKYIx0rctPCqxbAFA6c/hXRJboqggcn/CpSoFvkdcit1CPK9QuZ1roSRAAqDjg4qymnrGoIwM98frVs/LGT1IP9Kjk4IOMk/jS9xACoh3YIU+9Mk25wQQTwcYwamKBskjqBUbqI1OAOOlCUeiBojbgFgcGmMSpIYkZ5yP50rDaQRwT/hUedykEA/zqW432CwpO4YIz/KkLKM5ySe/YUqj5VGSRyKiJ3hiRjAobjvYEh0kmFJyCAagmfBznaD29KWRim0ADBzUMrZGCAcf4UNrsFg+1vEhCSOE6sATxXl3jv8AZf8AAPijxJqXiO8sL7SNR1RFi1S+0rW7zRm1BQNq/aDbTRiUgcBnyccZxXoxkZQ2D0ANeQ/tS/Bnwr4u8MXfjfxBodp4k1HwVpd3PpljqjPcaWJNjNvktS3lO/AG8jcBwCKluEbNqzbSVrp8zdlrdNavVq7S6PYFf+u3p1NyH9m74e/8KjsPBaeEtCm8H2bCS00/yfMhjcMWEyOSWEm4k+YG35Oc5rN+EHw7+FPgrxzqU/g5fDknimSH7PeTQ6p/aOprCpz5bPJLJKqA4+XIGe1fHX/BLHWB+0n8L/jmmq2tvoel+KLmSwk0nQWk0/T9Pj8iSNjaxKxELsDlmU5JwTXzv8H/AIwaj4r8R/CPwvNYeH7LT/B3i3yLSfTtKgsb2dbd2jQS3ESrI2QcttZQ5HzZrSvhKVGNWDpp+ycr9F7icrrR82qdr8ttJXu7LSEpykve3t8+bvrp+N/z/Srx/wDDz9nj4deL4b7xTpHwm0HWryYX8X9px2drJLICf34R8Atn+PGc9816omh6B4t1DSfEa2ejald2sJOm6okMUzxxSDkwzAEhWHXacEY6183fst6fb6j+3j+0dNd28F5cefpEazToJJEhNoD5IJ6R5ydvTJNWP+Cf0reGvij8e/BtliDw54V8Zk6TZgYjsEuIhLJFGP4Y95JCjgZOKyrU6KbUaa0cY376OW1lZJp29599G7IhKbSvLpf0vZd+zR6H8Z/id8G/hF4+06bxrP4O07xRqEZns3utOWfUZ0Qgb1ZY2kwpwM9jitdv2lPh7qnwm1PxpN4h08eDtNJS+vr2KSGCMqV4ZJUDMSWUABSWJAGTXL/FX9kvR/i9+0jpXjK58R+NtE1XTtEl0lF0TVjp6SQPLvYF4180EsBkrIvQV8h/tyeK9f0LR/jn8M77xHrfiXw94DsPD/iXRZtZnF1fW0730WYmnwGlhBGQJNzA/wAWOKyoVsBLGSwsYPmSi56RtJSSdk9baytrGVld63srdOt7OMpPfbV6a22/4K/U+4PAP7UfgHxhr+n6Dp2pXWm6jqcRn02y1LSLvSDqEajJa3FzFGJcDBITJA5xXo0mGJIUEk5B6Zr5Q/4KV6lJJ+y54K8Srti1jRvFegX1lcJkNbSyXEauV7gFWII7ivqaORnCk4yQKqhJKnBRiknBS0SstWrW/rcmS3l5tfgn+paEofIIGD68fhTJCEU5xz61HNndjJAHNNLksFJyGGaak72/RCFwQMjJ2njvTJBtAbBXPB96dGSwx0yf8ajZjJgHtxScns2UkRvIduQRg1CGaNjkAHsakmYld3QkGoUJdCT1IpSlJNajsJJMQTjIJ6jvUUrEZJIwRTnkJCZwcj+lR8M5BAxxReW1wsRuSSwzgj8hXjv7aXxx8SfAD4Mvr/hjSbXU7wX9vaXVzdxyTWujW0jESXsscZDyRx8ZVSD8wOQAa9huiQpAJGCRWR4k8Pw+L9Bu9LuZby3gv4mgeWzuZLW4jDDG5JYyHRhnhlIIrTD1OSqpS1/H52ejtvZ6O1mmroU1df0r+V1qr7XWvbU+Z/Ef7dA+B/xE8CaTrnjvwF8StH8b3Y0973QIVtbvR5GA8ueREnmRrdnKpk7GBYfe6Vo/HPxX8bfhJ4X1nxB/aUmu6tNPcPofhzwz4POqWPlJzEl1OzJMGYYDOrKAc7VbGDqt+xbo/ibWdM0/xB4q8Y+ItG8LX0eoW2nXkllFFdTwnMUlzJBbRzTlDyPMkOSMnJrt9U/Zl0+/8Z6lr+jeJvGfhLUNfKtqS6RqKi3u3VcB/JnSWNHxxujVSe+a8+lnNONT3o3UIwck1GSlLmmt1yNRceVuMeV3jbms2zrlg6jSV9ZN2adtNLaNNXunq09LW3aXl/jj/goV4f8AB/7PHh/xILnQtS8ZeJmXSrPRIr8QQrqYAE0U0koVoYoTkyNIAVGB1YZ8t+Df7dniuP4R/Gnw/rHjbwZ4x+Kngtrm58PyadLbLbaujWonjS3jjOJhERIMDLHbhua+nvhh+y74K+Dnh6bSNN0iO+jur2XUbq51Q/b7q8upDl55JJMlnb14HtV7SP2dfBuhfFW58cWOiW1l4jurBNLmmgJSKSBHZ1BiB8vcCx+YLuwcZxV4TOKccNSqQpc8YyjJOTSlU/ecq9olBqMXSd3CEre0vdzXs3TyrYVuVSLlZtNaXtHRfDrraSa5mr8rWzTT8G0vVPiU37JPhv4l+DPiRqfi/X9R060vrmy1uzs30y/M+xZFRIYo3gMbOSAr/wAG1gc5or1XVv2Kfhxr9le2r6PqdlpupXDXd1pun67qFjp80zNuMn2eGZYgxb5vlUc89aK7Mv4gyHC03QzalOtVi37yTV10+GtBd3blsr2XupHJjsPjqlVzwc404Ppyp2/8l26fj1P/2QA=" width="640" /> <br />
Χιλιάδες επιχειρήσεις αναμένεται να αναζητήσουν διέξοδο μέσω του εξωδικαστικού μηχανισμού ρύθμισης οφειλών. Ο νέος νόμος <b>θα ενεργοποιηθεί στις 3 Αυγούστου του 2017 και θα παραμείνει σε ισχύ έως τις 31/12/2018</b>. Τα χρέη θα πρέπει να είναι <b>άνω των 20.000 ευρώ</b> και μπορούν να διακανονιστούν τα <b>ληξιπρόθεσμα χρέη</b> προς <b>τράπεζες, εφορία, ασφαλιστικά ταμεία</b> αλλά κι εκείνα που προέρχονται από τη <b>μη πληρωμή επιταγών</b> λόγω ανεπαρκούς υπολοίπου. <br />
<a name='more'></a>Επίσης μπορούν να ρυθμιστούν και <b>οφειλές από διαταγές πληρωμών ή δικαστικές αποφάσεις</b> που έχουν εκδοθεί σε βάρος του οφειλέτη λόγω ληξιπρόθεσμων απαιτήσεων. Στη διαδικασία της εξωδικαστικής ρύθμισης <b>δεν υπάγονται οφειλές</b> του οφειλέτη που <b>έχουν γεννηθεί μετά την 31<sup>η</sup> Δεκεμβρίου 2016</b>.<b> </b><br />
<b></b><br />
<b>Αίτηση για υπαγωγή</b> στη διαδικασία εξωδικαστικής ρύθμισης οφειλών μπορεί να υποβάλλει <b>κάθε φυσικό πρόσωπο</b> με πτωχευτική ικανότητα και <b>κάθε νομικό πρόσωπο</b>
το οποίο αποκτά εισόδημα από επιχειρηματική δραστηριότητα, σύμφωνα με
τα άρθρα 21 και 47 του Κώδικα Φορολογίας Εισοδήματος (ν. 4172/2013,
Α΄167) και έχει φορολογική κατοικία στην Ελλάδα, εφόσον:<br />
α) κατά την <b>31η Δεκεμβρίου 2016</b> είχε <b>οφειλή</b> προς χρηματοδοτικό φορέα από δάνειο ή πίστωση <b>σε καθυστέρηση</b> τουλάχιστον ενενήντα (90) ημερών ή οφειλή που <b>ρυθμίστηκε</b>
μετά την 1η Ιουλίου 2016 ή είχε ληξιπρόθεσμες οφειλές προς τη
Φορολογική Διοίκηση ή προς Φορέα Κοινωνικής Ασφάλισης ή προς άλλο νομικό
πρόσωπο δημοσίου δικαίου, περιλαμβανομένων των οργανισμών τοπικής
αυτοδιοίκησης, ή είχε βεβαιωθεί η μη πληρωμή επιταγών εκδόσεώς του λόγω
μη επαρκούς υπολοίπου κατά το άρθρο 40 του ν. 5960/1933 (Α΄ 401) ή είχαν
εκδοθεί διαταγές πληρωμής ή δικαστικές αποφάσεις λόγω ληξιπρόθεσμων
απαιτήσεων εις βάρος του,<br />
β) οι <b>συνολικές προς ρύθμιση οφειλές</b> του <b>ξεπερνούν</b> το ποσό των είκοσι χιλιάδων <b>(20.000) ευρώ</b> και<br />
γ) <b>πληροί τα κριτήρια επιλεξιμότητας</b> του άρθρου 3 (σχετικά με το λογιστικό σύστημα που τηρεί).<br />
Στο άρθρο 3 για τα κριτήρια επιλεξιμότητας ορίζεται ότι<br />
<ol>
<li>Ο οφειλέτης που τηρεί <b>απλογραφικό λογιστικό σύστημα</b>,
σύμφωνα με την παρ. 12 του άρθρου 3 του ν. 4308/2014, κρίνεται
επιλέξιμος για υπαγωγή στην εξωδικαστική ρύθμιση οφειλών του παρόντος
νόμου, εφόσον έχει<b> θετικό καθαρό αποτέλεσμα προ φόρων, τόκων και
αποσβέσεων σε μία τουλάχιστον από τις τελευταίες τρεις χρήσεις πριν από
την υποβολή της αίτησης</b> του άρθρου 4.</li>
<li>Ο οφειλέτης που τηρεί <b>διπλογραφικό λογιστικό σύστημα</b>,
σύμφωνα με το άρθρο 3 του ν. 4308/2014, κρίνεται επιλέξιμος για υπαγωγή
στην εξωδικαστική ρύθμιση οφειλών του παρόντος νόμου, εφόσον πληροί <b>μία από τις παρακάτω προϋποθέσεις σε μία τουλάχιστον από τις τελευταίες τρεις χρήσεις πριν από την υποβολή της αίτησης</b> του άρθρου 4:</li>
</ol>
α) έχει <b>θετικά αποτελέσματα</b> προ τόκων, φόρων και αποσβέσεων ή<br />
β) έχει <b>θετική καθαρή θέση</b> (equity).<br />
Κατά το άρθρο 16 του ιδίου νόμου για την <b>ηλεκτρονική πλατφόρμα εξωδικαστικού μηχανισμού ρύθμισης οφειλών</b> προβλέπονται τα εξής:<br />
Η διαδικασία εξωδικαστικής ρύθμισης οφειλών διεξάγεται <b>μέσω ψηφιακής πλατφόρμας ηλεκτρονικής υποβολής</b>
και διαχείρισης αιτήσεων στην Ειδική Γραμματεία Διαχείρισης Ιδιωτικού
Χρέους (Ε.Γ.Δ.Ι.Χ.). Η ηλεκτρονική πλατφόρμα έχει κυρίως τις παρακάτω
λειτουργίες και εφαρμογές:<br />
α) ταυτοποίηση των συμμετεχόντων στη
διαδικασία μέσω των μοναδικών κωδικών για χρήση των εφαρμογών του
συστήματος TAXISnet του Υπουργείου Οικονομικών,<br />
β) υποβολή αίτησης υπαγωγής και συνοδευτικών εγγράφων σε ψηφιακή ή ηλεκτρονική μορφή,<br />
γ) αυτοματοποιημένο σύστημα ανάθεσης υπόθεσης σε συντονιστή,<br />
δ) σύστημα επικοινωνίας μεταξύ συντονιστών και Ε.Γ.Δ.Ι.Χ.,<br />
ε)
πρόσβαση συντονιστή, οφειλέτη και συμμετεχόντων πιστωτών στο
περιεχόμενο της αίτησης υπαγωγής του οφειλέτη και στα συνοδευτικά
έγγραφα,<br />
στ) σύστημα επικοινωνίας, κοινοποίησης και ανταλλαγής εγγράφων μεταξύ συντονιστή, οφειλέτη και πιστωτών,<br />
ζ) έκδοση πιστοποιημένων εγγράφων,<br />
η) υπολογιστικές εφαρμογές,<br />
ι)
διασύνδεση ηλεκτρονικών και ψηφιακών αρχείων για τη διασταύρωση και την
επαλήθευση των στοιχείων που υποβάλλονται από τον οφειλέτη,<br />
ια)
παραγωγή στατιστικών αναφορών και εκθέσεων, οι οποίες αξιοποιούνται για
το σχεδιασμό της εθνικής στρατηγικής για τη διαχείριση του ιδιωτικού
χρέους υπό την προϋπόθεση ψευδωνυμοποίησης των υποκειμένων των
δεδομένων.<br />
<b>Επισημαίνεται ότι η ισχύς του παρόντος</b> νόμου αρχίζει τρεις <b>(3) μήνες μετά τη δημοσίευσή του στην Εφημερίδα της Κυβερνήσεως, (ήτοι από 3.8.2017),</b> εκτός
αν άλλως ορίζεται σε επιμέρους διατάξεις και εκτός από τις διατάξεις
των παραγράφων 9 του άρθρου 5, 4 έως 7 του άρθρου 6, 4 και 5 του άρθρου
7, 7 του άρθρου 14, 14 και 20 του άρθρου 15 και των άρθρων 16 και 17, η
ισχύς των οποίων αρχίζει από τη δημοσίευση του παρόντος στην Εφημερίδα
της Κυβερνήσεως.</div>
Anonymoushttp://www.blogger.com/profile/06153266547244351807noreply@blogger.com0tag:blogger.com,1999:blog-8567047792701942762.post-65048120618123048352017-07-28T02:55:00.002-07:002017-08-09T07:22:59.866-07:00Έλεγχος στην κατοικία του φορολογούμενου - Απαιτείται η παρουσία δικαστικού λειτουργού<div dir="ltr" style="text-align: left;" trbidi="on">
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" width="640" /> <br />
Η εγκύκλιος ΠΟΛ 1165/17-11-2016 του Υπουργείου Οικονομικών
αναφέρει ότι στις περιπτώσεις που παρίσταται ανάγκη να εισέλθει η
φορολογική διοίκηση στα πλαίσια διενέργειας <b>επιτόπιου φορολογικού ελέγχου στην κατοικία του φορολογούμενου</b>, <b>εκτός από τη σχετική εντολή του αρμόδιου Εισαγγελέα</b> για την πραγματοποίηση του ελέγχου, <b>απαιτείται και η παρουσία δικαστικού λειτουργού.</b><br />
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Με
την εγκύκλιο τροποποιούνται οι διατάξεις του τελευταίου εδαφίου της
παραγράφου 3 του άρθρου 25 του ν. 4174/2013 του Κ.Φ.Δ. και
διευκρινίζονται επίσης μια σειρά από <b>προϋποθέσεις</b>, για την <b>διενέργεια των φορολογικών ελέγχων</b>. Έτσι εκτός των άλλων επισημαίνεται ότι:<br />
- Η φορολογική διοίκηση μπορεί να διενεργεί <b>επανέλεγχο</b> (μετά τη διενέργεια πλήρους ελέγχου) στις περιπτώσεις που προκύπτουν <b>νέα στοιχεία</b>,
δηλαδή στοιχεία που δεν θα μπορούσαν να είναι γνωστά στη φορολογική
διοίκηση κατά τον αρχικό φορολογικό έλεγχο, από τα οποία προκύπτει ότι η
φορολογική οφειλή υπερβαίνει αυτήν που είχε προσδιορισθεί κατόπιν του
αρχικού ελέγχου.<br />
- Στις περιπτώσεις που η φορολογική διοίκηση
διενεργεί έλεγχο από το γραφείο, αξιοποιεί εκτός των στοιχείων που έχει
στην κατοχή της (οικονομικές καταστάσεις, δηλώσεις και λοιπά στοιχεία
που υποβάλλει ο φορολογούμενος, έγγραφα ή πληροφορίες που περιήλθαν από
τρίτους) και τα βιβλία και λογιστικά αρχεία που προσκομίζονται από το
φορολογούμενο, κατόπιν σχετικής πρόσκλησης.<br />
- Στις περιπτώσεις που
τα βιβλία και τα στοιχεία μιας επιχείρησης τηρούνται σε ηλεκτρονική
μορφή, η φορολογική διοίκηση έχει δικαίωμα πρόσβασης σε οποιαδήποτε
σχετιζόμενα αρχεία. Ειδικότερα, προβλέπεται ότι ο φορολογούμενος
υποχρεούται να παράσχει κάθε απαραίτητη πληροφορία για την απρόσκοπτη
πρόσβαση στον οριζόμενο υπάλληλο της φορολογικής διοίκησης. Την ίδια
υποχρέωση έχουν και όσοι τρίτοι παρέχουν ψηφιακές υπηρεσίες προς τον
φορολογούμενο, οι οποίες σχετίζονται με την αποθήκευση και επεξεργασία
ψηφιακών δεδομένων, εφ’ όσον αυτό ζητηθεί από την φορολογική διοίκηση.<br />
-
Οι εταιρείες και οι επιχειρήσεις, για τις οποίες εκδίδεται το ετήσιο
φορολογικό πιστοποιητικό, υποχρεούνται να αναθέτουν, ανά πέντε έτη, την
έκδοσή του σε διαφορετικό νόμιμο ελεγκτή ή σε διαφορετικό ελεγκτικό
γραφείο. Η ως άνω υποχρέωση, η οποία δεν υπήρχε στις προϊσχύουσες
διατάξεις, ισχύει για τα φορολογικά πιστοποιητικά που εκδίδονται για
φορολογικά έτη που αρχίζουν από την 1η Ιανουαρίου 2016.</div>
Anonymoushttp://www.blogger.com/profile/06153266547244351807noreply@blogger.com0tag:blogger.com,1999:blog-8567047792701942762.post-55282219592993189082017-07-27T04:20:00.000-07:002017-08-09T07:25:30.002-07:00Κατασχέσεις τραπεζικών λογαριασμών ως μέτρο είσπραξης<div dir="ltr" style="text-align: left;" trbidi="on">
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" width="640" /> </div>
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Η επιβολή κατασχέσεως χρηματικών απαιτήσεων εις χείρας τρίτου και
ιδίως εις χείρας πιστωτικών ιδρυμάτων για την ικανοποίηση του
επισπεύδοντος δανειστή έχει αναδειχθεί τα τελευταία έτη σε ένα από τα
πιο αποτελεσματικά μέσα αναγκαστικής εκτελέσεως. </div>
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Με
νομοθετική ρύθμιση από το 2001, αλλά και μέχρι τότε σύμφωνα με τη
νομολογία, επιτρέπεται η κατάσχεση καταθέσεων σε τραπεζικό λογαριασμό.
Όμως αυτό δεν μπορεί να γίνει με άμεση χρέωση του τραπεζικού λογαριασμού
του οφειλέτη χωρίς τήρηση της προβλέπομενης διαδικασίας. Η κατάσχεση
στα χέρια τρίτου, εν προκειμένω της τράπεζας όπου τηρείται ο
λογαριασμός, γίνεται με επίδοση στην έδρα ή σε οποιοδήποτε κατάστημα της
τράπεζας και στον οφειλέτη κατασχετήριου εγγράφου που πρέπει να
περιέχει τα εξής στοιχεία:</div>
<div style="text-align: left;">
α) Ακριβή περιγραφή του εκτελεστού
τίτλου και της απαίτησης βάσει των οποίων γίνεται η κατάσχεση, β) το
ποσό για το οποίο επιβάλλεται η κατάσχεση, γ) επιταγή προς την τράπεζα
να μην καταβάλει στον οφειλέτη και δ) διορισμό αντικλήτου.</div>
<div style="text-align: left;">
Το
έγγραφο που προορίζεται για τον οφειλέτη πρέπει να του επιδοθεί το
αργότερο μέσα σε οκτώ ημέρες αφότου γίνει η επίδοση στην τράπεζα, αλλιώς
η κατάσχεση είναι άκυρη. Μέσα σε οκτώ ημέρες επίσης, αφότου της
επιδοθεί το κατασχετήριο, η τράπεζα οφείλει να δηλώσει αν υπάρχει η
απαίτηση που κατασχέθηκε, αν έχει στα χέρια της το κατασχεμένο πράγμα
και αν επιβλήθηκε στα χέρια της άλλη κατάσχεση και συνάμα να αναφέρει
ποιός την επέβαλε και για ποιό ποσό. Αν η τράπεζα δεν κάνει τη δήλωση
αυτή, συνάγεται ότι η δήλωση είναι αρνητική. Για να γίνει επομένως
κατάσχεση τραπεζικού λογαριασμού θα πρέπει να τηρηθεί η παραπάνω
διαδικασία και αφού βεβαίως έχει προηγηθεί η έκδοση εκτελεστού τίτλου,
δικαστικής απόφασης ή διαταγής πληρωμής.</div>
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Anonymoushttp://www.blogger.com/profile/06153266547244351807noreply@blogger.com0tag:blogger.com,1999:blog-8567047792701942762.post-53953698603232169462017-07-26T08:10:00.001-07:002017-08-09T07:28:36.424-07:00Ελβετικό φράγκο - Σημαντική απόφαση του Εφετείου Αθηνών (ΕφΑθ 1611/2017) – Ακύρωση διαταγής πληρωμής <div dir="ltr" style="text-align: left;" trbidi="on">
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" width="640" /> <br />
Το Εφετείο Αθηνών έκρινε μεταξύ άλλων ότι τα δάνεια, που
χορηγήθηκαν σε Ελβετικό φράγκο, δεν είναι απλά δάνεια, αλλά στην ουσία
είναι <b>προϊόντα επενδυτικού χαρτοφυλακίου </b>συνδεδεμένα ευθέως με την αγορά συναλλάγματος.<br />
<a name='more'></a><br />
Επίσης κρίθηκε ότι <b>η Τράπεζα</b> α) <b>δεν προέβη σε επαρκή ενημέρωση των δανειοληπτών</b>
σχετικά με τον κίνδυνο από ενδεχόμενη διακύμανση της συναλλαγματικής
ισοτιμίας καθώς και ότι β) παρέβη την υποχρέωσή της αναφορικά με την
ενημέρωση των δανειοληπτών σχετικά για τη <b>δυνατότητα και το
κόστος χρησιμοποίησης των τεχνικών κάλυψης του κινδύνου από την
ενδεχόμενη μεταβολής της συναλλαγματικής ισοτιμίας ή και των επιτοκίων</b>. </div>
Η απαίτηση, βάσει της οποίας εκδόθηκε η ανακοπτόμενη διαταγή πληρωμής, προέρχονταν από <b>σύμβαση τοκοχρεωλυτικού στεγαστικού δανείου</b> σε <b>ελβετικά φράγκα</b>
με κυμαινόμενο επιτόκιο. Οι δανειολήπτες, με ανακοπή τους, η οποία είχε
απορριφθεί στον πρώτο βαθμό από το Μονομελές Πρωτοδικείο Αθηνών,
ζήτησαν την ακύρωση της διαταγής πληρωμής, που εκδόθηκε σε βάρος τους,
μετά από αίτηση της Τράπεζας, με την οποία υποχρεώθηκαν να καταβάλουν, ο
μεν πρώτος εξ' αυτών ως πρωτοφειλέτης, ο δε δεύτερος ως εγγυητής, ποσό
ελβετικών φράγκων στο ισάξιο τους σε ευρώ με την επίσημη ισοτιμία
ελβετικού φράγκου (CHF - EURO), κατά την ημέρα πληρωμής τους.<br />
Επί της εφέσεως εκδόθηκε η υπ’ αριθμ. 1611/2017 απόφαση του Εφετείου Αθηνών, η οποία δέχθηκε τα εξής:<br />
<ol>
<li>Σύμφωνα
με την υπ' αριθμ. 2501/31-10-2002 (ΦΕΚ Α' 277/18-11-2002) Πράξη του
Διοικητή της Τράπεζας της Ελλάδος, η οποία εκδόθηκε κατ’ εξουσιοδότηση
του άρθρου 18 παρ.5 του Ν. 2076/1992 (όπως αυτό ίσχυε μέχρι την
κατάργηση του με το άρθρο 92 παρ.1 του Ν. 3601/2007), και άρα έχει <b>ισχύ ουσιαστικού νόμου</b>, τροποποιήθηκαν και κωδικοποιήθηκαν οι διατάξεις, που αφορούν την <b>ενημέρωση των συναλλασσομένων</b> με τα πιστωτικά ιδρύματα, που λειτουργούν στην Ελλάδα, <b>για τους όρους που διέπουν τις συναλλαγές τους.</b></li>
</ol>
Σύμφωνα με τις γενικές αρχές, που θεσπίζονται στην παράγραφο Α της εν λόγω ΠΔΤΕ, <b>τα πιστωτικά ιδρύματα οφείλουν να ενημερώνουν: </b><br />
α) <b>σχετικά
με τον κίνδυνο από ενδεχόμενη διακύμανση της συναλλαγματικής ισοτιμίας
σε περίπτωση δανείων από συνάλλαγμα ή με ρήτρα συναλλάγματος</b> (παρ. Β', αριθμ. 2, περίπτωση x, της παραπάνω Πράξης του Διοικητή της Τράπεζας της Ελλάδος), και<br />
β) για τη <b>δυνατότητα και το κόστος χρησιμοποίησης τεχνικών κάλυψης του κινδύνου από την ενδεχόμενη μεταβολή της συναλλαγματικής ισοτιμίας</b><b> </b><b>ή και των επιτοκίων</b> (παρ. Β', αριθμ. 2, περίπτωση xi, της παραπάνω Πράξης του Διοικητή της Τράπεζας της Ελλάδος), δηλαδή <b>η ενημέρωση του δανειολήπτη,</b> σε σχέση με τα δάνεια σε συνάλλαγμα και αναφορικά με τον κίνδυνο, από ενδεχόμενη διακύμανση της συναλλαγματικής ισοτιμίας, <b>πρέπει να γίνεται από κατάλληλα εκπαιδευμένο προσωπικό</b>, που να διαθέτει το προβλεπόμενο από τη διάταξη του άρθρου 14 του Ν. 3606/2007 πιστοποιητικό καταλληλότητας.<br />
<ol start="2">
<li>Για
την περίπτωση της συνομολογηθείσας σύμβασης σε ξένο νόμισμα (σε
Ελβετικό φράγκο) και σύμφωνα με τις παραδοχές της απόφασης του
Δικαστηρίου των Ευρωπαϊκών Κοινοτήτων της 30-4-2014 (υπόθεση C-26/13,
Arpad Kasler, Hajnalka Kaslerne Rabai κατά OTP Jelzalogbank Zrt,
(σκέψεις 71-75) για τη θεμελίωση της απαιτούμενης διαφάνειας των
σχετικών συμβάσεων <b>πρέπει να παρουσιάζονται, κατά τρόπο σαφή και ορισμένο, τα δικαιώματα και οι υποχρεώσεις των συμβαλλόμενων</b> και ειδικότερα να <b>διατυπώνεται
ευκρινώς ο τρόπος λειτουργίας της συναλλαγματικής ισοτιμίας, η μέθοδος
και οι ιδιαιτερότητες του μηχανισμού μετατροπής του εγχωρίου νομίσματος
σε ξένο, η σχέση μεταξύ του μηχανισμού αυτού και τυχόν άλλων</b>, ούτως ώστε <b>ο καταναλωτής να μπορεί να εκτιμήσει τις οικονομικές συνέπειες</b>,
που θα μπορούσε να έχει για τον ίδιο ο παραπάνω όρος, δηλαδή να
διαγνώσει εκ των προτέρων, τόσο το ύψος των μηνιαίων τοκοχρεολυτικών
δόσεων που καλείται να καταβάλει για την αποπληρωμή του δανείου του, όσο
και για το ύψος του ανεξόφλητου κεφαλαίου του τελευταίου, σε περίπτωση
που η ισοτιμία μεταξύ ευρώ και ξένου νομίσματος (Ελβετικού φράγκου)
διαφοροποιείται σε βάρος του πρώτου.</li>
<li>Για τους όρους της σύμβασης, συμπεριλαμβανομένου του όρου <i>«Σε
περίπτωση καταγγελίας της σύμβασης δανείου, η τράπεζα δικαιούται επίσης
(αλλά δεν υποχρεούται) να μετατρέπει το σύνολο της ληξιπρόθεσμης
οφειλής σε ευρώ με βάση την τρέχουσα τιμή πώλησης από την τράπεζα του
ελβετικού φράγκου, όπως η τιμή αυτή προκύπτει από το ημερήσιο δελτίο
τιμών συναλλάγματος της τράπεζας, την ημερομηνία μετατροπής του συνόλου
της οφειλής σε ευρώ και να χρεώνει αυτό με τόκο υπερημερίας»</i>, κρίθηκε ότι:</li>
</ol>
Όλοι οι <b>προδιατυπωμένοι </b>από την Τράπεζα <b>όροι</b> που περιλαμβάνονται στους Γ.Ο.Σ. <b>χωρίς να έχουν αποτελέσει αντικείμενο διαπραγμάτευσης</b>
μεταξύ των διαδίκων, κατά το μέρος που ρυθμίζουν την ισοτιμία, με βάση
την οποία θα μετατρέπονται σε ελβετικά φράγκα οι τυχόν καταβολές σε
ευρώ, που πραγματοποιεί ο δανειολήπτης καθ' όλη τη διάρκεια αποπληρωμής
του δανείου του, αλλά και στην περίπτωση καταγγελίας της σύμβασης είναι <b>αόριστοι και ασαφείς και ως εκ τούτου καταχρηστικοί και άκυροι. </b><br />
Συγκεκριμένα, με τους επίμαχους όρους <b>παραβιάζεται</b> από την Τράπεζα η <b>υποχρέωση σαφήνειας και διαφάνειας των Γ.Ο.Σ</b>,
η οποία επιτάσσει όλοι οι όροι να είναι διατυπωμένοι κατά τρόπο
ορισμένο, ορθό και σαφή, ούτως ώστε ο απρόσεκτος μεν ως προς την
ενημέρωση του, αλλά διαθέτων την μέση αντίληψη, κατά τον σχηματισμό της
δικαιοπρακτικής του απόφασης, καταναλωτής να γνωρίζει τις συμβατικές
δεσμεύσεις, που αναλαμβάνει, ιδίως δε όσον αφορά τη σχέση παροχής και
αντιπαροχής (ΕφΠειρ 711/2011 ΔΕΕ 2012.356). Συγκεκριμένα, με τις ως άνω
ρήτρες <b>δεν παρουσιάζονται, κατά τρόπο σαφή και ορισμένο, τα δικαιώματα και οι υποχρεώσεις των συμβαλλομένων στη σύμβαση διαδίκων</b>, αφού <b>δεν
διατυπώνεται ευκρινώς ο τρόπος λειτουργίας της συναλλαγματικής
ισοτιμίας, η μέθοδος και οι ιδιαιτερότητες του μηχανισμού μετατροπής του
εγχώριου νομίσματος σε ξένο νόμισμα, καθώς, επίσης, και η σχέση μεταξύ
του μηχανισμού αυτού και των τυχόν άλλων, που προβλέπουν ετέρες ρήτρες
σχετικά με την αποδέσμευση και την αποπληρωμή δανείων</b>, ούτως ώστε ο καταναλωτής και εν προκειμένω, οι ανακόπτοντες, <b>να μπορούν να εκτιμήσουν τις οικονομικές συνέπειες</b>,
που θα μπορούσαν να έχουν για τους ίδιους οι παραπάνω όροι, και,
συγκεκριμένα, να διαγνώσουν, εκ των προτέρων, τόσο το ύψος των μηνιαίων
τοκοχρεωλυτικών δόσεων, που θα καλούνταν να καταβάλουν για την
αποπληρωμή του δανείου, όσο και το ύψος του ανεξόφλητου κεφαλαίου, σε
περίπτωση που η ισοτιμία μεταξύ ευρώ και ελβετικού φράγκου
διαφοροποιούνταν σε βάρος του πρώτου (βλ. ΔΕΚ, ό.π., σκέψεις 73-75).<br />
Αποδείχθηκε περαιτέρω ότι <b>η
Τράπεζα δεν προέβη κατά το στάδιο των προσυμβατικών διαπραγματεύσεων σε
έρευνα περί του αν συνέτρεχε στο πρόσωπο των δανειοληπτών</b><b> </b><b>περίπτωση φυσικής αντιστάθμισης του συναλλαγματικού κινδύνου, δηλαδή</b><b> </b><b>εάν ελάμβαναν εισοδήματα σε αυτούσιο νόμισμα ελβετικού φράγκου</b>. Επί πλέον <b>δεν προέβη</b> κατά το στάδιο των προσυμβατικών διαπραγματεύσεων <b>σε προκαταρκτική έρευνα στη χορήγηση του δανείου με τη συμπλήρωση ερωτηματολογίου</b>,
προκειμένου να επιτευχθεί προσαρμοσμένη στους δανειολήπτες πληροφόρηση
αναφορικά με την αγορά συναλλάγματος, λαμβάνοντας υπόψη της την
αντιληπτική τους ικανότητα, τη μόρφωση, το επίπεδο γνώσης, την ηλικία,
το επάγγελμα, την οικογενειακή, οικονομική και περιουσιακή κατάσταση
τους.<br />
<ol start="4">
<li><b>Τα δάνεια, που χορηγήθηκαν σε
Ελβετικό φράγκο, δεν είναι απλά δάνεια, αλλά στην ουσία είναι προϊόντα
επενδυτικού χαρτοφυλακίου συνδεμένα ευθέως με την αγορά συναλλάγματος</b>.</li>
<li>Η Τράπεζα όχι μόνο δεν προέβη σε ενημέρωση των δανειοληπτών αναφορικά με τα παραπάνω αλλά δεν προέβη ούτε σε <b>ενημέρωση
όσον αφορά τους αμυντικούς μηχανισμούς κάλυψης του κινδύνου από την
ενδεχόμενη μεταβολή της συναλλαγματικής ισοτιμίας ή και των επιτοκίων</b>,
με ειδική και εξειδικευμένη παράθεση και ανάλυση των οικονομικών όρων
«φυσική» και «χρηματοοικονομική» αντιστάθμιση του συναλλαγματικού
κινδύνου, αναφορικά με την δυνατότητα χρήσης προγραμμάτων αντιστάθμισης
του συναλλαγματικού κινδύνου, με ασφάλιση, τη λειτουργία, χρήση και το
κόστος αυτών, τη δυνατότητα χρήσης, τη λειτουργία και το κόστος των
πιστωτικών παραγώγων, τα οποία θα θωράκιζαν απέναντι στο συναλλαγματικό
κίνδυνο σε επίπεδο τόσο δόσης όσο και άληκτου κεφαλαίου. Συνεπώς οι
δανειολήπτες, πέραν της μη ενημέρωσης τους, ήταν και εκτεθειμένοι στους
εκάστοτε συναλλαγματικούς κινδύνους.</li>
</ol>
</div>
Anonymoushttp://www.blogger.com/profile/06153266547244351807noreply@blogger.com0tag:blogger.com,1999:blog-8567047792701942762.post-89294078101216761572017-07-17T01:51:00.001-07:002017-08-09T07:28:52.094-07:00Σχέδιο νόμου - Έκδοση συναινετικού διαζυγίου από συμβολαιογράφους<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<span style="font-family: "arial" , "helvetica" , sans-serif;">Με βάση τη νομοθετική πρωτοβουλία του Υπουργείου Δικαιοσύνης ρυθμίζεται η <b>ανάθεση του συναινετικού διαζυγίου στους συμβολαιογράφους</b> με αντίστοιχη τροποποίηση των άρθρων 1438 και 1441 του Αστικού Κώδικα.</span><br />
<a name='more'></a><span style="font-family: "arial" , "helvetica" , sans-serif;">Σύμφωνα με το προτεινόμενο άρθρο 1441, οι σύζυγοι μπορούν να λύσουν το γάμο τους με <b>έγγραφη συμφωνία ενώπιον συμβολαιογράφου</b>, η οποία συνάπτεται μεταξύ των συζύγων με την <b>παρουσία πληρεξούσιου δικηγόρου</b>.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Αν υπάρχουν <b>ανήλικα τέκνα</b>, για να λυθεί ο γάμος πρέπει να ρυθμίζεται η <b>επιμέλεια των τέκνων</b>, η <b>επικοινωνία</b> με αυτά καθώς και η <b>διατροφή</b>
τους, κατά τη διαδικασία της προηγούμενης παραγράφου, με την ίδια ή με
άλλη έγγραφη συμφωνία των συζύγων, που υπογράφεται κατά τα ανωτέρω και <b>ισχύει για δύο έτη τουλάχιστον</b>.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Η
έγγραφη συμφωνία για τη λύση του γάμου, καθώς και η συμφωνία για την
επιμέλεια, την επικοινωνία και τη διατροφή των ανήλικων τέκνων
υποβάλλονται από τους πληρεξούσιους δικηγόρους του καθενός συζύγου, μαζί
με τα ειδικά πληρεξούσια ή τα ιδιωτικά έγγραφα, σε συμβολαιογράφο.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Η <b>λύση του γάμου</b> επέρχεται από την κατάθεση αντιγράφου του συμβολαιογραφικού εγγράφου που περιέχει τη συμφωνία στον <b>ληξίαρχο</b> όπου έχει καταχωριστεί και η σύστασή του.</span></div>
Anonymoushttp://www.blogger.com/profile/06153266547244351807noreply@blogger.com0tag:blogger.com,1999:blog-8567047792701942762.post-81874776501349253572015-09-10T08:20:00.001-07:002015-09-10T08:20:29.779-07:00Προφίλ<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTn4z67KBYOfAGeEeNWZJ3y4rZ5m5Kr135r87lzKnCt8zVzUeJqKD4H9FW4vjvzneqNeW9WPViCL_QWr7j-Cvxj7OCk7VssMO-sqBTqxrOB1UL6G7SU9eU4ivtXhKIBKukI3eo0_Hm0Zc/s1600/poioi-hmaste-dpkomi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTn4z67KBYOfAGeEeNWZJ3y4rZ5m5Kr135r87lzKnCt8zVzUeJqKD4H9FW4vjvzneqNeW9WPViCL_QWr7j-Cvxj7OCk7VssMO-sqBTqxrOB1UL6G7SU9eU4ivtXhKIBKukI3eo0_Hm0Zc/s640/poioi-hmaste-dpkomi.jpg" width="640" /></a></div>
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Το Δικηγορικό Γραφείο<strong> “Σπήλιος Σπηλιόπουλος και Συνεργάτες”</strong>, παρέχει από το <strong>1993</strong> <strong>εξειδικευμένες νομικές υπηρεσίες</strong>
σε ευρύ φάσμα τομέων και μεγάλο πελατολόγιο, στο οποίο
συμπεριλαμβάνονται εμπορικές και βιομηχανικές επιχειρήσεις, επενδυτικοί
φορείς, πιστωτικά ιδρύματα, συλλογικοί φορείς και ιδιώτες στην Ελλάδα
και στο Εξωτερικό.</div>
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Τα τελευταία έτη αναπτύσσεται συστηματικά και δυναμικά, διαθέτοντας <strong>σύγχρονη οργάνωση, συνέπεια και απόλυτη αφοσίωση</strong>
στην εξυπηρέτηση των στόχων και νομικών αναγκών των πελατών. Παρέχει
υπηρεσίες ταχείες, αποτελεσματικές και ειδικά προσαρμοσμένες στις
ανάγκες και επιλογές του κάθε πελάτη, έχοντας μακροχρόνιες σχέσεις (που
κατά περίπτωση υπερβαίνουν τα <strong>15-20 έτη</strong>) με πελάτες και συνεργάτες.</div>
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Οι υπηρεσίες παρέχονται από ομάδα εξειδικευμένων και έμπειρων δικηγόρων και συνεργατών με επικεφαλής τον <strong>Σπήλιο Σπηλιόπουλο, δικηγόρο LLM</strong>. Οι δικηγόροι του γραφείου κατέχουν <strong>πτυχία και μεταπτυχιακούς τίτλους σπουδών</strong> διακεκριμένων πανεπιστημιακών σχολών σε τομείς του <strong>εμπορικού και επιχειρησιακού δικαίου</strong>
και διαθέτουν ουσιαστική εμπειρία τόσο στη συμβουλευτική όσο και στην
δικαστηριακή δικηγορία. Το γραφείο διαθέτει πλήρες και έμπειρο
δικαστηριακό τμήμα που εκπροσωπεί δικαστικά τους εντολείς του ενώπιον
όλων των ελληνικών δικαστηρίων και αρχών και αναλαμβάνει τον χειρισμό
και συντονισμό όλων των ειδών εμπορικών και αστικών διαφορών στην Ελλάδα
και στο εξωτερικό.</div>
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Τα στελέχη του γραφείου κατά περίπτωση επικουρούνται από <strong>ειδικούς εξωτερικούς συνεργάτες</strong>
(πανεπιστημιακούς, νομικούς, λογιστές, ορκωτούς ελεγκτές, φορολογικούς
συμβούλους, πραγματογνώμονες, συμβούλους ανθρωπίνων πόρων, συμβούλους
στρατηγικού και προωθητικού σχεδιασμού, τεχνικούς φορείς, φορείς
πιστοποίησης κλπ) από ένα ευρύ φάσμα εξωτερικών συνεργατών, ανάλογα με
τις τυχόν ειδικές απαιτήσεις της εκάστοτε υπόθεσης.</div>
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Επιπρόσθετα, το γραφείο έχει μακροχρόνια και συνεχή συνεργασία με <strong>45 δικηγορικά</strong> γραφεία σε όλη την<strong> Ελλάδα</strong> καθώς και <strong>12 Δικηγορικά γραφεία στο εξωτερικό,</strong>
ώστε να επιτυγχάνει άριστο χειρισμό και συντονισμό της υπόθεσης, την
αμεσότητα της εκπροσώπησης, την ταχύτητα διεκπεραίωσης του συνόλου των
νομικών ενεργειών, τον έλεγχο και την διασφάλιση υψηλής ποιότητος
υπηρεσιών και τον έλεγχο του κόστους.</div>
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Οι υπηρεσίες παρέχονται στην <strong>ελληνική, αγγλική, γαλλική, ρωσική, πολωνική και ιταλική γλώσσα</strong>.</div>
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Το γραφείο ειδικεύεται στον τομέα του <strong>Εμπορικού, Εταιρικού, Αστικού, Ασφαλιστικού και Τραπεζικού Δικαίου</strong>. Ασχολείται επίσης με ειδικά ζητήματα <strong>διοικητικού, στρατιωτικού και εργατικού δικαίου</strong>.
Σημαντικό μέρος του όγκου των υποθέσεων επικεντρώνεται στον κλάδο των
εταιριών αυτοκίνητου, εισαγωγής και εμπορίας ηλεκτρικών και ηλεκτρονικών
ειδών, ασφαλειών, ταχυμεταφορών και κατασκευών σε συνεργασία με μεγάλο
αριθμό πιστωτικών οργανισμών καθώς και αυτόν της διεκδίκησης οικονομικών
απαιτήσεων, κατέχοντας και εξυπηρετώντας ευρύτατο πελατολόγιο, στο
οποίο περιλαμβάνονται μεγάλες εταιρίες του ιδιωτικού τομέα, στην Ελλάδα
και στο Εξωτερικό καθώς και συλλογικοί φορείς<span style="font-family: 'Times New Roman', serif;"><span style="font-size: small;"><span style="font-family: Arial, serif;">.</span></span></span></div>
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Το γραφείο είναι εγκατεστημένο σε σύγχρονους χώρους
δύο (2) ορόφων, έκτασης 170 τμ., στον 6ο και 5ο όροφο, στην οδό
Βουκουρεστίου αρ.18 στο κέντρο της Αθήνας (Σύνταγμα) και απέχει 100 μ
από το σταθμό του metro της Πλατείας Συντάγματος.</div>
</div>
BLB.grhttp://www.blogger.com/profile/06389574213699602102noreply@blogger.com0tag:blogger.com,1999:blog-8567047792701942762.post-61158779246775298682015-09-10T08:18:00.003-07:002015-09-10T08:18:31.907-07:00Ασφαλιστικό Δίκαιο - Τροχαία Ατυχήματα<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX5rjlNmIbTj_xkp0bXQuq48r0sqlwgrJSgqrEmdf2PTxigxBMzN1nU5bELdQgTmf_TdnCZrqfRnow3x2Q8ZpneYxo67nAsqK7RPripbUiz3Dix8rYmClxnxkr_y_eBr5VfywrdAXZJWs/s1600/asfal-dikaio.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX5rjlNmIbTj_xkp0bXQuq48r0sqlwgrJSgqrEmdf2PTxigxBMzN1nU5bELdQgTmf_TdnCZrqfRnow3x2Q8ZpneYxo67nAsqK7RPripbUiz3Dix8rYmClxnxkr_y_eBr5VfywrdAXZJWs/s640/asfal-dikaio.jpg" width="640" /></a></div>
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<span lang="en-US">To</span>
Γραφείο διαθέτει εξειδικευμένη εμπειρία και χειρίζεται σημαντικές
υποθέσεις ασφαλιστικού δικαίου, εκπροσωπώντας ασφαλιστικές εταιρείες,
μεσίτες ασφαλίσεων και ασφαλιζόμενους. Παρέχει άμεσες και ευρηματικές
λύσεις σε μεγάλο φάσμα ασφαλιστικών θεμάτων που περιλαμβάνουν την
ασφάλεια απαιτήσεων, ασφάλιση ευθύνης, επιχειρηματική ασφάλεια,
οικονομικές πτυχές του κινδύνου, όπως οι σχετιζόμενες με την περιουσία,
τη ζωή, την υγεία καθώς και την ευθύνη εκ του νόμου και τη διαχείριση
κινδύνων. </div>
<a name='more'></a>Οι δικηγόροι του γραφείου παρέχουν νομικές συμβουλές σε ότι
αφορά την ερμηνεία των όρων των ασφαλιστικών συμβολαίων και συμβάσεων
καθώς και την εκτίμηση κάλυψης συγκεκριμένων απαιτήσεών από τα
ασφαλιστήρια συμβόλαια.<br />
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Από τα πρώτα αντικείμενα δραστηριότητας του Γραφείου
από την αρχή της λειτουργίας του, είναι η διεκδίκηση απαιτήσεων από
τροχαία ατυχήματα, ο επιτυχής χειρισμός περίπλοκων υποθέσεων τροχαίων
και άλλων ατυχημάτων (θανατηφόρα, σοβαροί τραυματισμοί, υλικές ζημίες,
εργατικά ατυχήματα κλπ) και η διεκδίκηση και είσπραξη ασφαλιστικών
απαιτήσεων.</div>
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Το Γραφείο παρέχει υπηρεσίες σε όλους στους τομείς του ασφαλιστικού δικαίου και περιλαμβάνουν ενδεικτικά:</div>
<ul style="list-style-type: disc;">
<li>Μεσιτεία ασφαλίσεων</li>
<li>Παροχή συμβουλών επί ασφαλιστικών καλύψεων που πηγάζουν από διάφορες
δραστηριότητες, ασφαλιστικές εγγυήσεις σε εμπορικές/επιχειρηματικές
συμβάσεις κλπ.</li>
<li>Διαφορές από ασφαλιστήρια συμβόλαια και συμβάσεις</li>
<li>Αγωγές για θανατηφόρα ατυχήματα (τροχαία, εργατικά, ναυτικά κλπ.)</li>
<li>Απαιτήσεις από συμβόλαια πυρός, σεισμού, αστική ευθύνη, κλπ.</li>
</ul>
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Το Γραφείο διαθέτει πλούσια εμπειρία και εξειδίκευση
σε τροχαία ατυχήματα και στη διεκδίκηση απαιτήσεων που σχετίζονται με
αυτά (θανατηφόρα ατυχήματα,τραυματισμοί, υλικές ζημίες κλπ). Στο πλαίσιο
παροχής των παραπάνω υπηρεσιών περιλαμβάνονται:</div>
<ul style="list-style-type: disc;">
<li>Αγωγές για θανατηφόρα ατυχήματα.</li>
<li>Αγωγές για σοβαρούς τραυματισμούς και υλικές ζημίες από ατυχήματα.</li>
<li>Σύνταξη τεκμηριωμένων εκθέσεων πραγματογνωμοσύνης σε συνεργασία με εξειδικευμένους οίκους πραγματογνωμόνων του εξωτερικού (<span lang="en-US">TUV</span>, <span lang="en-US">DEKRA</span> κλπ) και της Ελλάδας, καθώς και εξειδικευμένους τεχνικούς συμβούλους (ιατρούς, πλαστικούς χειρουργούς, μηχανικούς κλπ).</li>
<li>Προετοιμασία, καθοδήγηση και πλήρης χειρισμός της ποινικής δικογραφίας και της υπόθεσης, ενώπιον των ποινικών δικαστηρίων.</li>
<li>Πλήρης χειρισμός υποθέσεων Γραφείου Διεθνούς Ασφάλισης.</li>
<li>Διεκδίκηση πάσης φύσεως περιουσιακών και λοιπών ζημιών από το ατύχημα.</li>
</ul>
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Ενδεικτικά:</div>
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<li>
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Υλικές ζημίες</div>
</li>
<li>
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Μείωση εμπορικής αξίας</div>
</li>
<li>
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Χρήση ταξί ή μίσθωση οχήματος</div>
</li>
<li>
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Καταστραφέντα προσωπικά είδη</div>
</li>
<li>
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Μεταφορά και φύλαξη οχήματος</div>
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<li>
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Νοσήλεια</div>
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<li>
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Δαπάνες για αποκλειστικές νοσοκόμες και οικιακές βοηθούς</div>
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Δαπάνες για μελλοντικά νοσήλεια</div>
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Δαπάνες για βελτιωμένη διατροφή</div>
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Απώλεια εισοδήματος</div>
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Διατροφή εξαρτωμένων προσώπων</div>
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Ηθική βλάβη</div>
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<li>
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Ηθική βλάβη (ΑΚ 931) για μόνιμη ανικανότητα</div>
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Ψυχική οδύνη όλων των βαθμών συγγένειας (γονείς,
αδέλφια, παππούδες, σύζυγοι, τέκνα, εγγονοί, δισέγγονοι, θετά τέκνα,
κυοφορούμενα τέκνα κλπ).</div>
</li>
</ul>
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BLB.grhttp://www.blogger.com/profile/06389574213699602102noreply@blogger.com0tag:blogger.com,1999:blog-8567047792701942762.post-55000035934406041512015-09-10T08:13:00.001-07:002015-09-10T08:13:08.037-07:00Θέματα κατοίκων Εξωτερικού<div dir="ltr" style="text-align: left;" trbidi="on">
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Το Γραφείο έχει δημιουργήσει ειδικό τμήμα ομογενών – κατοίκων εξωτερικού και σε συνεργασία με:</div>
<ul style="list-style-type: disc;">
<li>τα έμπειρα στελέχη του,</li>
<li>45 επιλεγμένα δικηγορικά γραφεία σε όλη την Ελλάδα,</li>
<li>την Συμβολαιογράφο Αθηνών Ε. Λιάκου και επιλεγμένους Συμβολαιογράφους σε όλη την Ελλάδα,<a name='more'></a></li>
<li>την κατασκευαστική εταιρεία “<span lang="en-US">EPTAGON</span> Κατασκευαστική”, Πολιτικούς Μηχανικούς, Τοπογράφους και επιλεγμένους επαγγελματίες σε όλη την Ελλάδα,</li>
<li>Μεγάλα Λογιστικά Γραφεία και εξειδικευμένους Φοροτέχνες, Φορολογικούς Συμβούλους και Λογιστές σε όλη την Ελλάδα,</li>
<li>Κτηματομεσιτικές Επιχειρήσεις και μεσίτες ακινήτων</li>
</ul>
Παρέχει εξειδικευμένες υπηρεσίες και πλήρη κάλυψη όλων των θεμάτων
για τους κατοίκους Εξωτερικού - Ομογενείς (Ηνωμένων Πολιτειών, Καναδά,
Αυστραλίας κλπ).<br />
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Ενδεικτικά:</div>
<ul style="list-style-type: circle;">
<li>Έρευνες τίτλων ακινήτων και σύνταξη εκθέσεων ελέγχου τίτλων σε Υποθηκοφυλακεία και Κτηματολογικά Γραφεία σε όλη την Ελλάδα.</li>
<li>Κληρονομικά Θέματα (Διαθήκες - Δηλώσεις Φόρου Κληρονομίας - Αποδοχές Κληρονομίας - Αποποιήσεις κλπ).</li>
<li>Προστασία κληρονομιών και εν γένει ακίνητης περιουσίας από
διεκδικήσεις - καταπατήσεις - αμφισβητήσεις (Διεκδικητικές Αγωγές,
Ασφαλιστικά Μέτρα κλπ).</li>
<li>Συμβόλαια Ακινήτων (Αγορές – Πωλήσεις – Δωρεές – Γονικές Παροχές κλπ).</li>
<li>Λοιπά Συμβολαιογραφικά Θέματα (Συμβολαιογραφικά Πληρεξούσια, <span lang="en-US">Appostile</span> κλπ).</li>
<li>Ζητήματα Φορολογίας και Φορολογικές Δηλώσεις Κληρονομιών, Δωρεών, Γονικών Παροχών κλπ.</li>
<li>Διορθώσεις Ε9, Φορολογικών Δηλώσεων κλπ.</li>
<li>Θέματα Κτηματολογίου (Ενστάσεις, αιτήσεις διόρθωσης σφαλμάτων, εκπρόθεσμες δηλώσεις κλπ).</li>
<li>Θέματα ένταξης ακινήτων στο σχέδιο πόλεως.</li>
<li>Πολεοδομικά ζητήματα <span lang="en-US"> - </span> Νομιμοποιήσεις αυθαιρέτων.</li>
<li>Εκτίμηση Ακινήτων και σύνταξη εκθέσεων εκτίμησης ακινήτων</li>
<li>Κατάρτιση και Αξιολόγηση Επενδυτικών Σχεδίων και Προτάσεων για Αξιοποίηση Ακινήτων.</li>
<li>Μισθώσεις (Επαγγελματικές και Αστικές), κατάρτιση μισθωτηρίων, είσπραξη μισθωμάτων κλπ.</li>
</ul>
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<strong>ΠΛΗΡΗΣ ΔΙΑΧΕΙΡΙΣΗ ΑΚΙΝΗΤΩΝ (ΑΘΗΝΑ, ΘΕΣ/ΝΙΚΗ, ΝΗΣΙΑ, ΕΠΑΡΧΙΑ)</strong><strong>:</strong></div>
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Το Γραφείο, σε συνεργασία με την κατασκευαστική εταιρεία «<span lang="en-US">EPTAGON</span>
Κατασκευαστική», επιλεγμένες κατασκευαστικές εταιρείες και
εξειδικευμένους επαγγελματίες σε όλη την Ελλάδα, παρέχει πλήρεις και
εξειδικευμένες υπηρεσίες Διαχείρισης ακινήτων,</div>
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Ενδεικτικά:</div>
<ul style="list-style-type: disc;">
<li>Αγορές, Πωλήσεις, Μισθώσεις,</li>
<li>Κατάρτιση συμβάσεων.</li>
<li>Είσπραξη Μισθωμάτων.</li>
<li>Συμβόλαια Συντήρησης Ακινήτων</li>
<li>Συμβόλαια ολοκληρωμένης Διαχείρισης Ακινήτων</li>
</ul>
</div>
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