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	<title>Varvak...iosΠΑΠΑΔΟΠΟΥΛΟΥ ΑΝΔΡΙΑΝΑ – Varvak&#8230;ios</title>
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	<description>Διαβάζεις και ...κολλάς!</description>
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		<item>
		<title>Μήπως το παράκανε ο αθλητισμός με το Black Lives Matter;</title>
		<link>https://schoolpress.sch.gr/varvakeio/archives/382</link>
		<comments>https://schoolpress.sch.gr/varvakeio/archives/382#comments</comments>
		<pubDate>Mon, 15 Mar 2021 09:59:08 +0000</pubDate>
		<dc:creator>ΠΑΠΑΔΟΠΟΥΛΟΥ ΑΝΔΡΙΑΝΑ</dc:creator>
				<category><![CDATA[Επικαιρότητα]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/varvakeio/?p=382</guid>
		<description><![CDATA[  Το 1968, οι δύο μαύροι Αμερικανοί πρωταθλητές Tommy Smith και John Carlos, αποβλήθηκαν από τους Ολυμπιακούς Αγώνες, αφού ύψωσαν τη γροθιά τους την ώρα <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/varvakeio/archives/382" title="Μήπως το παράκανε ο αθλητισμός με το Black Lives Matter;">[...]</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: justify">  Το 1968, οι δύο μαύροι Αμερικανοί πρωταθλητές Tommy Smith και John Carlos, αποβλήθηκαν από τους<a href="https://schoolpress.sch.gr/varvakeio/files/2021/03/Screenshot_13.png"><img class="alignright  wp-image-383" alt="Screenshot_13" src="https://schoolpress.sch.gr/varvakeio/files/2021/03/Screenshot_13.png" width="89" height="126" /></a> Ολυμπιακούς Αγώνες, αφού ύψωσαν τη γροθιά τους την ώρα της απονομής των μεταλλίων. 48 χρόνια αργότερα ο Colin Kaepernick δέχτηκε επίθεση από τον Donald Trump επειδή γονάτισε κατά τη διάρκεια του εθνικού ύμνου διαμαρτυρόμενος για τον ρατσισμό, την αστυνομική βαρβαρότητα και τη φυλετική ανισότητα. Το 2020 με την δολοφονία του George Floyd το σύνθημα Black Lives Matter εισέβαλε ξανά στον αθλητισμό. Οι αθλητές ως πρότυπο των περισσότερων παιδιών πρέπει να διαδίδουν τα σωστά μηνύματα, οπότε άρχισαν να προβάλλουν το συγκεκριμένο αντιρατσιστικό σύνθημα. Μήπως όμως αυτό το σύνθημα έχει ήδη περάσει στους πολίτες του κόσμου και θα έπρεπε να επικεντρώνονται σε πιο επίκαιρα θέματα όπως ο ομοφυλετισμός;</p>
<p style="text-align: justify"><a href="https://schoolpress.sch.gr/varvakeio/files/2021/03/Screenshot_14.png"><img class="alignleft size-thumbnail wp-image-384" alt="Screenshot_14" src="https://schoolpress.sch.gr/varvakeio/files/2021/03/Screenshot_14-150x150.png" width="150" height="150" /></a>Στις αρχές του περσινού καλοκαιριού η ένδειξη διαμαρτυρίας με τον συγκεκριμένο τρόπο γινόταν τόσο συχνά που κατέληξε μια συνήθεια των αθλητών πριν κάθε αγώνα κι οι αθλητές που δεν γονάτιζαν δημιουργούσαν έντονες αντιδράσεις. Όμως μετά από σχεδόν έναν χρόνο ο φυλετικός ρατσιστικός διαχωρισμός έχει μειωθεί στις αναπτυγμένες χώρες, με αποτέλεσμα το συγκεκριμένο σύνθημα να έχει «παλιώσει». Ο κόσμος έχει γυρίσει σελίδα και πλέον θεωρεί μείζον κοινωνικό ζήτημα την αποδοχή της διαφορετικότητας, σε όλα τα επίπεδα. Πρωτεύον καθήκον της σύγχρονης κοινωνίας  θεωρείται η σωστή και η υπεύθυνη αντιμετώπιση της ομοφοβίας.</p>
<p style="text-align: justify">         Στην Ευρώπη και ειδικότερα στο Ηνωμένο Βασίλειο έχουν ξεσπάσει έντονες αντιδράσεις σχετικά με αυτή την ένδειξη διαμαρτυρίας αφού σε κάποιες περιπτώσεις, όπως σε αυτή που έγινε πριν περίπου 2 μήνες σε<a href="https://schoolpress.sch.gr/varvakeio/files/2021/03/Screenshot_15.png"><img class="alignright size-full wp-image-385" alt="Screenshot_15" src="https://schoolpress.sch.gr/varvakeio/files/2021/03/Screenshot_15.png" width="268" height="153" /></a> αγώνα Β κατηγορίας της Αγγλίας,  οπαδοί των Millwall και Derby County αποδοκίμασαν τους ποδοσφαιριστές που γονάτισαν προς τιμήν του George Floyd. Οι προπονητές κι οι παίκτες των δύο ομάδων σχολίασαν τη συγκεκριμένη στάση των οπαδών ως απαράδεκτη και δήλωσαν ότι ήταν απογοητευμένοι από τη συμπεριφορά των οπαδών τους. Επιπλέον, το σύνθημα του Black Lives Matter επηρέασε και τον μηχανοκίνητο αθλητισμό. Συγκεκριμένα όλοι οι οδηγοί της Formula 1 φορούσαν μπλούζες με συνθήματα όπως “End Racism” και “We all race as one”. Η κυρίαρχη  Mercedes άλλαξε το χρώμα του αμαξιού της από ασημένιο σε μαύρο. Παρόλο που όλοι είχαν δηλώσει ότι υποστηρίζουν το συγκεκριμένο κίνημα μετά από τους πρώτους αγώνες οι οδηγοί συνέχιζαν να γονατίζουν αλλά το έκαναν τυπικά, ενώ κάποιοι σταμάτησαν.</p>
<p style="text-align: justify">      Ο φυλετικός ρατσισμός είναι ένα πολύ σημαντικό θέμα αλλά όχι το μοναδικό. Η αντιμετώπιση από τους αθλητές ήταν σωστή και απέδειξαν ότι ενωμένοι σαν μια γροθιά κατάφεραν να νικήσουν τον ρατσισμό στον χώρο του αθλητισμού. Ή μήπως δεν το κατάφεραν;</p>
<p style="text-align: right" align="right">Trapalinho – Εβάνα</p>
]]></content:encoded>
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		<series:name><![CDATA[Μάρτιος 2021]]></series:name>
	</item>
		<item>
		<title>Τα μυστικά πίσω από τις σημαίες του κόσμου&#8230;</title>
		<link>https://schoolpress.sch.gr/varvakeio/archives/310</link>
		<comments>https://schoolpress.sch.gr/varvakeio/archives/310#comments</comments>
		<pubDate>Sat, 27 Feb 2021 16:38:19 +0000</pubDate>
		<dc:creator>ΠΑΠΑΔΟΠΟΥΛΟΥ ΑΝΔΡΙΑΝΑ</dc:creator>
				<category><![CDATA[Πολιτισμός]]></category>
		<category><![CDATA[Εβάνα]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/varvakeio/?p=310</guid>
		<description><![CDATA[Οι σημαίες του κόσμου είναι όλες διαφορετικές. Με γραμμές, σχήματα, ζώα, πολύχρωμες, μονόχρωμες, συνηθισμένες και μοναδικές. Καμία δεν μπορεί να συγκριθεί με την άλλη γιατί <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/varvakeio/archives/310" title="Τα μυστικά πίσω από τις σημαίες του κόσμου&#8230;">[...]</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: justify">Οι σημαίες του κόσμου είναι όλες διαφορετικές. Με γραμμές, σχήματα, ζώα, πολύχρωμες, μονόχρωμες, συνηθισμένες και μοναδικές. Καμία δεν μπορεί να συγκριθεί με την άλλη γιατί όλες τους διαφέρουν, ακόμα και να δεν φαίνεται. Όμως σε όλες υπάρχει κάποιος λόγος που δημιουργήθηκαν με τον συγκεκριμένο τρόπο. Κάποια μυστικά κρυμμένα μέσα τους….</p>
<p style="text-align: justify"><span style="text-decoration: underline">Τα αστέρια της Βραζιλίας..</span></p>
<p style="text-align: justify"><a href="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_111.jpg"><img class="alignright  wp-image-312" alt="Screenshot_11" src="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_111.jpg" width="109" height="77" /></a>Στην σημαία της Βραζιλίας διακρίνουμε την φράση «Ordem E Progresso»που σημαίνει στα Πορτογαλικά «Τάξη και Πρόοδος» και αναφέρεται στην ημέρα ανεξαρτησίας της χώρας από την Πορτογαλία στις 7 Σεπτεμβρίου του 1822. Τα είκοσι εφτά αστέρια στο μπλε φόντο λέγεται ότι ήταν αυτά που στόλιζαν τον νυχτερινό ουρανό της πρωτεύουσας εκείνη την ημέρα.</p>
<p style="text-align: justify"><span style="text-decoration: underline">Το πρωτόγνωρο σχήμα του Νεπάλ</span></p>
<p style="text-align: justify"><a href="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_12.jpg"><img class=" wp-image-313 alignleft" alt="Screenshot_12" src="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_12.jpg" width="85" height="102" /></a>Ο κόσμος αποτελείται από διακόσιες τριάντα εφτά χώρες, και η καθεμία έχει μια σημαία. Διακόσιες τριάντα τέσσερις έχουν ορθογώνιο σχήμα, δύο τετράγωνο και υπάρχει και η σημαία του Νεπάλ. Η σημαία του Νεπάλ αποτελείται από δύο ορθογώνιο τρίγωνα. Αυτά τα δύο τρίγωνα συμβολίζουν τις κορυφές των Ιμαλαΐων της χώρας. Επιπλέον το φεγγάρι και ο ήλιος συμβολίζουν την αιωνιότητα καθώς σύμφωνα με τον λαό της Ασιατικής χώρας όσο υπάρχει ο ήλιος και το φεγγάρι θα υπάρχει και το κράτος του Νεπάλ!</p>
<p style="text-align: justify"><span style="text-decoration: underline">Μονακό </span><span style="text-decoration: underline">VS</span><span style="text-decoration: underline"> Ινδονησία </span></p>
<p style="text-align: justify"><a href="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_13.jpg"><img class=" wp-image-314 alignright" alt="Screenshot_13" src="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_13.jpg" width="146" height="92" /></a>Η σημαία του Μονακό και της Ινδονησίας είναι σχεδόν πανομοιότυπες. Και οι δύο είναι χωρισμένες κάθετα στην μέση και έχουν από πάνω το κόκκινο χρώμα και από κάτω το λευκό. Όμως όπως φαίνεται και την φωτογραφία η απόχρωση του κόκκινου στην Ασιατική χώρα είναι λίγο πιο ζωηρό από αυτό της Ευρωπαϊκής. Επιπλέον η γραμμή που χωρίζει τα δύο χρώματα, στην σημαία του Μονακό βρίσκεται ελάχιστα πιο πάνω από της Ινδονησίας. Δεν τις αντιλαμβάνεσαι με ευκολία, αλλά υπάρχουν…</p>
<p style="text-align: justify"><span style="text-decoration: underline">Μπανγκλαντές και Παλάου</span></p>
<p style="text-align: justify"><a href="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_15.jpg"><img class=" wp-image-316 alignleft" alt="Screenshot_15" src="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_15.jpg" width="97" height="61" /></a>Φαινομενικά οι δύο χώρες δεν έχουν τίποτα κοινό. Βρίσκονται σε διαφορετική ήπειρο, έχουν διαφορετικό πολιτισμό, οι σημαίες τους έχουν διαφορετικά χρώματα αλλά ίδιο σχήμα. Μονόχρωμες με έναν κύκλο <a href="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_14.jpg"><img class=" wp-image-315 alignright" alt="Screenshot_14" src="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_14.jpg" width="96" height="60" /></a>στην μέση. Αλλά κρύβουν ένα «κόλπο». Ο κύκλος δεν βρίσκεται ακριβώς στην μέση είναι λίγο πιο αριστερά οπότε όταν ανεμίζει η σημαία φαίνεται ότι βρίσκεται στο κέντρο της σημαίας σε αντίθεση με την ιαπωνική σημαία που βρίσκεται ακριβώς στην μέση. Αν παρατηρήσετε τις σημαίες (αριστερά Παλάου και δεξιά Μπανγκλαντές) θα δείτε το κόλπο που χρησιμοποιούν!</p>
<p style="text-align: justify"><span style="text-decoration: underline">Σρι Λάνκα</span></p>
<p style="text-align: justify"><a href="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_16.jpg"><img class=" wp-image-317 alignleft" alt="Screenshot_16" src="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_16.jpg" width="150" height="80" /></a>Στην ξεχωριστή σημαία της Σρι Λάνκα, απεικονίζεται η κληρονομιά της χώρας. Φαίνεται ότι δεν μπορούσε να αποφασιστεί ποια στοιχεία θα αντιπροσωπεύει την σημαία της χώρας τους και αποφάσισαν να τα βάλουν&#8230;όλα. Το λιοντάρι συμβολίζει την εθνικότητα των Σινγκαλέζων ενώ τα φύλλα στις γωνιές την επίδραση του βουδισμού και τις τέσσερις αρετές δηλαδή την ευγένεια, την φιλία, την ευτυχία και την ισότητα. Η κάθετη πορτοκαλί λωρίδα συμβολίζει την εθνικότητα των Ταμίλ και η πράσινη το βουδιστικό κλήρο. Το κόκκινο φόντο εκπροσωπεί τις άλλες μικρότερες θρησκείες της Ασιατικής χώρας.</p>
<p style="text-align: justify">Εβάνα</p>
]]></content:encoded>
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		<series:name><![CDATA[Φεβρουάριος 2021]]></series:name>
	</item>
		<item>
		<title>Περλ Χάμπορ: Η προσπάθεια ένωσης ιστορίας και ρομαντισμού που&#8230;απέτυχε!</title>
		<link>https://schoolpress.sch.gr/varvakeio/archives/293</link>
		<comments>https://schoolpress.sch.gr/varvakeio/archives/293#comments</comments>
		<pubDate>Sat, 27 Feb 2021 15:58:37 +0000</pubDate>
		<dc:creator>ΠΑΠΑΔΟΠΟΥΛΟΥ ΑΝΔΡΙΑΝΑ</dc:creator>
				<category><![CDATA[Πολιτισμός]]></category>
		<category><![CDATA[Εβάνα]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/varvakeio/?p=293</guid>
		<description><![CDATA[Η ταινία «Περλ Χάμπορ» περιστρέφεται γύρω από δύο φίλους, τον Ρέιφ και τον Ντάνι , οι οποίοι ερωτεύονται την ίδια νοσοκόμα, την Έβελιν, και βρίσκονται <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/varvakeio/archives/293" title="Περλ Χάμπορ: Η προσπάθεια ένωσης ιστορίας και ρομαντισμού που&#8230;απέτυχε!">[...]</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: justify"><em></em>Η ταινία «Περλ Χάμπορ» περιστρέφεται γύρω από δύο φίλους, τον Ρέιφ και τον Ντάνι , οι οποίοι ερωτεύονται την ίδια νοσοκόμα, την Έβελιν, και βρίσκονται στην Χαβάη, στις 7 Δεκεμβρίου του 1941, την ημέρα που επιτέθηκαν οι Ιάπωνες στο νησί. Ακούγεται ενδιαφέρουσα όμως τελικά είναι ιδιαίτερα κουραστική και μπερδεμένη.</p>
<p style="text-align: justify"><a href="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_1.jpg"><img class="alignleft size-full wp-image-294" alt="Screenshot_1" src="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_1.jpg" width="187" height="277" /></a>Θεωρώ ότι οι παραγωγοί προσπάθησαν να φτιάξουν μια ρομαντική ιστορία που να συνδέεται με ένα ιστορικό γεγονός αλλά δεν ήταν τόσο πετυχημένη η προσπάθειά τους. Η ιστορία αρχίζει με ρομαντισμό, μετά προσπαθεί να δείξει την ιστορική της πλευρά και στο τέλος θέλει να ανεβάσει την αδρεναλίνη. Αντί για ενδιαφέρουσα καταντάει όμως&#8230;βαρετή. Επιπλέον, έχει πάρα πολύ μεγάλος μήκος.  Διαρκεί 184 λεπτά! Τρεις ώρες ταινία! Γίνεται κουραστική και την τελευταία ώρα το μόνο που σκέφτεσαι είναι «τι γίνεται τώρα;», καθώς θεωρείς ότι θα έπρεπε να έχουν πέσει είδη οι τίτλοι τέλους. Αλλά θα σκέφτεστε γιατί είναι τρεις ώρες! Βλέπουμε στην ταινία και την ιστορία ενός μαύρου ναυτικού, τον οποίον τον έχουν υποτιμήσει. Κάτι που δεν έχει απολύτως καμία σχέση με την πλοκή. Τέλος, σε όλη την ταινία γίνονται συνέχεια ανατροπές και αλλαγές των πρωταγωνιστών. Αν την παρακολουθήσετε στοιχηματίζω ότι όλοι θα προβλέψετε το τέλος.</p>
<p style="text-align: justify">Οι περισσότεροι θεατές δεν λάτρεψαν την ταινία αν και παραδέχτηκαν ότι ήταν εντυπωσιακά, τα ειδικά εφέ της επίθεσης, που όντως ήταν φοβερά. Όμως υπήρχαν και κάποιοι που τους άρεσε η μίξη ρομαντισμού και περιπέτειας σε αυτόν τον βαθμό. Δεν πιστεύω ότι η<a href="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_2.jpg"><img class="alignright size-full wp-image-295" alt="Screenshot_2" src="https://schoolpress.sch.gr/varvakeio/files/2021/02/Screenshot_2.jpg" width="283" height="178" /></a> ταινία αξίζει καλές κριτικές, αλλά οι απόψεις είναι απόψεις και τις σέβομαι. Προφανώς σε λίγους άρεσε, αν όμως σκοπεύεις να δεις ιστορική ταινία μην επιλέξεις την συγκεκριμένη.</p>
<p style="text-align: justify">Αν σε ενδιαφέρει η επίθεση στην Χαβάη του 1941 μπορείς να δεις το «Τώρα τώρα τώρα» ή το «Από εδώ ως την αιωνιότητα», δύο παλιές αλλά άκρως ιστορικές ταινίες.  Αν θες πάλι να παρακολουθήσεις μια ρομαντική ταινία μπορείς να επιλέξεις μία από τις χιλιάδες που υπάρχουν αλλά όχι αυτή.</p>
<p style="text-align: justify">Συμπερασματικά, σας προτείνω να μην δείτε την παραπάνω ταινία για τους ακόλουθους λόγους. Είναι μια ταινία βαρετή και κουραστική που σίγουρα θα&#8230; αντιπαθήσετε.</p>
<p style="text-align: right" align="right">Εβάνα</p>
]]></content:encoded>
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		<series:name><![CDATA[Φεβρουάριος 2021]]></series:name>
	</item>
		<item>
		<title>Τιμωρία &#8230; δίχως έγκλημα!</title>
		<link>https://schoolpress.sch.gr/varvakeio/archives/249</link>
		<comments>https://schoolpress.sch.gr/varvakeio/archives/249#comments</comments>
		<pubDate>Wed, 27 Jan 2021 15:06:04 +0000</pubDate>
		<dc:creator>ΠΑΠΑΔΟΠΟΥΛΟΥ ΑΝΔΡΙΑΝΑ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/varvakeio/?p=249</guid>
		<description><![CDATA[Η Caster Semenya, είναι νοτιοαφρικανική αθλήτρια στίβου η οποία τρέχει σε αποστάσεις 800 και 1.500μ. Έχει κερδίσει το χρυσό μετάλλιο στα 800μ. στους δύο τελευταίους <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/varvakeio/archives/249" title="Τιμωρία &#8230; δίχως έγκλημα!">[...]</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: justify">Η Caster Semenya, είναι νοτιοαφρικανική αθλήτρια στίβου η οποία τρέχει σε αποστάσεις 800 και 1.500μ.<a href="https://schoolpress.sch.gr/varvakeio/files/2021/01/Screenshot_101.jpg"><img class="size-full wp-image-252 alignright" alt="Screenshot_10" src="https://schoolpress.sch.gr/varvakeio/files/2021/01/Screenshot_101.jpg" width="302" height="151" /></a> Έχει κερδίσει το χρυσό μετάλλιο στα 800μ. στους δύο τελευταίους ολυμπιακούς αγώνες στην κατηγορία των γυναικών. Λογικό θα σκεφτείτε, ως γυναίκα θα ανταγωνίζεται με γυναίκες. Και όμως η «υπόθεση Semenya» δεν είναι τόσο απλή. Η αθλήτρια έχει γεννηθεί με υψηλά επίπεδα τεστοστερόνης, άρα κατά την εφηβεία της ψήλωσε πιο πολύ, απέκτησε πιο δυνατά οστά και βρίσκεται στα ίδια επίπεδα αιμοσφαιρίνης με τους άνδρες αθλητές. Αυτό είναι το χαρακτηριστικό που χαρίζει στους άνδρες πλεονέκτημα σε σχέση με τις γυναίκες. Κανείς δεν της είπε να αγωνιστεί με τους άνδρες, αλλά η IAAF (Διεθνής Ομοσπονδία Στίβου), θέλει να προστατεύσει τον υγιή συναγωνισμό.</p>
<p style="text-align: justify">Η Semenya δεν έχει υποβληθεί σε εγχείρηση για να πειράξει το φύλλο της, ούτε έχει λάβει ουσίες. Γεννήθηκε γυναίκα, άρα έχει το δικαίωμα να τρέχει με τις γυναίκες. Παρόλα αυτά οι αγώνες θα ήταν «στημένοι», καθώς όλοι θα ξέρουν την νικήτρια,<a href="https://schoolpress.sch.gr/varvakeio/files/2021/01/Screenshot_112.jpg"><img class="size-full wp-image-251 alignleft" alt="Screenshot_11" src="https://schoolpress.sch.gr/varvakeio/files/2021/01/Screenshot_112.jpg" width="309" height="175" /></a> ενώ οι άλλες αθλήτριες γνωρίζουν ότι το καλύτερο αποτέλεσμα είναι να σταθούν στο δεύτερο σκαλί του βάθρου. Σπαζοκεφαλιά! Και ποιοι πρέπει να βρουν την λύση; Και οι τρεις δικαστές της CAS αναγνώρισαν ότι ο νέος κανόνας της IAAF προωθεί διακρίσεις στον αθλητισμό, όμως οι δύο από τους τρεις το έκριναν, απαραίτητο και λογικό. Και ο κανόνας της IAAF ήταν ο εξής: Οι γυναίκες στίβου με υψηλά επίπεδα τεστοστερόνης, θα πρέπει να λάβουν τα κατάλληλα φάρμακα για να μειώσουν αυτόν τον αριθμό ή θα απαγορεύεται να τρέξουν. Εξωφρενικό! Αν δεν το κάνει δεν θα μπορεί να αγωνιστεί ούτε με τους άνδρες αλλά ούτε με τις γυναίκες. Για να συνεχίσει να τρέχει πρέπει να αποδεχτεί ότι πρέπει να αλλάξει την κατάσταση της φύση της, θέτοντας σε κίνδυνο την υγεία της. Μια τιμωρία δίχως έγκλημα!</p>
<p style="text-align: justify">Η αθλήτρια δεν έκανε κάτι κακό. Θα πρέπει ή να εγκαταλείψει τον στίβο και να ακολουθήσει κάποιο άλλο αγώνισμα ή να αποδεχτεί τη «θεραπεία». Δεν θα μπορεί να αγωνίζεται με τις γυναίκες, παρόλο που είναι μία από αυτές. Θα πρέπει όμως να πληρώσει ένα πρωτόγνωρο παιχνίδι που η φύση έπαιξε μαζί της&#8230;</p>
<p style="text-align: right" align="right">Εβάνα</p>
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		<series:name><![CDATA[Ιανουάριος 2021]]></series:name>
	</item>
		<item>
		<title>Οδεύοντας προς τη νέα χρονιά!</title>
		<link>https://schoolpress.sch.gr/varvakeio/archives/247</link>
		<comments>https://schoolpress.sch.gr/varvakeio/archives/247#comments</comments>
		<pubDate>Wed, 27 Jan 2021 14:54:28 +0000</pubDate>
		<dc:creator>ΠΑΠΑΔΟΠΟΥΛΟΥ ΑΝΔΡΙΑΝΑ</dc:creator>
				<category><![CDATA[Αθλητισμός]]></category>

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		<description><![CDATA[Με τη νέα χρονιά να φτάνει, η FIA αποφάσισε να φέρει μια ισορροπία στο paddock της F1. Για αυτόν τον λόγο εισήγαγαν ένα νέο ανώτατο <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/varvakeio/archives/247" title="Οδεύοντας προς τη νέα χρονιά!">[...]</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: justify">Με τη νέα χρονιά να φτάνει, η FIA αποφάσισε να φέρει μια ισορροπία στο paddock της F1. Για αυτόν τον λόγο εισήγαγαν ένα νέο ανώτατο όριο για την κατασκευή των αγωνιστικών αυτοκινήτων, από 175εκ. στα 145εκ. δολάρια ώστε να κόψει τα φτερά των μεγαλύτερων ομάδων και να προσφέρει μια ώθηση στις πιο μικρές.</p>
<p style="text-align: justify"> Επιπλέον, αλλαγές και νέες πίστες προστέθηκαν στο calendar της F1. Αρχικά, η σεζόν θα ανοίξει στην έρημο του Μπαχρέιν και όχι στην πίστα της Μελβούρνης, η οποία θα δει τα αγωνιστικά μονοθέσια στις 21 Νοεμβρίου, στο τέλος της χρονιάς. Για δεύτερο αγώνα θα προσγειωθούν στην Ίμολα και στη συνέχεια θα πραγματοποιηθεί ντεμπούτο στους δρόμους του Βιετνάμ. Μέχρι το μεγάλο καλοκαιρινό διάλειμμα δεν θα υπάρχουν αλλαγές. Όμως ο αγώνας μετά το διάλειμμα των ‘μεταγραφών’ θα γίνει στην Ολλανδία. Μετά τον αγώνα της Αυστραλίας οι οδηγοί θα τρέξουν στην Σαουδική Αραβία, ενώ το φινάλε της σεζόν θα πραγματοποιηθεί όπως πάντα, στα Ηνωμένα Αραβικά Εμιράτα.</p>
<p style="text-align: justify">Επίσης, η FIA μετά τα τρία κλαταρίσματα στο βρετανικό gp και τα μεγάλα προβλήματα με το blistering στον επόμενο αγώνα που έλαβε χώρα στην ίδια πίστα έδρασε με ταχύτητα φωτός. Παρά το γεγονός ότι το αεροδυναμικό σχήμα των αμαξιών του 2021 δεν θα επιβαρύνει τα ελαστικά, η Ομοσπονδία θέσπισε περαιτέρω περιορισμούς,  ώστε τα ελαστικά της Pirelli να μην αντιμετωπίσουν προβλήματα. Όμως δεν είναι μόνο η FIA που έκανε αλλαγές, αλλά και οι ομάδες καθώς μόνο τρεις από τις δέκα θα κρατήσουν τους ίδιους πιλότους για το 2021…</p>
<p style="text-align: justify">Mercedes</p>
<p style="text-align: justify">Η κυρίαρχη ομάδα της F1 αποφάσισε ότι δεν θα αλλάξει το δυναμικό της δίδυμο που κερδίζει για την Mercedes από το 2017, αλλά ούτε και τον γενικό της διευθυντή Toto Wolff, ο οποίος υπέγραψε συμβόλαιο για άλλα τρία χρόνια. .</p>
<p style="text-align: justify">
<p style="text-align: justify">Aston Martin Red Bull Racing</p>
<p style="text-align: justify">Θεωρούσαμε ότι η Red Bull θα κρατούσε και αυτή την ίδια δυάδα, αλλά μετά τον τελευταίο αγώνα της χρονιάς αποκαλύφθηκαν τα μεγάλα νέα. Ο Sergio Perezείχε καταφέρνει να πάρει μέσα από τα χέρια του Alexander Albon την πολυπόθητη αυτή θέση.</p>
<p style="text-align: justify">AstonMartin</p>
<p style="text-align: justify">Η Aston Martin ή όπως την αποκαλούσαμε το 2020 Racing Point ,αποφάσισε να αλλάξει το χρώμα της και να γίνει πράσινη από ροζ. Επιπλέον, επίλεξε να διώξει από την ομάδα της τον Sergio Perez και να φέρει τον τέσσερις φορές παγκόσμιο πρωταθλητή Sebastian Vettel&#8230;</p>
<p style="text-align: justify">Ferrari</p>
<p style="text-align: justify">Με την απώλεια του Sebastian Vettel άνοιξε μια πολυπόθητη –θα λέγαμε πριν την σεζόν του 2020- θέση στη Ferrari. Την άδεια θέση την συμπλήρωσε ο Carlos Sainz που άφησε την βρετανική McLaren, η οποία είχε μια απίστευτη χρονιά. Έκανε μήπως λάθος επιλογή ο Ισπανός;</p>
<p style="text-align: justify">
<p style="text-align: justify">McLaren</p>
<p style="text-align: justify">Και ποιος πήρε την κενή θέση εδώ; O Daniel Ricciardo που έστειλε τη νRenault αδιάβαστη όπως και το 2018, όταν άφησε την Red Bull με τον ίδιο τρόπο. Επίσης η βρετανική ομάδα αποφάσισε να τρέχει με τον κορυφαίο κινητήρα της Mercedes.</p>
<p style="text-align: justify">Alpine</p>
<p style="text-align: justify">H Renault αποφάσισε να ντύσει το αμάξι της στα χρώματα της γαλλικής σημαίας και να μετονομαστεί σε Alpine. Η γαλλική ομάδα διόρισε ως teammate του Ocon τον δύο φόρες πρωταθλητή Fernando Alonso. Επιπλέον, ο Cyril Abiteboul θα αφήσει την ομάδα, με την θέση του γενικού διευθυντή να παραμένει ένα μυστήριο…</p>
<p style="text-align: justify">
<p style="text-align: justify">AlfaTauri</p>
<p style="text-align: justify">Η υποομάδα της RedBull έφερε έναν ολοκαίνουργιο οδηγό για να γίνει teammate του Pierre Gasly, τον Yuki Tsunoda, ο οποίος έτρεχε την προηγούμενη χρονιά στην F2 με το μονοθέσιο της Red Bull.</p>
<p style="text-align: justify">
<p style="text-align: justify">AlfaRomeo</p>
<p style="text-align: justify">Η ιταλική ομάδα δεν άλλαξε το δίδυμο της για την επόμενη σεζόν. Ο όχι και τόσο νεαρός Kimi Raikonnenκαι ο Ιταλός Antonio Giovinazzi είναι πανέτοιμοι για μια καινούργια χρονιά στο cockpit της Alfa Romeo.</p>
<p style="text-align: justify">Haas</p>
<p style="text-align: justify">Η μικρή αμερικάνικη ομάδα έδιωξε και τους δύο της οδηγούς και υπέγραψε συμβόλαιο με δύο δυναμικά ταλέντα της F2, τον πρωταθλητή αυτής της χρονιάς Mick Schumacher και τον Ρώσο Nikita Mazepin. Μπορούν οι δύο νεαροί οδηγοί να προσφέρουν στην Hass όσα δεν μπόρεσαν να δώσουν οι δύο προηγούμενοι πιλότοι της;</p>
<p style="text-align: justify">Williams</p>
<p style="text-align: justify">Και η Williams αποφάσισε να μην αλλάξει τους οδηγούς της. Το 2021 θα συνεχίσουν να τρέχουν με τον Nicolas Latifi και τον George Russell. Παρόλα αυτά κυκλοφορεί η φήμη ότι ο George  Russell θα οδηγεί το μονοθέσιο της Mercedes το 2022, οπότε μετά το 2021 η Williams θα χρειαστεί πιθανότατα καινούργιο οδηγό.</p>
<p style="text-align: right"> <a href="https://eclass.sch.gr/main/profile/display_profile.php?id=482900&amp;token=60117a73-d1d2fd8d10bbab484a4401972a8f9a887c763c65">ΠΑΠΑΔΟΠΟΥΛΟΥ ΑΝΔΡΙΑΝΑ Β3</a></p>
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		<series:name><![CDATA[Ιανουάριος 2021]]></series:name>
	</item>
		<item>
		<title>Ο Donald Trump προκαλεί ξανά χάος στις Ηνωμένες Πολιτείες Αμερικής!</title>
		<link>https://schoolpress.sch.gr/varvakeio/archives/209</link>
		<comments>https://schoolpress.sch.gr/varvakeio/archives/209#comments</comments>
		<pubDate>Sun, 24 Jan 2021 09:54:10 +0000</pubDate>
		<dc:creator>ΠΑΠΑΔΟΠΟΥΛΟΥ ΑΝΔΡΙΑΝΑ</dc:creator>
				<category><![CDATA[Επικαιρότητα]]></category>
		<category><![CDATA[Εβάνα]]></category>
		<category><![CDATA[Ηχώ]]></category>

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		<description><![CDATA[«Ποτέ δεν θα παραιτηθούμε…Θα σταματήσουμε την κλοπή…Πάμε στο Καπιτώλιο»          Τέσσερις νεκροί, πολλοί τραυματίες, πενήντα δύο συλληφθέντες και άλλο ένα μεγάλος λάθος του Trump είναι <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/varvakeio/archives/209" title="Ο Donald Trump προκαλεί ξανά χάος στις Ηνωμένες Πολιτείες Αμερικής!">[...]</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: center"><strong><em>«Ποτέ δεν θα παραιτηθούμε…Θα σταματήσουμε την κλοπή…Πάμε στο Καπιτώλιο»</em></strong></p>
<p style="text-align: justify">         Τέσσερις νεκροί, πολλοί τραυματίες, πενήντα δύο συλληφθέντες και άλλο ένα μεγάλος λάθος του Trump είναι μέχρι στιγμής ο απολογισμός των πρωτοφανών και βίαιων επεισοδίων, που ξέσπασαν με την εισβολή των οπαδών του πρώην Αμερικανού προέδρου στο Καπιτώλιο*, την ώρα που συνεδρίαζε το Κολλέγιο των Εκλεκτόρων, προκειμένου να σφραγίσει την εκλογική νίκη του Biden. Το Κογκρέσο ανέστειλε την συνεδρίαση και όλοι οι παρόντες έφυγαν αμέσως από το ιστορικό κτήριο.</p>
<p style="text-align: justify">        <img class="alignleft" alt="" 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" width="273" height="183" />Πριν από λίγη ώρα οTrump, ο οποίος ακόμα δεν έχει παραδεχτεί την ήττα του, είχε καλέσει τους οπαδούς του να πραγματοποιήσουν πορεία στην Ουάσιγκτον, λέγοντας ότι «μας έκλεψαν την νίκη». Μετά την ομιλία του μερικοί οπαδοί κατευθύνθηκαν προς το Καπιτώλιο, παραβίασαν οδοφράγματα και εισέβαλλαν στο κτήριο, την ώρα που η Βουλή των Αντιπροσώπων και η Γερουσία είχαν καλέσει έκτατο συμβούλιο, ώστε να επικυρώσουν την νίκη του Biden. Επιπλέον, υπήρξε έντονη δραστηριότητα και έξω από το κτήριο, καθώς οι οπαδοί τουβTrump προσπαθούσαν να εισβάλουν και η Αστυνομία σε απόγνωση χρησιμοποίησε δακρυγόνα. Πηγές δηλώνουν ότι υπήρξε επέμβαση της Εθνικής Φρουράς για να επικρατήσει ξανά η ηρεμία στον λόφο του Καπιτωλίου.</p>
<p style="text-align: justify">      Το Καπιτώλιο «πολιορκήθηκε» από κάθε πλευρά. Σύντομα, ο θίασος των υποστηριχτών του Trump, παρά τις άκαρπες προσπάθειες της αστυνομίας, εισέβαλε στο κτήριο πρώτα από την ανατολική και, πολύ σύντομα, από την δυτική πλευρά. Αφότου μπήκαν μέσα, οι “διαδηλωτές” πλημμύρισαν τους διαδρόμους του ιστορικού κτηρίου φωνάζοντας «ΗΠΑ!» και «Σταματήστε την κλοπή!». Μέσα στην αίθουσα της Γερουσίας, η διαδικασία επικύρωσης της εκλογής του Biden διακόπηκε άμεσα και οι είσοδοι σφραγίστηκαν πρόχειρα, ενώ πράκτορες που ήταν παρόντες έβγαλαν προληπτικά τα όπλα τους. Φυσικά, δεν απουσίασε η βία. Μία “διαδηλώτρια” που επιχείρησε να εισβάλει στην αίθουσα&#8230;πυροβολήθηκε. Λίγο αργότερα, μία από τις σφραγισμένες εισόδους παραβιάστηκε και το πλήθος ξεχύθηκε στην αίθουσα. Ένας “διαδηλωτής” κατάφερε μάλιστα να κάτσει στην καρέκλα του ομιλητή.</p>
<p style="text-align: justify">       Η Αμερικάνικη Αστυνομία κατάφερε τελικά να οδηγήσει τους διαδηλωτές έξω από το Καπιτώλιο και ανακοίνωσε ύστερα από τέσσερις ώρες ότι το κτήριο είναι τώρα πια ασφαλές. Ο Biden καταδίκασε την πράξη των οπαδών του Trump λέγοντας «Η Δημοκρατία μας βιώνει μια άνευ προηγουμένου επίθεση». Επιπλέον, κάλεσε τον πρώην Αμερικανό πρόεδρο να βγει στις κάμερες και να ζητήσει από τους οπαδούς του «να τερματιστεί αυτή η πολιορκία» έξω από το Καπιτώλιο.<img class="alignright" alt="" 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wONelZPE/PpPZcDm/P51N1voDrZ3N4ePs+3d0y+vrUSHqUSLv7kXb3I+kR6OmWC+tSJVXPXnI1I5sn6VnUnsmlJj1b4Gwu1RmXqTqbQ/W5XB6fyebGxcu8fllLV4eErk4J3WIp0m45cpkKuVyDsl/Lm+fVPM8vpT73Ck8u5FN1vwJxm4SW5k5aRGJqK2u4ezGfB+dzuH8+hzsZWRSePkvt8+e8e/cTQ8MjjDhLP/uJN+gQjP1Esw05TyoPLDasjpPMYsNisWKxut+3YXWUGtYBV7liG8RqG3LikJvNQ4wuBmxDzn7M4IAryfyqBvVv+Jn3NcrHw3N+47Dz+Nk80pKA+zaLxeq8FbC55GQXk9FgwuCGXu+JTm/0rJ50gnw0GgdGVHbUGoMQWhyojShVRpRqA0q1HqXKDUdgsYcZhVKHUqlDpdKhVuvQaPRotUb0eqFFYjYLv5ujhHTMY3xf+hpXXu8c8rKnLqttELPZht5gRmMXl1yhpVempkeqortXRY9ERY9ESU+Pkp5eJT29KrolSoFuN+zbJH0apH0auiVyKiqeU1RUQEHBZUquFHCltIiikiLKykopLS2ipKSAa+WllF8v4/r1q1y/fpVr10q5UlrE9etXuX37OjdvXudq2RWKCvK4erWUhw/u8ejBXe7dvUlmZiZZWTncv3+fe3dv8vjRfQqK8jh9Op2CgiKePHrAo0f3uXfvHmfTL5CRcYH7929T9fwpFU8ekZd3mdJrVygrLeJ2+VUOHzxIZORyoqJWEbtuA+mbYimI2UXOpjgubNnFhdg9XN6TyLWEw9zel8y9A6k8SjzGw32p3D9wnEeHT1Jx6BTPD53myZF0Cg6kcjW7iJamDsQSBR0dUsTtUjo6+mjvkNLeLkEskiBu70MslvH0SQW5qae5tu8Yjw+c5umBUzw9fJqnh07zKPEED/el8jjxGOX7kslLPknt02o62roRtYppF4npFvchkfQLiKU8vXqTR6cuUHEik9LDp3hQehuxWIpYLKOuroUn1+9Rciyd60dOc/3IKTITD1Oem8eAxcbA0BBDAwKu+XSuJOCQkOOT32KxYjZbMJmFOXRmszBoIWAWbo0uzCabgL18MTvF5tZTsbp6KaOxjsIxmuvOz5VjQ0Pj7Tu6bHXff2xJO1pUjn1H33ccv9HHziUm1/FzP27CunDsjPZ+qcHRptEZ0WkMaHR2NKPRodLoUDkrIgGV0oDSic5ZUfUrNfQrdcgVLmT9DjQuZO6o6etTI5Op7Kjp71ejUKpRqbRoNAb0euH9Wyw2bLZBj/T16+RlLxmHhkcYGBQa9CaTFZ3OjEptQN6vpbdPTXevks6efjq6ZHSIZXSK5XR29dPZ1U9Hl9yOgo4uJR1iBR1dcrokSsQ9Ch4/q6L02k3yi0vIzcsjPz+PvLxcCgvzKSzMJz8/l+LiQoqLC8kvzKOkpJCyshLKykq5ebOc8htllJeXcePmNW6UC+tlJSWUl5dRXJJPSUk+ZWXFlJTkcynrIhcuXqSsrIzyshuUl5eTk5tLWtppcrKyuH2znPLyEq6VX+PIoRRSUo5x8+Y1Hj+4y93bN0lMTCQpJZnya6Xcu3mDwsJ8Vq9eg5+/P4FzA4lZFMbpiDVcDFtDRtgaUiLXcSh6Ixmb4yjZtpeb2/Zze+tebsTspTwmgds7EvlxxyEebDvIg22HuLcjiZyYvVw8kkZNVR0dXTJaW7sQNfcgau2hubkLkZ3m5i5EIgmVj6s4k5hCVsx+bm9L4t62g9yL2c/dmL3ci9nLva17ubF1L/mbd5N16BhVjyqpe91MY50IUbOYLrEUkUhCh6iHxpoG8lNOc+9QGg8SUsjadZDynGLaW7toau6gQ9TF47J7FB46Rf6eJHL2HCLnUApKiYThYdcok21gQBCaUx4WZ1liNJrdMGIwGDEaXRgMo9CbnRgNrl6JE2cfxo7RHQtmow2z0YbFPODC/r5cAnNMYB7+GUaXq56POxKZ+7ZfczWIu7Qc4nIcO7N51O/scSzHHje9Xhj00WmMnoJS61Fr9CjVOgGl41bjRK7QIFfqkSv0yOU65HKNB1IHMrWAVGNHjVSqpleqRiJVOumVKuntFZBIlPT29iORyO23/Uil/chkCvr71ahUQgIzGEyYzVZn+nL1vn6LvIZGGHCUjEYrWq0JpVJPn0xNt0RBZ3c/7Z19iDr6aGnvQ9TeR2u7lNZ2KaI2GaIOOaI2uXDbIUfUJqOuoY3yWw9Iz7jI8VNppJ1KI+10GsePp3LkyBESExPZuz+BhIQ97NoVR1xcHHv2xBGfEEdCwi72JyZw4EAiR44cIDX1CGlpx8k4l87F8xnkZl2ipDhfSG9XCim/doUrVwopLM7nckEuly/nkp5+iZ3bU0lMPE1q6mmyMjO4ca2Y8vIrFBcXkph4hAMHjnDlSiFXS/O5UlLI3oS9JCYeoPRKIffv3uTK1UISDyTi7+/Pl998w8zvv2eFtz97/Bewy28+6/0XsGLeEjYtXUHqik0UR8Vya0UsN1bHcjUqhhtRWymPjuXa6u3cXB3H7RVx3Fy9i/MrYkiLTeTR/Wc0i7pobRDTVCemrrGDxroOGhs7qasT8ezZK5qaxDx/Wkta3GHSV2zjWtROyldspXxFDOVRMZRGbaN0dSxXVsdyLnoDh9fGUJp7habaZhpfiRA199DaJKGpSYyoScytKzfIit3Lo52HuLEpnox1cRRk5CISiRF19NLa1MmLBxXkp2WQm3CES3sSaa6tFeRln/pisQ1gMw+4NXvNwgnlUaYYx6DT6Z3o9Xr7SWjyRG9CrzcLGD0xGs0Y7Y8Z3RiT3kw2zOYBzOYB4b0659WNHoXzlImwj4PR+zqkNXbb4OCIE0FWnpebub+OkE4dWOyTs82jpG8edQz1HsdOp9OjVetRqdzRoVJqUaoEFEo1coXKE7kKmVxNn1xNr1xNn0xFX5+L3j4VEpkKSZ8SiURhR4lEohJue5T0SBSIJXLEPXLEEjldPXK6uuR0dcno6pLR3d3nvO3u7qNb0kevVIZMpqK/X4tarUenM2I0WpzTeobsE6x/s7xsA0Kj3mC0otGa6Ffokfap6erpp71TTlubjJZWKS2iXppapTQ199LULKWptY/m1j5aRHJaRf20iRU8ragh7cxZDicns2//frZt28KqVdFERIQRGraY8IglRC6LYGV0JNHRy1i1Opr161exYcM6O+tZv2Etq1dHs3btKlavjmbVqmjn/fUbVhOzZQNxu7exP3EPycmHST+TxvmL5yi4nEVpWSFZOSVERCYSOHc76zbsI+vsRQqyMiksyCEr6yKJBxJJTNxHYUEOl/MvknM5i21btxK/ezclBfncuXWdtLQTrFu3ig0b1/Lnr//MxClT+PbLb/CdOoPA72cwd/osAr18mRsQTPjcUHYtWEFW+AbKwjdQtDCagkUCpaHruRa2QSB8E9cjtpIVsYWD0dsoLbhGQ72Y+noxb9+KqHsrou5tO/Vv23j7SsSbWhEN9V1UP60lbddBUhZGU7B4A2WL1lG4eDWFYesoi9hAUcQGssKjSVsUzfENu6i485S3NfU013fS0tqDSNSDqLGd+rpmLh5II39tHLeiYymIjCEtehMFZzKpeVWPqLUbUWMn1RU13CsoIyspjTcVLxkaHMZiGcRq77dYLDbMFqEsNBqFgR2tVu+6HYPOjtaObhz09savya1BbEKnNaPXWdDrLOh0ZnRaMzqdXXB2WRqNZmdpZTYJI1wWs03AYsVqHfTojzmmAo2LZRirZWjcn7HZByA8roX1KCc97w8PC5ePWa3uPSvhKhDH3L8xvSmPY+h+zLRoNFrUai0qhSeKfoF+uYZ+uQa5XI1crnIic6NPpkAqUyDt60cilTvpkbjo7pHR3SOnu3s8+ujqljoRiyV0iHvo6JTQ0SmhU9yDWNyLuKuXru5euiV9SKX9yOVqlEodWq0gL4vFXV7upeNvSF5mywB6gwW1xkS/Qkdvr5rubiXtHULSahJJaWrppaGlh/qmXuqaemlo6qWhWUJjs5RmkYLHla9IO5PBuo3rWbx0EUFz/QkODiQsLJR169YQuz2WhL3xHDh4kENHDnAkKZGk5EMkJx8hJSWJlJQkUo+mkHo0mdTUZOe2pKRDHDiwn337Eti9ewexsVvZHLOeNWtXE71qOdGrlrNmTTQbN6wlNi6WY8fPkHYkn/WrjxIUtIaM1AyKL2STn3uRjIwzHD2WQurRQ+TmXaS4OJ/Ll3PYumUzu+Niyb+cTVH+ZY4fO8qaNdGcPHGU0KUL+PeP/sQnH0/gy8++5JuvvmbqV1/zw9fTmDp9NrO9g1gauIDYuWGcDIkif+5y8oOXUxi8nLK5yykLjuJKSDRXFqyhdMEari7YwIUFa9m/eA3ZJy7y+pWIunqxcPu6g9qaFqqe1/GmupXXNa3U1XdQWVXLifgk9gVGkO6/jNzgVRTMX0V+cBT5IVHkhkSROTeSJP8lHNq4g4f3n1Jf00JLq4S2DikN1Y3UVNfx8O4jkqI2cDVqCwVL1pAbto6jYWs4e+gor6rraG3t4U1jK3U1DVQ/fEHz6yYG7CODFrMVi9GGxTyI0WhBbzCi1RnQavVoNDo72jGo1RoPNBrNOPsJzV2BsX0brcboidbgPMl1OgN6vVGYN2ewYDTYMBsGhLLSfrWDcz6TxxUPrgEGx3wk56io29UR46W2sdfYjo/jel6r1dUXFKYWmO2J1IBO5/pdPI+hZsyxUykFlAoNin6BfpnaiaxP5aSvV4lUqkAi7UfSqxiLROakR9JHd4+U7p5eO1K6unvp6uqz90b7EHf1Iu6S0CmWOGXV0Smhrb2HtvYe2ju6ELV1097RRXt7Dx2dPXR1SentlSPrU6FQCL0vg8FsLx3/ZvKyYTBYUWuEkQWZXI+kV0WnuJ+29j5aRH00tvTS2CShvrmXukYJb+slvKnvob6llwdPatkVf4jgBQuY7TWDoCB/Vq5aQdzuHRw4tI+Dhw+w/+B+Dhw6yL4DB4nfu5ddu3cRF7eTuLid7NoVx65dO9m9ZzfxCfHs25fA/v17OXz4IMnJR0hNTebYsVQ3jnLs2FFSUpI4eHA/u3btZOvWGFZGR3Ekfh83zpVRknadtH2XyEnKIu/oOa5m51KSl8vl3Cyyci6QmZNBzqXzZKSfZOfOWOJ2bic39xK5uZdITjpE1IplnD9zgqwL6Uz//nv+8NFHfPTRR0yaNIUpk77gz59/zZ//8i3ffjcdP58gQvznsdInhBSfpeT7R1IcEElJ0HKKAyIpClxOydwoikNWUhi0gqKglWTNjWanfxjH9h2lurqJhrc9VL9opOTKHX78sZrXtW28fSniVW0rL2sauHnzEQnb97PWZyGpvmFk+i0jJ2g5OUGRZAaEkzNnKRfnLGav9wJStyRw78ZDXtc0Imrp4VVVPbWVb2lo6ODymQucCo2iLHQtuYHh5M6L5vD8KI7FH6byWTVNbd28eSviRWUNr2rfYLUMCk1kx7WjZgtmo0XovWj16LR6tBoHOtRqrQcKhRqFQo1KpUGl0ox5XECHRm2wYxxXWDqtyYlWa3BKy4nBhNHgNhhgcg0YOBKPa906DjYsFscETKvbfja3EVSbPUl5frmA60sHXNsc+7m/tiNxCSOCRqfA3JOqxn4MVSqN89g5cUtZcpnaiaxPRZ9UQZ9UgbS3H6l9+kxPj4weicyVrHpkbjiE5aKru9eJuEuCWNxLZ6cdsZCs2js8aWvvRtTWTUtrJ61tXbS1ixG1i2nv7EYsliCRyOiTKlEoNKjVevR6V9/rbyMvs41+hYbG5nZev22irkFEU2sXbR19tHXKEYkViDrkNDb30dDUS31DD3V1vdQ19FH7ppPEQyeY7RPItO+nExq6lG3bNhOfsJv4vXuI3RHL2vVriVgWyeKliwiZH0JAUCBzg4NZuHAhfn5+TJ8+nZkzZzJ9xgwCAgMIDV3K4sWLCAkJZsmSxUREhLNixXI2b97A9u3b2NfHXH0AACAASURBVL07jr174zlwYD9JSYc5diyV48ePcSI1lfMpx8hLSqf0WA4304spS87hypEs8g6dI+/EOc6eOM6Fi2coKMylIC+b7MwMTp86SmrKIbKzzlNUmEdy0iFWRi3jzOlUiosuExe3nT99/Cf++f/5F/7tD39k0sTP+eTjyUye8gV//uIrvv5qKtNnBDDXJ4S1XiEcmTWPTL+l5AWEkTcnjMKACEqCl1MUGEGhfxhFgREUBCwje24Uu7yXsH/zXp48quZVTQsVT2p4VSuiprqV2uoWql80UPmklhtljynOv0naoVNsCwjjmHcoWX5hXPBazIWZC7g0fSFZMxdzbuZidk4P4tD2BCqfvuTV61ZqXoloaehB1NhF9Ytq0mJ2krdgFcWB4eTNCSNvyWoOzI/kyPa93Lv9mLo3Im7ffczTxy/QqPRYLIMYTWbhIne9AYPOiE6jd6UEtWdaECQloFSqUSpd8nJ/zCORqd0SmVon4ExjjkTmnvJ0jClRndITRuLc5WYwmJx9Jdfop8U52ieMgtowGa1uo3yOEVTbKHnZnLJyCMv9vkNcDnk5elsOaY2WlXvacj+GKpXr+CmVamfaUvRr6Jerncj6lE7cBSaRyJH0ypH09iPp7fcoD3skcrq6+zwQd0mddIp77emq140eRG3dTlpFXbS0dtLc0kGrqIOWVjGiNjGtoi7a2gV59UikSKVC416t1v3t5WUyWWltbafyeRV37/1IcXEZeXnF5OUXU1Rczo3bj3ha8YraV200NPfS2iajubWPphYZ9x9Ws3DxMr75bhqLFy9l69ZtbNy4kbDwCAICg5g+YybTfvie2d5efPmXP/PpxI+ZMGkCkydPYdGiRfj7+zN58mQmTJjAJ59+yqTJk1iyeAlz587ls88+Y8KECUycOJHJkyczffp0Fi8WfsbLy4ugoCBCQ5eyes1qtsftICEhnqNHjnAgIYG0vYc4l3CIvMOnKErK5GpKNoUp5zm4O4HVK1ewIzaG5OQDXLp0jvy8LLIuZZB58RyXcy+RnHSQLTEbOHP2OFnZ50hOPoiX92z+7d/+lX/8x3/Cx8sPL29//v1Pf+LjP33CjGmzmfqDD7Nm+LJiVhAJs0JImhbIxVmLyZ29hPw54VwJiCTfeylXfMMpnRNBvk8o2bOWkDVnBYmzQ4mP3MSt8rs0Nbbz5lULr161UFPbxIsXDVQ9b+RVTSsP71dxrewuqQlJbJ4xl2OzFpM5eymXpi8g44cFnPl+Pke/9SPxO282T/UhKTaByscvqK5p4vWrFlqaxDQ1dXKn9CbJi6IpDYkmx2sxhSFR5C9Zx8G5y4iL2kh50Q1+/LGCe3ef8PTxC2zWISxWm/0EN6HXGtBp9GjVOicalRatPUk5TzaFiv5+pQcKhcrjhHRHpVKjUgpXDKiUuveiVrlSm0NiGo0OjVrvSnAagzOhOXCXmLugHInIaLAKpaeb5Jzz0dzkNVpQ7gIbnbhGy0unM3jI17HuSFvvO25yuQK5TIlcpnJKyj1t9UrkTiQ9Mnq6++zpqo/uHtkYSXV199Ep7nXiXgp6pKr2LoG2LlpFYlpaOz0Qtbm2CQLrRNTWSVu7mI6Obrp7eumVyunvVwnyMhgxmy3CiKPbd9b9rLw8L0B1zDh+J8yutw7S2yvjzeu3VFVV8+O9HyktLeViZhYnTqZzJCmVg4eSST16mtPplyi5couKite8re+k/OYDZs72YcaMmURGLmdZZDTe3nOYPmMmn332OR9//AmTJk0iIiKSoKAgJk6ayIRJE5kwcSKbN8ewdu1apkyZwicff8yfPv4TEydNJHbbNmJiYpg8eTIff/wxEyZMYNKkSUyf/gPbt8fi6+vNJ598zIQJnzJlyiT+/Ocv8PaZTWjEYrbGxuLvP4/oFdHs2RpD8t79nD5wjLzUDK6kZZKVepp923eydvVKIiKXEB0VQdyOraSlHSUnN5OiostcvHCGE8eSOHvuOLmXL5CSephNm9YRGODH3//3/85nk78gNeUE8xcsZVHoCpJT0pg5w4fpU2cQ/IMvO6YHkzpzIUd/CCFrThjF/hEU+iyhwGsxxb6hXPFaSvHsJeTOXEixdxj5PpEc81rMloUrKM4uoe5NO69ei6h+2UDNyyZqq1upePaGZxWvuVn+gPu3H5OZfpENQUtJmB7CmVkLOfN9MKemBpDynQ9Hv/Pm2FR/tn3nxcE1m3n84zNBYK9b6GjpQ9zSR9aRk6QHRZDrG0pRYCRXF60md95KkuctZ3fkOoqzr1CUV8b+xCPcvfMjAzbhmzCMRjMGndEpLZ1G70SrFk7EnzsJ+/uV75eXUo1KoUat1KIeR1pKhRalUotKpR2V5LRj5aW2l7JuvTEHBoPJI305R/veI6/xysbR8nIIazx5GY0mZ+rSufUJ/yPk5RRXtyCurm6pU1ajE9b7xNXW3u1WEnYhanMkqrHycqe5RUhfra0dtLV10e7oe0lldnlp0RuMmH6LvFwTU4Uv0TObHZ84JqS9MhoamqipqeHp0yfcvXub8vJrFJUUkp2bzfmLFzh58hRHj6WRnHKcEyfOcvz4OZJTThK1ciXLloezdOlSpk37gUmTP2dp6FJ8fb356KP/wcSJE9i5YycrV65iwoTJfDphAhMmTmDXrji2bdvGZ599xuRJE5k0eQKTp0wkPj6e+Ph4vvzyS6ZMmeKU15w5vpw+fZKFC+fz73/6IxMmfMpnn01m0sQJ+HjNYPv2GDZu3MKkCd/wh//xKd5zvPEL9Gft6tXEbd5CUlw85w6mcvbocU6kHSXpyAF2bd/K6ujlLIsMZf2G1ezfH8+5s6cozM8mNzuDS5fOkpp6mPj4ONJPp/HVV1/yf/4f/xdzfAM4dzabq9cesGfPQSZP+oKp337P7Jm+LJzlz5pZQeyeEcIJ36VcCozg8pxQCueEUuAdSpF3KIXeoRT7RVDgE8pln1DyApeRFric7QERnE/JoLa6iTevWnn25BWVFXXcvvGQooLrPP3xJc8evCQvv5QzJ8+xcX4k8dODOTdrEed/COHUtEBO/zCXszOCSZsRSNw0X+JXbOD+1Xu8qm3mbU07zXXdVD+r4diqLZybE0q+byhXF0ZTvHAV2QtXkeQXTlzYOoqyi4levQEvLz8ePXjK4MAwRoMZvc7glrZ06LUG9FoD2nFOxJ+Tl0KhcuIuLwGNMAVAMRaVUjNGXmq1FrVKh0blktd4paVOZxhTOnrIa1TZ6Nn3Gl9egqxc8nJ8z5wwHcI0rrzc+1ujxeUuL7lc4cIuLvcS0SEvd2k55eUcGRxbFo4tD4USsb1DQlt7t5Ofk1dzSwdNze00NbU514XHxIhEXbR1dNHVJUUilSOXKwV56d3kZZ/r9cHJyzHj12y2oNFokMlkiMVimptbqK19RWVlJQ8ePODmzdtcu1ZOWVkZxcXF5BcIk0yzc3K4f+8Rjx9Vcef2Y4oKr5EQv4/NMRvYunUjGzeuIypqJXFxO1m7djUzZ07n+++nsmfPLqKiovjjHz/i008/5rupX7M/MYHY2G18++23zJw5A2+fWUyfMZUDB/exd288c+b4EBgYwHfffcd3333LggXzOHcunRXLl/HVl1/yxeef8ec/f87kyRMImRfEpUsXiNm8hY/+MIGP/n0SgSELmeXtjX+AH8siwvH39SHY34+1q1ayZ/dOkpMPknYilRPHU9i/bw9bYjYQtSKClVGRxO/ewenTx7icm0lBXhYZ506Tdek8u3fF8U//9M/83X/9e9at2Up1VROnT2by2ZQv+fyzr5g+3RevWQGEzA5mvfci9vgs5qjXAormhFPsE0a+VyiFs5dS4h1KkU8YRb5h5PuHU+QXzpWAKDL9VhDvFcbxHUeoqqjjxYsGKp+/5e6dZyQdOUXGmWzyLhVxNCWNp0+quHH1NnFLo9n7fTAZMxdz/od5nP1hLhdmhJAxPYgzs+ay/4cAdgRHkJuRy48PXlB+7R7VNW95fvcRhTH7yZ0bRYF/OMXzV5A/bxn5/pGkBkQQt3w9yyKimTnDl8ULw6msrGbQMoRRZ3LJS6MfM2rmfnKOlpRCoRq3n+MuI/fHhBE2exk5TuJyxzFqOZ6w3EtHdzmN7YNZR/W6XKXi+3D0wTyuObRjMlkwGM3CN3/oTRh0Rpfs1bpxk9d4EuvvV9IvF+Qll6k8RNYnVTjlJemR2ZHT0y3zoLurzz7dYfwE1mlv0LsnsNEiaxV5SqypuZ3Gpjaamtpoau5wk5dAh71pL5crUak06PQGTCbze+T104fJy2q1olar6e2V0NrayqtXtTx+/Jg7d25TUlJCbm4OFy+e5/z581y6lElubg55ebnk5GRTXFxK+bXb3Lv7mMePKikoKGLNmlVs3LiWnTu3s3LlSnbu3MH27duIjd3Kvn0JHDp0gB07YlmwYB7+fr6EhS/h6LEktmzdzJQpU5g3L4QVKyIJmRdISuohEhL2sHTpYtatW0tISDDTpk0lOCSQcxnp7Ngey8L58/GaPZMZM37g22+/JmJZODk5l9i2dTOfTpjAx59O5pupM/D2CcDLy4sdO2L56qs/M3nyRL74/DO+n/YtCxbMZUvMevbv28Oxo0mkpaWSmnqY3bu3s2bNSpYvD2Pbtk2cST9Bfl4W2VkXyLyYQWBAAP/t7/6eKZO+piDvBrXVjZw7m4mPtz/Tps5m1qxAfH3nMX/OApbODCTOZyFn5kRwetYSLvmEUeATQbG971UyJ4Iiv0iK/ZeT7x9Bvm84Ob6R7J0xn4RVW3j84DlNjd1cv/mEvNxrHDl8kuu3HpKVU8T18rtUvXxDaVEZ25ZGsWdaIJmzl3Jx9gLOzA7h7A9zyfw+mLNT55L4lS9bpvlzYH0sN0pvUVNdz5uaBqp+fM6jgqvcPXiSorCN5AVFUuIXyeWQVWwLXMLikCWELoxgQdAiVkatpbamHrPRgkalFVCPn24cuPfAxktbv4xGSFuKsfJSqbRj+l/uacv9/ui+15jU5SYxYYqF4ytiBjzkNXrdVSJaPS6TMjsvkLYI1xzqjRh0xjHyGp28fq7cdshrvOQ1umR0ymocurrGysu9dBwtLyF9jRWXQ16O9OWQV3NLp1Ne4i4J3d1SZLL+v528bDYbGo2Grq4u6uvrqKio4Natm+Tn53H2bDppaWkcPnyApKQkEhP3c/jwQZKSDpF6NInTp0+RkXGe7OwcCgoKKSkpISMjg5MnT3Lq1Em2bdtKamoysbFb2bVrJ1lZmWRknCU9/RSnTqWRkprEkaQDHDueTELCHgICAomMjGBzzAbCwhdz7EQKu/fEsXx5JLt27SQyMpwpUyYRNNef8xfOkJi4lw3r1xI8N4ivvvqSadOmsnbNanKyM9m9K5bZs6czfcYMvv5mKhMnfcbEiRPYsSOW7777hi8+n8IXX3zGxEmf8NVfPicidDGLF4awcGEwm2PWc+jwfk6kpXLsRAr7ExPYuGENa9esZPeu7WScO01ZWREpKUf4wx/+wL/+y0esWLaerVv2sCtuH6tXbWDWzDl4eQfhM2cefr7zCfSey1KfYJbPCGTl9EB2z5rPBf9l5HuHU+C1lCs+YVzxX8YV/+Xk+0ZwyXcxl3wWkTsnlCSvReyJWMf10ju8edNGbVUzjx/V8PJ1C0ePnWHr5h1cK7vF6bMXuX/nIfuiNrFv5jzOeS3h/IwQzn7rT/o3/pz+1p9z3/pz7vu57Js+l73L11OSW0xVxVtys0tIP5dF45sm3lx7wLX4VK5tjCdj8RrWBCxkwfwlLF2yjPAlywkJXkJ8/EF0WlfZqFHrnFJwl5a7QBwpyZGwxpPX6HQ2Wl5Cv0sjNPVVjjSm9Uhgo0cix5OX4726py0PeRnfVy6+H/fpFi5xuaZFGAwm9G7Scgx4aNxkPPpYjOl39SvGpC33aREeva73SMtDYOJf7nuNTlvu8mpu6XCVjU46aGrp8JBXV1evMF2irx+FQo1OJ8jLarP9OnkJPS/XzF+9XkdPTw8NDfVUVb3g/v17FBYWkJ5+msTERLZvj2Xr1i2sWbOGzZs3sGbtSrZt38y2bTHEx+/hwIF9JCcf4cSJE1y4cIHs7GwuX75Mfr5ARsZZzp8/x5UrxZSWllBcXEhRUQGX83LIyr7A+QtnOHPmNPHx8ezZs4eEvbvZsXMraSePkZCwhy1bYti1aycrVkQyecqnhEcs4VLWeVJSDrNzRywLF8xn2tRpeHl5sWnTRi7nZnFgXwLzgoOZMWMmM2fNJCDAlw0b1nD8+FF8fLz47rtv+OabvzB5ygS+m/oXkg7tZ+GCYCZP+oS/fP0FvnNmszJ6GXv37ebY8WTOpKeRfOQA22Nj2LRxLfv3xXMx8yz+AX783d/933z11TT8/ebz6SdT+O7b6Xh5+ePjE8Qcv2D85gQT6B3E3Jm+LJjpx5KZAYTNnsuamSEcm72UAp9IynwjuOIXTolvKCXeYeT7hnPJZwkFvuFcCYjmmPdSYoNDuXwhj8Y3bbyuauZlZR3796WwfNkaSkuuU1xwjTe1Tdy79YC967cSNzOYjFmLufB9MMe+8ebEtz6cnh7ImRnBpM9cSMI0f2L85pGVdoEbV25xtfgmP956StWTWgqyi7lZXE5m0in27txPeORqQkNXEh66guC5i9i8cRs6td6zbBxzOZDBKYzRc5fGO1HHY6y8NB7bVEqdvXn/y/JyF9foUUf3KRSOddflRp7zvGwe3yTsQvhqGuHraSwmK2aTFZPRLFxE7bjcR+cpLp1Gj8aRuFRjj8eYnpdMMW7ics7p6u6ju0v6s/LqEktddEoRd7rE5bgdXS6OJy+HuDzk1dRGQ6OIxqZ2mps7aG5po1XUSUdHF93dUvpk/fQrVH+9vAbs/ymGVquht7eXpqZGamqqefbsKXfv3qGgII+zZ89w5MgRdu/exebNG4iKimLZ8jAil4USHrGU6FVRREUtY8OGdWzdGsPOnTuEhHbkEGlpxzl37gxZWZnk5eWSn3+ZoqICrl4tpazsCqWlJVy9WsK18isUFuaze/dudu3axcGD+9mfGE9yyhESE/ezf/8+4uJ2ELt9C0Fz57Bu/SqOH0tmS8wG9uzeQeiSxfj5zCEkeB5xcTvJzc0m6cAhFi9czGwvb2Z7z2DhwgCOHj1E5sXzLFwwHy8vL3x8vPn+h+8IDgkg6+I5wkMX8fnnk/j8i0lMnvIp3//wLZHLQlm1egVxO7eRdiKVc2dPkZx0kNhtm4ndvpmV0cv5x3/8B/71X//A99Nm4+0VyIzpPvj6BODnF0RgQDDBc4JZ7hPC+hmBbJgRyMbZwYTPCiJwlh+hXoHsnrOIHP9lXPUNp9h7CYW+SynwW8Zl/2XkB66k0G85RXMiyfBZwnbfRZxLOsmrV03U1bWza+cBAgIXkXnpMk+fvuTJgxfcu/eMh48qORZ/kB3e8zjuvYCzMwK5+MNckqb5Ezfdj6NeC0n/IYRDf/Ei5jtf9q3ZxI2rN3j48DnXr94nP7OEqyW3KcwvJy+njM3r41g4L4zw0OX4ePtzLv0CNvOAa7RxnOkIo0U23mjaaNynUniiRqFwS2sKtSAy58ijxvnco0vH8VKXu7zGQ/giPZuA/VpJq2UQq8X1tT/uPTFHX8tktGAymLGYrJgMZow6I0ZHn8tNXu6jsxrnxdO/kLrkCmSyfvr6FB6jjH1ShVNcnozqc40jL7HYXi66pS73KRLjlYzujXqHuBqb2uw9LxH1Da3U1bfS0NhCc0sbza0dHvJSKjV/vbxsNhtGoxGlUkl3dzcNDQ28ffuGmppqnj59zM2b1yksLOTSpUxOnkwjKekQe/fGs2vXTmJiNrFu3Rqio6NYvjySyMhwIiKWsiIqglWrV7B23Sq2bdvCjh2xJCbu4+DBRFJTkzl58gTnz58jNzeb4uJCysqKKb9eyrVrZWRmZnLx4gUyzp/hRFoqFzPPc/jwQWJitrBu3Vp279nBzrit7InfSXLSQXbu2EpiYgJrVkczP2Q+IcHz2LNnD5dzs0k+fJCw0KXM8ffDz9+PZcvCOHXyGJkXM1i0cAGzZs3Cy2s2CxfOY9PG1WRnXSBqRQTfT/uGv3z1OZ9NmYC31wwS4uPw8prB1O/+QujSheyK286J46mcST9BcvJBtsVu4uNPPuIf/uGf+OLzb1i/biu+PkEE+Afj7x9MQEAIwd6BbPaez0HvheyZEUj87BB2zA4hemYQEV5zWeQVxFbv+VzwC6doTjhXfMMo9A/ngu8SzvouIdcvnMI5YRT6hZE5J4KdXgs4HLef589fs3nDTgL9FlB29RYvXr7hwf0Knjyq5s6dZzyrqCbtQDKbfIM57beQfJ9QUmfOY9V3s9j1gz+nps4l/btALs5cyIHvA9kZtJhLp85x6/aP3L7+I9eu3qO05CY7tsQz7ZtZfPnFN3jN9sVvThA1NW+wmKyuk1D7fnGNnhownrzG7e2Mw4fKa/Tcr/H6ceO9TxfCqKNDYEaDcGs2Ddovqra+Z6RSEJXJ4Lhw3NGgF5r0Oq3nlBKtWpiv9r7mvMco4zjyGp26xpPXuMlrnCa9u7h+LnmNlldzSweNzsTVSl19Cw2NbTQ1i1zJSyxxykuh/BuUjQMDA5jNZtRqNT09PbS0tFBfX09tbS1Pnz7l9m1H0z6Xi5kZnD2bzsmTJ0hLO87RoykkJR0mMXEfCQnxxMXtYFtsDJtj1rNu/SpWrV7JsmWRREUtJ3rlClatWkls7Ba2bdvCnj272LcvnpSUJI6fSOXsuVNcunSRgsJ8yspKhe/0Kr/CtWul5OXlcjItjfj4PRw8tI/Y7ZtJTIynuDifosLLJCcdJHH/Pvbv3cfO7btISU4mO+six1OTWLEiHP+AOfj5+bMyKppzZ06Tfek84WFhBAUGMXduEKuiV5C4bzd5uZlErYjAa/Z05vjOxmv2dMKWLuTi+bP4+s5myuQJfPXnz5g18wdWr4oicX886elpXMw8S2jYYv7uv/43/u3//SMB/vPxmu3PzJk+eM0Jwts/GD/vQCJnBbFjVjAHZodwdEYw53wWkzxrPodnL2HrjAUsnj6H6FkBHPNZQrF3KAX+S7kUsIRcnyUUzgmnwDeUQt9QCn1CyfGN4MCMBexdtpEtG7azbm0MpcXl1Fa/5eH9Sh7cq6K0+A5F+df48dYDcs+dJ3b+EtJ9lpLuHcq6771YO3UWybMXcNYnlKxZi8n1WkL6zAVs95rLkT0J3L/zI7eu3yPzQjZLl0YyY5YPX/7lOyZNnEJw0Hw6xRJMRpe8HHOpRqeb9/W+/lp5CQjX9zmmTIw36jj+ReIfIi8TBr3F/jXHVg+Ruc++dzJGXgKOkUWDzoBeJxynceWl+HB5yfoUSHs9xeWSlyNt/ULyGiOvsZNTf67n5T7C6BCXQAtv65qdPa+W1nZn8nL0vPr7/4qy0dGwHxwcxGKxoNPpkMlkwn+GUV9PdXU1jx495vbt25SWllJYWEBWVibnz2dw5swZTp06RVraMU6eOs6pUyc4dSqNtLTjHD+eSkryEQ4fPsD+/fvYvXs327fHsiVmE5s2rmP1mpWsWr2CVatXsGbtSjZsXEtMzHp27txKwt44Dh3ez9GjRzhz9iSXLp6jID+HstJiyq+VUn7tClfLiinIz6GoMI97d29x984NLl44y8ED+9i9K46EPQmkpiSTfvokJ46nkLg/nu3bY1i/bhW74mK5kHGK7EsZhIeGERQQxKKFi9i2dTMpSYfIz8tmWWQ4f/nySxYvWsDqVcvZtnWTMKoY6M/nn03ii88mMcdrJpvWryF4bgCrVq0kJfUIJ04cY/LkyfzzP/0Lf/zoEz76w8d8/ZepTJ/pwyxvf3x8gwn0mkuU1zz2+i4ic34UF2aGcHZ6CCd8FnNsTiirZgUQ4uNPxIxAjngtojBwBcUBERT7hVPgH0mhTxglvksp8lkqTG71CiN55jxiFoSRdfo8D+88oramgZrn9aSfyOT2rcecP5nJ1fyrPH32nMLsy2z1X0LcrHnEzQ5hr89Cts2cyyavYBK855M1Zyl5sxdxZtYCYmcEsDt6PUW5ReyK24u/XzAhIYuYO3ch03/w4tuvp7ElZjutrW3o9cb3X6Yz5vKX8cvG0SfpeCetY/v7emLvnzIx/mVEvywvo1sD32qfuGoXmMGK2fHd7PYy0YUJk8HoxKg3YtDp0Wt16LU6dBoBrVu/UK3UoPqFuV0yWb89dcntiUvhMSHVQU/3e6ZGuDfoO3ud/H/E3fdXFGi28Pu/5M577rpzZubMTPd07tY2oUimApWLoopY5JxzUEQlSEZykJyzOedWMSsIKBkExdAzc96T7vf+UFVYBEOf6fPeH/aqKqAQWYvP2ns/+3me8bEpxsemGBufNMYEo2OGMMD1bMPMy1Qu3n9gKBNNeN27/4g7dx9x/8ETHj16wsjwOCOPzHpes4ae1/Lya35++1f+/vd/EK/Xr1+zsLDA6OgoQ0NDnD59mr6+PpqbmykuLiI1NZXCwgJj5lVIWVkZJSWFlJUXU1xcSHFxEYWFBRQU5FNUVEhJSTHFxUXGj+eTn3eIrKyD7MvYS2paIvEJ0URFhxEaEkBQoC8B/t4EBhgiNCSAmOhwUpLj2ZeeSnbWfooKc6koL+FIXRUtzfV0d7Uz0N/L8WP9HB3so7urnSN1dRwuPkxVZTlNjXWUHi5kX3oqaamJpCTHU1KUR21tOeVlxSQmJBISHEpAgD8pyfEU5OfQ0tyAj7ee7Vu34ePtSVJiDPvSU6iqLEXrosbOdjdWu3fgrJBSWlTAbksLdu3aiUQqIjk5AS8vL37zm3/ij3/8nN//7k988Zdv2LXdCqvd9tjYO+EgkCJxkODuKKMtM5++lIMUOLnSt+cQ7YkHiLOV42bjhMxGjJu9giyhG7UiN6qELpQ6qGkSuNFop6XV0YMWex2Nds40C1wpddCxV+pByYE8Ll68RX/nmXg5ZgAAIABJREFUCaoPH+HcuatcOneV/t7jdHYf5cSxszTWNBLt6kuitYoMJ0887aVIHcW4Oso5aCen0lZFsY2afCsZybZOBCk9kIqVSJyUyGXOKBUuqJRaHOxFbNu6k0uXrvLmzc8bjiesDXNUPobX3NzChs8/htdGiK0FzLx5/2lwmTKqv63Da6Wv9fpdqbgerzcreL1ZfsWbV6949dKwherl0kteGAdyF81+Dx/Ha/XqonlMPJv9xXiNjZqOszHgZQDrXZj3utY26e8/GOHuvccrce/+I27feci9+yM8fDTC48ejhjmvscmP4PUfn47X6tVGA17DwyPcvHmTEydO0NHRQWlpKcnJybi4uBASEkJ8fDwJCQmkpqaSkBBHVFQ4GRkZ5OcXUFxcQmlpKWVlZZSWGsYhiosLKS07TFlZKaWlJVSUl1JeVsLhkgKKCg6Rm3OQgwfSSd+bTHJSHHGxkURGhBAeGkhYaCBBgb6EhwURER5MQnw0qSkJHDyQTnbWfgoLDlFRVsyRuio62ls4OtjHiWODnDw+yMkTg/T3dVF/pJqS4nwyD+6jtaWBkyeP0tLSyN69e8nI2E9W1gEK8rM5fDifI3VVxMVGo1TIiI4K58CBNA4dyqCyohiNRoGHpxZ3Nw0+Xm7UVJWxc+d2Nm/+AUvLHXjp3fH39+ezz/7Cb3/7ez7/7Cv+8Ps/s/m7rVjttsfOXoS9gxgHRyccbYSE+oUydOE6V/tPM3zlFofDEkmylBFoI0NmL8PJyQVneznhjgoOibRUOepocnSnzt6VelsdLXY6qh2cOSLU0SfyptZJT4pIR7irPxVF1dz96T7Xrw0xdOsBPb0nuHrpFgPdxzl+6hzNR1rIDE3EW6BGbCdCLJIhsZMSZC2mSKjlkI2CKlsVZUItXvYynERy5DLnlVDINVjs2I2/XzDPny9tCMOH8Fq70vg+vMzR+hS8Vk3of0IWthFeqxv26w8INDTxDWfG//XtX/nr27+ulIerYz1epni9/IrlFy95ufSCl0sveLG4xNLzxVV4rf09mMfH8FoLlzleK0368el3z83wMmVYhm1B5lP1z1bKxPfhdeeuIeMy4WXIvAyrjY9GjA37qdmVsnF5+TVv/zt4re15LS8vMz8/b7wj8R4XL15kcHCQ6uoaEhOT8fX2x93dncDAQKKjovHz9cPFxRkra2ssd9siEDqh07kRFBRMbGwsGRkZ5OYeoqi4kIqKcsrLyykvL6OqspyqynIqK8qoKi+lqvwwFeUlVFYYHg+XFFCQn0NO9gH2Z+xh755kEhNiiI2JICI8mNCQACIjgokIDyQuLpyE+Aj2pMWTkZFCXu5BDpfkUVtTQUvzEXq62xgc6GFwoIeB/m5OHB/g/PnTHDs+SFlZmfEonf2UlRZSUV5MZcVhcrIz2Z+RzqGcg5SVFVBenk9VZQnBoX7ExUUS4K9H76GltroMkdCBbdu24iiwZf+Bvbi4aNi0aTO/+c0/8ac/fc6f//Q5f/7zF2zbZom9nQihoxMCewlOAjnJsXv56dp9Ht8b586Nu9TuOUSkjRz9bglKgQKRQIlQoEQqUuLhoGCPQEOF0J0moQd19hpqBToqxR5kOaiolehpl+hpFHuQbqfiQFAspwZOc/fBOMcGz9HXc5xL565w9eJPDPaf5OiJsxztP05iZCIyiRIHRzFikQwXBynxAiUlDmoaxZ7sF7niLFaiULigVLiswGVnK2S3pS1Xr/7Emzc/r5ty3wgvU59ro8n5jcqkfxQv80n99wG20czX+1YeV8K4veftGqB+fvNmHVjmz00lo6FsXP4oXhuhZYqZmTlmpteXi+/mu1ajZXo0YbUWMVPmNTpmAOxdlmU4IWJ4ZHxlLMI0DmG+wmheNt67P7yCl2m18cGDER4+esLIyBhPn06tzHn9Knj9/PPPvHjxgqmpKUZHRxkeHubu3btcuXKF1tZ2kpPTiIqIITg4hKioKNJSU4kMj0AplyIWO7F9hxU/bNqKhcUuduzYhY2NDba2tohEIrRaLd4+epKTkygoyKO4qMAAV2UlR2pqqa2upKa6gprqcmprDI/VVWVUV5VTXVVOVWUpFeUllB429LCyMjPYl55KSkoccbGhREYGEh7uT0REAFFRgURHB5GcZCj3sjL3UViQQ3lZEUfqqmhuOkJ7WxO9PV0cOzbIiZPHOH68n2NHexkc6KW/r5uC/Bz2pe+huCiPrq5mOjsaaWyspaamnMqKErIOprM3NYEjtRWEhQYhEjoilYkoLStCJpNgbWXDb3/7O37723/m8798wb/86XO++XYzlrtssLURIHCQEhIcTVNjFwP9Z7h54yE3btzj+sXr1OWV4ivRonKQ4+QgxVGgQChQI7SXo3SUEC5ScFjsSrm9mnJ7FyodDVgdtFNS6eBCjaOGI0JXDtqoSdT40VTTxvHB81w+f522tk7OnbrIhXOXuXL9Fv19R8k9kEt2Zi4eHt44CARIxUp0Qin5Ei1lcl/8xVpUShec1TqUCg0SJwUCRye2brGgqrJ2FVwfy3Q2mut6H1z/XbzWn0zx8oMrkL90dMIQb3jz5g1vV8H1dh1cb1+/4c3r17x9bci2TGCZYhVaC0sszi+y8JGMy5R1zczMMb0BXp86HjHxbNZYMk69g+vJ+lVFA17jK3itbdCbN+oNaA2vwuvOXUMJed8Mr7GxCaaMm7P/IbxMPS/TauP09DSjo6M8efKEBw8ecPPmTQb6BkhOTsPdTY+7uweHDh2irraWjPR0lHIZKpUzNrZCLHZa4eTkhL29AyKRE5aWVuzatRtraxu2b9+KXOZERHgoCQlxpKWlERUVTXBwKAX5+RQX5VFeXkxdXSV1tZUcOVLFkboa6mqrqa2poLamgiN1VStRW1NBVeVhykoLKCzI4VDOfg7sTyMtLY6ExHDi4sKIiw0nOiqUuNgIEuKjSN+bwoH9e8nLzaKoIJeKilIaG2rp6Giit6eDE8cHOX3qOCdPDNLX201vTwdnTh/j3NkTnDl9glOnjnLieD+DA13UVR2m7HAB+XlZ7NmTREpqPBWVJWh1zri4uCAUOvGb3/wTf/7z53zxl6/50x//wg/fb2XbVkusrB2RKTRIZGpEQhlVVY3U1rWg03ri5x2Al0yH2laKVCDFViDB0V6Gwk6Ol1CFh52YQFsn9tiqKLbX0mDvzhGRh2HV0lZOvq2KekdXKgWuZIp0JIh0VB0s4sbFG5w6eYFL569x79YDbg3dp7/3OCV5pZw9dZHq8hqiI6IQiZUIHKWESp2JlruhkWnQqHTIJCocHcQ42IvYtdOa7KxDLC4urSoBN0JibY/LHLAPbjr+AGAbz399fIuR+c9lPjRrvgq6bnDVuFJoiHcomeK9eL15w9vXr3j96qUxlnm1/ILll0u8XFoyy7gMva7n84s8n3vOwvxz5ubfn3G9D69PGY/YuEk/yfjYJGOjEyt4jZjNcz0ZfbohXqYw4WWY6TKUjbfvPOLO3Yer8Lq3gtdTxp5OMDk1y/z8c5ZfvjLD699+Wc/LfG/jq1evVsrG0dFRHjx4aMBr4CjJyWnIpCrEYillZWW0t7VRVFCAWqVGLley28oBS0trlAo5IqEQlUKJwEGAWCRGLHZC4GiPRiUj0N+XqMhIgoNDUSrVbN22HV8/HxISYklNS2TP3hQiI0NJTIwlM3M/h0sKqamuoP5IDY0NteuiqbGOpsY6GhtqqT9SQ21NORUVRZSW5lFYmMWhnP1k7EslLTWBhPho4uOiiI+NIjkhltTkRPbvS+Pggb3k5WZTVJRPVVUpTY21xsWAbo4f6+P0qWOcO3uaixfPcPnSOS5dPENvVwvtrQ3UVJdz8OA+Dh06SFV1Kbm5mWRlHyQnJ4fPP/sLv/1/fsfnn3/JH37/Z3Zs201ocCwKmQ4bK0ccHERY2dijd/clMjKRnbtscXRwQuAgQSSQIhA6Ye/ohNhehouDjBBHBcGOSrRWYtTWIiKEagqEOqrsnamxdyHXQc1BawU1AjcqJO5kOao4LHZnj4OGnJAkBntPcmvoIVcu3qC7+yg93UepKqnmeP9JGutbGege5GB6Dp5ufqhECjQSJQpnF1QqHU4iGXa2AiwsduPu5sn8/HNevlzm+fPnqzKojTZVb1Qm/v+B1y8en3hjGCZ9s2w4cPFjeP317Vv+9vPP/Pz2DT+/ec3bN8sreL1afvEOrxcmvF4aVhiNeC3MGSfnzftaRqhMz02vDWXjRnsYzfHaYAvQB/Eya8w/ecrwyukR4zweHuPxsKlkfLJuNMIcrzt3H3H33kOGbj/YAC9j5jU1x8LC4q+H15s3b1hcXOTZs2eMjY3x4MEjbty4wcDAAOnp+/Hy8MPN1YPKiiraWjs4fLgYrbMLLhotIoEcextHVDIpDnb2qFRy7GxtkEmdkEnFOCsl+OndSYyL5lBODomJKbhodFhZWaNSKYmNjSYxMZ6goADEYiFWVpbs3r0LscgBN1ctQYEBJCZEc/BAOsVFBVRVHqaxsdY4MtFAS3P9Shg+doSWlloaG6upP1JlQK28hOKiPA4dOsiBA3vZm5ZMamIciXFRJCbEkJwcR1paPPv3J5GZuYeCgizKSgupq6k0jmu0GkHr58yZ45w7e5LTp47R2tJAU2Mtfb0dFBXlkJd3kNaWBkKDg/lf/9f/4nf//Ef++C+fExYSx0DvOTrbj6P3CsJylw12tkIc7EQIBVLs7USGvZB2IgQiKQ4CEU72ElSOSrQOUoJsRMTbKgi1VaB2kCMVSPFwlJFir6LMmG0ddtBQZa+hVqijVKylQOxKnkBHtr2WNJ0/bTUtXDp3jYH+45w+dZ7rl28w2HeCrIP5nDx6huMDp6mvacbNzRuF3Bm1SodC5oxUokAoFPP995soLS3nzZuf3zsZv9E+xbUl4ofmujZCbKPSccOh1TWbuD9U0n6oib+qjHxlwuvndY33FcDevuGvP7/hb399y19/fsXbN8u8eb1slnkZ4h1eS8as6yWLC0s8n19kfnaDpvxasIzxbjxi7UjEu/2Mz56+a8ib97fMRyPGx6YYG5tgdNTUlDceKPhknMdPxhkeNsD16PEojx4b4DLgNbICl/kqowkv88zr7j1D2Tj86Aljo8+YMPa8Fp+/MOL186+H18TEhBEvw3leR48eZf/+/fj7BRPoF0L9kQbaWrspPVyKwEGIWCjBzlaCXOqCt6c3KqUGT08PNBpnPD10yKRCnJVO+Pm4kZ25j46OVgqLSvDw8EGtdsXDw4vMzAPk5GQREhKEWqXAWa1E6GiPyNEWOxtLBA62WFlux9F+NwIHO7w8tGRmppOXm0V5WTHlZcXUVJfT0lxPe1sTnR3NdLQ30dbaQGtLA22tjYZr0tqaaGmpp7GhxnAqREUph4vzycvNIisrg4yMZNL3xpGSHEVKUjQpyTGkJMVwICOV3JwDFBfmUlVxmIYjVbS3NjLQ18Wpk4OcO3uC8+dOcvLEAIODXZw9c4KjAwNs/XEr//c//TO7LOyorW6ns/0kvd2n8PYKQCZVIXCUsdPCBmsrexwdxNjaCLGzFWJr44CDnQClWIWzoxIfawkH7NXk22tIsFGgtZcidHRCJJKgEckIESo5INRRI/KkXuzOYXsVuY5q9giVxNhLKHbUkWejJslORapXCFVFldy7PczYo0mGrt+lrq6J48fPcuXaLfoHT6JydkWpcMFZ6YpK5oyTkwwrKxssLHZx+/ZdXr589ckDpWszpQ993afAtRFea/8Nw+T9u83bG60+rt1CtNFKqflqpOEEiNerGu+vl18ZADPi9def3/Dz29fvxcuQfb1g+YWhZDTBtTC/uGFpuILV9Oy7mJplavJ9oxAzK/Hs6bTxccYImanHNWlYWRydNMxxjU0wYlYemrKtYWO2ZYLLhNeDhyNGvIa5/8DQ4zJkW49X4Lpz15B5GZr2j3j0aMRQMv5P4PWv//qvK3hNTk4yNjbGw4cPuXnTgFdaWjquWi98ffxpbGyira2bkuLDONgJsLV24NtvtvPVlz8ilSqx2u2Ai9YVsZMUvZcnnp5u+Hr74KrVkZeXQ3d3G1XVlag1Wix2WuGi1dLc3EhbWyvh4WGoVQp8vD1RySV4uDmj1Sjw9nJHrXTCxVmGrbUlCpmI0BB/khLjiI+LRu/ljlzmhN7LndiYSDL27aGwII/qqnKamwygdbQ309XZSmdHCx3tzYboMDy2tTbS2lJPc0M1DbVlVJQWUFKYQ272Pg5mJLM3NY60pFhSEmPYm5pAxt5ksg7spSA3k8NFuVRVHqahvprOjmYGB7o5eWKAy5fOk743nT/84c9IxBr27Smit/sMkRGJbN1iQUlxFUUFldjZitixfTdbfrTAYocVlrtssLG2w8bWEYGdGImtExobERECObneIUSoXJFai/B08cLLzRuhwAmBowi1gxNRYi15Ek8yHXWE2yrQ2zkRYOtEtoML5fYuFFnKSN0pIkbsQn7SAc4fPc+Na7e4fu0WN2/d5+y5y6TtPYBMoUEud0YiVmBn7YhEIickJIyGhqaVzOa/Nw3/frw+Fa734bUyHzW/yMK88Yx34z7IjVYePwWv1Q19wwUja/F6/eo1b98YAPv57WsjXq94/doAljlir5YNmdeLxSUWF96VivNzz9+baZnAmp56B5hpHMJ8nsscrneAvYPs6fiUGV4TjD2Z4ImxNHwHlgGt4cdjK3g9fPTkI3i9y7xu33nE0O3VeN2+/Yh794Z5+NCYeU1MMTs7z/PnS78eXm/fvmVpaYnJyUnGx8d4+PCRsedlKBv1en9CgsNoamqira2DkuJiVHIVcpkSgaMci522OElkbLewRiRR8NW3mxAIxFhY7EIu1WC5y56c7Gy6utuorCzDS6/HUSAmMDCQ9rYWuru7iI2NxdpqN85KJVKxEGe1DCcnAW6uOpzVcjw9XFEqZPj7exEXG8mB/fsM53mpFAgFDjjY2yKTOCEUOCCViHHRqPHx9iIsNIhDOQepramgob6GttZGOjta6e3ppM9scr+no5Xu9la62lvoamuio7WBlsZa6msrqK4ooaTwEPmHDpK5fw8Ze5PZtyeJ9LRE0vckkXkwndxDBynIz6ayooTmpnq6OjuQyxT8uHkX4SGpZGceXtm0faS2jauX75Casp9tW3chEspwdHBi0w9b2bRpC5bWtthYO2C72wGb3XbYWdoQ4uVPe20LhVmFdLX14u8dhM0uO4QCKSInJRJHGR72KgLtNegc1LgL1MTbOpPnqKXK3oVSOyWlAmfy7JQkWQhIk7pRmpRBR1UTrfVtHKltRCZVGVcVJVhYWLHlxx10dHSt/CH/km08H4tfApZ5/2uj97772LsD+ubnX6wrZd+3edv8JNONysrlZcOK4auXy6tGHkyv37x+zZvXy7x988qA16uXvFqVcS3xYuk5S4vPeb6wwMLcwkqP68OZlqlMnGNqasawsjgxZ8y+1h57szrzMpWJ5niZ+lsjw8ajaozl4vDIOCPD4wa4THg9Np6M+sgQDx+O8PC9eBngujX0gKHbD97hdfcR9+6N8PChoec18XSK2Zn5lfnAFbz+96+A19TUlBleQwwMDLB/fybBQeHExsTT0txEa2srxcUFyGQyRCIxjgI5tvYilGolDkIpCmdXRBJnNFo9IpECsViJna2A/PxcurvaqaysQOOsw8ZaQGRYJF3t7XR2dhEfn4BAIMbD3RN3V3f0Xh64OGtw1bojk0pRq5SIBEK0LipSUhJob2shJzsTdzcdXp7uOKuV6L080Gk1aF2c0Wk1SCUipBIRoSEBpCTHk7EvjbQ9SYSGBpOSkkTuoWyqqsppajpCd0cbfd3dDPb20NfdRX9PJwM9nfR3d9Db3U53RzNd7U20tdTT3FBDfW0FFaWFFOZnk5O9n+ysDDIPGgZoC/IPUVVZTkFBAdu3WyISqBCLVGz5cRdRkck4q/Tk55ZTWFDOju1W5OeV0NtzlIT4FLZu2c53X3/H1198yxd/+ZYvvvyOzZst8PUKordtkKFrd7h6+QaZmXmo5C44OIixtxdjs9uBXZZ2WFnaI7IS4mUjI93RhT3WEg7ZyCiwdaZAoCFXoOSAjRPJliLCd4kIc9IR4OaLq7MbjnZCHB3EWO224/vvt+Dl5Yvp5MuN0Pm18HrfaMTHRgfMw5DFLK0P4/d4H2Ib9cXWf+wVL1++XDfuYIrlFy9ZfmmMFy9ZXnrBi6UlXiwu8mJxkcXnRrTm55mfnWN+dp652U+Fy4jX5Kxxgn7GrDk/8xG8VqM1+uQZT0aersJrVcZlFo8fjfLo4ZOVePhghIf3R7h/f5j79x8b4Xq0EkO3DSvZ5niZ5rxGhscZG31mmPP6n8FrkampScbHx3n06F3mlZqahqurB9HRMXS0ttDS0kJBQQE6nRtOUgW2DgosdtkikcnYsdMWO0cJDgIVzlo9KrUbLhoPVEoXysvK6OvppqayGqXcmS2btxMeHEJ/dzfdXb2EhUXz/fdbUSg0ODqIcXP1wFntit4rABeNK3pPH3Qubri7u3IwM4Pjx49SWJiPQOCAQiFDKnVCrVaicVag06rx8/XEy9MVfz89MdHh7N2TTHp6Cr5+3ggEAoRiMY5CIXK5DDc3F3y8vYiNieLA/n3UH6mhvbWJnu52+nu76OvtpL/P8Lj2eW9PG12dLbS3NdDcVMeRuirqaiuprCijurqK/fsP8M033/HlF9/haC/j4P4i0lJykElcsLEWIHB0or/vOLdu3qOstJotP+5g03db+O6bTdjaOhIcGE5oYCReHgHotJ7EhsdTWVmHj28QzgotO7buZPOmbWz5cTtbtlqwZccuLLZYYLlpO+IfdyHfshuf3WKyPMIIcFDiI1Ej32mN7TebsPzyO2y27MButx1CB8OwqrWVPT/8sJWvvvyOstIqlpfffBCW/xN4bbRFZj1eix/Ea11v7D3HTm+Ml+nS3Ber0DIfNDXF0vPFlVhceM7z+QWezy+wMDfPwpwRr7l5ZtesKq6Cy1gerr1MYy1eBqxW47W6TJxataJoDpgphh+Pr4PLhNfDByMb4PWYu2vgunPvoRGu+6vKxoePhg09LyNeK5nXghGvNz/z97/9anhNGfF6zM2bQ/T1DZCRsR9vvT9JCUl0trXR3NRKfn4BLi5uOEnV2AlUOAgVqFRa7B2kCEQKtm63QSxWs8PCBrlUi1Kqoaqimv6eXuqqavDx8kUuV5KalMRAbw/dXd2EhkWxy9IeF60nVlYOKOUabK3FOIk17La0QyZzRiyW4+7pQc6hLI4fP0pxcRFKpQK9lxdarQ6dzhWt1gWNRoWnpxtqlaHcDArwpba6nOrqSiIjwvHz88PTyxu5UolcLkProkIqESF0tEMmFZOUGGuYCSvMJSkxlkM5B1eGXLu72ujt7mBgoIdjR/s4dsywx/LE8YGVx2NH+xgc6KG3t5O+/m7y8nL45pvv2bHNloiwFHKyykhK2MfmTdtISd7L+XPXuHr5NoUFFWzetJ1vv9vE5h+3k59XxI2rQ3Q0d5F54BD1R5rx9Q5CLtcgEsr4/tsf+ctfvubPf/4LX372JV9//g3ffbuJTZu3sXXrTlzVHuiUHnhofak6XIeLswfWtmKsbIVY7LLiu+838fVXhvfs2mWNQChBIpHj6upJaEgEd+88YGnp5X8LmtVYPV8V78uoPgUu86/dMOuaXzJCZgrDDNXaXtz78Xp3SuvqHtkLXrx4wdLSojGj2gCshecsLhgHTxeWWJh7buxtLRhWFGfmmZ2ZXdffWtWQX2nKr7lEYx1aMyt4mfe3VpeJxh7XRngNj/Nk2NjrMoFl7HU9fjzG44fv8Hr4YIQH94dX4t79Ye6Z43X3IbeG7nFr6B537jxkaMiA14OHwzx4MMLwozFGR57y9OkUM8ZRiQ3x+s9/AK/p6SmemuHV29tLeno6IcERHNh3gK7ODlpb28jLK0AiUWJp6cD3m3fz/abd2NvL2bbDDpFIiZWNAJ3WAyexDI3KDU+dF0dqaunt7qKqohK1s47dNvYkJyXR39tFZ2c7oWERCEVyvL2DUap0uLvrUSrdcNHqEYvkuGjdEMoUqF205OUd4tSJExQU5LPbygYPnScSiRJXnRcuLm7oXN3x9fXHw8MDPx8f/Hz0DPZ109fXS4CfL64aZ1y1WqRSCRqVggAvd/RuWtxdtfj66ImJjiD3UCapKQm4u2kI8vcma/8+8rIPkpaUQFxUBFmZ+zlcUkR9Qw2dnW0cPXqUkydPcPrUcc6cNsTp08c5dfoYFy6cIysrmz//6Uu2b7XBVevPrp32CAUyjh87y8Xztzh/5ib+fuH8+OM2tm7dzo7tuykrreXk8Quk78kkKjKe40fPUFFeR1RkArU1jURGxuHh7k1EeCyR4TF4efigUmoRCqVY7rZDLFIgkzgjEavRewXg7uaDs9rVuN1HjVDghJWlYSXR0tKKzZu3UF5eyfT0LDMzcywuvvhgxvNpPasF5ufn18THy8GPwfXe+bANgF2L1/tHLIx3Ri4tvQNsyXDiw8L8AouLiywtPefF0nq8FheeGzKtNeMgG81ubVQqrvS01k3MbwTW6hLRfDXR9LjSnF8DlzleI8PjjBizLPOMyxSmrMscrgf3HnP/3jD37j5aibt3HjJ06x5Dt+5x5/ZDhm7d5/bQfe7dfcSD+4ZRiZFVeL2nbPzH8Jo24vWImzdv0NPdSWJiHHp3PZkZmXR3d9HW3s6hQ7loNDrUajdkCnccBSpkMg27rexxcBDx45YdSCUKduywxEkkR+fsRuORBnq6u6goK0etccXWQciePWn09XbS3t5GZFQMIrECD3d/nJxU6Fy9UKr0+AZE4uHuS2BQGG56P7x9A6ioKOfk8ZMUFRVjby/EXeuJnZ0IsVCOlZUDO3dZ4+Qkw8bWHp3OleCgQAYH++jv7yckOARPVzcC/HxxcdHYsRG6AAAgAElEQVTg5uqCn94dd1cXdDoXAgN8SU6KpaO9maysDAIDvIkKD6YwN4uczAxCAn3ROivx9NDh4a7Fz9eb2JgY9qVnkJebT0tLMz3d3QwODjA4eJSTJ09y5swZzp49Q1JSMr/73b/w+Wdf88Xnm0lNzubsqRv8dO0xtdVtWFjsZuuWbWzdYoGDnRNdHce5cuk2+/bm4OsTwkD/aeqPtJCSnE5jQxtZmXm4u3nTUN9KeVkNhQWHyckuoLf3KEVFZWhdPFDKXZBLnJFJ1YYRCLUrcpkzUokSsUiGrY0ju3dbs23bDmxt7XnyZIzl5dfr4PpQyfZhzH59vD7WH5udnWd27t2/86mroe9AW+L5ovH14gtmZhaYmJxhfmGJpRfLLC69YGlxiaXFJRafL7L4fNGA1sLzdaXxRnNbU1Mzq9Canp5lcnJmpTT8FKzWZlnmaG1UKq4tF029r/eBZV4umuC6f+/xSpjjdef2A24P3Wfo1n3u3H7I7aGN8DL0vGZm5tdlXv/bHK//+gfwGh8fZ3h4mNu3b9Pb20N6WjrB/iHkZefS09NDe3s72dnZyKRKRCIZTjIdMrkLnm5eeHjo8fT0wdXVAz/fQBRKDS4ad3w8/WhpaKa3p5vK8goUSmd2WlqTsW8vA/2GzCsyKgaV2g1vn1CcnT3x8QlG5OSOi6s/YpEzLi4eKNXu6PX+1NXWcPLECUpKitFodESGRuHm6oXe0w83nSdyqRJntQvWVjaolGq89XqOHTtKf98AbjpPpGIFbjpPnJ11+Oj9CAoMxtfHB19fb7z17uxLT+XypbNUlBcjFNgR4K+nt7uNxiNVJMZFkpocR1ys4Sz78LBg4mJjiY2OJy42nkO5uVRWVnL4cBmpqelUVlbT3t5Of38P3T0dxMRE8dlnnyEWOdPRepq25tP095zHzdWHTT/8yI7tO/lx8w78fEO5cuk2t24+IiM9m4jweM6euUpbaxcpyXspLiojOWkPQoGU9rYeursG2JduyNAePnjC8ONxYqITEQllBAWE4+aqR+KkRKXUInFSIhRIEAokhmn/3TZ88813hISEsbCwuPKHZkLCPGP4EF7mn/sYXh9twG8EkvH7m/9sH8vQPhUvc3BWjpxefMHC8xc8Nd6wMz3znOnZ58zMPl83nPvhY5vX4zU1NcPk5DQTE1NMTk4b8Zr5QHm4Hi9zuNYC9qE+14gp6/oFeJnD9T687tx+wN077/C6f+8R9+8N8/DhiGFj9tjqsvHNm7f87W9//zXwWmJ6ZpqxsXGuXvuJwWMnKS2vJSEhFT+9P4X5BXR3d9PW1kZ2djYaZw0isQw7gQIbWzFyJwWOjk4oFBpETgq89f5otR54evgSFhRJa3Mrvb3dVJSW4+nlg0KlITvrAIP93XR3deLp5c12C2uUak/s7SW4u3ujUOvx8g3H3S0AH99AdG4++PkH0VBfy8mTRykuysdJIiE4IAilwhmVQoNarsZdqyPAxw9XjQvBAf7EREZw+sRRBnq70Ou9UMqdUSu1iEVyHOydkEu1SCQKFAo57u4uZGVmcOniGepqK1GrFURGhHDu7An6u9uIiQwhPNiP6MhQwoxH9yQlxpGanErmgUzy8/M4cqSWnJwcYmPjyM7OprS0hNq6Kjq7WhkY7CM7Owt7OzGR4XuoKu8kIiyFLT/u5NtvNrFt6y62b9tNbU0T16/e4fKlm3h7BZCTXcjVy7fp6uwnNWUfJcXlREclIBbJ6e05xpnTl/DzDcZV58XpUxe4eOEaaakZHDxwiAvnr9LXe4zMg7molFpEQimODmIEjk6IhFKsrW35+utvKSoqYWnp5bo/OPOm8lrE1qKyHrd55ubm1sT7p8lXv3/9H/+HwDP/ul+0qPDc8DgzbWiIz848Z25uifmFF0xNLxjvMZxhfHyGsfEZnj2bZW7u+XvBMv1f1o5CTE/PMWVcOZycNF4G+2yaiWfTBrDMBkw3yrI+BS5TqfhL8FpbMprj9TG4TGWjOV53bj/gzu0H3LtrwOuRES/z7UG/Gl5v3rxhbn6eqelpxp8+o6Orl/T9OUREJ+MfEI7eXU9pSRHdXV20tLSQlXkAtVqNVKbEXqjASeqMxtkVucIFldodoViNm5sfIrEapUKHn08g7W0d9PX3UlZSiouLKwqlhsL8PAYHuunoaCM4JBxnF0+8fcOQyV0MmYLMDbVGj1ikRqHQ4CCU4ebmRUtTA2dOHuNwSQFaVx0hQSGo1FoUCjVSiRR7WztkEilSkZhAPx/ioyM5fXyQ3u4OAgIC8dL7ERQYQlREOCHBAYSGhRIUHIaL1hVXVxNeZ6mrrcbT05M9aamcPXOC3u42UhJjiI8OJy05gaSEOJLiY0iMjSEyPIKw0FCKivI5e+4UpWWHSUtLobikiJaWRo7UV9HU1EB/fx9nz56jsbEFpULLpu8tkDhpyM8rxcPdj6++3IRG7cm5M9e4duUOLc1dSKUqmps6OXPqCh3tA+TlltDbc5zsrEIiwuPp6z3BkboWrHbbI3B0orGhjZ7uQcpKa+jtOcbQrYeMjDyjob4VlVKLo4MTQoEEJ7EcJ7EcGxs7vvnmOwYGjrK4+GLD3szaFbGNPm++F+8dKHPMzs6axdwqbMzfZ/59NgLpY3iZvn5qauYT+3HGWHjO/NwikxNzRgimjdfTLxiPRZ5ifHyWsbEZw/OnM8afZ2Fdxmf63Zj//0zloSG7MlwEu1IerkzBvxssXbtq+KEMywTW2mxrZc/iJ4C1Fq+HD0bWNek/hpd59mVeNhrwercxezVeP/9jeP39X/+V5eVXzM7NMzo2ztj4U24O3aGkvAr/oAi8PHzRu7tTVVZGb28vrS2tHDyQgZNYhMVOS775YQdbd9ghECqwtpMiFGtwFKlwc/dH5eyGi9aDsLAo2tvb6e3tofxwGSqlCw6OYkqKijg22EdHRxu+fgHIlC74BUag9w0mPCKKwKBwwsJj8fMJwNvHB42rO65u7rS1NHP25EkK8vOwdxTi4eqJrYMYoViBQqlBJleh07mh07oS4OdHUmI8J08cpae7By8vfzQaL7QaNwJ99aTvjSc9I5XwqBhCw6NJSIinvLSYK5fOU11djcBRREx0DOfPnaGrs4WI0AC8PXSEBPgTEhBAbGQEKYlJJCekEBUZTVlZGdd/ukZZRRkhIcHU1dZy9eplTp46RktLI11dnQwODnL+/HnOnj1LcnIKu3Zao9Xo8fII4JuvN5ObXc7xo1c4NngRvVcw0VHJnDxxmUsXbnMgo4DqyibOnLpKXU0bh0tqOHP6MikpGfy4eTs/fL8Fvacfne29HB08TVNTFwMDpzmUU7RSMjo6GDIuqUSJxEmBtbUtlpZW3Lw5xPPnSxuisTY7eh9e6zFbi9f61TZz9GZmZpmZmdngPR8uWc3xevZscl329cEFhQXDgOvU5Nyq/YCrbo8em1451/3ps5mVEQbT48z0AlOTczwdn2R6enYFMlNPy4TXhFlpuFHT/WPZ1Vq41mVbI88YHXnGk5GNs62NRiLMMy4TXGvx2giyT8NrxIjX2Ape8wuLvHi5vGHm9V+/FK+Xy8vMzs3zZHSMJ09GeTI6yvGTJwkJiyA0NJRgf19qa6ro6emltaWZAxl70emckUjl2DlKsXNwQiySscvKAVt7Cdss7HAQyLGwsMHRUUpgYCidnZ1093RRWlKCq6sXKpWO6opKjg7209HZQVBwJCqNJ3rfUNQad3z9AnFz98HHLxgvL198/APx9gskODiMjrZ2Th07SWFeIV5efoSGROGi06PReqLWuCEQyRCJ5djZO6Jx1pCQEM/Zs6fp6elB7+2PXh+Kn08I/np/NCodHu7+aHU++PgGExEZSXlZCVcvX6SmugaVyoW9aemcP3eWns42kuOjCQ30IyosjGC/QPy8ffD39cfPJxC93ofCoiKuXr/K4bIyAgNDaGpq5saN61y5coHG5iPU1VXT0tpCR0cXAwP9XLp8kc6ObsJCY7G2cuTrr74nJCiWtpajFORVo5R70tzYx7HBy/R0nSch7gB1NR20NPWTlpxJVUUTx49dwM83lB83b2Pr1h18/+2PxEYnUn+kjczMAkJDY1EptSjkGmRSNUKBFLFIhlSiRCpRsnXrdvR6H6anZz/YrzEP8+xrbTZm/tqElwElU2wE3ewKXO8Lw/eaM5aipjDCNfucOeNWm2fPJpiamjYby9iowb/I/Pyi8T2Gk0knJmZ59mzG8Dgxt+4uQ8PzKSYm55ieXjA22OffjSqMG0q+mWnTgYHGRvzkDBMT04YS8enGfSzTUKnpuWHlcJJxU6w6CcIQ46OTjI1NMDb6jFFjPHny1BAj44yMjL834/qleP2SzMu08nj39kPj9iDzsnH218LLcAz0y5cvefrsGcMjIzx58oSHDx9w6dIl8vPziYoIxd9Pz5EjdfT09NDa2si+valIpUIcHYWInBTIZSp0Gh1SmRKdmyfOWi/c3H1RKlxRKnXERMfR091LT283RYX5yGTOOElV1NXUcnRgkNbWNnx8o1E4++PpE4abpx8+/qF4eAbg6RuMh94PL58AvH0CCQoMpburi5MnjpGdlY2nh56IsGhCgiOJjIghMjyGkJAI/HwNmAT4+5ORvpdzZ8/S2dODSu2KTuNLSGAEcTHxuLv64+EehN4rmKCgKGJiE6itqeLK5XPU1dXi6ubJgQNZXDx/jp7ONhJiIogMDSQxLpb4mDiSkpJJSEgkLi6ByMgoyirKuHb9GoWFxXi4+9La2sLNG9e4cvki3Z0dNLc00NXVxbFjJ+jp6aO3t5/Tp89x8+YQZ86co7q6lpTkveQeKiIyIoGEuH001vdxpKaXoIAkKspa6O89T3FhLX4+EfR0naCqohFHeylfffEdP3y/ha1bLMjYl01nxyAZ+7LZ8uN2rK3sUau0K6uMEifFynagTZt+pKysghcvltf0qhbWZUZrSyHzWAvYRsOX78/SZpienl4X5nitfv0OwtnZeTO85piammJ6emY9XsbRhanpWebmlliYf8H01MK7UxeeTjP+zBCGm3VmVvAyh+zZxCwTk3OMmx+nbNyOMzkxu8HN1R9fKTQNlZpPxhvwesb4+ATjRqRMWJnAGht7xtjYU0ZHx3nyZIzR0XFGR8cZeTLKyPDYB3tbG07Rv2d18WN4mcC6PXSfmzfucPPmHW4P/TK8/vO/g9erV6+YmZlhcnKSJ0+ecPfuXc6fv0B5eTnR0REEB/tTVlZGS0sz9fU1pKUlopRJsLV1wNLKEXt7IUKhFFt7IWKZChtHOc5aPQqlB66u3qQkJdPb3UNfXxcF+YdQqnSoXfRUVtUxePQY9Y1NOMk8sbBWY+/kikTphlytQybXotJ5otK44erhg69/MDHRcfT193Dq1FFy83Lx8/MnPDwSH28/fH398Q8IwtvbF3//QLy9vQkOCiA3J5Pz50/T1d1BREQssdFJJCUkk5iQiKenL+7uvjg7e+DtHURoeCQ1NdVcvXKBxoYGgoMjyC8s5tKFC/R0t7M3LYnI8BD8/f1xdfXAw1NPUFAIkVGxhIdHUlFRxvVr1ygqKsHHO4iOjnZu/GTA6+hAP8eODXDhwnkuXbrM2bPnOHv2HOfOnefmzZvcuXOXBw8ecv/+A65d+4nTp84z0H+SwoJynFUefP6n7xA4KtC66BEK5OzaaY+3Pgid1osd26344YctfP/9ZiQSBQ317QwOnCHzYB7bt+1k0/dbsbayXwFLKJAgcVLg6CDCwUHIrVu3N+x3rcVn1RS4ccVscnJ6HWTmoK3Fa+PvtzFe74t3gK1dQJgzy8gMGdbcwhIzswtMTs0yMTljzJ5mmZyaN1y6Oj7F+Pi7+wufbnCnofm9hibEnprtITTfS7jhmMPTmXWl4fpm++SaknCCsbGn7w0TVCa4zGNkZJSRkbENMy4TVhvh9TG4NsLLPNsyx2vo1oP/SbwMR+IsL7/Da3h4mKHbdzh/4SKlpeWEBAXhrfeioLCApqYmKipKiIoOQygUYGVli8UuW4QiKSKRAoFYgkCsxF6oQq52x1GoxtnZldSkFAZ6eunp6SA/LwffgHDS9uWRm3+Y7p4+WjracdWHs3WXEjuxG55+YXj6BKJz1aPWeSBXaRFLlTi7uBIcFMLAwAAnTpwkMzMHD09fgoMj8fDwx9s3iOCQcHx8AwgODsPHx4+gwAAK8g9x4fwZurra8fcLITIynoT4RNLS0omIjCY6NoHQsGji4lJITtlDQ0MD165c5khdPe7uPuQeyjdkTh1tJMRFE+DvR3BQGF5efvj4BREWGUN0bCKRkTGUl5dz/fpVDpeUEBIcQWfnO7xOHD/G6dPHuXLlMteuXeXKlcv89NN1rl+/zk8//cT169c5f/4858+f4/KVKwwNDXH79m0uXbpCV1cfh3IKUKu1fP319/zxj3/h88++4ou/fMOmH7axa6cNVlY27N69G5FIQnh4DMVFlfj5hrBrpzW7LW3ZvGkbOy2skElVyGVqZFIVDvYifHz8VvVp3geVeZjQWr3cvz7eh9r6zxlQmpqaWgkTVGtfvwPMHK/ZFbRmZw0Xs05MGsvAyTlGxyZ5PDzGyJOnKxdMjI4bb815Os3Y06kP4mUqG02lo6EXNrUhXubZk/kAqWmIdHWmtTFehh7Ws3VIbRTr0TLGBnsWzfF6H1zvA2yjjMsU74ZUzSF7T+Y1/yvg9W///u/8/e//yvKrV0xNTTM1Nc3IyBN+unmLk6fPUl1bT1JyKjk5OZSVHaah8Qi1ddVERUWwa5cl3/+wmc8+/wqLnZbs2mWHrZ0jNrZiHB0VqNRuSGVadFoP9u3ZS0drO729nRTk56L3CcEvKIaDB3Pp7u6mpb0VT59I7EUeqHSBuOsD0PsF4uMbjN4/BL1vEB56f4JDI4iLjWdg4CgnTp5m/4FsFAotOldflCoPxFJnFGo3JHJnPL0C0Wjc8fPx53BxERfOn6Gnu5Po6BQSkjKIikkgMXEvAQGh+AaGoPcOIDIqnrj4ZOrrG7hy6TIN9c2Eh8VSdriMKxfO09PRRmpiImEhoQQHhePh7ovOTY+7lx++fsF4e/tRUVHB9etXKDtcSlRELD09ndz46SpXLl/i1ImTnD17kitXrnDt2jWuXr3C9evv8Lp27Rrnz5/nzJkznDp1imvXrnHr1i3j529w585dbtz4id7eXjIzswgMDMLL0wcnsZzNm7bxzTffsX37dnZa7GL7tp1YWzmw29IOG+NptxYWlvzww49Y7LBELJIglymxs3MgPCxiJXv5UKa1NtsywbURXh8Cbe3nDXhNMTU1uQqvj8Xavtrc3DwzM/M8fWa4CWftVV2Phw0nKDwZfcbo2ITxqq+pdbE24zJcyDrJ+NNJI1zvz7wMsTaD+rRYAcuIlnmYcPpH8fqUcvFjDfq1cJmD9W5g9R53V47E+RXx+q//+n/5j//4T/7t3/6dv/3t77xcfsXExBTPnk3y8OEwJ06dpaSsij37ssjNLaalpYOqqlqONDRS39DEgQNZiMRSrG0c2GGxGxtbeyx2WGG12xaLHdbs2umIo6MEy112SCQKUpNSqattoLevj5ysbGQyF+QKLdVV1QwM9NPY3ISXTwTuXhF4eIfi4eWPzs0brc4bhcYThdodlcYdX/8Q4uMSOXbsGCdPHicrKxs//yAioxMIj0rAw9sPD+8gnLXeeHiFGEpBvT9lpWVcvHCezo5OgoJj8fKPxj80lpjYPQSHxBARnUhoWAwJiWkkJe+hpaWNK5euUFfbQEBAOKWlpVy/fImu9jbSkpJIS0ljT0o68XGpxMQmExWbRHRsIv4BQdTW1nD92hXy8/IICgylt6+bmzeucfXKZc6eOs2FC2e4du0q165d5+rVq1y/fp1r166tPF6+fJmrV69z8eIlrl+/zu3bd7h16xa3bw8xNDTE0NBN7t27y/DwY8afPmV6eo779x7T0d5DSEg4O3bs4PPPPuOrL742btjewQ4LS7Zvt2DHjp1s27aDr7/+lm3bdmBtY8sXX3xF2p50nj9f+mC5uDZrMqH1KbERWOvRm2JycoLJSQNgk5OTH4mpd3222TlmZmeZmZ1ncnqOJ6MTPDJeSb8eMFP29WzlctV3kK0OE1RrX69g9omrge/GGSaMPazVYehbPduwHDTvZ30sVsFlhpd5j2ujxvzaQdRPadC/Dy/TzNdGeD014rUwv/Gc1y/E69/429/+ztLSy5Vf5P0Hw1y+epPa+lZKKxuoqmqivLyewsIKcnNLycsvIze3lJjYVHx8QvH0DMDL0xelQotSqUMi0SCTuqFSuyKVa4iKSaCkpJyS4ipaWzspyi/Cy9MfP98AOrtaGRzso6GhGbHEDanaE2c3Lzy9AvH2DcXXLxxXryBcPYJwcfXBxzeExIQUjh09xokTx9iXsR+NixsBQWH4B4UjUahxcfNBqnQjKnoPe9IyiY1N4EhdDZcunqOjowudRyC7BVqkLj54+4ejcfFB7x+Kr18wgYGRhEfE0NLcxtXLV6mrbSAqOpHq2lquXbtMb08naSlJxMfFExOTQFhYNGHhMURGxREXn0JEZDT19fVcvXqZ/PwCQkPC6evv5qfrV7h25TJnT5/h4qWzXLl6matXr63gZYqrV68asrLr17l69Qo//fQTt2/f5ubNmwwN3TKWkUPcuXOHu3fvcXvoLnOzizxfWGZ5+WcWl5a5ffs2hQUFSERO/Mvv/8S//OEzvvjyK7786hu++fZ7ftyyje++38SXX33Dps1b+P0f/khbeydLSy9/EV6/BDDD167H69mzyTVfN7mC18TEBBMTEx8EzFAtGPtqM3NMTM6s3Df4eHicxyPjPB4xXeE1tnIjzlq4VgAzB2d8ah1W77Ivw+Ws4+OGFUHzGN8o6xr9GF7re1nvg+l/Aq+NysNPhev/OF5re14vXr5kamqa0dFx7t17xOVrt2hu7aW5fYCmpl6qKlooLKzl0KFysrNLyMw8TFZWKYdyK0jde4iM/Xns35/P3vRc0tJySEw8SHTcXiJjUiitPEJjcwc52cWUllbT3tJBUUEZyUnJtLY10t7VTkVVPXK1N0K5KzK1Dk/vQFxcvdFovXGSu6JQeSJXuqFz9SY+Nonenj76evpJ33sQL09/AgMjCQyJQensjs7DD0eRgpDwRJKS9hERHk1dXQ2XLp2hvbMTL79Q7KU6ZC5ehEUnEBKWSHhMErHxyURFxRMeEU1baztXLl2mrraemNgk6uobuXD5MuXVtcTGpxCXkEpSyl5i45JJSEwlPj6ZxKQ9REbG8v+x9t5fcpz3ueffsGfPuT4bvGvvXu+9urbPnmuvLflKlEQFiqTEJOYAEiABIucMEDnnDMxgcuownXPOuau6q6rzBCSSAnOQSAUr+LM/VPdMTwIh2j88p7uqq7sR5v3M833eb72vRqMhk0ly/vwFNm3citttJ59LkUkliIRCJBIRUqkE2YyaeWVzafK5HKIgIuQFhHweQVAfCwURSSoiiHkKxSbAChKyrFAqV8nlChQKZUShhCiUKEplao0J7rz9CyqVBleudPLwTx7lG9/4W/7pn7/Jd77zXR747vd54Lvf5x/+8Z/4b//t7/jOA99jbGxiRltEey/XfCXj7dtvc/vW29y+9Q63b6kQml+3uX27Bag7bVLf0xq8t27d4ebNWzNg1YJXO8TaP0N1aurnTE7e5MaN20xO3lLXXq/foF6fbNtAYmJKreWOp3aEHr/dnLW7zeTk7ZnQmWpVuK1+fvPxxo1bTM4DoSlN3p7S5OR0G0O7u7pX+H4veH2VGo3xNk3QaExQr41Tq42pqo5RrTSoVOrNG63nZluKXJ0DrZngqqAoqlplYkFU5mRexYLaZa/C6+ZU2fj+ex/yycfzl4333aQ6tfHsr7/ks88/4/3332dsfIJsVsBosqIbtTAwoOXatV7OnLnG8WMXOXbsAkePXuLwkYscPXaF3XtPcvT4VU6duc7ps12cu9DD+Yt9XLk2xPmL/Zw5d51zF7vZtuMQx49fwGiwodGMsnPnXjRaPUNaPWcvXGf56u088fPFPP/SMlau2cKixct5Y/kaXln8Ji8ueoOnn1vE668v5/ixE9htNuw2Bzt37uPpp1/i1cXLeXXJcl545Q2WvLmGRUuW8/qydSxduo7t2/cwODhENBpkdFTH+k3bWLNxu1pivrmaF19ZxmtLV7Nu/Ua2bNnKzt27sdmsZNJJBvoH2LVrHzqtgWg8zeZdh1n85lY2bDnApq27Wb16I2vWbmD9ho1s2rKDtes2MTqqI5tNcP7CRbZu2YHX7UbIp8ik40RCfhLxKOlUglwqQzqVIpdPkctnEYUiRaGILBVRihJyUUKWZSRZRiiIFAqq8yoUiiq8SiUEsUg0liKeyJJI5ElmBBIZkWS2SL5Y4fbb71Eu1Th76izf+ua/8I//+E88+OAP+fFDD/P97/+Av/mb/8LGjZvnzDLOt2TLnJLx1rRasLp583abbnLz5k1u3brFrVu3ZoDo1q1b3LgxPXBV9zHJjRs35lzXeu/0Z7w95eJu3XqbmzdvMzlxc8ZCe618Z+reveZ67DP3ImxCrNnU2epKnyrzJm9zY/KmqqY7ah3fawawBbCJJpBmw2lygfMLQWs2vGbCaa7q9bGZaoxRqzWmVK3WqVRqqsq1eWcTZzurGfBSKihKGVkuISulGfBqAaz1OC+87twbXvfhvP7EH//4B/7w+9/zu9/9li+/+BWfffYJ779/l0ajiiSJ5IUssWgYp92CXjdMX18v1651cuHCZU6dusDRI2c4dvQCb711hENHznHk2AWOnrjI4aMX2Lv/DAcOXWD3W6fZvfcUJ051sGPXcY6duMzps1c4cuw0S5au5MqVHi5d6eHi5X72HDjLC6+sYuWaHZy90MWxkxc4eOQs23cdZtO2fazbsJPjJy9gc/iwWG24XB4uX7nOK9Q4bi4AACAASURBVK8u5ZXXlvLyq2/wyGM/5+nnF/HYky/y2pLVPPfcEpa/uY6+vgGCAT+DAwOsXr2JrVv3sWHjNjZv3smq1VtYvnIDW7ZsY9OmzWzZug27w042k6HjWherVm1Aq9GSyWXpGR7lwPEr7Np3gv1HTrB77yF27drD1u3b2LJtJ2vWbsRoMJDLpjh+4hTr127C7/OTz6VVeIUDJOIx0qk46VSSTFYgL0rkhQKiWEAuFpFlCUWWKSkKiqIgyzKCqMKrUCggigKSVERRFMrlMnlBRBCL5PIF8oJEJlegIFXJiyUkuco7b9/l4w8/we8P8vTTz/IP//D/Ta0i8Y//+E94vf45ede9ysb2cnG207oXvG7dujV17saNG/PCa3Jycsa1s9+rPlfdXPv3Tk7Ot8heE16NG9TbNpJorVnVgtdYE3jjYzeZGJ/uVG93SfOVdvfbwnCvHOte4ftXu6r5obUQxOaFV6VGuVxr3kBdnwGrheAly2UUpaTCSy4hS+UF4aXONtZnBvZ31H0bP/73weuPU/D64otf8uknH/Le3XeoVUsI+Qy5bIpoJIjf78FmNWI26dBphzGMjqDTahgeGmJocJju7l66unu40nGNi5cvceTYcXbs3sOBg8c4dvw0Z85e4vz5a+zff4JTZy5z4VIHb+09yNI313D0yDkuXurhyrUhOq5r2XfwLBevDHC9R09Xr5aevlG6evR09xno7NbT3W+gu1/PwIgBrd7CkMbEgcNneGvfEbbv2s+bKzew9M21LFq8jNeXruLlV15n91sHMJkteL0etCM6lixexcrVW3n11aW8vmQ5r722giWvr2TlqtWs27CejZs3YzSbiEQiXL3cwbp1WxkZHiKeiKA3Wzl7uYfd+4+xbtNW1qzfysaNW9m8ZRu7du9j58692KxWctkU589dZOf2t6bglU7FCIf80/BKJzGYHfQOGHG5QuSyGdLpOLFYjEQ8QS6XQ5ZlZFlGbINXQRCQJQlFUZAkeQpi5XKFSqWOolSpVscpVxrUa5OMj6sD4p137pLPiyxZ8gbf/Oa/8Ld/+/esX79xToPp7C76+4HXNLButenmHGC13FULVBMTk0xMtOAwweTkZBvcbsx43jqePndr6ntvtMGrtUZ7u/OqzQOvemNyqgO9de3E+E0mJlTNdlPzuav5MqvZzaJf1Zd1P2Xi/QBrjuOaBa12zYRXlVKpcs88q3XDdQteslyacl+tW4FEQUYU5Bkgmw9ed+68y3t3m/D6/Ff8+suvkXn96Y9/5A9/aDmvX/LJx+9z9xdvMzkxTqVcIptOE4lE8Hg82KwmdCNDaEZG0I6MoNPoGBnSoNcb6OzsZnBwgBHNABrtACOaPjTaPkY0vWi0PYwM9zA40M1AXy9GwygejxubzY7BYMZosDM8YuTqtV4uXupi3/4TXLzYxdVr/Vy52ktHxwAdnYN0dWu53qPleo+Oc5d6uHZ9mM5uDR3XNfT0Gejt09Pbq6OrW8flq31cutLNnj1H2LlrP4NDOuwODzabE4fLx569J1i+ehvLlq9j5aoNbNywkzXrtrB02TKWLV/G+k0bsFgtBAIBTp86w4rla+nt6sLnddLXP8i6jTvYuvUttm7bzcaNO9i2dRebt2xn+869bN/xFg6HjVw2xcXzl9m1ay/BYJBcLk0yFSMY9JNIxEhnEgSjQU6eu8LmbYfoG9CRSETx+V14vT4CgSABv59QKEQ+n58Br2KhiCwpyHKFRDJLIpEhmUyTyWQQ8wVkqUS5XKNSaVCvjjPWaIW3N7hz5xfIUplHH/0Z3/rW/yAUinDjxq2pILj1ePPm7QUbTtsBNg2uaUi1A+bmzZtMTk4y1rxzYxpaE1OwUgf2JJOTE83zk3M0MTH92jTM2su5W0yM31CbMscm1ZynPk69Nka9Nk69Ph1Wz24dULvQVY2PTzI+MXnPsu5+eq7uBaj251+VW7U/bwdS63g+MM2narU+pRa8yuXqlFrwKs0DrZlS4SVJypRa+ZaQlxDyMsVCGVFQEEWFYqFMSalQKTdo1CaZnLjJndvv8t7d96fh9XUC+z/9aRpev/7yCz7/7BM++OAub9+5zcTkONVqmaIkkkoliERDeD1ufG43DpsDi8nO8PAoOr2F7Tv3sm//Efr7htCMaLHbLOqu1sPdDPVfY3DgMj3dF+i4eo7LF08xNHAdraYfi9mAw2mmt7+Tnu5rDA320d3dSW/vdbp7rtPV3UtfzxA9XQP09gzT2ztMX5+GK9d66ejso7tniOvXh+nr1dLbO0Jfn5bBASOdncP09up5662jnD59jaEhM4ODJgYGjIxoLRw8ep7lq7axcctuVqxcz65dh1i7biuvv7GMlavX0NHVQyAQIuAPMDAwxO639jOqG8XlsKPVGdiwYQfr1m5izer1rFq5kQ3rt7F67QbWrN/Mhg1bMBlHiYR8nD93kf37DxEIBMhmUySSUQIBH8lkjHQmjtPtZGTUzLlL3fgDEVLJGOFwAH8gTDCk9nmFQiHS6TSCMJ15iWIRWa4giCXMNi9ub5h4PE08niQRT5FMpkmns2TzIoIgUSyWkKQyslylXKpzY/IOw0NaOju7uHnztjpgxtVBX601qFTrjI1NUK01aDTGmWjrMWq5nWl4zYXWbLfUglcLQNMgmmBiYiac/jx4TZeeN27cUm+JaQNAa3DX6+MzZtwatQkatUn1sa4G2vPN5H0dSP25ur/QfYEs68+A12yAzQuvUoWSshC0pu9blKUystyEV1GhUFBdliio8BIFRX0UFaRipQmvGo3aBBMTN7lz+23u3n2fjz/6hM8//+U0vH7/NW4P+u1vf8MXv/oln3zyEe/dfZcbk+NUygqKUiSXS5NKRYlE/IRCboJBF16vF5vVydVrvZy90MWWXQdZsXY7L7y0lCVvrOLw4RO4nG7sNgt2q5FR/RA6/SCdnZfo7+9Eo+lieLgTvb4Pg6GPc+cO0nnlDNrhXiwmDUbDMBaLFotFh9Wqx2TUYDKOYDWPYrGMYjBq0eqG0WpGGBnRMDI8zMjIEBqtBq1uFK3OzIjGyOHDpzh79irDQyaGh80MDJgYGjLS3avn9Lkuevs0HD18mpPHL7Fjx35WrdrI2XNX6RvSYzDZsVoc2O1uzDY3Trcfi83FpavdrNuwiy1bd7Nj+242bNjBpo27WLlqPctWrGXDxq047BZ8XgeHDx1hx45deDwe4vEowaAfp9NOOBIgGg9itloYGNHiC0bIZDKkkjEi4TBeXwiX24PD6SQajZLLZhHywpTzEgQBSS6TyhboGzEworeQzAgUijJiQSIvFhHEInmxgCBKCAUFofkD1pKiqD+0kiSrJUC5glKuUK7UqNTqVOtj1BpjNJoDtAWDRmOciYkbbfC6fV/wGh8fX1CzoXYvzQXbjSYAVYDM71jGqVcnpm6Hmem8ZrqcaYBNzAHYV0HofiDVOp79nQuB614Z1uwc615qlYgLwUtRyk1VUBYAVzu8JEmZyryKRdV5iYLcdF8K+byEKCoUxDKKXJ4Br9u33+buL97noya8vvzy1/zud7/7+vD61S8/56OPPuDdd25Tr5URxSzpdIJINIDHZ8dmN2A2aTCNahkZ0XD69CW2bDvA4je2sGbTAV5avJZvPfATHvjeI/zgxz+j43oPPT1dGHTD+Nx2gkEfPq8Ll9OC3a5Hq+1mcPAKFvMQmuFurOZRTKN6zKMGzCYTNqsZi0WPyaTBZBrBbB7BbBrBYBhmeLgXo2EYs1GDQT+MXjeIyTSCyaxFpx/GYBolFAkSjUeIxCL4/H5GDQZ0eiM6rYHeniEunL/O4ICOvq5hers09PVo6Lo+TH+/ga5uHdc6Ruju1qM3uNAa7IyaHOgtTs5c7GDzjv10dA3S1TPAlSs9nDt/nROnLnLg8Ck6u/uJRCP4Ax6GR0bo6OgiEo4Si0UJBvzY7VbCYR+RqB+v343ZYiEai5HNJMllkyQSCdyeEFabC7vTRSQSJpdR4SUWChREEUEUKEglCnIFpzeE0xsilRPJC0WEgkRRVpCVsvqbtFxFqdQoNafF23MNWa5QKMgUiyUKkoIgSYiyQlEuUZAVpFKZctsPfGuwTUzcaMu85ofXzZs3uHnjJrdu3vpKeP25MGu/bnJygvFx1cG1Q2Hm4FZLx0a9eaPyWBNaLc0CRQsgY2Pj80JpdlnXrvt1VfOF6/dyW7Md1L1c1ULwaoFqPtc1DS8VNnPhVUIqqjOLslxGKiptKk+VjblsESEvkc8XEUXVhclSCUWpUquNMTE+ye1b88Pr97//A3/84x+ndhC6f3j96nM+/ugD7t59mxs3xlCUAmIxTzafJpGKEomECAa9OB0Ohod1bN15iBdeWc2Li9bz+oqdPPn8cv7+Hx7kG3/3bb79vZ/x3MtL+eFPHuHZp5/kysUzU1uFedw2PB4zJtMgOs117HYtHo+VSNhHPBYmHouSTiVJpZLEE1GisTChsJ9wxE8g5MFs1nPq5HEsplGcNjMOmxGLSYfZpEE/OkB//zU02h7CYRehkJNgyInDYWBUP4jVrMNhGcVs1DKqG8Fk1DOq16IZHmZkeBitRotOq0MzMsrZsz1s33GW3n47eoMbrcGG3uTkWtcgh46exWz14HQGcDqD2GwBbI4gRpMHk8WD0xXE7vRhsTmw2dx4vWECgTB+fxCn00U4EiYai+DxeRk1mvH6Q6RSKQRBbVC12X0M66yY7Q4SySjpbIp0Jks6kyOXzZLJphELBYpSiVgsTSyWIZeVKBZbsz4yoighS2WUUlWdTWpOiaud0zVKpbZZpnKdUqWGXKmiVKqUylVkpYwktc0oySVKpQrlcpVqs6xs9WbND6+b3Jy8wY0muFqZ19jY2Lz6unCbPj9dKs6XB42NTQNh7D5aDOZ7/X57q+5V/k2XsvOH6/dTFt6Pw/oqzXZc7f/PsqxMuanp9blK0zlXsTR972KhPDW7mM8VyWUL5HNF8vkCoigh5CWkwix4LeC8vga8ft+E1y/5+OMPeffd20xONGg0qlRrFQrFIh6Pn+6ufi5dusK1jk4uXeti7ebdLHp9Pc+/sorXlm7k5y++yTcf+Cn/+b/+E//9n3/Et773M/77P3+fb/3LA2zbuomBget0Xb/MQH8n/X3XGOi9jHakE6NhgJGRHjSaftwuG36fh1A4QDQWUgduOkE2l1R7oXIpstkkyUSUfC5JOhUhFvXj8diw2kaxWPWMGobweswk4x78XgtBnxWv24TDpsdh1WMyDGExa3E6jXg8ZhyOUSyWEZxOPR7PKF63DqfDgN1mZ2TYhFZjweV0Y7M58HgDuNxejCYrXk8Al9OHzebGanFhsbgxm5xYzG4ctiB2qwo1i9WH2erDYHJhdQRwuIK4PCG8/hhmq4dzF69zrWuISCxJXsiRTKexu/zoTS5sdjfpdJxUJk4gFCKezJDN5klnkuSELHmhQCYjks1IZNISglCe2rVFnekpz9wcVFGBVSpXkGVlepayUqFcrVKuVdWSsVanUqtRqVapVqtUqzUqlSqVSqWpKo3GGDdv3poxA9iuyRs3mByfYHJiYgakGo3GvPpz4NUOsfbjRmN83sE+GwTtgFsIYvOVafMB7F7g+yoozffn+vfCa24bxLTbmn2+3W21wDQNL6Wt0bS99aGZc4nTr7dmGXPZAtmMqMIrJyIKqgsriG3wapaNv/jFe3z04cd8/lkTXr/9M+H1pz/9qdmk2myV+PRj3n/vXW7fnmTyxhjVqoIgpPH5XPR2X6Pz2kV6ujsY6O+is7OTy1euc/78FU6ePMWuXW+xbNkKXln0Kk8/8yIPP/IUDz30M3744INs2bxmChQ6XR9Dgx1oR66jGe5gVNfH4OB1urquMDTYh2ZkEK1mCI12AL1+CKNJi81uxO2x43BY8LjthIJeohEPsYibaNhFKOggHHYRCNjx+W3E4n5y+TjZbIxsNkYqFSGVjhKPh/H73Pi8bvw+D36fG6/Hgcdjx+Ox4XFbcdmMuOwmTKM6dFotRoOWgNeMy6HH6TSSSgTIpiMk4kE8bhterxOv14HbZcdut+J02PG4PHjcftxOH06XH6vNjd5gw2r3YbH5sNkDOF1hNDo7HV0ahrRWfIEYkWgMXzCEye7C7PDj9oWJxhIEQ1EGNAb0ZieBcIJEKk0qkyGTFchkimSzCqmURDJVJJ+XUVod0aW6ugGoXGluu15Xu6orNUqlMpIkUSqVqNXUnKtcraKUysilMuWKCq2ZqlOt1qjVGjQaY82yanyGe5powmp8bIwbE5NMjE9Qr9ep1+sLgqvRaCzoyO5H6mfMhcJCAJjtzu4Fivmc2P26pnv9OeYr/e4XVPfrqhbSVDjfVLvzmp5FnOmqWlJBJU0BazrnkubAS8gXZjqv6nTZ+It3VXh99h8Dr1/x2Wcf88H773LnziT1eglJypJMh/D4jIQCJizmAazmIRyWYfTaIS5cuMDZs2fo7+1kVNOHy2bAZtFjtRgwjuoYHuihr+cSQ4PX8HhMOJ2jmIyDmI39mE39mAx9mI2DmI3DGEeHsFlHcTktuBwmbDY9ZrMGg2EYg2EEq9WA2aRHrxtmZLgPg74fh20Eq3kIq3kQp12Dw67FbBrA4TTg99sJBR3EYh6iMS8+v5NILEAqFSGTjpLPpSgWcshSHlHIIuQzCEKGTDpOJh3HZBzlemcHgwO9BH0OXDYNLtsw6biLRNRBKGDB4zIQ8FsJBpyqgk7CYQ+RsJdo1E8sGiAaDREM+XF7XHi8HlwuN263l0g4RjSWxO0P4Q9F8fmDeLxenB43FqcLo92JwezEbPVjtIS4cG2Ejv5RRgx2PIEo4ViaeFIgGs+TTEukszKZvIIgllBKzYZCpYasVBALJbK5IvmcNLUpQrUyczAoSpVKdYxSqYYsV6mUGzM2YFCaWVlJUcvMWlVtP1AHszrIWoNUfd6gUR+jVq1TrVap1WrzQmz2uYXhNL/q9Tq1Wo1arT4DCgtBYzZQ5oPDQtffCzL3AuX9O6da0+nOdLkzn6trvc3UTCjdC1T3ApcavssUitIM59UOrnyuOAUrIS9NwSufK5LNiPPCqyCWUOQKteoY42OT3Lp1Zw68fjsfvP7tnvBq6/P68ld8+ulH3L17h7fvTCIVs5QVgYDPgd2uwuDy5TN0dJ7Dbtdy6NB+/uvf/z3/9zf+jieeehL96CA7dm/lx488zPMvPs/wSB8ulwGzZYRAwIHLpcLL5dThcmhxObR4XHo8rlHcTj0+t4mA10oo4CAStBMO2ggFbIQCdsIhF5Gwj2DAjd/nVB2P20oo4CQccOBzm/C6R/G69dgtQzjtGjwuHXbzAHZjHyZdF12dZ9COdGM2D2OzaXE4RnG7LQSDTmIxH8lEiFw+ilhMUJTSSHIOWcmjKAIlWUASU+TTIYR0iFTMSzLiIZMIkYyHiEdDxMJB4pEAsYiPcNBDOOgmGQsSCbuJxbxEIqpiUR/hkJdgwI0oZpEUkbyQIRIJEA0HiESCBCIBPH4fDocHo9HNwJCNy9c1dA7o6RnWY3MG8QWTeAMx3P4osWSeTL5IvlCiUCwjKxWUZhe0opQRCwq5fJFcTv1BKhbKM+AkSxXy+SLlUq25Q7KqkqK2VtSq480bdKtTndit97fgNz0wpwdouVSlUq41X6/PAFXreUsqgGrzwulerq31vtnwaofEn+Nq5nvPV33OVzmnmedakKrNglZtAXjNldqQrKoFtYXC9z8HXC14tVQoyHMcVju8Ws9bWdd88Mrni9NlY7NR9dbNO7z77t1/H7z+ONWk+hu+/PJXfPzxB7z7zi1u3mggF7NUy0UcdjPRaAi3286xE0c4cHAXDrueDZvW8xd/+Z/5T3/5N3znuw/SP9zPgw8/wn/6y//CX/71NzhwaA+jhl6GRnqIx0NEwh78Hgsepw6nXUPQbyISshIN2wgGzPi8BoJ+MwGfCb/XQChgIhKyEY86ScS8xKMBohE/0YifWNSPKObQajVcvXKRSNhHJOwmHLThtI9gMg4w0H8Z7dA1HJZBfE4dLpsWt8OI02HEbjdisegxGkewWDTYbBrsVg0upxm3y4bLacHrteMP2AkGXcTCPsIBD8lYgHQ8SCrmJ5sIIWQSFMUsslSgXJIolQooskBBzCAKaYqFHPl8glwuTiYdJZkIEo/5iTZBnM8mKIhp0skQfq+NRMRPIhYgnlQdYioRI5tKkUqlsXs86C02PIEIuXwBQSwiCOqMjiDIFAolJKmCUqpTrTWo1mrU69XmYBmj0lw5oNTMvdRBpc7CVcp1ZLmkloTVlotoUKlUqVZq82Q/rTJKdRWtEL9anR7oilxGKsgocnnq++r12gx4tcAz+/l8UFOPa3M0H7zmA9GCkGqDS3vpVa3U5v2c+82dFs6jpsG0EKha5+ZCahpepVKJUqk0dWdFu8uaMXP4FZpbLipt8JJmlIjtjiufK5DLFqYD+jbnpZ4XyedENbgX1NacaqWhwuuWCq8PP/yYzz77nC+//HJeeP3b/Tmv3/Dll79U4fXubW5M1ikrItWKhMdlJ5GI4ve72bl7O4sWPY/XY2HxksX8z3/xV/xvf/UNHn/iKbr6uvnW9x/if/m//l/+6m/+nn17d3LpwlEcdiOJeIRYxIfHNUooaCEUMBMOWgh4DYQDJsJBM163nlDATDzqxOvWEfQbiIVMRINmIkE7sYiXRNxHJOzB5/XSN6Bj8dJVLF+zFqEoksvFSCZ9+H0W7HYDy5a/ztq1K/B6rbjsepIxH2I+hShkKIhZioUsBSFFPhshmwqQiHqIRX3EogGCQTf+gANfwIHP78DtsmAx6QgGnCQibhIRB4moE7/XjN9vIx7zk06GyGYjiGKCYjFFsZBCkrKUS0WqJYlKuUi5VECRRWRZQBQzSIU8spSjUEgRDbmJB70kYwESqQDpVIRMIkI2GSWXTeDze4nEE0Rj6jI5BVGkXqsx1mhQr9Wp19RmzHpjrFl+1Wk0ajQadcYarS776Yyq0ag3ITQNokZjpjtqL9vmuqMWXKbV7iBKpTJFUUKWS83AuEqtVp0XWLVabaq0nK2Fzrd/77TmNmJW5oHQjNfbriuXp53ifJ9RqzWaTbwNyuU65ZJ6Y3Ol3CzDKw1VVXXFhnZXNV3uVZt3P1TbysAy5XKJSqW8AJzKM84pijLreXleaLU7qvlnFeeCaw68RBVggiCRzxfI5Qpt4GqbXcwVyKQFMhmBXFYkl82Ty4nk8yKCICNLZSqVGmONCdV5vXOXDz/8SIXXFy14/f7PgNcfZ5WNn3zE3btvc+vmOLWqTK0qEQi4yGYTBPxu9u7dzcpVS/H6bLy5Yhn/x1//P/zt3/0Dq1cvp6evi7/7x2/xP/2vf81f/O//J/v37Uav6WNkeJClS5dx6vRxhjR97DmwhxOnTnLt2mXcTgM+rx6fV4/TPoLbqSUathMJWfB79IS8Wky6TgJeI06bDqtlgFjMjslo5OGfPse/fOchfvLYz7l4rZOimEEUM3g8dvr7e3ht8es8/OhjnDt/lrDfgZCOIol5JCmPJAsUJQFJyiGIcUQxjiikEIUUhUIKSckiywKyIiJLAvl8kngsSDzmI+wzE/TpScTsJBNu4gkv6WSQdCJIMhEgmQyQSoZIJoMkEgEyyQj5dBwhl6RYzCAKKVKpKOl0lKKUQ5azKEoGSUwjCxmUYo5SSf3FUSsVqZaKlEsS4UiEcDhKOq2Cq1gQqdWqqruqlqnVKtTr1VlSITFWbzBWnxmOq7NzMx1O67d+OyTaS7bWNfNdV52amVRdQ6lUolCQKBZlSqUylUq57ZrKjOvb3Ue762h3J61Zz7ml1sKzbDOc1AJh94zZuHKNSqkt3F5gtq5cqU/Bq6VKuTUZ0piaFFFVZSaoWvBqh2aZclmZAth88Godt4A1U6V7uqqv0nzwEsUiglCYoXxeJJcTyOXEJrhmlouZtEAmnSebzZPL5cnlBPJ5ASFfQCooVMoqvG7evM077/yCDz/4iM8+/brwajqvf/3db/n1r79oBva/4O07NxhrlKlWiqTTYTLZEJGIG5fTiMOuw+sxYNAP0dFxmStXzjE0cAWLcZC9e3fx5oqVvPraq1zvvEguG6N/oJ8f/OgHbNi8gUsdHXznwYf55rd/zBM/fxa7y4BOdx2f24DfY8LrMhAJOQgFrLidOjqunmHbplU4rBr279nNG0tfwuUdJh5zcu70cXbv2MbGjRvYtHkj4YALqZAjGPCwfftmXn/jdZ5+9hkeeeQhNMPdKMUMclFAkgUEMU02l0QopMkXkiRTQZLpCEIuRamUp1RSIafIRUpKEamYI5eNkox6CPvNBNw64hEH2UwIWclRrcjUqyXqdYVKRaZcKiBLAoV8mmIugSRmEPJZHHYb8ViYaNhDJOQgmfCQTvnIZUOkYz7y6TBiLko+F0UUEpQkNXdUSiKxeBiDyUBeEKhWy5QUiVpNhVZL9Xpl1vG0w6nPE5hPvVZXQ/VyWQXMfGVbC1CVSmVBh9Re1iiKQrEoUSiqiyaqA3NudrNwKaQetwNNBUA7FOZmOu1h9XytAgsdq66rSnUqo2vMAN7UZ8/4jvm+txmil9QyrlYbo9FcT6xWH1fPl2dfrzqvdkDND6npVUZmSvlakFrIcc0HrpnwEshmxRnQSqcE0qk86VSOTCZHNpsnm8ur2ZcgURDb4HVjPnj99mvC619/x69//QW//PxTPvrwPd595xY3JmtUKyLFYpJUKkgk6iYcshHyW/A6Rwm4TYQCFkIBEwGPDr9LSyRgIxR0E/A78HtN+HwWXB4rFqsOh1OPw2VkYLCHzs6rdHVdIRiwYLMMEfRZCfntRIJ2IkEnbscobscoK1au4KmnnsJq0LNy6Qae+vlzGG2DxMImoiE94YABo6Efr89AJGQi4DXgsA/hdA5hsw4wauhmcPACdnsv8ZiFZMJBKuEjl45QTUmJDAAAIABJREFUyMeJhVwMDVzj7OmDnDi+j8sXTjKq7SefiVArFyjJAoqUR5ayFIQokhBGTPtIRmzkM35KSppKRaRSlVVVZKoVmUa9zHijynitQrUkUq+VSaVz7NpziIGhERRJIJ8KkEv7ScS9eL1WMqkIkphCKqQRxCQFMYVcTCMXMshSjqKUJ5KIkS8UKBRFJKlArVZqSoVYtTobZipUpOYKFO2Z0mx3NX9pNhNKC10zH7zUwdcaOPJUqTO7DGo/nn7f3Gtnwqv1XWVKpbnh9Fe1CsydnatQralOShQkkomseq9oLEk6ladQkKdgt1Dwrao05YSqlQaNxiS5vIRWZ+TK1esMDGopFlsl3mxIlZvl30xwtQD1HwGvhQBWKEjNEnF+t9WuaXjlyWZUZdJ50qk8qWSOVEptpk6ns6RTObIZFWCiKKPIFarVMSYnb/HOO+/ywQcf8umnn/HFgvD6t6+G1++azkuF113efefmNLwKSbKpEPGIh1DIit9twus04nEYcDlHcLlGcDtG8Dq0eJx6vC4jXrcBn0ePz6PH7zMRDjhUsAXMxKMOEjEnyaibWNBBIuoiEXURj7pIRJ3Eo04CPhM+j5ElS5fwzHPPYDcbeOWFpTz//GLsLiORgImAT8fhI7t5+ZUX8HpMpOJurIYBzp3eR1/PafzuIYJeDSGfBp97EI9zAK9jAI9tiGjQTDxiJxay4XXpsVuHsZgHMBoGMYwO4nEZKAoJdYYxEyWfC5PL+BCyPoSsl3TCjpD1U61kqNdEqtUCpbJAtVqgUhIpCGnEXBK5kKNelfH7/Ow9cJKlq7axdecBAj4vhWwUqZDEH/CwY9dOQuEgjUaVWk2hWitRqynUK0XqFYl6TaFcKxNLZfCH42RzOZSSTLVaolZVqFVL1KrlZjnWXkKqZZ4oikiSNOViWgCbXbq1g61VFs6+ZiHNDphV91WaM/hmu4t2SLW7tta1M0HWAlNlFuzub3ZtPuiUy2pvWyAYRqsz0Xm9j4uXOrlw8SqXLl3j2rUeenoHsFmdCEKRcrk6J0uafVyvNcjnJXr6Rli1ZjOPPfk8Dz38JPv2HaNSHmt+92xHVZ4XWveSJElNyQs6qfmc1Wy1wNWC13ywagGr9aguYZ4lk1GdVjqdI5nIkkxmSCazJOIZYtE00UiKZDJPPl+gUFRQyjXGxie5dftt3nvvAz755FN+9asv+M1v/oPg9c47N5icqFKtiBREFV6JiIdQs6QLeK0EfCa83lF8PgN+T1M+I36vqoBvlKBPT8hnIOgzEgqYCQQsBAIWQkEr4ZCNaNhGPOYkGXc15SSZcJJKuEnGXfgDFhwOPdGwg8sXz3Hq9AmCQRvRkBm7Y5hV69byyKM/w2rVEou4SEe96Ie7OHNyDxG/nrh/lGjAQDhgIBIwEvHpCXiNOGw6jh7dg9Np4sSJoxw9foRw1IfRomdopI943Eck5CAV95FO+EknfaSTHjJJN+mEnUzSQSblIpfxk0n7yaS85LMBimKEVNyDzTzCqK4XzXAXVoueAwcP8OxLi3l58SpeX7Yap8NOVckTDDg5evwYK9Zu4HpvH/VGjcZYRYVXvUSjKquqlZAUBacvgtMbJ5UWUErqYFfB1YRXpTKVf1WbMKtUpgdKqyycmyXNDcW/DrxmA6x9cLbg1AJRC1ytc/OVSi3oTYOqBZ3Z1ynNBfIWhtd8eVCpVCGXExgY1nDs5Fn2HTzO3gMn2XvgBHv3H2f/geMcPHyKQ0dOc+z4Gbp7BshkBBS5osKgeVO7LKv3A6otJHX0OhMbN+/kxVeW8fjTi3ji56/y9LNLOHzkLIl4DkWuNP/MMrIstbmnmX/3FpzuDa754dWCUgtg7cet0nA2tOZzW+3gaoFqGljZKaVSGRKJFPFYilgkRTSSJBpJEY1lSCbzZLMiQkFBUurUx25w69bb3G2u6fXvglcr8/r880/4sAmvifEK5VKebDpENOLE7zfhdutwOTV4nMO4HSO4HRrcbh0e5wgelw6fdxS/x0DQbyLgNxJsziRGQiYiETORsJ1I2Ek04iAatROL2UkmXCQTbtWNxR0kYo4myNxk0m7y2YCaC+WDZNN+0gkfybgTr1fPotcW8/BPHsVqGSIUshBwGvE6jej13URDZlIRG6mog3jcSSLmIBGxEo860Wp62bx5Ff393axctZpXX1tCT38vB48cZcPmTWh0g3RcO4/LbiSXCpOMeYhFXKSSPlJJL4mYk2zaRy7jJxlzEfDqiQRGiQSMxIJmEhEnyZiLoN+Mx23A67ViNOsZ0WoYHh5EzCeRxQR6fT/nL57n6OlzHD1xgqKUp14rUq/KVGsStWqBekWkXlNI5/L0jhjpHbZjMLvJ5SWqlRq1apl6tUytUqZWqTDWqDE+VmdsvK4G8o0G9Ua9LRBvz5rmB9lCYJpX1bk5VklRKJUUKuXylPuT5dYOSNIURKvVKuqCitIMh6WCTEFR5KZmg0pqgq39dXVFBBVUlTZItUlpSi6hlMqIQoHunj72HjrCjj0H2bh9H+u37GPDln1s2rafjVv2snHrXrbvOsiefcc4dOQkg0O65s3KJYpFCUlSKJWqVEoNioUyhlErK1duYNGSlSx6fS0vvraGl19bzauL1/DSC2+weuVGYpEUpVKlDV7N5b6lNjjJ0ixATUtdCrzQ3EmqSLEozXFShYKEWChOPZ+tFrS+ClzZbH5KKrSyUyVhKqVCK5lMk0ymicUSRKMJ4rE08ZjquuKJLMlkjkQySzavIEkNavWb3Lj5Dr/4xQd89NGn/PKXKrz+9V//HHjNmm387LOP+OD9d7hze4JGXUaWUmTTfkIhM273MDZLHxbTdSyGq5j0VzHqrmIc7cQ4ehWz8ToWUzc2cw92ax922wAOxxBu5zBelwafW4/fYyDgNRHymwn5TYQDZiJBG9GQnVTcRSrhIhVXnVii2cmejntIxb2kk26yKTfZpI9M0kPQP8qpk4c4cmgPPo+WUMhI2GckHnYQCllJxBxkk24ySQ/plIdM2ks25SEWttLXfY4DezcxPNjJ0cP72LN7G/19HXR0XuXMuZOMjg5z9fJZ3A4LQjZBPhMlnQqTiAdIJvwkYh6ScR/ZVIB03EM0aCYds5OOO0nHXKTjXlIxL8OD17l48SSBoIehkQF6+rrI51KI+ThCJkQiEcDldZFIp0gkI+TzMcR8lGI+TqGQRpKyKMUsUiFLTsjh8UdweSO43H5yeYFqpUq1UqZer9Jo1FEkmWQiQSgQIBgIEglHSacySJJCvaa2RqgwKrdpdhf3/Wmq1CtPZ1zlcmmqXKxWa+TzAiaTmc7r1zl37hynTp3iwoWLdHV1M6o3EA3HmgF4s2QqKZTKpWaOpTQHpdSExLQ7UR1K6SuluhB5+r2SKkkqUVKqWKwO3tp3iC2797N2825WbdjF8jXbWLl2O1t3HmTP/lPsPXiSnXsOsfOtg+zZe5Tjx88TjaSQ5TLlUplSqUo0mkKvt3Do0CmWLFnF08+8ymNPLeKnT77MTx57gR8/+gw/euhJnnrieY4fPU0+V1BBMwWk4gw4yZKEVJSQikWkojS9CGVxGlzt+xksCCahKbG4IKwWyrja3VY6nW1zXFlSyayabyVVcCUSKeLxJJFIjGg0TiSSJBpJ4g9ECYcThCNJEoksmWyRQrFGpTrJ5I23effdaXj9+tcqvP7wh/sM7NVloP+V3/3uN3zxxefNZaDvcOtGnWpFQMxHiMcc+H167NZ+zKOd6LQXGRk+j2b4NMODpxgZOsPw0Gm0I+fQas6j117EoLuCUX8V02gHFuN1rJZubNYeHPZ+nPZBXI4hXM5BnI4BPK5h/G4d4YCBeNhMPGIlGXOobizhJtWCT8pLJuUhk/SQSboI+XXEwkbSCRuJqJlE1EQyZiURsRILm0knHGSSLhV4KQ/ZtKp00oPJ0MuVS8cwG/s5e+oARw/twqDrp/PqKS6eO4xpdICrl05iNWnJJMMkYwEiQTeJqJ9oyE0q7ieTDJJNhchnwmQSXvIZP/lsgHwmhJCNkE2FMehH6Oi8hslqY/e+A2zcsoVg0INcTCMV0rhcHg4ePorVaiabiyPLaaRCkpKUQSpmEfLq0tHpVIxcNklByFMsCIhiFrGQRZJEKmXVAYzqTZw9c4FDB49xcP8R9u89zKGDxzh54hyXL3YwMqQjGAgjy3LTDZXa4PXna6o8LE07rVJJQVYUKtU6gWCYAwePsGr1OpYuW8EbS5ez7M0VrFq9jo0bt7B9224OHzjGQP8QgiBSLpeR5SKyIk2Vda3BWCxOl0PTwXNpxnP1NWmGm5kBBFlGKspIRQWluT7VhUvX2LpjD+u27GHF2p0sXbGFJUvXs37TLg4fO8fhY+c5fe4qBw4fZ/vufezceYC33jqKftSGJJdxutwMDGnYu/8o6zftYtGSVbz06nJefnUlL7+6mmdeeINFr69m3+GT7Nl3mGNHTpFOZZBleWondNVJSW0uSpUkFiiK6qq56r4Fhea/R+u4tbKuuoLIbEB9HXjNCeTb4NUqDVWnlSGZSJNIJEkkkk1wxQmFooRCUQLBGKFwgmAoSTicIhRKEo/nSWWLiMUqleokE5Nv88677/PhR5/y+deF19RihF98zieffMDdJrxqFZGiGCcZ9xDyG3Hbh7GYuhnVdaAbuYRGcwHN0Dl0IxfQDl9Ap7mIbuQiupHLjGouM6q9ikHXgUHXgXG0A5OxE7PpOmZTV/OxE4upA6u5E4elG7e9F797gIB3mKBPRzAwqrqpiIVo3E4i7iKZbEHMSyQ4SjSkJx4xNMFlJhkzkYiZCAf0REMm4hELiZiNZMJOKukk1czTxHyIohhBzIcR85Ep4GSSPuJRJ6mEl6BPXZlCzEXJJIOk4l4yKX9zYsFNJqk2tiaiHrLpAEUxSlGMUhCjFIU4QjZCIuqjKGaIxcIcPX6Uax2XiUa8lOUMuUwEs8XGwYPHMBhMFApZSqUcipSiVlZnObOZBLFokFw2iShkKBZySEWBQlGgIOaRZQkhX+D8ucusW7OZFW+uY9nSNSx9YxXL3ljD8jfXs2b1ZjZv2sXOHXs5sP8wV65cIxQKU6vVFpzxmy+/mn3tQtP6pXKFZCrD9h27eHnR6zz/0qs889zLPPPsSzz3/Cu8suh1lr25mjVrNjTX/t/O1WudiMUC8lRpWJqT00yDTJ6R47RLhdR0RjS33JIoFhSSiQyZjMihw8fZvGUXq9dvZ+Wa7by5chur1+5i+65D7Dt4ikNHz3P67DXOXrjG+YsdnDt7jZMnL9PdPUw4kuTYyXOsWL2BRUtW8MIrb/LY04v40aNP8+BDj/PwT5/hp4+/wJPPvMrGrXuQ5CrVcqPppMQ5sGqXuk+BSEEUEadUaMKn0Hau/fz9Oat2UN0LWu0ZVzqdnSoNW2q5rVgsSTgUJ+CP4vOE8HiCuD1BPP4IXm8YjyeC358gEsmQSAnkRYVydZyJyTv/kfD6JZ9++iHvvfc2t2+NUa8VkYpJ0skA0ZAdn1uP0zqI3dKH1diL2dCDSd+JafQ6Bl0nxuZzs6ELs6Ebs6EXq7Efi6EPi7Efi3kQq3kQq3kAu7kfu7kPu7kXi+E6VmMXVmMXdksPDmsPbkc/Xs8wAb+WoH+UcMBELGwhHraSiFhIRsxEg3qioVFiYSPJmIV03EkqZicVt5GIWogEjUSCBqIhI9GwkUjISDRiJp1UczQhF0TIBRHzYQpCpKkoUiGGVIiiSHGkQpSCEKYghCmKEYpipPl6rAmrGAVBnY0sFuNt56MU8hHScS9FIUYmFcJq1RMOe8imgpSlFEIuSjwe5cqVq3i9XqoVGVnOIMtpSop6w7giC0jFHKKQRpYEFFmkpBSQpQJSUUSWZa5cuc7i15bx4ouv8eRTL/DYY8/x2M+e4/HHXuDZZxbx0ktLWLzkTVasXMe6tZtYv24Tu3fvwev10Wg0KJdVx9TeZ7QQoGZ3eM/u9FZKJSq1OleudvDc8y/y+M+f5eGfPclDjz7OTx59nJ/89HEefexJnn7uRV5ctJhXX1/GmyvXsHXbTsxWG0VJRhBmTs0LQmHOgJyvRGo5kjkQaFOxWCQYiHDq5HmMRjvHjp9h5+797N57mN17j7Npy362bDvIrj1H2b33BAcOn+XIsXMcPnKWQ4fPNLf8O8+BAyc5c+4qazbs4GdPvcSPHn2GBx95mu/95Cm+99CTbNqxj3OXO3lz1WZ+/MgzPPfSUrp6hslmC/PAR1T36BSEGceiKKr7eAoCgiggiq2///TrgqA2gar/Vu3PF5baODp3FnE2tOa6LRVY7dCKRhLT4PKGcToCOB0BHA4/dnsAp8OPyxXG640TCiSJJwRyokK5MjYFr4/uCa97ZF7Tuwf9ppl5qatKvH1ngvGxEmUlRz4XJZHwEQ7Y8bpH8Th1eJwaHLYRHLZBnLZhbJZB7NYh7NYhnPaRKbkcWlx2DS6HDpdDj8uhx+3U4nbq8Dp1uGwjOCyDuB0avK5RnA4txtEB+nuvcuXyGc6fPcbZU0e4eO4kXVcvMth7DaOuB5dtEI9rEJ93kIBviKB/hEjQQCRoIRoyE49aSMaspON20kk7qaSddMpOOuUkl/E0oRVCyAWmACYKYcR8CDEfmgKWqlBTQYpiqAm0FsjU59lMgEwmQD4bRMiFEHJB8pkAYjaElA8hi1EkKYEkxZHEKEohgSJlUJQ8uXySQjGDouSQ5QySlEaWckhFFWDFguq4SkqBklKgXCpSLhVR5AJer5c33ljOE48/zY9//Ajf/d6P+PZ3HuQ7D/yQ737vx/zwR4/y6E+f5Iknn+WZZ1/klZcXs/i1pSx+7Q22bdtBNpejWq3Mgde92hpKpbntD63epnKlRjYnsGHjZh756WP84KGf8MAPfsi3v/d9/uWB7/LP/+PbPPDgD3jwxw/x8M+e4KdP/JxnX3iZFSvXcubsBZKpzNTAymRyUwNrPoC1q91xiKIaYM+cSRNVKOYKnDt3ibVrN3Po0AmOHz/LgUPH2bPvCDt2HmL1mh0sX7mV1et2sG7TXrbtPMTeAyfYd+A0u3YfZ9uOQ7y5YiPPvbCEl19bwdMvLeWHjz7DAz9+gu889Djff+Tn/OTxFzlxroODJ8/zzMvLePiJl3j0iZd48plXGNYaKEhKEzL5KWjl8/kZx4IgkBfarpnn9fb3za+F4TVbC4Gr5bgSiVQzjI8TicQIh6MEg2EC/gg+bxiPJ4TbHcbpDOJwBLDZfNhsfpxOFV5+f5xweNp5lSpjTEzevg/n9VXwat+A4/NP+PCDu7zztjrbWCkLiPk4qYSfSMRJ0G9prgShxeXQ4HZqcDu1TVBpmue0uJ1avG69utKDp9XzpcPv1RPwjRLwGwj61XaKUMCC1aLh0sXT7Ny5g5Ur1rD4tTd5+aU3eO75V3n2hdd4edEylixZxYqV61i/YRP79u3hytVTGMwdWC1XcNo7CPqGiQYNRIOqG4tHzKqiFmJRM7GoVb2lJ66WjumkZ0rZtG9q9nC2VLi1pIKt9dhyY2I+1HRzIYRcaMrZSWIEpRBBKcSQilFkKYZSiFEqpChJ/z9r7xnd5plf+36+yYmLCkl1ib33XgGCAEmAYG/qXaK6SFWqUb0Xy7JG1ZKLrEaxoxK9EuxUsad4cpOMneScTOIk92Zykkxm/e6HF4BISZ5ZM+d+2AsvXoD08tLCj3vv5/88GGR83CNsEXo+xPPnQ7x6Nczz50OMjw0xPj7oh9j42KDXdY14ISYMvn5+/zMUCiUiUSEZmdmkpqWTmJxCYlIqySkZpKVnk5snRlwoo7hEQZmikoryGqoq66mtaeDmzdveYvtNEP1+eL05hyWA62seP2mnadMW6uobERUWke0FVkp6BokpqaSkptO4eClbtu2g9WAbu/e0smfvAfbuPci+fYcwGq0YDBZcrgF/ZPF4hvwObHLU+XH5nNhrePmdyeAIN27cZfuOfaxfv40DB45y9Ngp2o6e4sCBE2zduo9Nm/ewbcc+drQcYt+B47Qdv0DLnmOsWttMTeM65BWLUVYtRV61hKKyevJkFeQUKcmVlVMor0FcXENeUTk5YgU5hWVI5FVU1S9j195D6PrNDA+PTYHMFCANDTE8OPTu138EeG9qcHDQK2GLjs+NvQtaPzYG4XNck+Oh1WrHbLZiMgnb1ExGK4Z+KzovuNRqI30qPX0qPb19Onr79KjVBr/zMpvdU+D1i1/+Nd99//eT4PXv/MefDC//qIQwYf/Lb4Uh1dFhAV5WiwqToQu9RjhtVKN6hFb9CK36sR9aWvVjL7SeoNc+pV/X7p35asfQ/xRj/1NMxg6Mxi5M5l7MVjU3b1xnU9NWKqvqKZFXUSqvRVZcjbS4CmlJFcWKWhQVS6iuXU394nUsX9HE+g3b2L69hba2Vu7dO49Ocw+r4REOUwdOcxdOazduRy9uh4oBp4YBlxq3U82AS4PHrWPQV6575YuQPifmu+973+DA6+ced/9bPz/kMTA6ZPJ2aEKPNjJsZmTYxOiQkZFhM8Ne2I0PW3k+4mLI7UCn0dDd2c2TR0941t5Of7+G8YkRXrwcZ+L5EBMTgzyfGGJ8bJCxUY/3cZCXL8YYGR7mQOtBiovlZGRkE5+YQHRsNFExUURFxxAdE09sXBKJSWmkpWeTnV1AQUEhYpGEQrEMSWExLc17GB4a5fnzl/4C+W1H9fbQ5NQifFzYJvPya6pr6klNy6S6po6qmjrKlJVIiooRF0qRK8qRK8rZunUHZ85c4NKFjzhz+gJXLl/j+LHT7NndypPHHezff4gHDx5OGYp8M/K81ru6nDc0PCp8SD2DjI49x2RycujQSZo2NdN6oI2jx09z9NhpDhw4wY4drWzZspvt2/eys7mVPa1H2bx9L7WN61FWr6aseiWy8gYKvTGxqKwOsbyagpJKCuU1FJbWIimtQyyrRlHRyPbm/Zy7+BFPO7pwugYYGRkVNiy/ARs/fDyDDHsG3wLS8KCg12Dyyg8rz9uvTYHYMAMDQwwMDL0jIr7ttt6Mina70xsVHVgsNiwWOxazA6PBhk5rRq02oVL109urpU+lo0/VL8BLo/fCyzbFeb189XN+8cu/4rvv/57/9Q//xL/4vv7sj4GXb1Ti9ZzX6+1BPniNjThxuQTnZTJ2+YdTterHXlg99UPLByyDV8b+DoyGToyGDoyGDkzGTozGLgzGHmy2fq58dAmlshqRSE5urozsnCJy8mRkZReSlV1Ibn4R4sJSZLJKysoaqKxYSm3NCpYsXseK5RtYvXoDu3dtp+vZp9iMT7EZ23FYurzFvMq74qgSoOXSCm7K0+8Hli8mjnjBM9lNve7BfDJ7XZf5jVhpZnTIq0nRc9gnb4wcHjIwMmRgZMjMgNNGb1cfPZ0azEY3fb16vvzyEa2tB7h27RoOh42JiUHGx4VxiYlxDxPjQ/z0m+d8+4tvePXqJVs2byU5JZ3iYgVJyalERkUTHhFBaHg4oeHhhIVHEhYeTUxsAjGxCUTHJpCYlEpqaiaJiWkkJ6ezdOlKVCotGo3OP4M1ZRjyuVdvAMvXJ42MjDA+JsDL4XCSlZNDUnIqkiIZ25tbaNq8nRUr1lBVXc/adU2UK2tYs3oD+/YcZO+eA+zbc5CDB9o4cvg4bUdO8PHV6xw8eIQjR44KX93mGfID7F0xZ3BwyB8Jha5seJLbGPY/93gGGRocok+l4cCho2zctJPWg8doazvJkaMnOXz0JAcOnmD37iNs3bqXbdv20rLrENubW1myoonymlWUlC+jtGIZpVXLKJTXISqpRqKopUhZh0RZh1RZj7SsAZmigRVrtvHFVx0MDApRdnRkhMFBD56BATweDx7Pu2HjGfAwOOBh8M3XPV75rz1+ed649mtQeJ/HOwkvjDsI8nh881oDfrlcblwubxnvdHtXE6eCS4CXFbPJhtlkp19vQaM2olIZ6OvT09Or8TovPT29WlRqHWq1CV2/BYvFicM1zLAPXt/+Fd999/f8wz/8ox9ef1Rs9MPLu7fx3fCye+GlxmTqwtjfiU7Xjl7zFK36CTpNOzqNz2EJMuqeYdQ/E8Bl6sJo8j12YzR1Y7GqefDVZ5SWKkhNzSYxKZ3YuGRi45KJj08lMTGd5KQsUtNyycgsIDe3CJGoBIlEgVSmpLS0kvLyWiqr6qipqeN42z4s/U+wmR7jdPRgt6txu7W4nSpcThUDLi0el46BgX48b7itqfCyTCnvx0as/msBbK/h9i6Nj1qnXo9aGR21Mj5qZWLMzMS4leERJ48eP+PQwdNcu3qXGzc+o7Nby6WPrrNmfRPrN27ixPETOJ1Wxp8PM/FcON3i1asJnj59QltbGytXrSY+MZmFwaFkZGaTnpFFaFgEwSFhLAoJY8HCYBYsDGZRcCgLF4WwcFEI+aJCKqvqqKyqIzungMjIGEpK5FRX1yKVynj8+DEvX758PVbgg5V3eNI3KyVs+XnuLcGFeDYx8YLOrk7yxflk5+aQlJzM2vUbWLVuI8tWrqG4VMnGpq1UVNaydOlqWlr2s6tlP3t2H2DP7lYOHmjj6NGTXL78Efv2tbJy5WqMRvMUhzAZXIJDEEAglNevo5TvA++79nihMDw4RGdXNztbdrNq9Qaad+7l8MGjtOzaS+uhoxw4eIxduw7TtHEPmzftY92GZuoXr0NRuQyZcjFF8nqK5PXIyhdTVNaAuLQGsaIWaXkjssrFSCsakZUvpli5mMraVezZfxSD0SqAwi18IbAAFR9wJkHrDfAMvANwHt/7BjwMugcYdA/gcQ8Iv9c9gGdAuB4YGGDA4xEe3W4GvO9xu91vyeVy4XI5cblcOJ1Or1w47G7sdpcfWlarfUrfZTZZMRqs6LRG1Kp+1Kp++lR6unu09PUJsbGnVys4L40Rg9GCxeLA5RpmZPg5L1/+nG998Ppfk+H1n38EvH73Dnj9+u/5/nvMrztbAAAgAElEQVRhY/Y3X48xNmrH4+rHbunFZPTB6yn6SfFQp/FFxHYBXvpnmPo7MBk6MXrdlsnYjcnUg9nci82mZdfuncTHJRMdnUB4RCyhYVGEhUcTHhFDRGQsYeExhIRGERIaSVR0gj/+ZGblkZ6RQ36BBJFYhqSomIa6Sp49uou5/xn79m1j9ZolfHrvGp6BftxOjX+8wjPg67XejIsmv3zRz1fKC7L+Xmj5YPWmJsNrfNTKy5eDfPXoK9Zu2EJt/Qqqa5dRUbOYNRu2sGLNBpatWsumbTvZtr2Zz7/4ErvDia6/H7vDydlz58nKzqNAJGFRcCgLFgYzd94CIqNiyMjMJjevgNS0DGLjEoiMiiE8Ioqw8Eji4hNJTkmjpFRBTW0jNbWNyIoVpKVnUVAgJjs7F6lUxr59+/xbel5vpBYGToeHR/0F+vi4ADD/Kp7XhQ0Nedi+YxvFpTLKqypYs249S1euoa5xOZk5+axbv4mSUiXVNQ3s2LmHluZ9tDTvY8f2XWzdspNt25o5d+4Cx46dYPXqtWg0urfijE++YUmPx/N7ex8/DAYGGHAPMDw8yq1bn7JhwxYunP+I06fOs3dfKwcPHeXQoRO0NB9m9ertNC7eQFn5UkqUjUjL6v0xsVBeS6G8FlFJNfmyCvJLqihU1nvhtRhJWQMyZSPS0hrqG1ZgMFq8DkeAhQ9i/yfy+GA1CV4+vQtQb8NqqnzQcjgcXnnhZXvddQlR0Ta1rDeY0GoMqPr0qPr09PXp6OpSC19I45Vao0ejNU2F18hzXr0S4PX9W87rT4bXv/Gv//oDv/7H/8nf/t2v+Ku/+gU///lLvv56hLFRBw6HFpOxB2N/F3pvj9Wve4qxv+M1tLzAMpu6MRu7sJi6verBYu7FbOnBauvDbFbR0FhL8KJwgoPDmb8gmLnzFjJ/QTDz5i9iUXA4UdHxJCalkZsnIr9AQmpaFhGRsaRn5BATl0hKWhYZmblkZ+eRk53FwQO7MRs1FEpEhEeGs2x5A3a7DrdT5x9wHRzQMuSNjZMj42RwTQbS1BEJ61vOavK9d8FrfNTK2JiF8TELLyac2O0mtu5opqyqkdKyWkrLa5BX1lJaVUtJZQ0VdYuprFtM4/LVtLYe4YvPH/Kso4uf/OQmqSnp3Lx5l54eDSJxEQsXhRASGk5oWAShYRGkpWeSm1dAdm4uObm5ZGXlkJmVQ2FhEWVlldTVL6Fx8XKWLF3JypVrWb1qHU1Nm1m7dj2HDh2hvr4et9vtdV7Cdhu73Ul3dy+PHj7lqweP+fKLhzx92oHd7vR+c/cI4+NjjI2N8uLFOG1HD7Fm7Wq2bN3M+g0bWbd+M8tXrkUqLWVT0zbKFJXU1jayb+9B9uw+wK5drezcsZvNm7bTtHErV65cRaXSoNcbsNkcU+aKfD2Mr8z3eAZ/NH5NcSweLzwGBnC5B2lu2cuhQ0fpeNaFSqXh8pWP2d96mAMHj9PcfJiVq7dRXrUCaWkdIlk1BSVViOU1FJQK14WlNYiKq8iXVZBXXElecSViRS0SpQC5vKJyCgrLOHP2EgOeIZzO16Bwu336/ZD5MRhNhteAyy1oEsDcLjdup8v/2u+D12Ro2e127Hb7H4SXyWTBYDDR329Erzeg9X6DlqpPR1+vlt7uqfBSqXVotCb6DeY34PVTfvnLv+J77zn2/7/A61/+5Z/4/vtf8fLVC6xWE52dT/j8izs8fPQZGk03DpsOs7kPnfYpPV0P6OsRRiP6eh74DxP0F/aaJ3431t//DIOxE5tdjdXah9HUS0Wlgjmz5zN79nyCZs1m1uy5zJu/kMCg2UTHxFNeUYOkqISGxmXU1i0hN09MXHwyqWlZhEfEEhkTT3xiKklJaURHx5OXl8+evXvJzs4jKjqWjMw0urseCZun/wC8fG7r90XBPwSqiTGbX5PvjY/beD5u5cVzFzdv36C8uhGRrJycwmLyZSWISxRIFOUoauqpWbKcirrFyMtrKK9qYMmK9ew/dJycAilrNmxBrbPwyU/ukS+SEBUdS1h4JPMXLGL2nHmEhIYTFR1LQmIC6ZkZiMUSZLISlMoKlMoqqmsaqPOOS6xds5HNm7axY0cz69ZtoLX1IBKJBJ1Ox/i4sGm341k3167d4NLlj7l86RqXLn7MxQtXuXzpY27f/hSL2eKF1yjj46NMjI9w984N7ty9xeXLF1m3fj2LG5ezauU65CVKmjZuoaxUSbmigsOtbQK8WvbTuv8we/ccYOuWndy5cw+TyfLWQKQPXr5HoQ/7w/DyOS+3283g4BBP27tYuWo97e1daLU6NBodbUdPsrN5L62tx9je3Epd41pk8lryC8vJFZeRW6Qkv6SSPFklBcWViEuqEZdUIyquoqCkClFpNaLSKnIlCkqUdTRt3cPGpp1oNQZvh+SLY25vRHO+0wFN1rug43a7cblduF2T4OSVy/celwu304XL4cTlfPd/Z6rLckyBl81mF7otq1OQzf7WeMRrcOnRqPtRq/T09Wr98Ort1dLdq6WrW02fSodKbfA7L4fLw8jIOK9e/ZRvf/l/8913wjn2/zoFXr/940+V+Jd/+Wd+9Td/xeDgAN1dndy8cZ1jx46wedN6li9tZO2a5Xx06Qx6VQcalbDC2K97jF77BI3qMXrNE6Go1z8TTpfQv+7ADIYOenq+4tSpAzx8+CkOp4GqKiWzZ88lMGgOMwNnERA4m+kzAnj/g2nMmj2PqOh4b5yMZuGicBYuCmNRcATBIRGER8SSkpaFRFpKZUUtdbVLWLOuiWUr1hAaFsW8eQuIjo7g4Vd3GPIYhMjo1jPojY2Tuy5fCf92VHy3w/pD8Jp6z87EmJ3n41Ymxhzs37+HjGwxmflSsgoKyfQqWyQhr1BGrkiKqKiUEmU1yrplNK5uIjlHQlRyNjc/e8IXT1Tc/OwJS5atItTruuYvWMTCRSEsCg4lNCycsLBw4uLiSE1NIyU1HbFIgry0nNqaRpYuWcnSJStZvmw1y5etYtmyFaxevZbjx05w+/ZtBgYGGB+f4FlnDydPn+fI0VMcPnaKo8fO0HbsNCdOnuPk6QucOXeJz798iNsziNlqweNxMzY6LJw6O+jm0cOv2LixiRKZgs1N29iyeTsHWg+xZsUaljeu4OTR07QdOsGB/UdoO3KC48dO8+DLx/QbTJgtVsxmKxaLDZvNgd3unAKv1wAb8PdIU2LVpKjo/9C6XQx4hmg7eoq9ew/jcLixWsw8ffqMHc172Ly5mb3721i8YgOFxRXkSxTkikrJFcnJKVSQIykjr0hJYWk1RYpaJPJaihR1FMnrkCpqKS6rYdO2Fj69/yVO5yAWiwOnw4XdbsNut+FwCM9dDidOhx2nwzkJau/WZNhMuXY6cTtdfrlcLpyTXnM5XsvpdOJ4B6wmA0uAlg2r1eqVHYvFgcX8Glomk+UdrkuPRi24rt4eLb09Wro7VXR3q+nqUtHR2Udvn7DyqNWZMJntOBwehobHePnqGy+8/vb/FF6/5Te/+Te+//47Xr18icvpQKdV8/n9T7l66SJ7W3ayYmkj8iIJGcmJrF21mEcP7wqw0j/BoG9Hr32KUd+BuV84m95o7sZk6vJHR5tNxYMHd0hJiWft2tU8bX+MVCYlIDCQadMDmT5jFtNnBDFjZhDTZwQSEDiHoFnzmTc/mJDQKGJiE8nIzCU3T0yZsoo1azeyZVsL27fvYnPTNjZs2MryVRtYvno9Wdl5ZKRnIMrPQdX7GI9bL7gutx7PQD+eSc7r9Yqhxeu8pkLqXaCafM8HrLERC8/H7Twft7/lvCZGHTwftzM6bGbVqmWkZeaTnS8lV1xEbqGU7AIJOQUS8sQy8gtlFBQWIy1VUtu4DHlFDQtCIzl49BSP2nt5+LSH9i4tt27fY8nS5f6iPiQ0nJDQcBYFhxIeHkFSUhIZGZnk5RagkJezuHE5q1etZ/26Taxbu4k1qzeydesOzp+/wPXrN7hx4xbDw8PeIn6cK1ev0XrkGC37DrJ993527zvE3tYjHDh8nENtJzl+6jznLl7l088f0N7RgdvtZnhokImRIVx2G3arjZ07dlIgKqSpaQsHDx7i0qUrtB05Ttvh49z45DY3P7nDtY9ucPWj61z96Dr37z1Apzdg8v6FN5ksWK2CE/BNdjscrinw+rFex/eB97kMl9uFWqdnzdpN3L37JZ6BQcxGAzt2NlPfuJya+uVU1y9DUlyOSConT1xMnlhGXmEpuYVycgvliGTlSMtqKaloQKasQ1ZWh6KsEYWyjqPHz2G2OHA53TisNpw2B3aLHZvVgs1u8ULCicNm9wLNPhUkXpg4HA4cdsdbrztdkyDlcOK0O6YAyi+HE5fdgdvuwGl//bveBNXbsmKxWLyyYTbbMBmtfnD5Oq7+fiM6fT86Xf8UcPV0a+jp0tD1rI+uThWdnX0/Dq+h1/D63u+8/vVPd14//PADf/3Xf83PfvpTfvrqJRPDg1h0ah7eu8OpQ60c2L6VnevXIBMVkJIYzccfncPU/wyD/olw/I3uGSb9Myz9z7Aau7BauoXD/sw92Cy9aLXtVFcrCQycTWRkPAUiCWnpWUTHxBMcEkFoeBRR0XHExSeRnJJBVnY++QUSCiUyFGUV/qJZUlRCSamS5SvWUlu3BGVZFWVlVZSV1yBX1tC4bCU7du7k4VdfoOp+yoBT7y3shfkuz0A/noGpsdEHr8muywef0WHzW+7qzYj4++A1PmpjYtTJ+JiN58+dfPnVfWSlSrLzpWQXFJIrllIgKUYsLUUkKSGvQEahVE5FTT2LlywhMiKc82dOMzE6zKBnAM+AEB2Ghj0Mjw5x+MgRYmLjCAuLJCwsgpDgUOJiY0hPTyM/N48icRHl8nIa6peycsVatmzeQfPO3bS07OHEiVN8+eVX3L//Obdu3cHYr2diYhyjycyxk2fYufcATdtbaNq2ix0t+2je3UrLngPs2X+YI8dO03b8DJevXsdqdzA0OMzQwCBfv3jOxNgoJpORHTt2kJNfwIrVa9mz7wBnL1zmyNFTHDp8jE8+ucXNm3e5ffs+N2/e5+aNOxw5cgyd3oDVasPldE867E6Qw+7CbhNcmG+18V19jgAsAVpOpwOHw47T5eTyR1fZ2LQFg8GM2zXIzRu3KS1VUlZeQ2lZNWKpHLFMQY6oSPiDIioiT1RMTkEJeWI50pJqSsobUFQvoaSigSJ5DeUVS9i2bS9qTT9WqwOrxYLVbMZqMmM1W7BZLNisVmxWGzarHZvVit1mfQsodpsANJvdju0dcPOByWF34LDbcXrhJDg5AVIC+Ow4bYIcNjt226Tf/Raw7NisdiwWq1cWLBazdzVRgJfJZPaDS683oNP1C45L8zou9vYK8Ort1nidl4aubjWdXaqp8DJ54TUyxouXX/OLb/9SOAr6H37Nv/yp8PrP//xP/vEf/5G/+Zu/4S+//ZafvXzOuNuJQ6dG9fALHl6/yqdnT3HtUCs71qwkNSGO9atXeM/teoKpvwOj9hlWQxcOixqzoQetuh2tuh2ToQeHXYfdrmXtmqWEhoQyc+YcZgTOISY+mfT0HGJjE4mIiiY6Jo6IyBjvqmMM0TEJREbFEhuXSFp6NvkFEmJiEwkLj0ZRVkm5shqFXBh8LFVWoayspbFxKTt3bufBg3vYLVoGXHpv36XB49YKJz8MTJ3zmjwe8WPwmhiz+cHke/1NgL1Lz8ftTIw6mRh3MjRi5/rN65Qoq8guKCJHVESBpASxtBRxUQliSQkiiRyJrIy6xcu58tEVTp86httm5puJEV6MeZgY8zA2Mcj4hIdXX0/w8OEDsjKzCA+PJDwsktCQUEIWLSIuOprM1DQKcvIR54kpLhLi9coVa9nUtJXm5l20tR3j8eOnPHjwkFu376DXqvAMuDh3/iLNew6wc3cr23ftZ+OWnWza2szmbS3s2nuQtmNnaDt+hhOnL3D56nU0Wp0wSDk0wP37t7j/2U2OnzxCfWMtOfn5lFfXsGVHCyfPX2LfgTa2Ne/m/MUrXPvkBjdvfcrVq5+gUvWxb99ePvvsC+x2G06HY0oEHBwcEpyXzeu8nANT3NfUpf7JJbTwwbVYLNy5c5dnz9qx222YTTZ27NiNXFGForwGeUUNUnk5+ZJiMnJFZOaJyS6QkJ1fRE5BCYWyCkqV9ZRWNlJa2YisvF6IkCXV7N57EIPRjNFoxGwWHKPZZMZiMmM1WbCbrdjNVmwWr96AidUq3LN54TW5PLc7vNc+J+WFkg9eTrtDcHm+n7FNlc1qxTolEr6OhlarMGhqNvuioRmTaRK8TNapjkvXj0ajQ6vRo9Ho/EV9b4+G3h4NPd0aOjt66epS090jAGwyvMzmN+D1i7/kV999z//yw+s3fzy8/uu//pMffviBX/3N3/Dtz3/O89ERHMZ+VE8f8/j2TW6dOc2Fffs4tHkDe5vWkZmYQJWiGL3mKcb+J1itfdgsfahVnZw+c4aNGzeycuVKVq1ZzbYd2zl+8jgPHn6GxaLhs89usCh4Lv/jvfcImDWH2bPnExA4m2nTZzBjZiABgbP8j+ERUURECiMUqWlZiAtlpGfkEBoWRZG0lMrKGsrKylEoKyirrKa8spb9+w5w6eJ57t+7iVHfjdvhPUbH67wmT8u/3vbzesVx6pCqeQq8fl9snNx3TY2Ndp6P2RkbsnPo0H4ysvPJFZUiLlEiK6+gWFmNTFGBpLgMiUyBrLQCRXk11Q2NXP/JdZx2M+Z+NS9GB5gYEY7RGRsbYHx8EJfTyqpVK4iKivKvOgYHh7Bg/gJCQkIID4sgLjaejPQsRKJCxOIiypXV1NctZsmSZezY0YxaraGjo5O7d+6i6uvGZrNx+sx5mnftZ9PWZtZu3Mqmrc3s3LWfva1HOHbyHCdOX6Dt+BnOnL/CuUtXefy4g8HBYRxOK9k5KaSlx5OSlkBoeDgxCfEkpKSQXyhh5dr1rF6/gdXrN7J7XytHj52m7egprl//BKfTRm9PD6peNVaLSQDYlMLZOzBpdeKwC/FRGKoU5pReg0sAlg8MdodTGLcY8DA0NMzAgFCg9/ZpWL5yPaVl1ZSUVVJYrCArv5D0nAKy8gvJEQl/XHIKpIiKlMjkNcjLGygpr6e4rA6pooZCWSVFxRW0HTuNyWShX6/H0K/H0C+cpWY2mDAbTVi8spotfvkimtXqe3wTLoIEx2bDbp0KJbvVNlU+6E2+Z7EJ8HqnvOdumW1T4OWL6z5oTQaX4Lh0qFQar9T09arp7VHT062hu0tNx7NeujpVdHcJ8hX2/QYzZm9hPzT04/D6jz8FXv/8ww9896tf8e3Pfobbbqero53b1z/h2rlztO1sYUV1NZUSCcsrKlDm57F+cQ1mvTAm8eCLOzx79iUbmzYRn5RDdFw6sfEZxCVmkpolIq+wBLmyghMnDuNy6Tl77hDpGcnMX7CAuXPnMjNgJu+9/z4fTJtOQOAsZgYEMTMgiJDQcGLjkggNi/bDS1woIzomgbx8MRWVtZQpq5ArylFWVKIsr+Taxx9jtxpQ9bWj03QIRze7fLFR74WXcZLrMk8ZVn3zBAnf9WRo/b6xiLeLfQsToxaGhyzs2d0s/H8UKZEqqimuqKWkrI4SZS0lyipkigpKldXIy6vY3drKs2dPsJr76df0MD7kZGLExfioi7HRAV6+GOPkiTaCggKJiIj0d17zFyxiwcJgQkLCCA4JIyIiirSMTPILxOTk5lMsU6BQVFBeXsmqVWvo7e1Fq9Hw2f17PHnyGLvDybVrP2HvvoPs2LmHTVsEcO0/2MbeA0c4fOwUbSdOc+zUWc5cvMKNO/dQqbXY7S6edXSSkppCZFQkwSFhLFwUSlhkJGFRkSwMDSE4PIKYhEQSUlJJycggMyuXqspqzCY9YyMjjAwN4nEP43JYcTntOJ0OXC6Hf3XO4XBis9qxWm3Yp0Qqb6xyOrDbrVitAgxcLjdGk5WLl6569y8e59GjJ3T3qtm5q5WahpXIyxvIKywhM6+QtOx8MnJF5IiKyBVLySuUkiOWkS9VIlXUIFPWUaKso6SsjqKSKmoaVlHXuIpbdz9Hp+9Hr9Oi12nQaTX06/UY+w1TZDFZsJqtWExmzEYBbGaz2Q8ys9k85bnFYsFqsWCz2F67th+R3WrDbnv7fVbLa2BN/r1CTPQOnE7qtXyaHBN9jkuj0aFWa+nrU9PXp6a3V0VPbx893Wq6u1R0dfbR2dFLT7eanm41vT0a1Codao2RfoMZ05vweis2/gnw+u1//Rf//MMP/O133/GXP/85g04nvZ2d3L15g5uXL3O5rY2tK1awvLKSnctXsbW+jjOt23GanvHowV1ysnNZsnQxDYtXUCSrISdPTom8gcYlG6isXUlJWQP5IgX5+WK++vIuNnMfp08dYuGiecydNxuxWERSUhLvffA+AbNmERA0m5kBQSxcFEJUdDyhYdEkJqWRXyBBXFhMVHQcySnplFfUo1TWoSirory8kvXr16PR9OCw6enteYKq9zEuh8YPr8n7Ed+E1dvH3ry9iji50/Jdv5hw+O9NiYr+axsToxaeT9h58XKYw0fbyBUVkScpQyStQlJcjVimRCSVU1xWibyiGplCyd7W/dhtJqxmPWaDhvFhF+OjA4x6vzD361fPaWio5/0PPmDuvHlERsUQGhbB3HkLmDtvAQuDQ5kfHMLC0DASU1LJLxBTICqkpKQMuaICuULJ/v376dfr0WnVPH3yiM8++wyn08Xjx085e/YCe/a2snHTdjZvbWZ7yx6a9+7n0NETHD15hpNnz3Pu0lXau7pQ9/didVi4dftToqITiIqOJzkljZi4OMKjowiLiiQ0MoLQyAiCwyOIjI0jIiaWRSEh1DZI6VJdxe5QMzw4gNvlwuW04HRYcThsOP0QE6Kgz0k4/J2QHafT7oXca3i5XG4eP35G06btFJeUUygppUAkpbyyjsalqylV1iMvX0Kxop5ccQnZBRKy8gvJLvCu+oql5Ipfw0sir0aqrEVe3oBcWU+xopYlKzawrXkfHd1q+vo0aNUadBo1Oq0anVaHXqdDr9ej1+vR6XTeD70GY78Jk8Hol9lowmQyYTaZ/ADzQUzozayCWzOZfxReVovVCzrhucXbuVknAWvy7zabBYC9Ca93uS2f43oTXj09Krq7e/3Q8qm3W02fN0pOhpfZ4sDlHZWYvNr4fwSv//7tb/m3//f/4W+//55vf/YzxjwezFoNTz7/jC8++YT7Fy9ydvcujm7awJ6Vq2iqr+fxves4Ld1oVB0sWbycnFwRTU07qapcTkZGEVXVq9i7/yTbdx5i9bqd1C/egKRQwfo1a1i3qoFbNy6SnZ3M/AVzUCjkZGVl8d4HHzI9MJAZQbOYNjOAoFmzWRQcRkhoJJFRcWRl51MkLSUpOY3YuCQqKhopL29AUVaJoqycjRua+OrBF5hMGtTqDp4+uofV3OM9RULlj42TJ+vfPPZmfPRtV/X74DUVVD92z8bXrwYZ8DjYsn0b6dn5SIorkBbXUVRcg7RUiC2SkjIWL1/NslVr2bZzB+q+ToYH7IwOuRgbcTM26uH583FGRoY5fvwYcoWcwCBhhXb2nHnC1qDgUBYGh7AwVIDXorBw4pNTKBAVCSdLlJahLK9Grijj3Plz2OxWjEYdmr5u7ty5hd1uRa/Xourr4/KVj9i+czdbd+xm687d7Gk9xJHjpzhy/BTHTp3l1LlLXLr6MV88/Jy7n33Olm37SM+UkpEpISsrn8SkFCLjYlkYGkpweBjxiYlExcURHZ9AZGwCoRELkZUv5PCZYu59fg6H3YrLZcXpsuBy2XC77QwMOBkYcL1+dLuER4/vnhO324F7wInLbff2XS5u3LxNfcNSiqQK5MpaSuRVyEoqKJZXISutolTZQLGiHklxFfmSUvIKZX4Jrksm/JEpLEFUXIFEXo1MWYe8ohFFRSPl1UupqV/F5m17+fzLJ3R1qejs6Ka3pxd1nwq1Wo1Go0Gr1aLVaVGrNdy6eYefXL+Lqk/3livzg8wkgMxk8kZOb3fmu54cPafEUF8U9b7H93OWKcCaKt/4gx9c/Sb0emEMQu9dUdRqBWCp1VpUKs0U19XV1UNHRzfP2rvpeNbjhVefUN5PgpdGbaS/3zekOmnO69u34fVHd17//dvf8h//8R/8z7//e7559YqhATcmrZYvbt/m1OHD7N2yhQObmji2bQtr6mvJTEpi5eIlaNTPsFjVHDlykPqaxaxauQmptIqw8GTyRWWsWL2VxcuaqG1cR1XtSkSiEuTSUuqry+jrecDixZWEh4chLihk4YJFvPfBND6YMZPpXnjNDAjyT92HhkWRlp6NpKiEvPxComMSqKisp6KyVijs5WUoyyupqqphz5499PS08/DLO1jNvbid2nfCa2TI5IWTldFhI6PDxh+B19vd1h8Dr59+PYjRoKOxfhkJCVmkZxVSUChHWlJFkaySomIlUnm58OERS6mpX8L6DRt5cP8uX08M82JskK9fjDE2OoROp+fatevExseRmJzE7HnzCAicRdCsOQTNmsOcufNZFBJMSHgY4dExJKSkkZaRTWlpOQp5BYqyShobl7Fs+Qo++ck1BocGsFsMGLR9PHv6CLfLhk7bR2dnO5cuXaZp83Y2b2tm687d7Ny9j937D7L/UBtHjp/kxJnzHDt1lgOHj9GwZB0FogoysmTEJmSSlJxBdGwi4TExLAoLZ97CBSxaFMyi0HBCImIIiYwmNSuMPUfF3HvUTJ/6EVqtlv5+PU6nDc+AA8+QE49HgJXH48Yz4BaA5XHg9jhwuW243DacbgF4TpeVwcEhrly5SnGxHJFYRr5YRm6BjKxcCZm5YkRFpUjl5RSVViKWKikqViKWyskvKpniuPIlxeRLihEVySksqaRIXk2Jsh5FZSPKmqVUN6xi9frtrNvYzP7WYzz48gntz7ro6Fg4pokAACAASURBVOiio6OTnu5e1CoNqj4VPb099Kk1/OT6La59fIu+Hg39Oj39Wh0GvR6Dvv+1+g0YDQa/I3tTfihNgprZOMm1vfm+t4D1Go5G7yKDwWAUZrd0JnRao9dpab3g0vmBpVJp6O1V0d3tg1YXT5920v60i45nAri6OlX09AgrkH29whyYRm3E4IOXw8Pw0BivXn7DL78VRiWE7UF/xGrj7373O373u9/x3//9W37729/yv//3v/N3f/d3fP311zgcDnq7u7l29SoH9u9n7eq1LKmro6GmltzsAsLDk5gzL5yVa1ZjtBq4//l9Ll+6RsPitWQXyAkOT0YirWbJ8k1U1qykvHoZcmUNmRnZHNm/l/0tW/jy/k8okRexMCSE0lIl8XFJBM6ay/vTZzA9MIjpMwOZNn0GQbPmMmfuAhYFh5OUnE5efiGSohKSkjMor6ihqroOuaKcIqkwQlFcXIairIprn1xFrerA4zYw4NLgdqgYdGv80/VDQ0aGh8243Qbcrn6h3xrpZ3zUxPiYF1xjwmmqL1+4efVqiOfjbi/IzLyYcPDyuYPnEz64WZkYt/N8wsbXL51883KAVy9cvHrlwT1gZ/mKlURFJ5NXUIpIUka+uJhCqZxCmRKRRC6U9qVlZOaJScvOY+WadRj1Op6PDuO02bh+7SZNG3egVNaTlSMmPTOH5LRMAmbPZWbQbGYEBjE9IJDpMwOZERBAQFAQAbPnMG9RCAtDw0lITBH2hWbnUSiRIVeU07xrLxqtluEhD6NDbkaGBxgZHkCv66Ovr5Mvv/qSbc0trN+8jXVN29iyYxfNe/az7+AhDradoPXwURYvX0FOfiHJabmkZoiITcwkLCqOmIREEtNSiUtJJjw6mnkLg5m3MJgFwWEsCAljfmgwkrIYtrVKuPfZVfRaA319Pej1/TgcTtwuGx6PA7vDislkwGazCA7LJbgzl8uKw2HB6bDgcFix2y04nQ6uX79FSWkZObkicvLEZOaKycwWk5EtIjNXTK5ISlFJGTkFRYiKSpHIFBR4h4NzCorIKSgiV1REfmGxF2AlAuRKKikpq/PDa8mqjazd3My6TS1s3raHgweO85Prt2lv76C9/Rkdzzrp6enj6tVrnDt3iXv3HvDxx7e4cuU6jx62o1Hr0ev60ev06LU69FqdADSd3g+0N93ZZIfmj5uTIGcyTo2jJoMRk3GqjEYjBqMBg8HojYhG+vsN6HUGdDoDWm2/H14+x+V3Wz1qOjq6efq0k6dPumh/2kX7026etffQ2dH3Gl69vwdeLg8jw+NT4PXrX785pPoHtgcJ4BLGJP793/+df/7nf+ZX333HN998g9Plorunhzt37nLi+Ck2b95GQ8NSZMVl5BXICY/KJGhuBFEJaaxav4m1G7exbMVGJLIaUjKkRMdnUihV0tC4luraVVRUrUBRVkt1eQWfXDhL88bV1CpLSYiPJyQskvKKGqqr6lm4KIz3p89kemAQ02YG8OGH05kxM4igWfOYO28RMbGJZGXnIykqISdXRHFJGdU1DZTKy8nJFVEklVOmrKauYRmbN+/g4qXL6HR9jA5ZGRsxMz5qYmRIz5BHx9iQEYexlxMHd9O8aS1WQzcTo0bGR0w8H7UzMWJnfNiOzazlzu0bfPrpXTxuAVIvnjuYGHMzOmLn5UsHExO+Y6OdvHrhwqTv5uThQzz68lMGPTZadu8lMjaRPJEUSbGCPJHUr9wCKdl5EvLFMiTFCkrLq0jPzqO0rJJ9+1pZvWoNZYpKsrOKSE+XkpQsIj45h9iEDMKjEgicM5/pgbOYFhDIhzMDmBYQyPQZgUybEcCHMwN4f/oM3ps+nQ+mTWfGzEBmBs5iZsAs5i8IIzklh/KqRs5duITDYef58zFGhj0Y+jVotX2YrCZOXzzP6s2b2bh1Ozt27adlXyste/ezcesO5BUVJGekEZeUQlRsIpExycQnZxMWncicRSFExscSm5zEwrAw5i0KZs6CYOYtCmF+aDCRicHUrRSxbI2SU6dO0t3Zh1bTh9msx+Gw4nRYcTvtWMwmDAY9RmM/TocNt9uGy2URAOa04XAIK2s2qxVVn5qGhmVkZReQkycmK09ERk4B2XmF5Ilk5ORJyM4rJLegiJx8CQWFxeQWFJGZIyIju4CsXDFZuWKy8yX+Wa+8QikFRaUUFgsrjoqKRqrrVrB8TRPrNu9k/ZZdbN6+j+aWAxw6eJybN27z5Mkjnjx5Qnt7B9c/ucnJk+c4ffoKZ89e4+y5y5y/cIWbt+7x7FmX0CWphL5Mr9Wh17wJsv4pehfIjP0GTP0GTP3GKffeKYMRg8FAf78gvd4oQEunF+TtuHwx0ee2enrUdDzr4cnjDp4+6eLJ49fg6njWO8V5+abte3u0qFV61CoD/ToTFrPgvHyx8Zfe2PjrX/8j//qvf8SE/WR4/du//Zt/zuvFi5eYLVban3Vw8+Ztzp69wM6du1mydAVlZZUUycqIjE1i7oIIQiITCImIIyQiiZCIFBaFJrIoNJ7QyEjyRPmUlFSTmJxHarqEQomSXTt3c+rwYdY2NhK+YAERoZGkpmZRV7eEyopacvPEzF0YzIzAIGYEBDFt2gymTQ8gMGgus+cs8PdeUpmcIqmcQkkJlVX1lMrLkRSVIJXJKVNWUSCSkZKST7GsmpUrN3Do0GGufXKZzs4veTHh4KffuPnZCycOTQcHN6+laXENfe1f8vUrD89H7bwYsfJixMqgw8iD+5+zatkapJJiPr13nZev3JgMao4cOszRtiN0dz1gYtzKi3EHr8ZcPB91smd3M3JJMUf37uPyhbMoyitITMkgJT2H1Ixc0jLzSM/KJyU9h7TMPDJzRP4PVXRcMkFzFjJnfgiJSWmER8QSFh5LerqYxMQ8gkPimbsgnKDZiwgNjyYzO4+wyCjmzJ3P9JmBTJ8ZwPQZAXwwY6YfZtMCApg+cyYzAwKYMTOQ2bPnERYWQ1x8JslpItKzxCxfuYauri7Gx8Zwu53o9ToePn7E0dOn2bKrhU0t29myax+bd+yiumEpmXkSohNSiUlIJyo2icjYRKLiEomITiIsKpFF4VGEREcSn5LK7PkLmD1/AQtCQlkQEsK84Pmk5saRkR9HdU0dPX3tPGt/SHdXO06XBbvDiNvtwOmwYzb7Io4Bp8OGy2X3R0SLxYjB0O8vxe/f/4xSRQUZOfmkZuaQkVtArkjorzLzCknNyCU5LZv0rHxy8iVk5YrJyC7w/5v4lJEjIiNP5F15lJArliKWKShW1FCqbKCqbgWNy9ezZsN21jW10LR1D80th9i/v42jbSe5eeMmDx8+8s7QPeLkqfOcOHGR06c/4szZy5w+c5EzZy9y9ep12p92oFap0ajUaNRqb+mvfcuNvak3ofaHNOXn+vu94DJMGYGYrNeOS0Nfr5qujj7an3bx5LHgunxqf9o9BWKdHX3+ma/uLjV9vbo/DK8/dnvQZHj95je/4YcffuC7777n629+it3u5OmzDi5fucrhI8doadnLqlXrkRQVk5cvIi0zh5DQaObMD2f+wlgWhMQTODecGUHzmDYjiOjYaG7eus1Prj9GrmgkJDyO4rJqyqvrKS+vIDwkjD//s78gOTWLiurFNG3ajkgkJTUti1mz5/rnvKbPCGDa9ABmzZ7P/AUhhIZFk5aejVQmRypTkJScQZFUjqSolPSMHKJjEpg3P5hp04OIikokLT2ftAwxqekFhEfFER0Tw6oVyzh7/jhPnnyGRd/H+WMHObJvB21H9vKw/UuGBk08HzHwYszI1889qHvVLF+6hvLyarq6nvDixQDnTp+gsWYxWzduoWXHJizGXl6+dPKLrz04bDqU1WUoFaUcbG5m2+Zt5IokxCelEZeYRkp6DokpmSSmZJKdL0EsLaVAIiM3X0JEdALzF4UTGZNIYkomCclZRMelEhGVTFRsOvPnR5KekY9YUkxScgZZ2QVIZXIyvadHxMYlEBg0m2kzAvhgugCvDwMC+HDmDD6cPo1p06cTGBhIUEAQC+aFEhoaT0x8FvHJucQnZSIrLqWpaTPnz1/g42vXOXz0OLtbD7KtZQ8bt21nw9adFMkriIpPICwmhIi4cEIjIoiIiiIqNoHYhGQiY+KJiIkjIiaBReHRRMcnkisSIy1VUFZZg7KyhpiEOOJTEkhISSYtPZdz58/R0fmIK1cu0N7+CJvdgsNhx2QSYo7JZMJgMPjjo8Nhw2Ixolb3oVYL5bhWq+Xqxx+TlplLamYO6Tn55IiLyJcUk10gISUzl7hE4d8gNSOXjOwCMrILSM/K9/8xScvMIy0rn7ScAjJyBXhl5ReSKy5CLCulpKwaZdViqutXUrd4DSvXbmXtxhbWN+1i6/b97Np9mH37D3PyxFlu3brLV1895v5nX9J29BQHDx6nre0cJ05eEGB26jxnz1zk5s3b9Pb0ourrQ9XXh0atQqvWoFG9BtlkmPme/xjU+r0xdDK0DF75X9fpJxXyej+sfG7LX873aujr1dLTreZZe/cUWL0JsMkOrKuzj66uPmHOq1f7e+H1/Z+yMXuq8/oN//RPAry++eanOF0D9PSpuX33PqdOn2frtp00Ni5FIikmOzufvLwCIiPjCApayMzAhcyctZD3Z8zigxmBfPhhELNnL6B13wluXOuh7cg1Vq7ZjFRRxfwQ4WTPadMDCQicS2Z2IUUyJfKySpKS01kUHE5A4Cx/AT0zIIhp0wOYNz+Y6JgEgkOEua/0jBzi4pOZNXs+s+cs5MNpgfz5//iAv3hvGu9/ILi1hQtDiUlIJjYpnfiUHBJTc4iNT2H+/GDv6RXBhIVHkpicSL44m9jkaOqXN3L/s1t887WH4SEjn975CRcvXKVUUUehtIwLFy/y8sUIn9+/zd6W3Rzaf5Ar586g7uni/me30Ki6OHnyNEWKKjKzcmnetoPNm3eSlplHbGIKiSmZJKdlk5KeQ1aumKLiMqSlSiTFcjKyC4hLTCM+KZ2U9BySUrOJjk9l7oJI5i6IZGFwFCEhUchKFDQ0LkMkkiISS5EVl1JaqiAzM5uIyGjmLQjmw5lBfDBjJu/7ADZjBsGhIWRlZVFRXsbqlSsoL6sQNruHxhIVn0pkXDLxSWkkJKYSn5hCqaKclj2t7D1wmOY9rexsOUhdw3IioiOoXZbCR/eqeKzaRPOBIsTFoSSkhhISGkZ4RAIRUQlEx6cSGhFPVFw8GTk5ZOblk5krJjEll4joJGLiUklLyyc1NQdJUTEfX/uIs2fP0dS0kadPOjEazVgtVn/E0el06HQ6DEYDFosJvV6HWq1CpVKjVqvR6XRcunyF+ORU4lPSScvOIz2ngPScAlKz8khIySAqNomk1CzSMvNISc8hPSuf1IxcUtJySMt6/f607HxSs/JIy84nK7+QvEIpImkJJcoaahtXUbd4DTUNq1iyYiMr125nzYZm1m5oYdPWvexsaeXQ4RNcOH+F+/e+4MGDR1y89DEtew6y/8AJjhw9w7ETZzl6/AwnTp7joyuf0NXRjaq3D1VvD2pVr+DC3tBkkE3WZKj5rn2OzX+t1fnh5XuvVqvzn6rhg9fr4VMNvX0q/7hDV6fgup4+6fSDajLEJruvp0+6vADr9cNL1dePTmvC7N0eNDL8erXxTy7s3w2vn+FyeejtU3P77j2OHj3B6tXrUSorKZTISE/PJDw8lsSEDEJD45g9exEfzgjiLz6cwf/4YDrTZ85h2vQAIiLiWL5kC9KiauobVlBZs5iMjFyCF4YxZ/YCwsNiiQiPY3bQfKZPD2JmwGymTQ/kw2kzpuj9D6bx4bQZXpDN5C/em8af/fn7/Nmfv8f/9Wfv8Wd/9h7vvT+dD6fN5IMPp/PhtABmzJzFrDkLCA2PITgsmpDwGGLikolLSCExOY2U5EwS4jIJDY0naN4igubOJjoumtCwcAoKxNy8eZO7d++Sk1OAsqKRxOQCouKySM8Sc/Xjj1m8pJGCfBH1tQ1cvnCRc6fPc7jtBMeOn2Ht2maWrGiicWk1O3ZuQCyVkZqZS0rGa2jliaT/H2vvGR1nea/9nvMGsNr03rumqPcuy3KRZFmyim3Zllzk3uQuVwzG9Gaai3qZUe/FBQzGtARCyA6mJIFAKMnOJoVkvyHnJCdv1vqdD8/MWCbZe7159/5wrXmeYWaMtJZ+6/pf93XfQ25BMfOLS1iwqIzUjFzcviTik9JJSs0iOS2L+KR07C4fZqsbuzOexKQMklPScThjccfG4fMmkpiYQmJSCnaHC7PFhk5nQK3RI1VokKm1qHRGNAYjZqudhQsXUVtby5HmQ8xOjtPV1k5iYgpWhxeby4st1oMvMZXUzBzSsnJJTM2gsHgx+w8f5cyDj3C4+TjpmcnU1Lu5/qMt/Px/NvObv93HJ384yKsf1NM9sZx12+PJyLNhd5lxueNwuRNw+RJwen04ffHExqfiTcgiPjmX+KRs0tLygyfl5pGbl09aWhapKZksXFhCw7oNBAJ9vPzyy0FwXeX555/nyvNXuXLlCrOXZgXNCrpy9Sq9fj8FRQuJT04jISWD+JQMEtIyScnMJTE1U3C+WXlk5BSSnp0vPGblk5aVT2bu/NvgNbewWriwhOKSZVTUrBGKqWs2sWb9Vuo3bGft+p2sXb+Tho272bh5L9t2HuTYsdOcPv0gTz11jt7efs6db+VQ890cPnovx06e4eQ9D3LmgUe578zDPPH404yNjDMzNc3s1ASXpkIgE3R59lJY/xnQrl6+EtZ/BLfwa68Kv8PLl69y5R/UIIQqxCzT05fmuK7QuDgRvh4emmBocDys4aEJhocmGBsNZWAzTE9dYXb2KlevXOf6i6/w+utv8vb3f8j7733Izz4OlVS/Da9/IrD/O+f1xneZmprh/PmLHDt2ko2Nm6moqKIgbz6JiSnYHE4S4pPJyspDpzWj0RqJkSiYFy0mRiqEwx6vl+zsHFJS0vB444hPSCEntwCHPRany4vZ4katMaPVmtAZLCg1+iCURMyLiCIiMprIqBgiIqOYFxFJRGQUkVExREbFEBUtIkYkJkYkRiqToVCqkCuUSGVylCotBqMVvcmG3enG4XSTnJJOQcECcvOLyM6fT1JKOomJWSSnFJKSWkByaiapqRkkJ6WTmJhObm4RK1fUk5lZgNXuxepMIH/BMkqXryYzv4iCokXk5C0iv2AxlctrqatrYMeefew/dJLNm/aybUcdg1MH8I8dIS03ieyCInIKiigoWszi0gphlXGxsIcxK38BNpcPlycBX9D9xCWlEutLEIqmFidOZxyVlbVUVFSSn19AQX4RhUULiU9IQiZXIFeqgtuqtChVOtQ6E3qzHYPFgc3lZkPjZnbt3MOmTZs5uP8Afd3dTI+OM7+gGLcnAUesj1hfHO74JBJSMkhMyyQ5PYu4pGRyCgrZs28fu/Y0EZdson10OW9/sZoPfrOFj/+wnc//tIfP/7SXj3+/nbc/W0f39CL2nkglf6EFm9OAy5dIQmoWSRnZJGXlk5Yzn/Rg3peamkNBYTHZOQW4YuNITkknIyMbt9uNze6ktHQpMzMzvPTSNV544QpXn7/ClatXBWDNzDA7PcPszCyXL13i0uwsE+MTVNesJD4plbjENLwJqcQnZ5Ccnk1KRg7JGTmkZuWRlp0vuKvcQtJyhOsQuEKjYqiwKtQmSikpr6ZqxTqqV66nrn4LG7bsYv2mXdRv2MWadTtYu34n6zftYfuuQzQ3n+LEidPce+8DPPvcBc5faGP/oRMcOHyK5mP3cezkGe659wHuPnWGhx58jKGBESbHJ5iZGGV2UgDZzNQ0s9MzXJq5xKWZWWanZ7k0c+k/hdm3wfYPdeUKV65eCcPr0n/Q4ZqenmV6epbJiRmGh8b/Tv8IWiGgjY5MMTYyzdjo9G3wevHaDV5/7bu8/f0f8t7ND/n440/4xZe//Oc3Zn87sP/666/54osvef/9D3jttdcZH5/g2WfPcfepe9m4cTNLl1aQnZ1LXFwSTlcsOr0RjVaHXKlFqTai0VmRqfRIFVp0Riu++ERcrlgsFlvwyyHiUai0WKxOLLZYDGYnOqMNpVqPTK5CJJUTHSPA6655kcyLiGJeRBR3RUQSFSMAKyIyhugYMSKxFJFYSlSMiEiRiGiRCKlMjlqjR6XWozdYMJis6A1mbDYn+QVF5OUVkZySSUpaNgnJ6Tjd8ThcibjdyfjiUkhITCM5OZOkpCzi4tJJTsokN3c+i5eUsbikjLLyWjJzFxOXkkP2/BKKS1awYGEF6dl5JKfnsGRJCXV1q1izdg33PVrNv3y+j0vfPcjiygLyFy5hwZKllC6rYnn1KpZXr6K6to7SpcuJS0jD5Ukg1pNArDcRT1wyDrcPi9ONxebAaLJitcbi8yXhdvuw2ZzYbLFYrW5MZjsqtQa5QoVcoUKp0qLTmzGYHJhtsRgtDlxuH8eOn6KuroGypZWsW7+BBx94iIB/gMLCRXh8STg98cT64nB6fMQlpZCUlkFyeiZxScl44hMoLF7Isqpa8hZZufRmHT/8xVp+8tsdfPT7rXz6P/fy5f97hE//eJCP/7CTm1/V8eqPlzHzeh27DhfgiHUS60vA5vJitDtweBKx2D243Enk5hVRXbOCnNx8UlKzyckrJK8wn7T0dHxxCdhsTu695x5ee/0GL730Ilefv8rM7CzTU1PCH/h0EGDTM8zOzHD50mWOHDlKXHwicYkpeBOSwwBLy8wjNTuP1KzcMMQycwsFx5UrQCsEr+yCBWQXLAjucVzMgiUVLKteQ1XtOipr6lmzbhvrN++iYeNO1qzbyeqG7dRv2MWWHQfZe+A4hw6f4sjRezhx8jT3P/goDz7yBHsPHGPfwePsO3iCA4dPcODwcQ4cOsb99z/M8PAoE2NjTI+NMD0xyvTUJDNTU8xOTwuaER4vzUxzafaWGws5s7kO7T8DWmhRQNBVoYc2R7ea87NhjY9PMTQ4xtDgGIMDo8HVxonbgBUaG+eOkSPDwv3k+CVmZ69y5cqLXLt2g9de+S7ff+sdbt78gI8/+oQvv/wlv/n1P1lSDcHrL3NWGz/77HNu3nyPV155ldHRcZ577jz33nsfjY0CvDKzc/HFJWN3xKJQqokRS5GptchVetR6K2abD73JhUJtQKbUEBUtQSyRkZqWgccbj1Klw2xxoNdb0GhN4VFRIlUgkcoRS2TEiCREREYHARZNVLSIqCgREZHRREQK94Iji2ZeVAxRYglimQKFUvjDFc4BE6oVOr2ZWHcc+QULSM/IISFR+Bqw+IRULFYXBqMNo8mO1RYbPCvfS2xsAj5fMj5vEosXl3Ho4FH272+moHARDlcC8SnZpOcWk5SeR37BAkpKlzK/eDEraqrZ1LiGTVvWcqF7D8+/eZhzvfspLi+heOlyFi1dTvnylVTXrmHl6nWsXruBRUuWEutNxBkbhzM2DkdsHFanB53JgtZowWC0YLbYsdndmMwubDYfDkc8NpsPk8mNyeREbzCH80GhE2fDbI7Fao3FZLbj8SZwuPkE+QULsVhjSU7LwJsorAh64tLxxKXi8iTgiUvE5fXhjosjMTWNuKQkXB4vDreHxNR0UjIzWVpn48b7dXzwVSM/+fV2Pv79Dj76ejc///e9fPLvTfzkNzv4+OvNvPN5Ja9/VMrwtXpi400YbVZi460UL03C7bOTkZFMTk42RQsWUrm8hvlFC8jOzSE3r4CcvDySUlJxejykZ6TScvFZbtx4iWsvXmf28ixTU1OCpqduXU9NMTk5yfT0NL29vRQvLMbl9eJJSMKdkII3IY2k1GzScvJJzykgOSOHpPRsYVzMKSQjp4CM3IKwAwuF9VkFwr7ckvIVVNbUs7y2gYrqtaxcs4m163dQV7+Vuvpt1NVvo37DTrbtPEjTvmPsO3SCg82h888e4P6HnuD0/Y/RtP8oe/YdZVfTYXbtPUTTvsPcfc8Z2tu7GBseYXJsmMmxESYnxpieGmd6eoKZ6QlmZiaZDSsEtVvg/o/GzG8rDLDZS1yZvcrl4EriXMc113VNTc0yPjYVdFoCwObCK9T1+jbAhOxLuB4fm2Vm+jJXLl/j2rUbvPLKd3nrrXe4+e4teP16Lrz+8s/A6y//H9988w2//e3v+PzzL3j//Q+4ceMVoaNy/iKnT59h89btArwyc/F44zCZHWh1BmLEUiKiRUTGSIiWKBBJNah1NpQaE9FiBXfNi+bOu6KQSJVYLA4cTg9miwOd3oxcoUUskSMSyxFLFIglArwkUrngqqJFREWLiYgUMS8imrvmRREZJSI6RkqMSEqMSIZYpkQkUaBU6dDqzOj0wgir1hgwmmwYjFbcnnhS07LweBNwe+LxeBOIj0/GZLZjNNkwme2YLU5M1qDMdswWGwaDmdraldx76kFOHH+IFSvqsblceOITWFxSwvZdjZQtK6ZyeQ2lpUtZVlbC4kV5bN29ku1769l9YDOHj59gUVmtoNJqypfXUbtqHXVrG6mtW0dKRi7uuGTsLh8WuxujxYHOZEWtNQgrrDYXFruHWE8ScQlZxHrSifVk4IpNw2qPw2r3Yra60JssqLR6jFYHepMNm9OLxe7GYLYT601kfnEJHl9yMP+Lx+VJwe1LJz4xB298Bk53Ar7EFOJTUvEmJuJNSiI2Ph5brBtbrBuXLw6zw8qaLUl8/9MN/OiXDfzoy3V89LvtfPz1Dj7+XSM/+d1GPvp6Cz/99UZu/qKG1z9aiP/SMmw+Aw6fmX13F3Ohr5aGxhSam6upWp5FcmoSefkLyMrOJy0jjfTMDNLSs4lPTMFii6W0PJeXXunghRfHuXzlCpPTk0xOzjAxMcnExAQTExOMj48zNjbG2NgYo6OjTE5O8uxzz5Gdl4fT48WbkIwvIZW4hLTwYkhScLU3LSsvmH3lh+EVUmbefHLnL2RhaSXly1ezrGoN5ctXU1G9BCDsfAAAIABJREFUltq6jaxY3cjKNZuD2kTDxp1s3r6fHbsP07RfcFgHm+/m6In7uPfMo5y850F2NR1h38GT7N57lN17mzlw8DhHjtzDffc9RE9XD+Ojo0yMDjMxPsrE+CiTE2NMTY4zNTnO9NTEbQqNlqHxcu71f6QQ4IT7S1yavsxsEFi3Q2uGyclpJiamGRu9HV63XJgwPgpF1VsKhfp/D6/nufbCdV555XXe+t4PePfd9/noo5/x5Re/4Ndf/YY//OHf+dOf/h/+8s/B6y988803wZ7Xl7z33vvcuPEKY+MTXLjQwr2nz7B16w6WVVSRmZ2L1xePwWhDpzchV6iYFx3DvOhoIkVi5kVLiRarMVpi0eitqDRGtDozKrUBqUyNVKZCKlNhMFoxmuxzQno1EqkyDC/BgQmAioqWIhIrkMk1KFV6VGoDSpUBhVKHeo57C3XBtDoTOr0Zi9WJUqUj1h2P15dIQmIqqWlZJCal4/UmYrE6sdpc2B1urE43RosdjdEifKZGg1KtYMXKGk4eP8XWLVvYs3s72QWZrGmo4pmnT/HijXZq1ywgK6eIuro6aqtKWbm6gIee3k3lqhoqaxpZsXo7S5auZHHZSkqX1VG9cgNrGoSgt2hxOQ5PIm5fEo7YOAxmO9owfPUYTRbMdhdagxWzzYvNlYjVnojFnojREofZ5sPq8KE32dGZrKh0RnRmGxq9Bb3JhtHiDL43FrMtFqvDgyM2DpcnmVhvKp64DLzxmbh9KTjc8bh88bgTEvElJ+NJSsTu8WB2ObG5BXgZLGoO3VvIh1/t4sPfbOTD32zgg9/U8+Fv1/Dj3zbwk6/X8ePf1fOT36zlw69W84MvltMzW0ZStpnG3YXsP5XBwKVaJp6vZ9v2LOrXFhGX5CUjJ5v0rHy88cnYY73YnF4csW70JhOrN6bzwncP8sLLrUxOjzIxPsHkhACrkZGRsIaHhxkaGmJoaIjBwUEmpyY5fd99eHzxOD1xuOOS8PiSiEtIJT4pXcgWUzNIzcwhJTOHtOzcOfAqICNXOBancGEpi0orWbK0lpJy4QSQ8uWrqVm1geqV66mt28iqtZtZtXYz6xp3BbcL7Wf33qPsPXAr4zp64gz7Dp4Mwutudu89RtOB4xxsPsXRY6e559T9nHv2AiNDw4yNDDM+NsL42EgYYHMhFobZ5ATTk1NMTwrQmp6cug1e34bbt5+bmZpldvpSGF5zR8WpqRkmJqbC+xbnwmtwYIyB/tHbRkgBWLfgNTYqZF6jI9NBeF0S4HXtxTC8ws7ri1/w1X8NXsLY+PnnX3Dz5nvcuPEK4+MTXGxp4/77H2L3nr1U1awkN7cQny8Rk9mBWi00tSNiRNwRGUmUWIxEoUats6I3OdEa7BgMdrQ6M0q1AaVKj1R2a7VQLFGgUuvRaE1otEa0OpNwln3wOBzhSGgdKrUBjdaETm9Bb7Ci01uCLsuC0WgT8i2jFbPFEdygbCQ9PYvcvALkCjVeXyIZmTkkp6STmZVHRmYOHm8CJrMdq82F1RGLwWJHpTOi1BpQaQzo9Eb0RgMZ6Tns3t1E095amvbW8PS5u7l8/QEuXd/FC2/tYFfzItKzsikpWUTd6sU817mZpStzyC0uoaxyLRVV6ykpX0VZxRpqVjVSv2EnDRt3smL1RtwJqVicXnQmOyabE73JhlZvRqUWNlrrDCbUOj0qnQGT1YXe5ERvcqEzutAanOiMDgxmF2q9GY3BjFJrQG+2CcAzWjCYHai1ZlRaE1qDFZ1RAJrTnYDF7sVs82CyujHbYtEaTWgMRjQmEwabDVdcHNbYWGxuN06fD7vbQ1KahfGXN/D9z1dx9YcLGXs1m6EbaYy+msbM2zlce7+QiTfTGX89gxsfLuHtL2poGS2i6Vgmpx7Jo3+mgk9/v4ObXzayrSmJ+Dg3voQU7B4Xsb54HB4vJrsNi8OJyW7B5FBy+uwC3vrZJl79wSNMTPUxNjrG+NgIoyMjDA0NMTAwQH9/P319feHH0HX/wABn7n+A/PkLsLncON1x+OJShEJtXDK+xFQS0zJJSs8iOSObtGA3LDOviOyChRQUl7JgSTkLS5ezqLT6NoAtr22gtm7jHAe2ifWNu9i8fT+btu5lx+5D7D1wgkNH7qX52H0cOX6GvQdOhF3Ztp0HhRFz/3Gaj9zDPace4LFHniTQE2B0eJiR4UHGRv8xxG4H2QRTE5NMTUyG4RWSALap8PNz7wXgzTIzNcv01CWmp2bCbiukiYlJxkYnwkAKZV4heA30j/wDgE2E3djIcKj7Ncv01GwQXkHnFcy8PvroZ3zxxS/46qtf/xfg9advweuVVxkbm+D8+Yvce/oMO3fupmZFHfMXLCQtIxu3NwmzzYXZ6kRvsiJXaVBqdKi0BlQaIyqNGaXahFyhRybXIpVrkCt1wbPqtcjkaqJjpMGRUEREpJjIKAkxIiHzEktkt8FLrRHgFoKWADoBenKFBl9cEitXrSUhMZmExGSqqmrIzStAKlNgtthITcskOSWNzMwcIX/zxaM3WtAbLWgNZpRaPXK1Frlag95owmpzYLHaMeitLCtfxIl7Kjhx9zLOnN5B/9gOXv1gPdfeXc2px5aTmJJEemYWqxpKeLpzDym5SRQsrGFp5VrKKlazuHQVJeWrWbF6C+s3NbFhyx7y5i/BYveg0ZuRKjRI5Gq0ejN6gxmFUo1CoUKl1gYb8kLlQa4yoFAbUQWBpNSY0Jsc6M12VDoTGoNZ2H5jd2K02tGbbah1ZgxmByZrLHqTQ4CYyRZ2ZhaHG6PVgVKrR2MwoNTrkahUaM1mLC4XJocDh9eLLdbFotI0Zl46ycCVBtrHlnG2cyEPPDufM08Vcf/5ZJ4ecuJ/MZan+7WcG7Qz82Yxl9+s5Y33tnDz80387Ov13PzFCt76tIazXYV4k7U4fQ70VjO22FjcCW4ssWYcXhdml4kFy+y0T5Qw/d0qOga2MzTaw9joCMPDt8DV19dHIBCgt7eX3t5eenp68Pf6Cfj99AX6GBkZYe++fTg9XuyxHlweoTzrTUzBm5hCQmo6SelZwupqRg7pOflk5S8gf0EpRYuWUVxSyaLSqjC4SspXsLishrKKVVStWEdt3cZwYbVh4042bNrNhk172LrjAHv2HQvD62DzPezZd5zde4+yc89hGrc2hV8jwOt+Hn3kSXq6exkaHGB4aICR4UFGR4b+DmJzQTYxPsbk+DiT45NMjU8yOT4R1lyoha6nJibD/216cprpyRmmbgPWFOPjk0xMTDE2NsHo6DgjI2OMjIyH3dfgwGgQXoL7CuVgoRXIgf6R4LWQiY2NzjA9FXJeN24bG3/604/54vMvvwWvv/yfO6/Q2Dg0PMLZs0/T3HyU+vr1LFpSRkpKJk63D6vDjduXKHSRHB50egs6vQWVWo9CqUOp1CGTa5HINYhlaqQKDXKVTljGDwbqao3gxhRKPTK5BqlMhViiIDpGQkSkCLFEgVyhCeZZwiioUutRawxotMZwtqUMfm5yShoVy6toPtLMqVOnyMvPRyyREhkdjUgiQSqToVSr0RkM6ExmFMGNy3K1BolCiUylRqXVoTcILs9osqHXm8jKiuPIkVoOH1jJiQO7OH5iDfc/W8WmgwUUlqSQkpZNTv4SFpSWULeplvkl5RSXrKS8Yi2ly1ZStLiaRaUrWbV2Kxu37mf5igasTh96o00AtFKLVKZCIlWiUKqFbptciUSmIFoiQ6bSoNaZgsAyojFYgv0tizAaGq0o1HpUOiNqvQmlVo/ebBVGSa0Jk9WNI1ZY4TNZXVgdbqwONxa7G6vTg8nmRGMwYbI5MNhsyDQaFHodeqsVhU54NNpsZGSl8dAjD3HqdDNnHmrmzIPNPPTISR5+5D4eePQAj55bTcf4fF58ZzFv/7SeT37bxC++OcwXf9zHz/+wlY9+u4G3fraMS9/Po2smnSMPx9O4LwtnvA2d2YbJacLuduH0+nAlWGh+uBD/8wt5vLWELbuqeebcWYaGhxnoH6Svv59AwH8LWH4/vb1+/H4//h4/XR2ddHZ00tXZyWNPPEZSWnowv/Pg8ibgS0ohLjmNxNQMUoI1ipTsPNLzCsmZv5iiJZUsWlojqKyGJUtrWbK0lsVlNZSUr6Ciem04+6qr38La9dvD8GrcsodtOw+we+8R9h44zoHDd7P/0En27BPAtXXnPrZs38fOvUdpOnCcQ4fu5u6T9/Hk40/h7+1loD/A4GBfGGBjo8O3QWxifPQ2kAn3Y0yMjd8Gr7n3c8ElSADe5PgUE+NTTExMhcEV0u3wGmN4WIDXQP8I/X0hjYavBweEkbIvMBx0Z2MMDY4zOjLN1OQsl2af5+qVF7lx/XW+9723+dG/3OQnP/6Izz/74r8PXjdvvsf16y8zODjE2bNPc+ToMTZsFHpeeYXFpGXmkJSSQXxiGlZ7LDK5OuyCFEptMNtSI1NokcjUSILXKrUh7KJUan1wZDQEdSuvUmsMyOTqILj04deqNQbUGsOc9wora3qDDY3WGAzyxZjMJgwmA1KZjBixmOiYGKKiY4iMjiYiKopokQiJXBHeyCySyYP7ADVI5CpkSjVKlR693orRZEWv17F9wwZO7zvCw8fuY+H8BfiS4vGlpJNTmMXiZcVUrKxmRcMqymsrWbR0OUvKVrB02RoqqtaypKyG0mV1rFi9mXWNO1mweBlaow1d6OdVG1AqdcHFCykSmQKxQoFYriBaIkei0KDSCvBSqA3BMdGCzmhDZ7Sh0hqRqbQoNDpUOj0qnQAvrcGCQm1AZ7Rjd8VjdXgwWpyYbbFY7MK4aLDY0RktaAwmtAYzWpMZqUqNTK1BYzKhNhrRWSwodTrSszJ5+NEnuf/+Jzh58l4efewBnjh7N+daTjB19T7eePc0N97dyHu/3MCXf9zDl9/s5JPfb+HHX23g3V9U872PyrjydiGTr+fRczmDh1tTKatzYXIJWZ3RbsPidOPyxROf4WD9Pi8tE4s4fbaStetrOX73PvoGOvEHBFB1d/fQ1dVFV1cnPT1ddHcL6urqobOji472Djo62rnYepHsvHyszlgssR4c3ni8SanEp2WSkJZJcnoOadn5pOcWkllQTP7CpSworWJhWTWLl9ZSGjx4sKxiFeXLV7O8toEVqxtZ3bBVANbmPaxrFGoT9eu3s27jDnbuOcyO3YfY1dRM0/5j7N57hF1NzWzfdZDtuw6yu6mZ3Xuaadp3hOYjd3PPqft56uzT+Hu66evtZiDgZ2ign5GhAUZHhsLwmuvCbgEseB0E2FzNhdm3wTYxNsnE2CTjQY0FgTU2NnEbvEIaGRllaFAAVV9gOKih8HUIYn2BYQb6BaiF4DU5Mcvs9BWuXLnG9euv8MYbb/HOO+/y4w9/ymeffcG//dtX/OH3/86f/vSnW/D62z8Nr8959+ZNrl9/maGhYZ559jnuvvtetm7fSc2KlcxfWEJ2biEpaZm4vT402ltQkcnVwVVDJRKpColUhUgsuCeVWgjYpTK14MxUOlRqPVKZ0KAXqhJKpDIVSpUuHOzLFdrbXh8aE4XtRQb0ehtGkxO9wYpcoUEskREdIyIqJhqRWIJILIyhMTESYkQSpDIFGq0eg8mCSqcXTlyQK5AolERLZIjlKmQqHVqtCa3GiEqjRSqX43U42VRbx64Nm8nLnk9qRj6p2VlsP7CCjbuXsWZLNc2nt9DUvJ6K6nJKy6spK19NVXUj5RX1lC1bLeQjdetJy8zDYHGgNZjQ6oILDkotUpmSGLGUGIkUiUKJRCHsWJAoNCjUepQaI2qdOZxjKTVGlBoTcpUeqUqLTKVBrtag1hswWh1o9GZkSi1KjRGtwY7WYA1v+Nab7OiMNjQGM2q9EbXegFSpCkuiUKLU6dGYTGjNZkRyOdkFqTxz4V6eOX+a7oEDXH5lJ6/+cA//8skB3v/lHt75YhWv/XQp//LFWt79RR3vfLacNz+u4Pp7xUx9N52BaymcH/HwSIeTww8mkzZfi96mwen1YrQ50FtsmOwubG4PKdk+lq6Mo+nUfPbevYTGXQu577GVDIw8gb+/h97eXrq6uuno6KC9vY329tbgYzvt7e10dHTR0dFJZ2c7nd0dlC0tx+J0Y/XE4YhLxJ2USlx6FvHpWSRl5pCRW0h2YTFZhQvJKy5j/uJKIecqq6E0mHOFwvrKmnpWrN5E/YYdrN+0m8ate1nXuIvVDVtZu24bjVua2Lmnme27DrFj92F2NR1hx+7D4evde4/StO8oe/YcZv++Yxw/fi/3nX6Qp84+TW9XF309XQz4exnsCzA4cMuBhcbIuSD79v3Y6Ajjo6OMjwogGx8dY3w09HgLbsL9xG0aG52YA6qx2zQ8PMrQ0DADA0P09Q2FwRXwDxLwD90mf+9gGGgDA6OMDE8xPjrD1OQVrly+xvWXXuGN177HOz/4ER9++BM++/nn/NuvvuL3v/8D33xzC15/+9+H1zf89ne/47PPP+fmzZtcf/llhodHeObZ5zh24iTrNzRSUrKUlPRMXL447LFutHoTGq0+6LaEID46Rhp0QDKhyiBRIpYoiIwSI5Wpsdpi8XgTwl+iIWzxEREZKWJeRAxR0RKiY6RERUuEfYqSW9t9lCrhex1D8FIotag1RvQGKwajLQgvBVKZArFEdtvKZUjC4YYWVBodYrkCqVIVdDhSRDIFMpVOGEdVelRKLSq1DrXBiFqrR61QYzVbSUhMoWDBIkoqKlm0rIhF5YvILVpEcWkhqxqqqKhezrLltSwuWU7NyvUsr1nL0spVVK1ooHBBKU53PEarE53Bglot/P5kMmG1VSSREiUWEyOVES2REiWWIparkCqFLp1MqQs/SuQaZEodMpUOmVqHUqtHodGi1OrQGi3oTDakSi0ShRaFyoBCbRDGTr1FgJ9WGDNDWZ8AS1n496IxmtBbrSj1BiLFMWzZU8QPf3aMNz/cxvd+XMUPfl7CDz+v4NUPF/Pdjyt44+NSXvnxEl77yTJefm8BL/4on5feLebyO/mMvJJB50wq54YyOPpoMhlFJnR2C1qzCbMjFoPVic5iw2hzYXa4ScpIIy03CVeimY17C3mio4Rnusrp6XsIf183/kA3XV0dQXi109bWSmtrOy0t7bS0tNDS0kp7ewednZ109/ZQ37ABi9ODIy4RV0IynuQ04tOzSMjIJikrh7ScArIKi8lZsIS84jIKF1X8XUhfWrGSpZV1VFSvpWbVhvC4uGHzHjZs3hMG2a49zWFgbdt5kO27DrF1xwG27Tx4C2BNzQK89h/jxPF7uf++h3j26Wfpae+gr7uL/t4e+gO99PffAthciM1VCGC3g2yEsZHRORr71v0oYyMTjI2M36bRObAaHh4NXw8MDNHfP0hfYCAMrL7AEP7eAXp7BPl7B/H3DtLd1Rd+bqBfGCFHhqeYnLzE5UsvcO3ajVvw+uAn/PzTz/nVr77i91//V+D1298GS6o3g2PjIE+efYrDzUdYW9/AokVLSElJx+HyoDdaUWuNyOTq4JYeQZFRQi8rIlIUfu6OOyNRKLWkZ+SQkZmL2xOPzR6LVKa6BasYSRh8UTFiokUSYsRyxFJleISUydVBYAmjowAzQaHnQlmYMKLqgit3wvlWob2SIrGMeVHRRIklQUBIiJEK2ZJKJ7xfozag15kxBrcZ6cxWDBY7DmccVoeLfYebeOq5p8nKKyQ3fzEFReWUlteydNkqyspXsbSijvKK1Wzeupe6tY1Uragnf/4SvPGpGCwOFBo9MpUWuVoXhr9YKkA0UiQmIkZElFiCVKkiRipHJFMikqmQKrQCsJQ6pAotEoUGiVKNTCn8v6t0BpRaHUqtAY3BLGzQVgiQU6hvAUylNSFX65GrdUgUquC/IyNGKkMkkwsANJnQmExI1WqipDGcericL/60kx/9spzrP8rmpXczufrDTC5/P5/rN8t469Narr6zgKnvZnLjw0Iuv5PB2Kvp9L0YR/uMm4c7bOw47sSTpkBl1KCz2dGaLZjsLow2BzqzFa3JisXpweVLwB2fiNObSOmKOEZvVDLz2irGpu/HH2inu6eTjo5O2ts7aW/voK2tjZaWVi5ebKGl5QItLa20tbbT3t5GV083O3Y2YXP5cMQlEpuYgjclnYSMbBIzc0jOziMtr5DMwmJyF5QIzmtJJQuD8CqrWEl51SqWVa9mee1alq+oZ8Wajaxet5m1G7bRsHEn6zftZtO2fWzfdSjY4Toadl9bdxxg644DbN62j8YtTezYfZg9+46yZ+8h9u0/zInj9/Dwg4/Qev4i3e3t+Ds7CXR30efvoS8QzMAG+hgc7GNosD8MsrlAGx0ZYmR4gJHhfkZHBhkdGWRkeJiRoRFGh0cZGRplZGj4Wxq9TaPDY4wEoSU4rRGGhkYYHBwOwysQ6MffO0CgdxB/7wA93X10d91ST3c/XZ2BMLz6AoP09Q0zPDTJ5MQsMzNXuPbCdV579Q1+8IN/4YMPfvzfCK+g83rppesMDAzy5JNnOXy4mbX1DZSUlJGdI/S8Qsv6coXQog8Ba15ETFgRkSLuuDOK//GdeegNFnR6cxhQoWJqaFQUBzd1i2QKYqRyYqRyJAo1EoUaabADJhLLkcpUKJS3ahQarSEc4IdC9lBrPlRCDZVVhUxOcGfzomJug4QQ2GuEqoTOKGyxMVhRq/ThTeNCodWNXK7h9H0neffmD9i0eSsFhQspnF9MSVkti0tWUlm1jpoVjazb0MTBw/excdNe0rPmozfZhXxKrQue+qBBptQiV2qQKNSIZH8PL6fHi1SpRqxQIZFrbpNUoQ06KzVSpQa5WofOZEVrNKE1WtAazUiDny1RqBHL1WH4yVV65Go9UqUGafDQwmiJlIgYESKZHJlKjUKrQ6bRIFGpiZaJOXJmCR/8uoHxV5OZfTOHa+8WMPuDHKbeyuPqD4t469Marr9XxuD1ZF68WcSbP69k+s1C2qe8PNZt4aHWRMpXuYmRSVBotSh1BjRGMzqLGb3Vgt5qRW00YrQ5Mdld2D1eHJ44iivcdEzNZ/qNRTz/xib8Aw/S2dlOe1sH7e2dtLW10dbWQkvL+aAu0NraRltbO21tbXR1d7On6QB2VxwOXwKuhOQwvJKycknNzSc9v4iMgmKyCheRu6CU+YsrWFhaTUm58IUbQkG1juW19VStWBfMu3awdsN26jfsYF3jLjZuaWLr9v1s23mQLdv3h6EVqkVs3raP9Y272LL9AHv2HWXfgSMcPHiUkyfu4ewTT9F+8SJdbe34O7sIdHcR6O0h4O+lP+BnoC9Af1+Agf4AAwN9t8FsaLCfoaF+hof6ghKeGx4cZHhgiOHB4aCGvqVhhgdHbgPYcBBWc4EVUl/fAIHAAH6/AKae7n66uwJ0dfrp7PDT1Rmgu6uPrs4APd399HT3E/AP0Nc3xNDgBBPj08zMXOGFq9d59dU3hKOgw/D6N77++vcCvP78F/7XX/9peAUzr3dvh9eRo8fYuLGRZRVVZOfk4XT70JtsqIOuITpGGgSWsPfwrnnR3DUvmnkR0dxxZwR33Cls8xH2KkYTHSMNHlujQa7Qhr+AVqbWhv+oxXIVIlkwhwq+NgSt0Nio1Zkwme2YzA4MRtttMprsQQngCi0GhBYEIqJFzIuOISJGRLREikShQKJQodQaUBtMwjilElYC9XoLNqsLi9mB3mDGZLCzd3cTb735BtW1dWTkLCA3fwnzFyyjdOkKKqvWsWLVJhq37GPH7sNk5y1EqtAhkgk/k1SpQaYSflaxXBUGS4xMQZRYEiz7xvCdeRF44hNRaPWIpErEMvVtCsM9+HlSpQaFRnBTCo0ufIqqxmBCazSj1pvDri0k4f1qFBpt0H0K75EqVcg1WmQaDVK1hmiZhGVr7Ay8lM1zgy4GXkxn8s1MBl/NpP+VDAIvxnPp7fm89tMa/C+kcXHcxdCNTMZey6N9Op3H/T5OPZWHzSuMpMJ4a0CpN6A1GzDYrBhsdlQGPVqzBZ3ZjsHmxOaKY2Glm5bhRVz5XiXf+2Ad47PH6Og8R1tbG52d3bS1tdPaepHW1vO0tl6gra01CC7BeXV2dXL4yDHcvkTsnnic8UnhsTEpK5eUnDxS8wpJyxMAlldUyvyFFSwsqaIkmHNVVNdTWdNAZU2DUDRet436DTtY3bCNNesE97WucRebtgqnSmzdcYDtuw6Fc6/QCNm4pYltOw+y/+BxDh46TnPzCc6cvp/zz56j9cJFOlrb6G7vwN/Vhb+7G39PD4HeXvr8fvr8AfoDAQb6/Az2BR/7A7c0EFJf0K31MzgwwGD/IIP9A7dpaGCQwf5hhgZGGB4UNDQwzGDfEP2BweCK7gCBQD+BQD+9vQH8/j78/n56evro7hYg1dnRS0d7Dx3tvWGAdXb4wxDz9wrua3BwlLGRSaanLnP16ktheL3//o/59NPP+NW/huD1DX/+81/461//F3/729/+iYb9b4W9jXPh9cSTT3HkyDEh8ypbRkZGDm5fHHqzHaVKE86ZIqPEQYAJexJDuuPOedxx57zw9V3zIrhrXhTzImKIjBQTI5Ihk2tQawVgqHTG8EglUQgVC9mcjCv0qAxmUwaDDYNBANW3ARZye0InzHjbKmWMVBbcGRATHh9FMgVKrRGVRtiXKVFq0BgtOF1ePO4EzBY7Ko0Wvc7KmXtO098fICO7gIT0PNJyiihYUMaiJdUsLV9NdW0ja+p3sGLVRnRGB3K1LjiiqcPACrkiAdQqoiTyMLwiRWIcbi+rG9aj0hmJmQOvsPNS3oJXCPgxMkXQwSrDY6Bab0BvtmKwOlDrzCg1xuDeU11wgUKNSqcXcjaplBipTACYSoVYqUSm0SBSyElfoOCZ4Xg6ppKY+l4+Y2+k0nHFR9vleJ4ecPBEr5XWqUSeGnDxeK+D0xeNHH9aQ/OTRg49mkBSgQqRWopca0CmEcCl1OvRmPSY7A7GklZJAAAgAElEQVT0FgcKnR6VwYjGaMFoc2KLTaSgxEX7aClj1xdw7a0axi7voaP7LG3t5+noaKO1tZWWlou0tbWFHZfgyNppa2+lvbOVu++5B19iCnZPfNh5xadnkZydR3r+fFJyC0jNLSIjr5j8ojKKF1eypKyGsspVVFSvZXnthqDWU72ykRWrN7NyzRZWN2xjdcPWW+5r8x42b9vH5m37bs+49h5lV9ORMNQOHDzBkeYT3H3yXs4+fpYLz53j4oWLtLW20tnWQW9HN72dPfR09dDbLdQ//D0B+v1+BgO9DAb8Qqgf8DMY8DPUF3Jnfvr7/UF4BRjo7xPU18dAX/+3NMhA3yCD/UNhDfQN0h8YoD8wQMDfj98foLc3QE+Pn+6eXrq6e+nq8ofdVkd7D+1tArza23poa+2mo72Xrs4AHe29dHf14e/tZ6B/mJHhSaYmLnH16jVefeUN3n77Hd5/70M+/eQz/vW/Ci8h8/psDryGeOKJsxw+fIS1a9exaFEJqamZuDw+9HrhyGGxRIFILCdGJGNeRAx3zYu6DV533hXBnXdF8J077uKOO+cRHSNGLJUjU2qQB52UQqlDHgydbwOXSotcpUOuEkYrZTDbCnW71BoDRqMNg8E2B16Cy5pbu5jbDQvBTK7SMi86hruC2VeUWIJIJkcsVyJVqJCrBDiIZEoUwZ6ZRmdCKlMgEsk4deoUmzZvxe1NIS4lh6SMXPKKyihaWElp+WoqqzdQu2oTq+u3kpyWh1JrRGMwC2VTtS4MMJlKg1ShRixTEC2WEiUSI5YrWVi6lG2797GmoTEILC1ylSEoPXKVsPooVdxyb8LnCUG+AC85YrkCpVaLxiCUWBVqQ/D3K4yZUqU6ODZqEMuViGRChUQkkyOSyYmUSFDq9Th9XrKKrdzfksrld5Yx+UYJQzdyaZl1cGE6jmfGPDzSbea+C3oe6bTxcIedE88Y2f+wlubHfBSV24lRSpBqNch1WuQaHQqtDoVWj0pvwGC1ozFaUeqMKHUCvAw2J7bYeNJzXZx5OpuhF/N4/vuV9M/U4x98lM6uNiGobztHa9sFWlvbg/BqC7uutrZW2jvaeOjhh0lMTsXlicedkEJcqgCutPxCUvMKSckpJCN/ITkFSygsLqd4cSWlwZGxokqAV2XNeqpWCBCrqF5HzapG6uq3s3rddtau2079+h00rN/Buo07WbdxJxs372HbzoPsajpC077j7N57jG07DrB9x0EO7D/OyeP38sjDj/H02ac498yzXDh3gdaWFtrb2uhq76SnS4BXd2cPvV099Hb3EOjpob+3hwF/b1ghgA0E/ELIH9RAwE+/X7juCwToD/SF1ecP0Ofvo8/fR3+gn/7AQBhm/YEB+vz9+Hv76O29BS+hgtITdloCsLppb+sJg6u1pYvWlq7wc8II2UdfYJChoQkmxme4evkaN268xve//w7vvfchn3zyc/71X3/F17/7mm/++N8Er8GBIc6efYajx04IR+IsW05mdi5Olw+9wYpKrUUiVRIZJQqG9ZKww7rzrogwvOaCSyKVo1AJJ65K5KrgfkZhc7VIpgw7EbFcFRx/9Cg0elRaAzqjAKVQLSOUQ80F1dzgPrRJW6XWh0uuITcmU2q5K0rEnZFRzIsW8q9oiZQYabCmoBRGJ4lchUQmVD4kEiVKpRaVRsuOHbtYULQEpysBb3w6CanZZOYXk1dUwsLS6vCK1Ko1jWTnLUCh1qPWC1mUWm8KQloj1DSkcsRiKTFiCRExIgxWB+s2bWPrrn3kFS5GrbNhsfuw2H0YLR50BidagwOtwY5GZ0Wu0gcdlBaF2oBUoRPG0DC8hP6XUmtAqtQEIa1ArTeiNZqRq7VIlWqiJTIWLFxM3vwi7oyMQqZSY3Y4Uep1iJQKzC4DuUvMrNqcwOIqJ3vvTeTp4VjOT8bRMpvA430uHmpzcea8lQdabDzS6eTxnkzWbI1HrhEjVWqRqlVI1Upkai1KrR6VwYBKb0ZvFtr/Sp0Jld6MxmRFZ7NjdcWRmB7LnhOJtI5lcunNSs71lnHw2ApaWp6lrbU9CK4WWlvbaG27KACrvZ3OznY62ttob2/j4sULlJSWYXfH4UlMIy41m6TsfFLyC0jLKyQ9r5jM/MXkFJWSX7yU+YsrWVy+grLlqymvqqeyZh0V1Q0sq6qnfLmwc6JqxQZWrt3Cyvqt1K3dxpqGHdSv307Dhh00bNgRHBEPsKupmb0HjtO07yg7duxnz55mDh08wel77ueJx57gqSfP8uzTz3D+ufNcvHCBttYWOtra6eropKeri+7OLrq7uujp7qS3WwjzA91d9PV009fTLaxM/gcK9PQQ6PXfpj5/AH9Pb/hagFg/gd6+29Tb7ae3xy+4ru5eurp6w2Nie1s3ba1dQXXScrGTixc6uHihgwvn22m52ElrS1d4hPT3DDI4MML42DSXL7/Ay9df5a23fsB7Nz/gk09+zi9/+St+97uv+eMfv+HPf/4zf/3rX/9P4HVrbBwaGuGZZ89x4uSp8JE42Tl5uD0+DEYbKrU2uGIo5q550cHQPpo77pzHd+64Kwyy//GdO7njznnMi4gKHiIoI1IkJTJG2A4kEgdPlpAqwk1zqUyFTKFBodKhUOtQBFfP1HpTsBN163WhZr5Qk1Ahk6vD9YrQqDi36KpS65EoNESKZdwREc0dEZFhgAkOTBF2M+rgETM6nRmFUicE7AoVDkcsHk8iHk8KvvgMCorKSM+eT0ZuEfMXLaWsciVVK+qprK7D6Y5DqtKEM67wWCeTEy2REi0SEyOSEC2ScFdUDHGJaaxp2Ext3Xrc3gxM1ngcrlRiPRk4Y9OwOZIxWxMwmt3ojA50RhtqvelWlhYM8YWCqzIILyEHC8ErWiJFazRhsFhR6/XI1RqixGLKypexavVavnPXPKRKFXFJyTg8XsQKFZFiwZlK5EqipVFUrrPy7GgCTwy4eLzPyQMdVu5+1sqJpyyces7ME10ZNDYloNRFIpLJkKpUSFRKJCoVEqUSmUaByqBDpbMKP4fJglpnRmt0YLQ6MdqdmJ1efOmxbD6cwuM9eXROLuOR80u4/4mVdPY+RGvbeVovdtDa2klrayutrQK8OjqEgmp7eyutrQLM9u0/gDcxGW9SOvHpuSRk5ZKcm09GfhHZ8xeTWSAor3gpRaVVLF62kiWVdZQtXxM+VWJZ1RrKKupYXFZL+fI1VK1YT03dJmrrNrGqfpvQtN8guK/N2/ayfdd+du89xP5Dxzh06Dh79x6mae9hmg+f5MH7H+GxRx7jqbNP8uwzz3D+uXNcPH+B1osXaGtppaOtnc72Dro6uujq7KS7q4Oerg56Ozvwd3WGdQtmt4DW19NDX08P/u4e/D29YfV+6z7Q20ugNxCGVU9X7y119tLd1RsEVw9dXb10dQrwamvtouViBxcvtIcfz59r4/y5Ns4918r5c21cON8ezsK6u/rpDwwxOjzBzMxVXnrxBt/73ve5efMDfvazT/nlL//1vw9eL798g+GRUZ5+5lmOHj3B+vWNlAXP8/J44zAYbShVmnC/KzJKHAzqo7hrXlQYYCHn9X/939/hO3dEhKsRETESokS3+mChbldMcDVSIlWG4SSRq8MBfuiPP6QQrOaeTCEJ1isUSm3Ydd3ajiTsr5Qq1IikSu6KFHFnRDTzogRFxIiQKNRo9MLGZqvDEz7nyxBss2uNoWa8Ca8njazsRVTVNpCYlkdW3iIWlVYLq1K19WTnFWEw21FqDEJ+p9IikauJEsuIFEmIkQiHKsaIxERGi4iIkVJUXEpKei46oxOFyoZa60Jn8GI0J2A0x2GyxGOxJmCxx6M3OVFphY3vIpnytoUAwcmqkKvVyFSqcJcrNCIrtToUGi0ShRK5WkO0RIrBaCY5JQ2FWhOGmzsuHm9CAiqdFpFUhlguYWVjOqOv1XJ+xsnpNhP7H1PT9LCWnWf0bDqpYNdpK2u3xaPURBEliUEslyFVKRArtEhUGkQKFTKNBo3eilortPx1JjMavQ29yYXZ7sZsc2NyxuJKdrK0PoHGQzkULXORlu0mf34y23atpaXtGVpagq4r6L6EkbE92P9qo6WlhYsXL3LuwgWWVlbh8CbiTc4gMSuXpJw80nKLyJ5fQvaCUrIXlFJYUsmCpdUUl69gYcUqllTUUbpsJUuXr2JZdR2lFbUsKqtiaeUqKmsaWF67norqBmrrNlFXLxRVGzbsZOPm3WzbuZfdTQc5cPAIh5uPs/9AM01NBzl25G4eefAxHn/0cZ568gmeeeopzj3zHBfPn6f1wi14dbS109nWQVd7B92d7fR0/j28bkGsk0B3N4HunrD83T30dHXT2y2MnT1d3eH7ni5hQcDf478NXN2dPWF1dfTQ1dnzd/Bqbenk4oX2/5+194yO7LzOdNmNXDlXoVDIqXMOyDlnoHOObJKdmx2QCyigCqFQCTl1YiZFKtK2LMkiKcqSJZuWFZw9tiXLyx4njWd8x2vN/fPcH985B4UmPcuW7o+96tTBQQHotfpZe+/v3e9mYX6F+bll5maXmZleZDqywHRkgbnZZRbmV1ldefqZ8PqGDK8f/kSC1/8PmVf0bOPnPvce09Oz9PcPcumS8LDff6BQnDY607BY7egNFsm2Rk9CoobYuESlz7UxJk4JUTYalGcTNXqSJFDJ4IrWicl9NI3WiFprRKUziozFJCQVGr0JrSS1kDOtZwEmyyrkcjIaXvJwuPx7JyQKo0OjyYIzNYvMnM1k5W4hJ28rmzbvEFbJOZuxO9MxWB04nKmkZ+SxZ08prW0nuXD5FvsKqqms7aDr6AUOH7tIfVMXaZl5ws0hNVP52bLg1mC0CEdYrUHJupJdGTS1dmFLTidJY8ZsTcdiz8JszcJqz8Fiy8Jqz8Zqz8ZsS8docWEwJ6M32QTMpea9Rm8WZZrVhsFqQW8xobeIaQL5gEJW8csr0tR6AyazlYzMbDKycsjIzcWaLLKylPQMnK50NHoT1hQr5S2ZeBYOEv7cbnqmM7juzeHI9TRaLzmpPWWjoMGJ2aUTWaXBiMZowGC1YLA6MNgs6Kx2zMmp2JKzsCVn4khJx+nKxp6cgzM1B1dmNqmZ+biycsnckk9R3U72lueybe8Wdu4pZPvOfRQUH2RyaoKl5SUWl+ZYWp5lZXVJgZZo5C+zuLjIwsICE5OTlFZWk715K3nbd7HjQCF7ikrZW1TBvuJq9pfVUljZSGldK+X1bVQ0dFDVdIjqpkPUNnVR3yKiprGdyroWqhvaaGo7TkvHKVql0rLrqDTreOYK5y5c5cqLN7h67RY3b93l7t0e7ty+z80b9+jrcTM5PkXAP0U4OMV0KMRcZJrF2VlWFhZ4uLTMo+UVHi2v8HhllSerD3myusLTh6u8IgEs+notHvHKo8dKPH0klZ1SPH74aF0ImD1dB67HD58o8Wj1MY9WH/Nw5REPVx+xurKWccngmpkWwIqE5wmH5ggFZ5mZXmR+bkVp4D96+BqvvvI277zzeb78xV/n61/7Jt/5zvf44R/8mL/48//G3/78V8y85L2NP/nJH/LRRx/z7nufZ25ugf4BNxckD/t9B4rIys5X1pPpDRYFPIlJWiXrksvFDRtjiYmNFyM6WoMCpwS1jiTNmrg1GmxJKp0CNbXGgFpnRC1nW3oTaglqslZMLh3lUlL+mgwwGRjR85Fy30yl1isZo05vItmZSqo0/5eakYvTlYUzRdjtZOdsIidvK5nZ+ZKdTj7FJfW0dZ6h4/BZKmo6aD90juOnX+T4ySuUVjRIVjZZpKZnk5aejd3hiiptrWh1ejQanXCG1eg4UFhGfVM7ZqsTrd6C2ZaGLTkLiz0Diy0TqyMLuzMbiz0dndGJ3iT1t/RiDlIWs2p0FvQmG0aLDYPJjM5oRGc0ookS5cqjUfJsZ2ZuHplZOWzeup2M7Bz0FjEipDWZ0ZhM2Bwp2JPThJg03UH6Ng1lHQ5qjrrYcsCEOUONMVWD1q4lQa9FZTCiNWlRGy1ozWb0VjNGmwWdxYDabEFjEZ+rMRqlE0+h9rc503Cm5Sni1ey8rdQ2VrN5ex7bd+7AlZGDMy2LrPw8Xrp+k5XVJywsiH7R8vJDBVwrKys8fvyYhw8fEolEuH7jOlt37BKuErv2svNgEftLyjlQXMX+ohoOltVSXNVISXUTZbUtVNS3U9XYSXVjF7WNndQ0dFDd0EZ1QxuVda1U1rVS13SYxtbjNLefpLnzFO1HznLkxEWOnbzEhQvXeOnqbW7dvsfdez309brpvt/Py3d6GOjz4J8IEJjyEw5NMRMOMxeZZn56luX5BVYWFlldXFoD2PIyj5aXeLyyzJPVFZ6srvB4ZXnd+/WxypPVVR6vPuTR6kMx5ymVoXKsQezxOmA9XHnE6vLDdbG8uMLS4opUHi4zO7PIzPQCM9MLRMICWKHgLMHADIGpaSLheaYjCyzMr7K48IjV1Se88vQN3nrjXb74xa/w1a9+g29/+7v84Pd/yJ/92V/w85//rbJ49t///b8Mr7Wlsz/5Qwle736emdl5CV7P09jSyoGiYrJzN4sNNUYrOr1FyZyEXEKtlIobNsayYWMsKrUWvcGEShOVXWn06+Alg0gGWDS8NHqzELFGjR+p1Hpp/MisiF1F89+8bkRJ/lw5M5N7X7LEQ37OYLTiSs0QG3hcwvvK4crEmZqlzFOKLdPZ5OZtIS9/K+kZeRQW1dJx6BydR87R3HGSQ8cucezUFZrbxK5KS3IKBpMFs9WhaM4s1mTpbzWg1epRqbTEJ6pJz86jrqmN0spa9EYhyjVZXVgdmQJe9gwpU8nCaHGhMzow21wYzHY0BgEvjd6CzmhHp7eh11swGOUNTEZ0BqNwqJUyL3mmU6XTozOZyd+6jey8fKxOJw5XKnqzBa3JhN5mQ2exYLaacDhTsDszSMvNx5LmQG3RoLao0Zr06M02LI5kqSQ3oNIaSdDoSNIZ0VnM6K1WDHYLJqeR5Bwrmbv07K2wUdqUQlG9g/IWJ80ns9lRmExyWjrp2ZtIy8ilvraVl+/cYfeuvWzZugu7M53ktHRcGZkcLCwmGAmxsDjH/MK8pLBfZHlpiUgkwrXr17h16xYLC3OEQkHq6pvYvH0323cfYNfBIvYVlHGwqIaC0jpKqhoor22mvLaJ8tpmKuvbqW7spKaxi9rGLqrrO6ht7KS6oYOahk5qGw/R2HKMlvZTtHadofXwWTqOnefIyUscP3mJs2df5NKla9y+84DBQQ9D7lEG+j3cu9uHe8DH1ESAgN9POOhnJiTgtTA9w9LcPMvziwrAHi4t83BpiYdLizxaXvpUyBD7rPuPVpZZXV5hdXlFKUOVkID2cEUA6uHKIwVcK0urrCytsry4wsrSKksLyyzMLjInQWs6Mq9EODRLODSnZF2BqWlCQXFvOrLI7MwSy0sPefzwFV5//R3ee+/LfPXXv87H3/ptPvnkD/jTP/1z/uZvfs4//dM//Wrw+qkMr299zLvvvsf0zJxSNtZLNtCbt2wj2elCb5DBJeYTBbjWThjlclGrM6BWr8+mkjR6VM+ASKM1SAs4dKg1+jWrZ8OaHEOlEvCTszO52f9s816tMXzquej+mNyrM1scykhRakY2mTn5ZOVtJj0rD2ea8MSyO9MwWR0YzKIMdaSkkZqRQ0ZWPhcuvsjx05c5f/kW5y7d4vDxS3QdOUf+lp3oTDb0Jouwt9aZlGFyg8kq/Qc3otLqSNJosCWnUFFdT0NLO4Wl5ZhtdrQGM3qTE5M1DbMtQwGYyZqKwezEaHFitgkBq9ZoRaO3oNFb0RvtaA3ipFR8hhmtwYTOaEKjN4qS22BGbxLyCpXOgFpvwOJw4ExLx2Szi9nGFJfSJ9NbrOhNJgxmEzani7SsbFIyMzDZk0nS6dGZTNid6RQUlVLf1EpJeQUF5TsorM4mc6sNrUWP1mwlJcvKuTu7cc/vY2RlDxOP97DwXgHjj7aw8N5B3vitWvwPq9hVmMqW3dvJyM7gzq3bzE3PsH/PPgoKisnKySMlI5OMnHwycvO5dfc2i8tzzM1Ps7gwz+LiPKsPVzl26iQOl4vsvDzu3r3LysoK7qERisuqKCytZH9ROXsLK8QpY7k4ZSyraaaitpnKmhaqatuoqe+gVoJXXZPodVXVtVLb2CGp74/T2nWGtkNn6ThyjkMnLnDk5AUOHzvL0WPnOXnyEpcuvkRfr5vhIS89PYPcebmH/gEPkxNS2RgIMBsKMx+ZZn56hoXZBQVecha2srDA6qKIh0uL/9eQn3m0LIC3urTI6tISD5dX1sXq0jIrS8ssL4pYWVpmZWlFZFkLyywtLLM4v8TC3CLzs/PMTc8p4AqHZomE55SQ4RUMzOCfDCsZWCg4SyQyz8LcKqsrr/DaK2/x3rtf5P1f/yofffRtPvnkB/zJn/wZP/vZ3/CP//hP/M9//Z8CXv/nvwivf5JEqj/68U/46Fsf8/nPf4HZuXn6+wc5d/4CNTX17N59gNx8IZWwWO1iTlDa8iM36eWScWNMHEkqjejpqPQkJWnFnsWoWchne11CiZ8krThbA0/0sLf8GfK96DEjo8m2zq1VBpgy6C1laPK4kdniELovsx2N3qT0jZJTM8jO30Jm7iaMNoci49BL40tao5n0zGymAkHcwz5u3R3kzIVbHDnxPG2dJ0SpmJlDRlaekm3J/TmdwUySVoziiFDjTMukrrGd6rom8rdux+JIFqeFJocEqhSMlhQMZufaaJBZCFNVOqMwNDTbpLLRImm2xISCPOStMZqkwWtx6GEwO9CbHGiNVnQmCxqDTjqddCq9MNlhwmx3KNova7KT1MwsXOmZSqNfYzBhMCdTVFrHmXO3OH/lLL2TpUw82suhyzkkGTQkaHSkb9YSeLWUV35rH0tf2cXyV3bwytf28fg3dvLw/d289c1qlt5toqAynfTcDPI25zEx7uOVx6u4B/oJTE1y9vwF0rPzyMzdRHb+Jm7fvcvi8iJzczMszM+xsDDH0soy9S0tWJKdZObmUVpWwcSEn1u371JeVUtZlci09pdUUVhWR1FFgxgLqmmioraZqro2quraqa5fMyKsbeyiuqGNmsY26pqFIWFzxwmau07TevgMbYdO0374FF3HztB59BSHjpzm+PELXL50lb5eN0PuUe7cecDN2/fp7nUzNja5JpUIR5iLTDM3Pcv87DxLc2uxPL/A8vycEisL80rIQIuGWvS9tRBZnBwPF5dYWVhkcX4hKuZZnF94BloLzE7PMR2eIRKalkA1SzAwrUQoOCNdC2D5J8NM+SP4J8NSCTnL7MwyK8uPefr0dd555wu8//5X+fCjb/O7v/f7/PGf/Ck//enf8A//8I/867/+T/793/+d//Ofh9fa9iDZz+uDDz7i3XffY2Zmjp6+Ac6cPU9NTT07d+0hOzsfR7JYLGswWhV5RDS0NmyMZWNMnLJAI/GZmUcZKjKgZNCIhR2JJCSqFWfV6LJQrTF+CkiyUDZaKiFnhfLMpfxzNFrjuma+IzltrSx0rKn7rclixi5n01ZSM3MUaYXOaMJktaEzmXA4k/H7J/H7g1x+4SZlVW0cPn6JkvI6jBYHroxsklPSsdpSFC2a2eLAYLKi0plI1OgUoazJlkxtQys5+Vsl4JhQ640iOzI5JFg50BpsaA1WaZbRgd5sFeWiwax8nyy21RjMqHQGBV5yCMhZ0Zls0rJgqySfWGvky70wvdmCVoKe7DhhstnFyWCKS3GiEN9rorahk3MXbnC9p5mxh1uZej2DG55M9pSa2V1i4sytLB6+X8rSl/cy9dpmXv2tQt76uJA3PzrI9Nu7uOvbQ1lTGqk5ydhS0yksLmFlaZE3X3tCf+99yipKKSgtJSNXZMe7du9jamqK+YVZAa+FWebnZ1hYnOel69dISc8gKy+fTVt3UNvQTHl1HQeLyyiuqKG8tpniigaKy+oprWyitKpBsn5uoaaxneqGNqrq26lpFDOOwoywk7rmLhpajtLcdoyWzlO0HDpDy6HTtHSdorXrpAKwo8fPc/r089y8eZ/+viEGBzzcunWXF6/d5uW7vQJeUwFCgSDhUJjpcJiZyDRzM3Mszq6PpbnZdQB7FmL/EdBEzLM8Px+VxYmMbnFunoWomJ+dY2Fufh245mbmmYnMEglNEw5GFHAFpiIEpiLrrgNT00z5I0yMB/FPhpXXcGiGSHiBpcVVnjx+jbfeeo+vvP/rfPDhx/zu737CH/3xn/LXP/3Zrwqvf1EWcHzwwYfCSTUcobu7j3PnhSXOnn0HxKmbQ+xa1Gj1JCSqiItPJDYuQelzyY36tYxK86mh7c/KwuTnVWqdkmlpdWbpZM6obMoWmZd+XW9Lq5Mb9eZ1p6DRQ+MqtR5XaiY7du5l5659bN22i23bd+NKzcDqSMFsd6IzWsQEgNWB3ZlKWmYOdmcqWqNFsqgRRoElJSUE/H5u3rhD16GTFJTUcvLsC2zdsR+9yY4tOQ2rPQW9QZSzdocLuz0FvdGqwCZRoyU2MYnN23dR29CGPSWdRI1urS9ltCn2N1qDVYKXBb3JjsnqRG9yoNFbUevMqHRGRSUvwGVUSkJ54Fs0682KEFj8TUbl62vPGBVoyV+Tm/wmmx17iguz3YHBYpUGyvXYXckcPnaG528cxbt0gJl381n88hbCb29i7OF2Jh7uwf+khJ7AFu5P5uJd3s3oyh76prdyx7uL9rMZ5O40YXYm48rKw5mRzclTp3n6aJnXn6xy7aXnSUlzkZqdS1pWLq7UDF568SWePHzI/GyE+fkIc3PTzM5EmJ2JML8wx5Hjx0nLyiF701bytu5iX1EpB0oqKCitoqy6kfKqJkrKGyirEhmXyLrESWJlfato2jd0UiNFdX07NY1dwtur7ThN7SdobD9JY8dJkYF1naatSwxvHzl+gXPnrtDTM0h/n5vBwWGu31Wq5+oAACAASURBVLzDpSvXuXn7Ad7RMab8QYKBIOFgkEgoTCQUZjYyzcLMLPPTM8xPz7IwM83CzAyLsyKW5mYVmH3W9dLc7DNAm1PgJWdzi7NzLMzOMTczy7z0Ojs9I8UcczPzzM3Mr8u6wsEIoeAMgakIU/6wAq0pfxj/ZAj/ZJjJiRDjY4F1r8FAhHB4lvm5FR4/fIW33nqHL335fb75wUd8/3c/EZ5ef/0zsYTjU1uz/xNlo5x5/exnP4uClzAj7Ovv5+y589TXN7Fv/wFycjdhdzjR6Y3rsq64+EQ2boxlw4YYNmyIISY2gSSVdh08nnWfiIZYdE9szddLXnOmR63RKa+fFfI+R/m56LJRrTEoRodioDuTffsPsmPnbjIys8nJzcfqSBYZiFaPSqPFZLai1RmwWO0kO11iosBkRWuwYLUmc/vmbUbcw9y8dpumpkO0dpzgytWXycnfjtGSLMwCrU5MZofSszMYxDRBosagZF4WRwpVtU2UlNeiMVhQSe4OSRqddFhhR6O3oNaZUevMaPQWtAabUk5qDXbUOouAm3FNB5ekNawrG2VlvRDhWqTTSQFReRhchpQcMvjkpr7OZFY8w6KdaFU6PVl5mzhy/DQv3W/Et7KL2c/tYfXXCgm+sYuewA7O3NhEZWs2W/fZ2LbfTEltDlv328ncaiFrcyaurHTsqQ6cGZnkbN5G9qZ8Rr0eXnm8wmuPV4gE/WzfuYv0zFx2bN/F+TPneLS8zKOlBRZmwszOhJmZjhCJhImEg8zMRPBPTVJcVk5W/la27DrA3qIyDpRVs7+4koLSGorK6imrbKKyppWq+laqG1qpbeqgrrmT6qYO6bRxDV6iUd9FXbNo1je0Hqeu9Tj1bcdp6jxFS+dp2g+dpuvoeY6euMgLV27Q2+Omr3eAwcEhbt58mUtXrnPtxst4hn34/QEC/gChgCgfw8GQAFg4osRcJLwu5qcjzE9HWJydWXf9f4/ZKCCKmI1MMyPFdDiiwHM6PM3s9BwzkVkFXKFAhOBUiGBgmil/mMmJIJMTQSbGA4yPTTE+NsWYby0mxoOMjwWYGA8y5Y8QCk4zO7vM6upTXn9dgtc3P+J73/+EP/zDP+Gv/upnygah//2///1TSzj+kzqvnyo20G+//Q6hUJj7Dx5w6vQZqee1j+zsXBzJTvRGs7Ldet0J44YYntsQKzlLfDrjehZeiUlaktRakjTihCpJrScuUU18kpYk9XooyctmxU7HtUW00dmfKDtVaLQCWM6UdLJzNrFz1z4OFpSw/0ARKa50DEYzObn5pKVnYrbY0BlNJGg0aHRia7dObyRJpUGnM2B3OLHa7JLkQ8+hriOEAyEmvWM8uNtDSWktR06e58jJc5htLnRGGyarE6vdhcksJgJkMa7OYCZRo1fmKnfu3U9lTSOlFXXYnekkafXEJanE6JJKAExrsKDWmVBpTai0ZglWdgxmJxq9lUS1Qcq+TKh0pk/BS5ZDRJeDoiQ0K7Odaw4bFuXZ6LJRNimUw2i1rfXTDBYMZicOl4ucbRa2HdRSUG2josVFUa2dgqo09hTnsnV3DsnpTiwOJw5XBikZOZiTHcIGOiOP5LRUktOysaW42F+wj/n5CI8fLvLq42WCE2M01NVx7uw5JkZHeP3RI159tMLqwiwz4QCRUIhwKEwoGCYcDBIOTjEzE+Heg252HShk5wExQL+vuJKDJdUUlNZSVFZPeXULlbXtVDW0Ud3YpsCrvln41dc2da0ZE0r9L1ki0SCBq6H9BM2dp2jtPE3H4XMcPn6JE6cuc+vmfXq6B+jt7WdgwM31m3c4f+kqV6/fZXRkHL8/xNSkaNyHAkFRQgZDRIIhpoMhpoNBpoMBZsNBZsOhdSHDTL6WQbYwM838dOQZ4E0zF5lhNhxhJhRmJhQmIoFShqb4NwsRDkZEf0uKcFCAK+APEpgS4Brz+Rnz+fF5J/GOTjA6Ms6IZ5zRkQlGRyYYHwsw5ptifCywHl4rT3n99bf4wpe+wje+8SG/8zu/x09+8sf81V/9VPGxX8u8/ovwErONPxSD2W+9RSAY4t59Aa+6unp279m/Bi/pP3dcfCIxMXECWs9tZMOGWDZsiPsPoRVdSir3JZ1TglpHbJKGmEQ1cUka4tUaElVrgFpzp5Cb+hrlwED+WkxsPCq1yJysNicZmbnk5W9l2/bdbN22S1p8m4XBaCY+IQmT2YrZYkOt0xObpEKl0SrZmwxKOeNzuVxcu3aVxfk5pqVTovt3uymvqKfz6CkKS6vQGqyK+4PNkaqsfFOkGToTKp2RuCQ1ZoeDgpJyikurKS6rZcfuA+vgFZuoIl6lJlGrk/59tCSo9SSq9SRpxZRCklZPgkpHgkYvlYoiEqX3MrDUkmOFXJJqDMK1NUmrVe4LWK3vkclQi4aZKBdNUZ8lJgYS1CriVAnEJxmIT9IRr1YJRb9Ji85swGARbhWy374tJRWTXbLIsadhsadiTc7A4nBw6uRxnj5e5dHqIk8eLvF4dZHHKwu8+coj3nq8ymurizxZnWd5cZpwaIrgVJBQIEIoNE0oFCIcmiIcDjDiHaWovIrdBSXsKawQ0Cqto6i0nuLyBsqqmimraaWyvp2qxnZqGtupbepc36h/5tSxvvkoTW0naGw7QV3bcRrahNartfM0nUfOc/jYRc6cfZGX73TT09NPb28fg4NDXL9xh7MXXuTGrR68XtEv9U/6mZr0E5wKiPAHCAeCRAJBIoEppoMBBWIzoQAzoSAzIfl9UIlooM1Fws98LcxMKCIBMUQkECQswTIYCBKcEtmf+B1CBKdChAJhQoGwBK4AU5MBJieCjI9NScAak6A1hmfYh2d4jOEhL8NDo4x4BMx8Xj/+yfCn4PX5L3yFr339m3z3u9/nxz/+I/7yL/+av//7f+AX/+Nf+X/+q2Xjp51Uv8lbb79DODwtLHHOnqexqUWSSmwlxSVWdGm0YhhblkaIsjGWjRviFXDJpVs0sIQDhdimHR+vEr5f8QnExicSG59IXEIS8Ykq4hNVSrYVPewdnWHJ4JLvJ6k0GIxmLFY7dkcK6RnZbNu+ix07d5O/aSuu1AwMBmEXrdbo1twu9CaS1DoSVFrUWgM6nYH4+AQSEhJwprg4feYsqytLfPO3vs57777D5956gy+/9x69D/qpq23l+MnzbN66C6Nk+Kcz2jDbxCo4g0msN9PqpQxKZyRRoyMzdxP7C0vYe7CEg4Xl7Ny1H43ORFyigFdMQiKxiUnEq9TKct94lYa4JDXxSSoBdpVaZK5qLSrtGkzk00GNwYhKJzI9+YRTyezU4nPlslKt16PSiSH1rTt3s3nbTgwmKzqDSflMWUKxlnUZURv0qPV6NAapPDXaxWiS3SaG623CutpgEevcjDYLZrsds1347pvsDswOF2Z7Cia7k607dhEKTvHk4RJPVhZ4srrIo+V5nq4u8mR5nqdL8zxZmePR0iwrizNMBwOEpwKEpkIEAyECgQDBgJ9g0M/E5AS1jS3s3F/E3oIyCstqKCqro6isgZKKRsqqW4REoq6VqoY2qhraqGkU2VdtUyc1jR3UNIiTR3H6eJiGlmM0tBynoeUYdc1HaWg9TmvHKdq7TtN5+CyHj13g1JkrXL/2soBX31rZePHSNa7feMDQkI/JcT+T4+NMjk+sQWxykpDfr0R4ai0iAT+RwNR/GAJ0ASKBqXXft/b94n7IP0VoKkBg0q/ElBT+ic+OyXE/E+NT+LyTjI6M4xmWoeVjeMjLkHuUwQEPgwPDDPSPMOQeYcTjY8w7xVQgzMzsIksrj3nllbd4772v8Ju/+U1++7e/x4+k4ey/+7v/zi9+IW0Q+uXgJVwlRNkorT570MOZs+eV2cYtW3ZI267t6A0mklSatZNGqWyMiU34VF8rIVEjYCWZFcrwipXhJcks5PEiObuSS0O5VJRLxOjnEhJVxEjSDJO089BmT8Zktip7IE1mqxChOl3o9KKPptUZFAAKdwcjCUka8bMSVWzbsoUzJ08wNDjIa6+8ypPVFQIT4yzMTDMXDhHy+7l35z4lxVV0dB7DlZopNnrbUhTfLYvdhdHqlNbA2UUJqDdhsNjZsmM3W3fuYduuvew/WMLu3QfQas0kJKmJSRTgik1MUlwvFFjo9MrvLxaM6MTfFAUukQ3pFN8yuaclO7XK9xI1WsXHP1GCmUqnp7KmjvqGFgqLysREgtVOamY2+wuLsTlT1vXR5N6X/PuJxr4Ni8OhbDQy2+U9lHbMdocSJrtD+Hg5XVicqdhS0ti7v4C52RkBruU5Hi/N8nBpnkfL8zyOikdLc6JsDAUIT00S9IsSbGpqiqkpP4EpAa+a+iZ2HyjmQHE5BWXVFJbWUlzeQGllE+VVLVTUtFBZ1yL1vdqkk0bRB5NPH2skcaqceQmAHVMU9m1dZ+g6cpYjxy9w4vTznD3/Ei9cucG9ez309vXTP+jm1q17XLp8nRdfepn+fg9jo2OMj44y7vMxMTaOf3yCwMQ4gclxgpMTSgQmxglMTBCcnCQ4OUHIP0nIP7nuGfmefF98z/qQ70+NTxCYmCQwPsHU+AT+sXEmfGNMjI0z7hv7VEyMTTDum8DnFZnWkHuUIfco7sERCVgeBvqH6et1KzHQL4S5I54JxidCBCOzLC6u8vSVN/nc577Mb/zGN/j44+/yB3/wY/7iL/6Sv/u7v+cXv/gfn7l49r9UNn7zmx/w1tvvEApPrxvM3n+gUNF5CVcJ8zoniQ0bYti4MYaNG2OJjUsiLl5FQqKWNQW+yLjWzAtlwKlJTBIQkWGl1uhITBLmholJ6nVlYrRnmDwArtHqMZmtCrSim/mJSWpMZitGk0VZxpGk0ig9O5Vai0ajIz4+kdiNsRi0eo50dBKanGBxOsR8OMiUz8fk6ChTPh/+MR/zkRBPV5ZZml+krqaRnbv2S64VYr2byepcZ7ssdFUiA1PpjViTXeRt2U7u5m1s2b6bXbv2s2dvATZbCvFJamISk4hJSCQuSYXasFbGqQ1CsmGUyl3hy28Q8DWa10FLtpN+NguTTQ/lklBrNAmwSf/GOXmbaGpuo6GxhcraBpJd6ewvLKOsspayqlocrnRFlmG0rjmxyp+lN8tuqU5sTqfkqy8GwU02+7qGv9WRLNxeUzNwpmeRmpVHbv4Wbt68wZOHyzxemuWJDK+luXXxcHGO1flZpoMBgpOTBPxTBKYCCrym/BNMTE7Q0NzG3oJSkXWV166DV1lVs9T3aqO6voOahg4qa9sor26hvKqF8ppmqupbqZUkEw0tR6Qt6Mdpbj9FS4eI1s5TdBw6zdGTFzlz/iVevPoyL1y5wc0bd+jt7WVwcIhbt+9x7uJVnn/xNn19w/hGfIyPjjLm9TLuG2NybAz/mI+pMd+ngCNfR8Mq+v160H06psbHlPCPja+LSd8YE74xxr0+xj4zxvCNjjM64pMmBYYZ6B+mv2+Ivl43vT2Dymt/35B0SDGEe3CUIbcXr3eCyakg0zMLrD56jbff/iK/9mtf41vf+g5/8Ac/5s///C+FIeGvCq8fSa4Sb7/zOcIRAa8zZ8Vp44EDwlVCFqkKPy/1OpnERilEVqMhNk5FYpJWUc0LeYN8qihrttafGMo9rme9wZ51aJVLxYREFQbj2uYgGXIqtVb5XBlSRpNlXUYngKlCr9WybctWWpuaeen55wlOjDE9NcFsYJLwxBjhCR9vvfKUr3z+PX7z177Cx9/8Or/7nY/5zscf4fWOU1RYjtmSjN0hNnvbk9NEwz5q24+QO1hIUOuwOFLIyttMzqatbN62ix0793HgYAl5m7aRoNIQE59AgkqNWoaNRotapxfvtcLUUf6b9Qax81HOrJ6FlwyYaI/8aK98uZxMUmnQ641cfv4FTpw8TWNTKxU19WTlb6GiupGq2iaqahvJ3bxN8QuTm/vRWjDZklp4mKVhTU6RMq1kTDaHAjGT1YE1OQWHKw1HagauzFzSczaRkZNPQ2Mji/OzPFmZ58nyPI+W5gWsFmZ5uChidWGa5flpZkLBKHhN4ff7hQZvcgK/30/XkWPsLSilQDIcLCyto6CklpKKJsqrWyiraqG8uoWKmlYqa9uorG2joqZVRG2rJE7toL7pMA0tR2loEfAS0DpNc/tJWjpO0dZ5hkNHz3Pi1PNcunyTa1fv8OIL13nwoBv34BDXb97l1NkrXLh8ne7uQXweL2MjI/hGR/F5fYx7fUz6vPh9XgGx8TEFPJ+VRX0WsKIh9VnhH/PhHxtj0idifNTLhPSzx0e9+D4jvB4vI8OjDA+N4B5cy7J6ewbp6R5QYg1iAl6DAyO4B0cZGR3DNxYgFJpldfUV3nzzCwq8fvCDH/Pnf/7f+Nu//Tvhphq9u/G/Bq+fSiLVD3nnnXcJR6Z50B1VNh4oIl9yUhVmhGuZ18aYWJ6TZBLxCUkSJLTExCYSEyv6U2qNTowLSUCJlj9EnyBGmxjGxMZ/KqIdK+QGvdxgj+59yRCLbuzLWZxKrSVOgmJCQhLtLS34fV5mggFmwwECEz4C417C/jHC/jFef7LK73z7Q374yff40Q++zw8/+R1++Ml3+f3f+x7f+c53qaqsx2S040xOl8SvqVhtKZiitv1o9BaSNAYS1DrMtmTyNm9n05btbN+5h937CjlQWMa2nXtJUGlISFKRnZPHjp27caakKr+3VmfAanOQlpah9B01Wr34G5PUCrTiVWqlVybLHaKBFl0+KvBSa0hSa9m1cw8dHV00NbdS19RKVX0zdY3tVNU2UVnbyMHiMky2NdV9dEPfYLFitDmwOlJJdmWKxbapGYqxpPDZlzYnyQtPUjNwpmUp8MrM28z2XXvw+bw8WVnk4eKcBKtZVhdmWJmfFjEXYWkuwkwoSGByQundTExMihgfx++f5NTZc+wvLKOwtI6isvp18KqoaaO8uo3y6lYFZAJmzRLMRPkoq+6jV6LJrhItnadp7TxDe9dZDh25wPETVzh1+gWev3KDW7fucv9+D/39g1y7focTpy9z5tyL3L3bw8jQCN7hYbyeEbwjo/hGvEx4vUz4vEx4RwXIxnxK/GfAtB5SIiZ9XiXE5/oEsEa9jI96GRsZxecZwecZwesZYdQzwsiwh5FhD6OeETxDHtyDQwz0u+nvH6S3d2AdtHq6B+h+0M+D+310P+in+0E/vT1u+vuGGRwYwTPiw+ebIhiaYXn5MW+88R7vv/81PvpIwOvP/iwKXv/2S8Lrpwq8PuLttz9HWC4bz12gSYKX7Ocl/uMYiYtXsTEmno0xa5lXYpR0IT5BxcaYREV1HxefqGQ80RFtGR0NpmhQyep9OYRPWDxJKs1aVhaboPTBohv7z5agcUkqNsTGExsbj9lkYbC3l6XpMHNBPzOBSUKTYwQnfPh9I/h9Hr707lv8zre+wSff/ZDf/52P+MH3vsWPfu+3+aMf/YBXn75CijMdk9GOxejAZJKX5TrFwl1bCgYp+9LozWh0JlJcGWzZupOt23axfedeBV4FxeVY7cnoDSayc/LYt/8gNnsy8QlJ2B1O0tIycSSnYDRZFGjJ0I9PUhMv9bLiVWrFKVaGlHyqGA2vaJjFazQkqjUUFhVx7Ngx2traaWrrpLnjMI2tnVTXNVFd30h1fSOujKyoUtEYtVgjGVuyC0dKJilpuaRm5CqeZkZrMiabU+yMTE7DlpKGw5VOSno2qRm5uDJyyMjdTFb+NrLyt3Dz1k0eryywujDD6sIMy3MCWstz0yzPhVmcDbMwHZIyrwn8E5NMjE8wNj7B+PgE42NjTExOcuHy8+wrLKWgpJbC0joOFtdQUFJLcXkTZVUCXmVVrZRVtVJaKSAmw6u6vl3qfwl4rZWXXdQ3H1EysLauM3RI8Dp6/DLHT13h1LkrvHD1Fvcf9NHbM8DVa7c5fOwCx05c4uate3jcw4y63Yx6PBK8RhgfXQsZYDJ0ooEkQ+k/gtSzwJrwjkZ9tk+B1tjIKN5hD95hD75hAbDRYQ+eoWElht3DDPYP0dcnZB89PX10dwsf/vv3etfFg/t93Lvbw4P7/fT1DjHQ72F42KtkXgtLj3n11bf50pd+gw8//G1+8IMfrcHrn/9F2pr9S5WNss7rQ6XnJU4b13pe2TmbSXa6MJnXxnASEtVsjBE9rxgZMhJYZIDFxSeuA050013OsJ6F04aNsTy3MUbRj0Xfl8vA6LlKeRhchqDs6CrDTJFcSP2kjXHiGZPRSM/dl5meGCMy5iMy5iU87mPaP05ocoz5SJBf++K7/Nb77/Htr32Z73/rq3zyra/xycff4Iff+w4vXLyETmvCYnZis6bgcKThdGbgTMkg2ZkurJqlBRoGk/Ady83dzOYtO9i2YzfbdojMq7CkkvLqenbs3ovFaicvfzN79u4n2ekiPSMLV2o6Or1RgZWcXSplsFpDUlRJKGdecsM/ukSUS0cZZiqdnniNFpVez4tXX+LKlSu0tLbT2nmYlo7DNLa2U9vYTF1TM7WNTeRu3rKuYS8v8rCnuHCkpONIycKZmkNKWg4padKGbmc6DmcGztQsUtKycWXm4MrIFkPw0r2MnC1k5G8nPW8Lx0+e4OHyvFIeCmhNszwXYXEmxPx0gPlpoXsKTk5IDWcfPu8YPt84Y74xxsfHefHadQGv4hoOFtWwr6CSA0XVFJU1StBqo7SyldLKFsqqWimvbqWsqpmKmrY1K5z6dgVeIgOTASZkE62dp2nrOE1H11k6D5/j0LELHDp5gWOnL3D1+h16ugd48cVbdHSe5vCR81y//jIe9zCewUFG5OzL42FsZC1k2MjXMsyehdqzkFoPqpF1nyNCQMsnQcs77ME7NIx32MPo0DAj7iGGB90MSeEeGGKw362Aq6enj+4Hfdy/J0B1725PFLx6uXunm/v3+ujpHqS/f4gB9yhe3ySh0AwLC6s8ffomX/jCr/HBBx/zySfCFkc2JPy3f/u3XzLzkkWqcs9LclI9c/Y8ddJ4UH7+FlypWdhsTsXPKyFRRWxsgnLauFHuf0WZEcYnJBEvmRTKzyilYEycEhufgZc4AIghJiaWuLh4klQq1BoNKo2GJLUY5I6LT2BjbCyxcXHExMURExu7DmTRGV58QpJ4Nj6RDRL09Hodd65fZdY/wfTEGDP+CeamJpkLTDIX9PNkaZ7Pv/ka77/9Gl9/7w0++OKbfPiFN/jW++/y1S+8y65tO0hK0mK1peBKzcLpzFBKR5vdJeQTklmiSq3HkZJG/pbtZOdvZfP2XezYc4C9B4spLK2gqKyCjJxcLHYH27bvFGV6SiqpaRnS5IB2nXA3WqybpNaKCQE5k5JKx2ghqgytaPW8GNw2kmgwkKjV0tzSwrUb12lqb6et6zCtHYdpauugoaWdhpY2Glra2bpzDxaHE6NkPy3KQCeW5BSxRCMlA2daNikZOTjTs0lOy8KZlkVKejauzFxSM3NJzRLbsh2pmSSnZZGRs5mczdvJ2iwWztbVNzI3E2F5bpqlmTBLMxGWZiMszoRZiASZDweYiwRFme8fZ8w3gs/rYXRkBK/Xy6jXi29snJcfdFNQWsmeggr2FlSyt6CCg8U1klyimZKKFkorW5RXORMrr24VAta6DqrqOqisbZeiTYGY0IAdorH1GM1tx2lpl6LjOG2HTtJ+6BQnz1zk7r0eXrhyjabmw7R3nObq1dsCXgMDeNxDeIY9jA578Hk8+DzD60LAy8P46CgTXq/0+iykRj8DVCNSDEeFB69nmFGP+HkjQ8N43B487mEFWO4BN4P9bgb6BhnsH1SuRcbVy/37D7h/v4d793u5d6+Hu3e7xeu9Hu7cuc/tW/e4+3IP3Q8G6O9309/vYXjYh98fYmFhlVdfeZMvfel9PvjgIz755Af86Z/+mfD0+ud//hXh9eOf8MGHHyk20HLPq6mplcKiUrZu3UVmZi42WzIarUnIHuITiZMgJI8HRcNrY2wcsXHxxMXGs3FjLM89t1EStMZEiVtj1saLouEVE0tcXBxqtRqdTodapyFRnURcQjyx8XHExsexMTaGDTEbxWvsRuk6bp2cQm7yC2CK3+25GLGOzWjQ8sKFsywGA0TGfIS8o8xMjrMYCrASCfF4dpqnC3O8Mhfh7cUIX1id5r2VEF995ymrs2FczhRp2DsZm90lQtrcLZePFqsTo9FCVlYe23bsJn/LdjJzt5C/bSfbd+9j78FCCkrLOFBUTEp6Bq6MTJJTxMYiGVDyIYScaUUfbiijUVHr0+Ts69lMS4aWHLLEQSOJWffu3cvVa9doO9RFW+dh2jqO0NLeRVNbJ01tnTS2dpCRk68s/jDK/StnqrREQ5weJqdnkZKRQ0pGDslpWdhcGTjTs0nLzic1Kw9XZi6uzFxSlF7XFrLyt5K7ZSd5W3ZSWFhKKBBgaXaapemgAFYkyFw4ICIUYDY0xUzQT3BqnDGfB5/Xg9c7Ql9fH8dPnuSFq9dxj/joOnaKXQdLhQ1OUbVUQtZSWNpAcXmTEiUVzZRVtVJR0055dbsEsXbpvWjii97Y+lPKhpYjNLUeFVuHWo/S1HqElvZjtHQcp/3QCV66doPLl1+gtq6NppajXLlyneHBYYb7BxgaHGTYPcTI0KfBtQawYSVzkgEXnaWNjUQ/N4x3eEj004aH8XmG8HkG8Q67xX3PECOeYUaGPQy7hxkaHMI9OMjgQD/ugQEG+wcZ6Bukv3eQgb4B+ntFudj9oJf797t5+eV73L37gHv3BLzu3e3h/n1RMj540M/9e730dg8wOODBPTCCZ9iLzzdJMBBmYWGF1157gy9+8Ut8/Rvf5Pvf/13+6I/+WPL0+lXhFZ15Rabp6enn/IVLtLR2UFRUxtatu0hLy8ZmE8rxJJWQGKzLuqKyrw0bY9kYlWEpcNsQ+ylwRceGjbHExiegUgloaTUa4hPiiYmLVUKG1oaYjTy3ccPadcwGYmLjPrPhv3aC0hSeQgAAIABJREFUqSI2LomY2FgMOjW3XrjMo5kwiyE/c/5xpsd9rE6HeTI/y6PZaR7NRFic9LI4PsTTkJd3loJ8+KV3WJoO4UpxYbU7JYtnJ3ZHKsnOdKVstCenCXgZLNy7101X1yFcrnSSXemkZeWyadtOdu49yK59B8jdvAW7y4XOZF5XFiYkJqFSa5Q+l5xtJSapUUcdfkSfOsoZmFDS65TrZ4evZRW+xiC8v1ypaVy7fp1Dx47RfugIHV3HaO88SkvnYdq6jtDQ0obDlY7WaBHLY5NdmKVXW0qaEnYJVnL25UjNxJGaiSszl7TsfCWi32fkbiZ70zZyN29n/8Eipib9LM5EWIwEmQ9NMROaYiYogDUT9DMdmGQ6MEloahyfz4PX68XtHqa98xDF5VUUl1dx6Ngp2g4d52BpNQeKqygoruVAUTUHiqo5WFxHYWkDRWWNFJU1PgOvNqWUjC4nZXBFA6ymvoPahk7qGjqpb+yivqmLhuZDAmRtRzh7/hIXL16mpraFppbDXLr0EkMDQwz19TM0MMjQoJvhwSFGh4YYHXIzOiSB5j8dbrzDg4wODUiv7qjPkb82iFe6NzzkZsjtxu0eYHCgl4H+Xvp6e+jr6aWvp4++7j56JYFtX+8Avb0D9PUO0tc3wMDAEG73CO7BEYbcowwPeRWx6vDwqCSRkAwYB4ZxD4wwMuzD55skEIiwuLjKq6+/yRe//BW+9fG3+fFP/pCf//xv+cUvonc3/r+/HLzk08bI9IyA13mxPWjf/gKys/MlVwkbGo2RxEQV8dKI0MaNsUIrJWVY68pHqQTcsGGjogdbA9cavGJiYolPSEStkcsjFfHxcrYUswasKFhtkO4LqMURGx9PXELiOnlF9B7JuMQkYhNUOBwptLe18uKlczxZmOHNlQVeW57j9dUFni7O8OryHK8uzfN0YY6l4BSLfi+h4R4C/S+zOuXhtYUI7Y0NGPTSBiT9emNEYeUjlohotAYsZhsrSytcvngZvSScdbjSyNm0ley8LThcaejNFmWjd4IMKZWGxCQNGlmUqtWj0uikIXIdSRqxwCNJpUWlEaNESVoxQpSo0T0zoG2WbG/EbKPWaEJvskh7GgXQLDYb5y9e5OSpsxw+coJDh0/QeegEHYeP03nkONX1DZJEQmwZN9qSReloFyvWrMmp2FLScbjEKaKcfcnlowwwV2au2I6dkUNqVh7pOZvIyt9K9qZt5G3Zwa7de/EMDbEwExHgCkwSCUwKRfmUgFZkaoLI1AQh/zhjvlGGhkdp7zzC/sISiitqOFhSQUFpJYVlVRSV11JQWk1BaQ0HimokeNVQUFIvACZlYdHAKqloVvRgpZVNlFY0UlrRqECstLJJkVlU1LRSGfVaXddGXeMhGloOcfL0OS5efJ7a+lYamw9x8cILAlp9fbgH+nEPDDI86F4HnRH3egitA9Kz99yDjLoH8Az2M+LuZ8Q9wIh7kJHBAUaG3Hikz/O4Bxl2u3EPunG73QxJIBvxeBjzjTPum2RibIpxXwDv6CTeUT8+bwCfdwqfN4DX68c3NsXo6AR9fUN0dw/Q3T3Ay3e7uXnzLrdv3+fWrXvcunWf6zfucvXqba5fv8PNmy9z714PA24Pk/4Qyw8f8c57n+fDj77Fj3/8E37+87/lX/7lF+t87H9JeH0kMi+pYX/y1Fll6WxO7haSnS7hm6U3o1JpiIsT/S75NDE2LoHnorIpkWFtYMMGOZ7jueeeW3cvJiaGpKQkdDodGp2WRFUSsfFxSpYll4WxsTHExIiIjROnhdFKe/n12VPMdYcDkoBWqzVw6cJ53ni6yhuPFnljeYFXl+d4ujjD04UZnsxPszodYmZinPHBfobv38Zz7wa+7lv4B+/Te/saTpuV+AT5MEBNkkorhRiJio8XUpLnnttAWXEp7775Fv09vdjtDmwOJymuNJxKeahTRqrUGoMEIANqvQm13qQYCcrv17y8TMpMo3xPLJ41K9+3ZlS4di2HbGSo0ovS0Wi1cvLUGc6fu8TRo6c5dPQUXUdOc/jYadq6DrOvoFBymbAo28DX7dlMdpGcmqk04dMy85RSMTUrTwGWDLSUjBwl6xJl4w42bRMjXT0PHoimfGCSiH+c8NS4UJJPjhOaHCfsFxGcFOrwIydOs2PPQdGgL62koLRSAdjBkioOFFdyoLiKg8W1AlzFNRSW1kdlX00UlzdLPbBmSsqbxBhRpbDPKS6rp6S8gdKKRkoqGikpb1iLikaKyxuEALaikcqaFqrrxHjR8ROnuXjxMpVV9dTWt3Lu3GUG+/tx9/Yy2N/L4EA/QwP9eAYHlBiOej8yOIBHgo/HLa5HhiQYDQ4yPDCAu7+f4YEBhgcHGHG7GZVKx1HPCN5RrzjAGBuXRn38TExM4fcHmPKHCExFmJ9dYTq8RGBqjjFfCM+Qn/7+Mbq7PTx44OHBg2FefnmA27d7uHb9Lhcuv8SZ889z/NR5Dh07Rceh4xw6eoojx85w/ORFTpy8wNHjFzh67DynTl3k0pVr3Lxzj8EhDzOzC7z51jt884MP+eEPf8xf//VP+cd//Ef+1//6X78cvKJ1XrKf1/373Zw8dYa6+kb27z9Abu5mnCkZOBypWKx2VCoNsZK6fsPGWAUSsuYrGl4CWGshQysxMRGNRoNGoyEhIUGB1sbYmHX9rI0ytGJFHyxOGkuKBlf07KOswI8uGcXXhHA2MUGF1WKir/sOr67M8/rKIq+tLPJwNsxSOMD0uI+JoUFG+3rof/k2N54/z90XL9Jz/Xn671zF03OPHVu3EhefpJRwOr0Ri9WO2WJHbzCj0eoxGgy8cPkyrz56xJc+9zkW5+bYtGmz2M5jsSlloVqtQ6MV2ZvOYEarN6OR/Lmil/LK76NDXlIi75w0WOzK83qzTfke2ctLDnnjkLx1W2+xYbBaOX7yFFdfusHRY6c5cvwsh46eobismqy8TbgyMrE5U6Qsy4U12SXKR+m9zZlKSmq2ssgkPSufzNzNZOZtISN3M67MXAVaKRk5StmYlb+VnM3byd2yg7wtO9i+Yxf3Xn6Z2VCQGf8kEUlzF5ZOgUOTPoITYwQmxgj6J7l06Xl27j3Izn0F7C8q40BxufJ6sKRCAlcl+4sq2F9UxYGiagpLaikuq6eotJ6C0npJC9ZAcXkjJRVN4rWsnlIJXHIUldZRWFJLYUktBQoE6xR4lVU2UVHdQkV1G5W1rXQdOsaFC5coq6ihsqaJ06cvMNDbx2BPNwP9PQwO9OEe6GWov5eh/j6G+vsYHuhfdz082I97sJ8ht9wnG5SkDKLh7/P6GB8bZ3xsnInxCfyTU4obxJQ/xOREgPFxP17vJMMeHwPuUQbdXtxuL93dg3Q/GOL+vSHu3XVz88YDXrhyh/Pnr3H69AucPHmZo0fP0955gubWozQ2d1FT30J5dQNllXUUllaxv6CU/YVlFJdVUVHdQk19J40th+g4dIojJy5w4eI1bt/pZtQ3wdLyQ95974t847c+4Ac/+CF/9Vd/zX//h38QPva/KrzeevttxVXi9Jmz1Nc3sXv3PrZs3UFu3mZSXVkYDCYSEpJEL2tjDM9t2KiUic9mXhs2rIdXbGwsKpUKrVaLWq0mPj6ejRs3EhOzHljR/a1n4RUrySP+I0Fr9D0ZXEKRryYxUUNSkhq7zcLoUD+vri7x2soyoXEvV86dYaS/l8mRYcbc/Qx13+P+javcful5um+9xN2rl3lw4wpnjnWhVakkvy4DBqOZFFcaaemZSjal1urQ6dS8+PxFHi0tcu/GTQ7u3YvZbCVJI05qdToDWdm5OF1p69a3RWdF0VCKDqPVIS2TFXsa9WYbBrMNk1TKrbeHtn7qe+XnlM+yOdBZLLS1d9J9v5eTJ85x9MQ5mloPk5KWjc3pwp6SQnJqKsmpGZLANFO5Tk7LwOFKx5maRXpWPulZm8jI3kRW3hayN20jM28LrkyRfckAcz3TsM/ZvJ28LTvYtmMXt27cZCYQJDI5QdjvIzQpxYSXoBQh/yTd97spKChhx94C9hwsZn9RmRSlHCiWQVbBQRlghRUcKKyioLhGAZIsXo2GkBISsKKhJV/L8CooETY7cqYmQvTEWtsOce7cBYpKKiivquPEyTP0dnfT332f/t5u+vt7JXj1SaWf6FGNDrlF037Eg9czhGd4iKGhIYaHh/F4PIyOjDLiGWF01MfYmB+fbwLPyBjDnlE8njGGh30MDo4wMDhCd/cAd+/1cuPmXV586TYXLl/j3MUXOHfhCsdOnufQkTMcOnKG9s4TNDZ3UV3dTFlZPUXF1ZSW1lFcWsOBwjJ27ilg+879bN+5j+0797FnXyF79xex70AxhcUVlJVXs3tfMSXl9XQdOsWlF25w63Y33b0evP9fe28eVcWR9///vs9MniSTxF0EFJAdEWRfFRBFUQR3E0FQFhEQBFT2RWQV2URAxRBFFgWNQtwXRNwFVATcxV1x3zUaE2devz+67+VCTCYz8/y+z/zOmXvO6/RWn6rqqu53f7pudVVqBvkFqygt28APW7ezr2Y/p5vOcO3ade4/eMCLly+lk3D8k/28DlBRUUl2zjIiIiJxm+GOg4MjZubm6OoZoKSsSt++cnTr1ovPPv9S9Hb+Wzo8jrTPloz3JbRv/Rf//d+f8pe/fMlXX3Xj88//wieffMqfpO1hQpvY//N//ov/86c/C6+Fn/w3f/rzJ/zXnzr+vRTSEPivP/+JP/35zzIN+Z+IbWB/7iRYnT76lnxz2a0bmprqrMjJorJkLeuKVjPGYSQKcnKMcRhFblYOmampxIYtICU2isykRWQlJZCVtJiM5ASCAubw5Zdf8MWX3eneo0O4DAyNURmoJm1c796jJ3379MXE2Jg+vXrz2aef89nnX/LFlz1QUlLFxNQCq2F29FUcwBfdRU9LxtuSjFvfs48CveUU6S0v9laXU6B3X3l69ZGne88+wrj2Mt6WxPOSFS7JxLQS0ZJ93evTT5hdqUdvOUaPcmRRTCy+s32ZPt0dAyNz5PurIKeoJHyLOEBZKlz9VdToryKM26+sJox0qqKuhaqGDmoauqhp6qGhrY+Gth6qmrooq2kLs2KL3SWU1bWl4qUxSB9tPQN09Y0wMDAhKCCQ3MxMQaiWJJO1JIXM9BSylqSQlZZM1pJkcjKX4uMzG0Mjc0wsbDC1EoXLyhYzKxtMLYdhYjEUMys7LKwlwjUcC2t7LETvy8p2DNa2Y7AYOgrLYY5iF4pxovc1Bqtho7CwHtlJsKyGOmA51B5zy+GYWQ7HzGo4FtYjsBw6AsuhI7G2ccDOXnhNnDhxGr6z/Zk0cRru7rMICprH4sVCl4W0FPGVLnUJWUuWkpm+lKVpS0hPS2VJaipL0tJITkomcXEiixMSiY9PIDYunuiYWCIio4mMiCEyMpYFC6MInLcA34BgfPyC8PYNxMtnLh6efrh5+PKNqxeTpwkzuY8dN5nRY8YzcpQTtsMdsBpqh6m5NcamFgwxNGWwvhGDdA0YrGvIEH0j9PQN0dQRvsO1thmOo+M4xrtMZuqU6Uz/xp0ZbrOYOdMHL09f3NxmYWJmjY2dA64zvAgKWsiC8Chi4xaTmprB8rwVFJeUU1W9lb379nPqdBNXr13j/v0H0qGg/yXxqqzcKHheYeG4ubnj4CiM56Wqrk4/eQX69JWjn/wAcQ7EvnQXv7XrLhlqRvx3UeJ9ffKJRLS6S9vJ/vQnmTBdPTWZrhaCGEroGCP/v0TR+uTTT3/VdeJPMl0lZCcH+fMnn/LZp18I06b17o2q2kBylqbx/YYyFoSGoKigiHw/BfrJKeDl5U1+7nK+XZHPmlX5FOZmsSJzKXnpaeRnZ5CRkYZi//785YtufNWtJz169uarbj0YoKSCguIA/vLFV/Tp2w+VgerS8cM+/ewvfPFVd+QVldAZpI+5xVBs7EZgYGpB995y0vkXZT2tXn0VpfSWU5QKT+8+HfTsJUcv0dOSte2YPVvwxvrI95fa9+wrL33V6yPfH3lFJRQUlOndRx4H+5EkJggNuhMmTKafopIwW/gAFRSVVaWzK/VXUWPAQHWpcA3U0EZVUwc1rUFo6gxGU1tfEC4dPTQGCd1DlFQ1pa+MknYwFQ0d4V9G3SFoDTZg8BBjjIzNCQ4KFr7fS00iKyWRjNRElqYmkZGSRGZyIktTFrM0LZnIiEisrGwxs7LD1NoOE8thmFraYGYxDBPzoZhaDMPcyg5zqxGYWdpjZikIl4X1SCyHjpJ6VsL2SOmYX4JAjcDcyg4TcxssrIZjbT0Ca+sR2Ng4YDd8FCMdxuA0biKTJn/DdLdZ+MwOYG7QfBYsjCI2LoHFi1NIS13K0qWZZGZmk529jOzsHDIysli6NJP0JUtJS0snMTGFxMVJLF6cSFxcApFRMYRFRLJgYQShoWHMmzefkJAw5oUswD9gHrN95+Izey6zPOcww8Obr79xx2XS14x1mcwY50mMGjuBEQ7OjBw5jmG2DlgNHY6llS0mZlYYmVhgZGwhHRLd1MwSS8uhDB8+gtGjx+DiMoGpU77Bzc0DL08fnJ3Ho6k9GMthw5nl5YO/fxD+fgJ+vnPxnR2Aj7cfXp6+zJo1G+uhw7G2tmPKVFcCg4IJDQ0jMiqOpKQl5C4voLikjC1VP7BnXw0nT5+m7epVwfP618SrRSpe2TnLCAsLZ8YMd0aNGoOxsQkaGlooKQtzEKoM1ERZRR2Vger0H6BC7z5y9Ogp/MX/ySefSv+J/PTTz/nss7/w6aef88knn/LJJ59Kxe3PXTqpSsWsy/eLH/2uUfyDoOtIE7KC1bWLhOB5fcZX3XoKk7L27Mlsb09Wr1qFiYkZcv0UUOyvRF85BRQU+mNqYsq4MWOYF+DHipws1hbkUVyQx8bydQT4z6Zb9x7SD8slXRW69+hFXzl5+srJo9hfiQFKKnz5VXe69+iFvEJ/lJRVGaQ7BP0hxgwxMMHSygYdXX3prD8SoRG+A1SQCpdkTCyJV9W7jzx9+iqIE3vISV8TZdu0JGFl4+vZV17wtOT7I6eoJHpTyigMGIhifxX6yitia2NLWmISgYHz0NbRQ05e+AZR4mX1VxHEa8BAdam3paymKRUuNa1BqGvroqGjJ7wyiq+DKpo6Qt+ugRooDtRggJpWR/eIwUPQGWKEnpEZQ0wsMDK1JMB/LjlL08lJS2ZZWjLZKclkpiaJYiYRtCTSUlJwcpogel3DMbEQvC1jM2uMzawxtbDBxMIWE3M7TCyGC0tzW0wt7DC3HI6lpR2WVnZYD7XHxnYE9vajGTV6HGPGujB+whSmfe2Gu7sXs2f7ExQYSnhYFHGxCSQnpbJkyVIyM7NZvjyf5cvzWbmykJUrC8nPX0Fubj7Lli0nMzObjIws0tMzSE5ZQkJCKjGxiURExRE6P5yQ+eEEBS/Af24wc/wD8Zztj4e3L9PdPZk23YMp09yYNMWVyVNn4DJxGmPHTWTsuEmMHO3MCIdx2I90wmb4SMytbDE2s8LYxBwjY3NMTSyxshyKtfUw7OzscHAYhfM4F+zt7dHUGoSJiTmes7wJnhdCaEgoCxYsIGzBQhYuWMj80IWEBIcQMi8Y1+luDNY3YpitPR4zvfHx8cfH2w9vrzl4efpKhcvb2w8vr9nY2o3CwtKGiZO+JmBuKMEh4URExpKUlEpubgElJeVsqfqBvftqOHlKFK/7D3jx4sW/IF6tYoO9dBjoSNzdhTYvMwtLBuvpMVBNAyUVdZSUVVEZqMFAVU3U1DXpK6cg/YawWzdhQL9PPvlU6MQqI1qydNoviplsg3vXkSVkuz9ItruK18fCdvoG8FNhCJ3uPfvwxZdfMc55HGPHOtGnrwKKA5RRUlZDccBAFBSV6CsnT69evVFUUGTKxIkUZGdSkJnOgqAA1AYq8+VX3fiqe0/R8+xF9x4CCooDGKCkQq/efenVR47uPXphYmrOMBs7BqpqoKqmxSBdffT0DTAyNmegqiY9essJPdblZNui5OnZp2NonT5yivTt118632Sfvgr06iNPD5lGetmGfIl3JQiXIF595YVG9X6KgmDJiygoDURJSQ35AcpYWVkTuTAMbZ3ByMn1R3HAQAaoCLN/91dWo7+yOBO4qgYq6lqoqGsxUJz3UkNnMKqaOqhq6aCurYu6tq4gaNqDpQ32SmpaKMsI1yB9A/QNTTEwtcTIwhpDi6GYW9ng7z+XjCWpZKQkkpWcSEZSIkuTE8lITiQzSdhOFz958XD3xMjMGkNTKwyMLRhiaIa+oRkGRuaYmFhhbmGLtbU9dnajGe3ogsv4KUyd6oaHhze+voHMC15ARGQM8YsSSUxMISMji5ycZeTmLmf58nzy8wsoKFhBXl4+ubnLycnJJSMji7TUdFKS00hKSmXx4kTBc4oVxq6PjoojbGEUCxZGEjo/nMCg+QTOW4B/QDA+swPw9PbDfdZsps/wZNI0NyZMmY7TxCmMHjceR+cJjBw9Dlt7R4baOGA1bARWQ4djbmmDheUwzC2GYmExDEsrOwwMzRliZIb1MDucXSYwberXzPSYxZzZc5gXOI+wBfOJiggjJiqCRXFx+HjNRk9Pn2FD7Qibv5CIsHDCFixkwfz5LAgNJTQ4hODAIOYFBhIaFMgsj5no6xtjZW2Hu7sXvrP9mT3bj9k+gmh5zprNrJk+eM7yZuZMH4bbO2BmPowJE6fhHzCPkNCFREXHk5yyhNzcAtaVlLNlSzV79u6j8eQp2tqucu/efZ7/M+IlTH0mNtjXCeK1bFkuUVHRzJzpybhxzlhbWzPEwEAY+32gOqpqWmhq6aIzSJ/Begb0k1eQ9vTu1asPPXr04rPP/sLnn3/BZ5/95aN8/vkXHcdlPpzu+hlM18k3JMe68pcuHTa7IthK4hQmulVWUUGunzwK/ZVRHKBC/wEqKKmqoaKuiaq6Bqqq6qgOVEdRYQBjRzmQsyQZ1ynjGTJ4EH379KNnr76CSPXuKx2Wp3cfORT7Kwnj43fvQa9efbAbPhJTM0uUVdRR1xyEzmAD9PSNGGJggmJ/FeT6KdBXXpG+Cv2lg/jJKfRHTmGA8LGzgvBap6CghILCAOQkbV5yCvTqJ3ZXkHZbEJBXVEJeUYk+8grC8DOKyij0l/m+UEUDJRVNBihroKSigYr4IbX98JEEzQ1EQbE//QcMRElZTfSyNaQoq6ijpKKOivi6KEFVU0cqZjr6hmjrGaCho4e6jh7qOvqoaQ9GRUMbdS09tAYZMEhfMqrGMKyG2WE1zA5rW3uG2YzA22s2GWmppCcnszQ5mfTkJPFTmUTSk5NIT04iLTmJtORkQkPCGD/pa76e7o77TC+8Z/sRMHceCxaEEx0dR1JiMqkp6WRlLCN/+SoKV30rTLpa+C2rC79jdWERq1atFr2mleTm5pKdncPSpUtJTU0lOTmZxYmJLFqUQExMLJFRMSxYEElQYChz54YwNyCE2T7+eHr6iszGy2sOs2b64OHhzTeunkyaMoPJU92YNPkbnMdPYey4iYxyHMfwEY4MsxmB9TB7rG2GYzF0GJZDbbCytmHYMHuG2zsyevQ4xo+fxDdfuzLT3QNvTy8C/ALwn+OPlfUwrIfZ4eXtS1xcnNj1Io7FcfEkxMaxKCaW+Oho4qOiiIuKYc5sfyzMh2JrY0/Q3EBRvBawIDSYBaEhLJgXTEhgEMGBgYTMDWC2tw9mplYMG2aHu7unKF5z8PHxxdPTG89ZArM8fPD0nM1IB0fMzK1wcZmAr+9c5s2bT2RULCkpaeTm5lFSKnhee/aKnlfb1X+uzavr7EF1dQfZtOl7li/PIzY2Dm9vHyZMmIiNjS36QwxR19BGSVkdJWUN1DS00dTSQUlZlT595aQD5PXo0YuePXvTrVsPvvyyG19+2Y2vvur+m3T7qjvduvWge/eencap6t5l3CrJsptMONljEhGR0LNXn1/RrWdPvuzWQ5jzsXtvevTpwwBlZZRV1BmgpMKAAcooqaihrq2Dtq4ugwbpMkhHF3U1HVQU+zPPz5vl2UuY7TkLub7yyPXth5ycQD95RXr3kaNPXznk5OTp1UeO3r17Iycnh84gXdQ1dFBV00JNUwcdXX10Bxuiq6svfBPZXwV5RWGkhX79lek3QFn8yFkVxQFqDFBSR0lZXQgntjfK9etPX3HsLDkFwRuTF0drkB+ggqKKmhBXf2XBW1LVQllNGxV1HVQ1BqGmqYu6li5qmrpoaOmira2LmuYgxjmNJyQoGGVVoZ6VVTRQU9dGQ3PQrxC8LV00Bwlo6Q5GS3cwgwYPQc/QBN0hxujqGzJo8BB09Q0ZP2EKurpD0NbVQ3ewIfqGZhhbDMXKxo5hdvZCd4JRYxk91gUvTx8yly4lOyOdZVlZ5OYsIy83m/zcXFYsz6Nw5Qq+KyxkbdFa1q4pZe26ckpKyykv3yBSTmlpGcVr1/FtYRGrVhayakUhecvzyc3NIyc7h6XpGSQmJpMgNobHxSUQG7uIiIhoQkPDmDt3Hv7+gQQGheDnH4jPHD+8Zs/B3dMHV3cvpn7txpSp05k85WvGT5yCk/NEnFwm4eg0gVGOLjg6TcRhtAt2I8ZiZz8WOzsHbG1HYGc3guF2I7Ef4cDYsc44u0xgmK0dZpZDcRzrjJ+fPyHBoUQsDCcmMobY6FhiY2NZFBtLgsii2FiioyIZMcIBu+Ej8fPzJzY2ltjYKOJioomNjiY2OobYmBjiY2KIj44mLjaWoLnzGDbMjhEjRzM3IJCoiCgiwsIJX7hQeG0MEbyv0OBgQgIDmesfwLChdtjZjcDd3Rs/v7n4+fnhO8cPHx9f6eujl6cPnp6+OI5xxtTMmrFOLvgHBDIveD5R0XGkpaWTl19AWfkGtor/NnYWrxd/vKvE+/fCvI1Pnz7l9u3bnDt3nkOHDlNVVcWKFStZtCgBPz9/pkyZhr29Paampujq6qKurombxuapAAAgAElEQVTKQE3U1LXQ1tFDWUWNfvKKKCgqMkBpIIqKA+jXT4G+ffvRp48cffrI0bdvPylycvLIycl32u7XT4F+8orIKygiL6+InLwC/RSEbQVFAXkFRfrJK3aEk0FBURFFxf4oKg5AUXGAzLaAxF5OQUFsk1JETl4RxYEDUdPUQF1dAw0NLbS0tQV0dNDR00NXVx9tbV20tYagpalFcOBsYiJCMDc2ZkB/ZfHDaVUUFQdIz12Sns4gXaZNm4aWlhZq6ppo6+ijpa2Htu4QDI3NMDI2Q1/fCHV1LUHU1LVQ1dBioIYWA9W1UNYQttU1ddDUGoS6hjYD1bRQU9NCQ1MbNS1tYXQGVQ2UxDhUNQV7VU0tlNW1UFLTRF1LB01tXbS09dHSGYK2riE6ekYM0jdCd4iw1BtihKGhKYP0jZg4aSqhoQvR1BqElpYe2jr6DNIzQFfPEF1xvks9fSMMDI3RMzJCz9AIfSMjdA2MGDTEkEFDjNAzNBbO0cQcYzMrTM2sMDe3xtfHH8fRY7EfMRon54lMm+bKTE9v/OcGEbowgthFiaSkZbAsZzmrVn7L2jVrWLvmO9YVr6O8rJz1pesoXVtMcfE6yteXU15eTnHxOr77bh1FRd+xqnA1+QUFLFu2jMzMTDLS00lJSSExKYWEhERi4xKIjUsgJiaBqKhYwiOimD8/jKCgYIKCQgjwD2K2z1y8vfyFjrrTZzJtugfT3T2ZOs2VSdO+wWXqNMZOmMxY54mMGjuOUWPHMWLMWOxGjcFmxGhshjswzGYENsNHYzdiDMNHjcV+9FjsHMZg7+DI6FFj8fL0YX7IQsLDwomJjmFRbBxTp05juP0ovDy9SVqcRFLcIpJiY0kSO6AK3lQMi2MFEuJiiI6OYtw4ZxxGjcHP35/FCYtIXBRD4qJYFsfGsig2joTYWJJiY0iKiyFpUSwLQ+czwsGRsWOdmTcvRBwtIoqoyEiiwiMIXxhG2MJwwheGEz5/IcFBwYwaNZYRDmOZNcuLoKBgAgODCAgIxM8vgNmzA5jtE4C3lx++vn5MmDSNoTb2jBk7nrmB81iwIIKYmHjS0zMpWLGK9esr2LFjFzX7D3Dy5GmuXpX9t/HdH/u2UVa87ty5w4ULFzh69Bjbtm2nqOg7UlJSCQkJZcYMD5ycnLG1HY6JiSl6+vpo6wxCXV0TdXVNNDQ0UFdXF9FEU1MbdXV1VFVVGThQQFVVXSaMOmpqHaiqqaOuriGNT11dEzV1DdQ1tDuQHtOQWYrrGtpoaOp0QrJPU3uQsC1jr6aujpqYVx1dXQbrDWGIgRGGhkYYGQkYGBlhYGiEkbEZJmYWmJlYYGxkxHgXF0Y7jGTQIF3Bm9LUQV1dA1U1dTQ0tNHU1GGwri4j7exIiI2i5NvVhM6bh7GxOUYmlhibWGJhaY213XBs7OwxMrZg8GAj9PQEARliYMQQQyMMjIwxNDLB0MgEA0NjhhgIIjHEyAgjIzOMjMwYrGeEju5gdAcbMniIaG9ohJ6BEYOHCBgYGjPE0BhDIzOMjCwwMrbE3HIYlpa2WFjaYG45DAvLYVha2mBpZYuZuSXTXWcQFR2PgZGxYG9kwhAjEwYbGDHYQJK+OSZmllhaW2Fta4PdSHscnZxwGe/C1GlTcZ/lgX+APyEhIURGRrJo0SLSUlPJz8klNyub5cvz+PbbItatK6G4eB0lJSWUlJSyfv0GysoqKC1ZT8m6Er79tojCwtUUFhZSWFhIfn4+y3Nzyc7KJicnm+zsbDIzM0lNW0JqahpJySksWpRAfNwioqNiCQ+PJDR0ASGhCwgMCWVe6Hzmhc4nYG6ItO3Jx8cPT09vPGZ54+bmgaurO9Onz2DqVDdcJk3FZfI0xk+ehrPLVJxcJjHGeRKjx41nlKMzo0Y7M9rJRYrD6HE4jB6Hy4SpuEyYyvgp05gy1ZWpX8/AZcJUJkyayvSvXYmPW0Ty4mSSEhaTvFgYkNDL0xsXl0n4+80lNSVVOsJqalIyqcmLSU1aROriRaQuTiA1KYHU5MUkL17E9K+/xsV5AnMD5gl2ySmkpoijoSYlCWN1JQtjhqUmpxAbHY3L+PGMnzCZ0NAFLFq0WPhkKC6OuOhYYqOiiYoUxCw2MpLIsAgmTJrKmHHj8fbxY/6CcKFMQ0IJCQlh3rxQAgNDmRsQQlDQfNxmeDJq9DgmTpxKcLAwEUnC4mQyM3MoXF1EReUmdu3ew4G6g5w+3cS1a9d58OCh9LXx74rXX//6V96/f8+PP/7I8+fPaW9v5/Lly9TXN7B7925KSkrJzs4hOjoGPz9/vvlmOk5Oztjbj8TaeigW5haYmJhibGyCkZGxzI1vjJGREYaGhhgYGGBgYCBzzBRjYzOMjEw7RMLQCEPxmJHojQjHTTE2Ne+E9LixmZCOuG5sao6pWWdk93WyNzIV82iMsak5ZubmWFpZYz3UlqE2AtZDbTG3tMbc3ApTM3OsrK2xsx+Bra091tY2mJsL8RoZm2FqZo6zszPOzs6YGhlhaGDAvIA5lK/7ju/L11FVWU5Gaiq2tvbY2o7EboQDjo7jcHQch90IByytbbC2tmWojR3WNnYMtbHDxtYea1tx31BbrK1lscHaeijm5laYmZljbm6FpZU1VtbWWFkPxdp6aCcbSbqy2I8YzciRjtjZj8RWfHUZYe/AyBGjsbUdibf3HOLjExk50hHncROYOGUqrq5ueHp7EzgvhIiIKOLiEkhNTSMnJ4f8/DxWFa6iuPg71q1bR3l5ORUV5WzcWEFl5XoqKtZTWVFBZfl6yssFb2ndunVSvisqYtWqVaxYsYL8/BXk5+eTk7OcjIxsli7NEId2ziB9aQapqUtJTU0nJTWVxYnCSJ2LExOJio0jIiqasIgoFoaFiTdWKIGBIQTMDcRvbiC+c/zwnTMXH18/vLx98ZjpjYeHF+4enri6eTDtG1eBaa5MnTadKdNcmThVZIoMU12ZMs2VqdNcmfaNG9NcPZju6oGr20ymfeOGq4cXPnMCcfPwxs3DGw8Pb7y85+Dq6oGrqwe+PnNIT10qzMyTls7StHRSU1MJDAzE1c2DkJAwUlPTSElKJTEhkcT4xaSnppCdkUZ2Rpo4cqwwKUfW0jTm+PriOt2DhQvCyMrIIiMjg2xxBqJsGTIyMsjKyCA1NRUPDw9cXV2JjIwiLS2d1JRUUhKTSEpMJFFCwmISFy9mcXwCHjO9mTrNlcDAEOLi4omLixO8tagoIiKixOFxoli4MJqAgHlMnvo1bu4ziYiMITExhfT0LPLyVrC2uITNW6rZt28/h48cpbm5hRs3b/Lo0WPpt42//PILf/vbb8we9Le//Y2//vWv/Pzzz7x9+5YXL15w//59rl69SlNTE7W1tWzatInCwkJSUlIIDw9nzpw5zJgxg8mTp+LsPJ4xY8YyevRoRo0ahYPDaBwcHHFwGM3IkQ4iIxk5ciQODg4Cox0Z7SjgMNpRtBnNSAcHYV32uIMQxtFxrBTJMUfHsV2OO8ksZRjrJHOsIw4h7a5pOOHk5IyTswtOTi7CupMzY52chDTHOuHsMhFnl4k4jnXCyckJb09vwsLCcHFyJigggI3lZeRmZ5Kbmc735WXsrN7Mto0VbNu8kfnBwbi4TGTixKlMnDyNqdO+YfLUaTi5TMDRyQUnl4k4T5iIy8TJMkzEZcJkXFwmdsLZ2UWat7FOkvN07FR+jo4dZefk5ISLy0QmT57GN9PdcJsxE09PH3x9/QkICGL+/DBiYuJJTEgiPT2TZdm5rClaS0XFRkpKytlY8T1Vmzeztbqabdu2sWPbNnbu2MnOHTvZVr2VbdVbqa6uprqqms3fb2ZjRQUVFRVUbBDanEpKSli7di1FRUUUFRXx7bdFrF79LStXFpKbm09eXh65ubksW5ZLdrbgSWVlZYu9xZNISEgiISGFhESRpFTiE5KIiU8gMiaeyOg4wiJjCIuMYWFYBPMXRhA6P4yg4PkEBc0nKCiYgMAgAoKCCQgIwl9kzpwA5swJwFfEZ04APr4B+PjMwcc3gKCgUOb4B+EzR8Q3CG+fQHx8A/GZE4TvnCB85wQwZ04gcwKCCAgMJjAoVLqMiIxhYVgkYWGRRETGEBOTQEx0PPFxCSQlpJKZkU16egZLlqSTlJhEcPB8fHzmEBQUTHRMPElJqaQkLSEpMZWUpFQy09NZmZ/Lyvx8kTwpkZGRBAQEsSg+gRXS4wKF+fkUrljByhUrWZm/gpX5K8jLzSU4OJiAgACSkpLIzc0lV5ywNzs7i+ysLHFOx0yyMzPIysxi/vwIfOb4ExkZQ3p6BunpguAmJSWRlJREYmKqUE8JKURGxjDb15+AgEASEpPJzMohL38F360ppqJiIzt27uLQocPU1zdw7tx5bt26zePHjzsNifOHxOvdu3e8evWKR48ecfPmTc6ePcuxY8fYsWMH69evp6CggLS0NKKjowkJCcHPzx9vbx9mzZqFu7sH7u7uzJjhjpvbDNzc3HB1leCKq5ubsN/dHXf3mbh7zGSGuwcz3D1wc3OX4urqJqzPcJced3efKbVxd58p3ec2QwgnPeYxE4+Zszohu6/rutsMd1zdZuDqNkOIs0scsmm5u8+U2s309MLTy4eEhASKVq9mW9UWdm79gRW5OazMy2X31mpqdm6nbu9uanduZ9/2H6jZvo3qTZUEz5uHj4+fiC8+Pr54+fgw09NLGq+Xj28nPH188PQSmDXLi5kzvXB3nyXN18yZs/D09MLHxwdfXz/8/QOIiIgkLi6e6OgYEhISWbo0g6ysHPLzC1i9uoji4hI2bNjApk2bqa76gW3btrNz52727q2hpmY/NTX72V9Ty759NezevZe9u/exc+dutm/fzvZt29i2dStVVVVUbaliy+bNbKqspHJDJRs2bGDD+g2UlpRSsq6E4uJiiouLKVqzhtVFRaxeLf6Tt2oVBStWkpdfQE5OrtBonpNLVlYWWVlZYsfNDHKX55GRkUVycqrQeTMxlYTEFOITEklMTO1oWI+LJyYmnrjYeNEbEIZtiYkR9kfHxBMdF09UTDxRscIyMkZYRkTHEREVJwqgQFRMPFFRcaJXuZTomHjCI2MJi4glLCKGsIgYIqLiiIqJJy4+kYSEZBITheFeUlLTSUxMJS4+gZjYeJakC73J8/JWkp+3kry8lRTkr6KgYBV5eSvJyckTJ8ldTlZGDvHxCSwIiyA+PkG0LSAvbyV5ywvIy13ByoKVlBSvobS4mJLiNaxbI1BSXEzG0gxiYuLIyMigZF0xJeuKKVtXTGnxGpFiStaVUFK8jpLidaxZs4bExESio2PIycmhqGiN+HBZLbB6NatXr2b16lWsXrWK1atWk5ySRnhEFCmpaRQUrKCgoED64MnJyRUm/c3KJScnj6VLM4mMiiE6Jo6cnOXSa6+ichNbt+2gtraO+voGmptbuHzlCu3t7Tx9+kwYBlo6Y/bfEa9ffvlF+o/j06dPaW9v58qVKzQ1NXHo0CG2b9/O+vXrWbVqFdnZ2aSmppKQkEBMTAyRkZGEh4cRHh7GwoULWbhwIWFhC8X1MBaGhRMWFk5YeARh4RGER0QSHhEp3Q4LjxCOh4WzUKRTeAminWQ7LCyc8PAIIiIiO4iMIiIyikiRCJml7HFp+mJav4qnC5Gifbi4HhMTQ9XmzdQfPcLRulqOHqjhWN0BDtfUULd3Dwdr9nG4tobDNfs4cqCG40cOUr1ls+Bix8QRFSUZAzxKmo9wMX+RUVFERcUQExtHfPwiEhYnkpycRvqSDLIyc8jNzWNlQSHffbeGkpJSKioq2bKlSipAe/bspbb2AAcO1HHgQB2HDh3m8OEj1NUd5ODBwxw8eIiDBw9Jj9fVHeTAgTpqaw9QW3uAmpoa9u2rEYVrDzt37mbnzl3s2LGTbdu3U139A1u2VLF5SxWbNm1h46bNbNy0mcrKTWzYUEF5+XpKS8soKSllbXExa9cKrFlbzJo1a1mztpii79YIQlYodElYuaqQgpWrKChYSX5+gbSjZ0HBKvILVpKdk0N2do70Jl+el0dBQQGFqwpZU/QdxWuLKS8to7Kigs2bNlNcXExOTi6rVq2mrGw9Kwu/JXd5ATm5+eQsLyBneQHZuflk5eSRmb2cjOxcMrNzycwSyMrOJTt7OcvzCigqWkte/kry8leyctVqCld/x+qiNXy3ppji4jJKSsopKSmntFT4h/O779aSm5tHRmY2Obl5fFu0htLS9VLKSjdQXlZBaekGkfVCHMVlrF1TTF5eAelLM8nLL6CoaA2lpeVSu9LS9ZSXbaB682aqt2yhestmqjYLVFdtYe2aNWRn51BUVERV1Raqq4QwHWyhuqqK6irBQ67asoXCVYVkZeWwZs1aNm3azKZNm9i0aSObNlayaWMlGysrqaysYGNFBZUVlRSu/paMrGwKVq6irLyM8vJyysrKKCkRHlZr1xazdk0xxcUlFH23hszsHLKzl7F27ToqN37P5i3V7Nixi9raOk6cqKelpZVLly5z89YtHj1+LG3vev/+PR8+/M6ksxKX7MOHD9JXx5cvX/Lo0SNu3brFxYsXOXnyJAcPHmTnzp18//33lJaWUlRUxIoVK2QUN0fG1c/qQjZZ2cLFJyEnZxk5OcvIlpCdQ5aEj4T/GFnZOeQsE14zui6XLctlWe5ycnOXsyx3ecc+MYw0TTGtnJxl5IjHcnKWdbLPFe0l+3NylrF6VSH1x47RePwopxtO0NRQT1NjPU2NDTQeP0bj8WM0NTZwuqGek/UnONXQQNWWLSxfns+KFatYVfgt335bxNq1a1lXUkJ5+Xo2btzEli1VbN++g127dlNTs5+6ujoOHznC8eP1NDSc5OTJ05w+dYam082cOtXE6dNNnDp1mlOnTnHy5Cnq6xuknDhRz/Hj9dTXN3Ds6HGOHj3O0aPHOHz4CIcPH5GK2uHDRzh48BB1dYKY7dtXw969+9izZy+7du1m586dbN++g23btrN16zaqq3+guvoHqqp/YPNmQcQ2V1Xz/eYqNm3ezMZN31O58XsqKjeyvqKSispKNlRUCg3w5evFhvhySkpKBUrLKCktY11JKetKSileV8K6kjJKy8opK69g/fpKKis3sXPnLvbu3cv+/fupqzvAoYN1HDl0iKOHD3P0yGGOHTkiXe7euYsN6yuoqqqmpqaWTd9vEcSjTMIGSsvWU1JaTmnZesrWV7B+g5DOpk2bqaz8nrLyDZSvr2BL1Q9s376THTt2SpeS9W3bd7Bt2w62bRXY+sM2Nm+uoqxsPWvXrqO0bD2bN1exbdtOtm/fxfbtO9m+bWfHUmTb1h1s3bqd6qqtrF9fwZo1xZSVrWfT95sF22072SHa79y+k/379lFbU0NtzT7279sn3d76ww+UlpazefNmamr2sV+kVkoNtTX72S9SU1PD999/T0lJGVu2VLN37z727t3L3j172LtnN3v27GLP7t0Cu3axe/duNm/ewtp1JWyoqGD7ju3s2LGd7duFa+OHH7ZSXf0DP1Rvpbp6K1uqqikrE7qpVFVVs3vPXvbvr+Xw4SPUNzTS0tLK5ctXuHnzpjjhrDDt2bsuo6j+rnh19b6eP3/OgwcPuHnzJhcvXqSpqYljx45RW1vLrl272Lp1K1u2bGHTpk1UVlZSUVEhvDKIVFSI6xUVnaioqOygspLKyo1UVHZsC8ckYbvSYbthg0x8YjwfZePH91dUVHbOU6UMYhqSsBsqKoT0pGxg165dXL50iXOtLZxvbeXiubNcOHeWC+fOceHsOS6eO8fF8+c4f/YsZ1tbOdvaSmPjSRoaT3L69Bmam1tobT3L+fPnOX/+AhcuXOTChYtcvHiJixcvceHCRc6dO8/Zs+c4e/Ysra1naW0RaG5upbm5hebmFlpaWmlpaaWp6QynTwtiJqwLnDrVxKmTp2lsOElDw0ka6htpqG+kvr6eEycEjh07zpEjRzl69KjUQ6urO8gBUcxqaw+wf38t+/fXUlNTQ82+GtE728ceUeR279krru9j95597Nq9h527BI9NspTc9Dt27GTv3r0cOHCAQwcPsXfvPiHczt3s2r2HPXv2sXdvDfv27adm/wH21wre45kzzbQ0N9PSfIaW5iZazpyh+UxTB00CLWfO0HDiBDX79nHw4CEaGhqpra2jpqaW/aJHevDgYQ4dEoT7yJEj4vkfk4p7Tc1+0YvdR13dIQ4fOcoRGY4eOcbRI8fE7WPS7cOHj1JXd4g9e/axfcdOdu/ey4G6Qxw5ekx8eMggsTt6nCNiXIcOHWHfvhpBpEQv+tChw0LexPDHjh6nsaGRk42NnGxoEGhs4FRjI0cOHxHSPHCAhoYGGhs7jgsIdo0NIo2N1NXVsXv3HurqDtLQ0EBDfT0N9fXU15+g/sRx6k+coP7ECU4cP86J4yeoO3iIHTt3sWfvXo4cOcLRo5Iy7HgoHjp0SOrh79mzl11i/MdP1NPQeJKmM82cO3eetrar3Lp9m/v3H/DkyRNevXrVxev6g+Il8b7evXvH69evefr0KQ8ePODWrVtcuXKFc+fO0dTURENDA8eOHePw4cMcPHiQAwcOUFtbK33tkFzo+2sFajtxQKRWZtl5fX+tYF/7K9sOJPFL4jtw4AC1B4SlLLUSamXWD3TOpyR9ab4l+w8coK7uoPTiOXGinoaGRk6eOs358xe4eeMmN65f5/r169y4foMb129w/foNrl+TLK9z9eo12tqu0tZ2jWvXrnP9+k1pmGvXrnNNEubqVdrarkrDX7nSxuXLV7h06bLA5SvSbVmR6yp0kmXr2XO0tJyluaWV5uZWzpxp5syZZpqazgjLM2doajoj9dpOnTrNqdOnOXnqFI2NJ0UaaWiQob6B+vp6KSdOnOD4iRMcP96ZY8dPcOzY8Y9wTLp+9mwr1662ceXKFU6dOk39iQbq6xs5eeoUTU1nOHnqNI0nT3Pq1BlOnT5D05lmLl++TNuVy7RduSLQdoWrbW1cvXpVWLa10XblCleuXObc2XOcOnmK5uYWzp+7IJRJ61nOnj0rPhBkHgqtZ2ltbZU+CJqbm2lsPMnx4ydoaGwURLNVNuxZzrae67QtpeUsZ84009h4ihMn6qlvaKSpqZnWVqFOzsrQ2irLWVpbhIfSqZOnOX78BPUNjZw+3URry1nOdkr7LBcvXPgVly5epLW1lQbR7vz581y8eJFLF8XjIp3sLl7kzJkzNDQ0cPp0ExcuXODC+QtcOH+e8+fOc/7cOSnnRJqbm6X3QktLC62trSIttLS00NzcLH24Nje3iNdRA01nmjl//gIXL16ire0qN27c5M7duzx8+JCnT5/x4sULfhSFS+J1/a54fcz7ev/+PW/fvuX169c8f/6cR48e0d7ezs2bN7l69SqXLl3iwoULYuW3fjTDv9puEU5MluaWli42nW2l4aReRuft5paPx9tB62+k2dxBi8QDEgr18uUrtF29xvXrN7h58xa3b9/mzp273L3bTnv7Pe7du8/9+w+5f/8h9+7dF3nQifb2+9y9e4+7d9s/Snv7Pdrv3pMuJfvv3LkrcPsut2/f4dat29y8easTN24I4icI3zWuXRcEsO3qVa6KAijQxpUrHVwWxe/y5StcvtLGpctXuHT58q+5dJlLly5x6dIlLl68yIWLF7koIniHFzh/4QLnRI/x4kUh7PnzFzh37ryA1JuU5aKUS5cucefObe7da+fu3bu0XbkqCvRl2tqucu3aNa60XeWKKPptbde4eu0ad+/e5V57u5T29nbu3rnLndt3uH37Nrdu3eLGjRtcu3ZNqMe2Nq5fv8GNGzel3JSuy+6/0Ynr129w5UobFy9e5PLlK1y7dv1X9jdv3BTqRFzKpnHt+nWutLVJr6erV68JNl3qUrAXkNhev36DtrarHbbXrnWKW4jnJndu3+bOndvCUsKd29y8eVM896vcutXluAy3ZdavX7vOpUuCoNwWj92+dZvbt25xS5abwvLGdSH85cuXxfLtXHbXxQf6tWvXhbK4Ijx0JXm6fecO7e33ePDgAY+fPOH58xe8fv2aH3/8kZ9+Esat/y2v61fi9VsC9u7dO968ecPLly959uwZjx494sGDB7S3t3PnTscFc/OmUKBdC7nzBfI73OzCR+PpSmf7m7+DbF4kgnT3bjv37z/g0aNHPH7yhKdPn/L06VOePHnK48dPePT4CY8ePe7E48dPePLkKU+fPvsoT54+48kTSRyPefRYYtdhL9Cx79GjRzx69IiHDx/x4OFDHjyQ8ID79wXu3b/P/fsSoRRFr/0e7e3tXdbbudsuEcm7v8sdWe7c5c6dO50QykgQ7Vu3bn+UO+JFeO/ePW6LAiJwh9vSuLqmI6T/6NEjnoll/uDBA9pFUb9//z4PHgjnfO/efWEplsOTx0949vSp1E4ot4c8fNC53O7du097ezv37t3j4YOHPHwolO+jh486lffDTtuScA95+PAh9+7d4+7du+JN9rDDvovdo0cd+yQ8eCg82O5Kz+mBjE3nepfkqcP+Iffv3xfTbu+wlYn/0cNHPHn8+Nc8eSx1NO7du8/jj4X5CA8fPODuXcFGcr0KPOLxIwHZ83348KH0envw4IG0zCTI1oWkLCXn8ujxY548ecKzZ894/vwFr1694s2bH3n37t0fEq6/K14fPnzgl19+4eeff+ann37i7du3vHnzhlevXvHixQueP38u3uhPeCLe+M+ePePJkycyJ/6/wRO6CoREcJ49e86LFy959eo1r9+84c2bH/nxR4E3b37k9es3vHr1mlevXvHypcirV+K+17x63cHr1294/fp1xzEpr6T2L168FHnxd3n+XCjTj/Hs2XOePXsmIrv++3TYd94vCO1Tnog8/QhPRBGX1LWkniXC/OSJaCtegM9fvJDG28Eznv5O/l68eMGbN2948+YNL1685PkzIb8vXtqA72MAAAKwSURBVLzgxcuXPH8hxCtbTsKFLti8fv2aly9ffhRJvp8/f8HLly959fKVtG5+C2mdv3wljUNSji9evhSuhd+J5+VL4bjE/vnzFzx7Ljmnl8LxP5R+R9rPxPLoHLcQ/vWrV7x+/ZrXr1/JIFyDknN/1SnM6y502AjOSYfN3y+rl9Lr67fqoKMuXspczx15evPmDT/+2Fm0fvnlF3755cM/Ll5dBexjIvbu3Tvevn0r3vBvpDf/27dvpa+Z/zZ0KZz379/z00+y/CTl3Tvh3AS6bgu8ffeOt29leSvDr/cJZfNWWkb/U7yRIN7EH0Pifks8Z9m6+j27rkjq+/fSkZzvmzdd4xYeCpL8dj2Pt2IeJQ9HSXl1lOfbXyFbZ5Lz+1U9ve24Rt++ffvRMH+Ejjz9c/H8K/Z/1Pann97xk2T50ztpmQjl+1Z67UuPv5NBut1h8+OPfzyfv5e/j9WfbFhJ/b1//14qWh8+fODDh7/+ZjvX3xUvWQH7mIhJhEyyLrtPEIef/g14z/v3v86jkE8JP/9DvH///t+Cn35HgGX5+eef+SCes+QikVwoXeP7vfSkdS0upfUsY/vPltHPXeJ8//5n3r///Xr42HX39+rsH63r/8k4/hX7v2crqZPfuhclZfmxML9t874jbpH/+XPrSFcQrA+izvytk2j9lnD9rnj9nohJhEx2W3b//zYfy9e/woe//pUPH/5vndv/XDofq5d/pp5+t2z+hXhln7D/znz48IEP/5L9v2b7715O/8g99/fq/Y+I1h8Wr4+J2G/xv12IXU/+t/P5/31e/x3K5rfT/8fy84fr/J84z98uH9m66uCP1O/H6vkfsfut8/tX4/i/nf4/Y/eP2vwj+fuj8f7R3x8Wr//8/vP7z+8/v3+n33/E6z+///z+8/v/5e//BahUNKKLf89QAAAAAElFTkSuQmCC" width="303" height="172" /></p>
<p style="text-align: justify">     Η πράξη των οπαδών του πρώην προέδρου κατέληξε σε ένα πολύ άσχημο σκηνικό με πολλούς τραυματίες και θανάτους. Η Αστυνομία ανακοίνωσε περιοριστικά μέτρα από τις 18:00 το απόγευμα έως τις 6:00 το πρωί για την πολιτεία της Ουάσιγκτον. Για μια τέτοια πράξη σίγουρα ο Trump θα πρέπει να νιώσει ντροπή και να παραδεχτεί το λάθος του, αλλά και την ήττα του. Περίπου έξι ώρες μετά από το πανδαιμόνιο που επικράτησε, οι γερουσιαστές επέστρεψαν στο Καπιτώλιο και επισημοποίησαν την νίκη του Biden, δίχως περεταίρω παρεμβολές…</p>
<p align="right">Εβάνα- Ηχώ</p>
<p>&nbsp;</p>
<p><i>Καπιτώλιο: Το Αμερικάνικο Καπιτώλιο είναι το μέρος στο οποίο συνέρχεται το Κογκρέσο των ΗΠΑ, το οποίο αποτελείται από τους Γερουσιαστές και την Βουλή των Αντιπροσώπων. Το Καπιτώλιο βρίσκεται  στην κορυφή του λόφου του Καπιτωλίου,στην Ουάσινγκτον. </i></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p style="text-align: justify">
]]></content:encoded>
			<wfw:commentRss>https://schoolpress.sch.gr/varvakeio/archives/209/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
	
		<series:name><![CDATA[Ιανουάριος 2021]]></series:name>
	</item>
		<item>
		<title>Η θετική πλευρά του 2020…</title>
		<link>https://schoolpress.sch.gr/varvakeio/archives/161</link>
		<comments>https://schoolpress.sch.gr/varvakeio/archives/161#comments</comments>
		<pubDate>Mon, 07 Dec 2020 16:52:00 +0000</pubDate>
		<dc:creator>ΠΑΠΑΔΟΠΟΥΛΟΥ ΑΝΔΡΙΑΝΑ</dc:creator>
				<category><![CDATA[Απόψεις]]></category>
		<category><![CDATA[Επικαιρότητα]]></category>
		<category><![CDATA[Εβάνα]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/varvakeio/?p=161</guid>
		<description><![CDATA[Η θετική πλευρά του 2020…         Μπορούμε με ευκολία να πούμε ότι η φετινή χρονιά δεν εξελίχθηκε όπως την είχαμε προγραμματίσει. Η εξάπλωση ενός πρωτόγνωρου <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/varvakeio/archives/161" title="Η θετική πλευρά του 2020…">[...]</a>]]></description>
				<content:encoded><![CDATA[<p align="center">Η θετική πλευρά του 2020…</p>
<p style="text-align: justify">        Μπορούμε με ευκολία να πούμε ότι η φετινή χρονιά δεν εξελίχθηκε όπως την είχαμε προγραμματίσει. Η εξάπλωση ενός πρωτόγνωρου ιού,  οι εκατομμύρια θάνατοι που προκάλεσε, η οικονομική κρίση, τα μεγάλα ποσοστά ανεργίας, οι ακυρώσεις αγαπημένων μας δραστηριοτήτων και διοργανώσεων και ο μεγάλος βαθμός ψυχολογικής πίεσης είναι κάποιοι από τους λόγους που το 2020 είναι μία χρονιά που όλοι θα ήθελαν να ξεχάσουν. Ήταν όμως πράγματι μια χρονιά το 2020 που οι αναμνήσεις μας θα είναι μόνο αρνητικές; Όλα τα παραπάνω στοιχεία είναι πολύ στενάχωρα όμως αν ψάξουμε λίγο βαθύτερα, σίγουρα θα βρούμε έναν λόγο για να χαμογελάσουμε.</p>
<p style="text-align: justify">        Για να προστατευτούμε από τον ιό, οι κυβερνήτες των χωρών αποφάσισαν να εφαρμόσουν περιοριστικά μέτρα.Οι πολίτες έπρεπε να παραμείνουν στα σπίτια τους και να βγαίνουν μόνο λίγες ώρες την ημέρα για τις πιο σημαντικές τους δραστηριότητες. <a href="https://schoolpress.sch.gr/varvakeio/files/2020/12/Screenshot_9.jpg"><img class="alignright size-thumbnail wp-image-162" alt="Screenshot_9" src="https://schoolpress.sch.gr/varvakeio/files/2020/12/Screenshot_9-150x150.jpg" width="150" height="150" /></a>Η καραντίνα ήταν επιβεβλημένη, αλλά παράλληλα αποδείχθηκε πολύ κουραστική και δύσκολη. Η ιδέα να μείνουμε κλεισμένοι στο σπίτι όπως τα πουλιά στα κλουβιά τους δεν άρεσε σε κανέναν. Όμως με αυτό τον τρόπο συνειδητοποιήσαμε πόσο σημαντική είναι η ελευθερία μας. Μια ιδέα που καθημερινά μάς φάνταζε δεδομένη μετατράπηκε σε ένα πολύτιμο αγαθό το  σχολείο. Στους  μαθητές έλειψε  το σχολείο και η καθημερινή παρέα των φίλων τους. Παρόλο που οι αίθουσες του σχολείου φάνταζαν μουντές και τα μαθήματα ήταν αρκετές φορές βαρετά, τελικά είχαν περισσότερη ζωντάνια από τη μοναξιά των διαδικτυακών μαθημάτων. Η καραντίνα μας πρόβαλλε την μεγάλη σημασία των ‘βαρετών’ μας συνηθειών…</p>
<p style="text-align: justify">        Εξίσου σημαντικό είναι το γεγονός ότι καταφέραμε να αφιερώσουμε μεγάλο μέρος του χρόνου μας στους γονείς μας, στα αδέλφια μας και γενικά στην οικογένειά μας. Με την καραντίνα περάσαμε ποιοτικό χρόνο με τα αγαπημένα μας πρόσωπα και ανακαλύψαμε ασχολίες που δεν θα φανταζόμασταν ποτέ ότι θα τις απολαμβάναμε ή ασχοληθήκαμε με δραστηριότητες που δεν προλαβαίναμε να εκτελέσουμε σε μια από τις ‘φυσιολογικές’ ημέρες. Η μαγειρική με τη βοήθεια της μητέρας, η εικονική περιήγηση σε μουσεία και η ενασχόληση με το μοντελισμό είναι λίγες από τις ασχολίες που βρήκαμε την ευκαιρία να πραγματοποιήσουμε.</p>
<p style="text-align: justify">        Όμως μπορούμε να βρούμε θετικά νέα και σε κοινωνικό επίπεδο. Λόγω της καραντίνας μειώθηκε ο αριθμός των ληστειών. Φαίνεται ότι οι διαρρήκτες ξέροντας ότι οι περισσότεροι πολίτες παραμένουν στα σπίτια δεν ρίσκαραν να διαπράξουν κάποια ληστεία. Τα στατιστικά της Ελληνικής Αστυνομίας μας αποκαλύπτουν ότι οι ληστείες και οι διαρρήξεις μειώθηκαν κατά 80% με 90% αυτή την περίοδο.</p>
<p style="text-align: justify">         Μια άλλη στατιστική μελέτη μας έδειξε ότι η ρύπανση του περιβάλλοντος από τα καυσαέρια μειώθηκε σε σημαντικό βαθμό γιατί οι πολίτες περιόρισαν τις μετακινήσεις τους. Μάλιστα οι κάτοικοι αρκετών μεγαλουπόλεων ανέφεραν ότι μετά από πολύ καιρό μπορούσαν να δουν καθαρά τον έναστρο ουρανό.</p>
<p style="text-align: justify">         Μια αρνητική πραγματικότητα που δημιούργησε ο Covid-19 ήταν η ακύρωση όλων των πρωταθλημάτων. Όμως μετά το πρώτο σοκ της διακοπής των αθλητικών δραστηριοτήτων, η αθλητική ζωή άρχισε να επανέρχεται στην κανονικότητα. Όλες οι ποδοσφαιρικές και μπασκετικές διοργανώσεις ολοκληρώθηκαν, οι αγώνες στίβου πραγματοποιήθηκαν και οι σημαντικοί αγώνες τένις διοργανώθηκαν με επιτυχία. Ακόμα και οι Ολυμπιακοί αγώνες που αναβλήθηκαν το 2020, θα λάβουν χώρα την επόμενη χρονιά.</p>
<p style="text-align: justify">        Όλα τα παραπάνω στοιχεία είναι πολύ ευχάριστα αλλά ό,τι πιο αξιόλογο αποκομίσαμε από τη χρονιά που φεύγει είναι πως  μάθαμε να λειτουργούμε σαν μια ομάδα και όχι σαν μονάδα. Παραμείναμε στις κατοικίες μας για να προστατέψουμε τους εαυτούς μας, την οικογένεια μας αλλά και την κοινωνία μας. Φερθήκαμε με τον συγκεκριμένο τρόπο όχι μόνο για εμάς τους ίδιους αλλά κυρίως  για τους πιο ευάλωτους συνανθρώπους μας.</p>
<p style="text-align: justify">        <a href="https://schoolpress.sch.gr/varvakeio/files/2020/12/Screenshot_10.jpg"><img class="alignleft size-thumbnail wp-image-163" alt="Screenshot_10" src="https://schoolpress.sch.gr/varvakeio/files/2020/12/Screenshot_10-150x150.jpg" width="150" height="150" /></a>Το 2020 μπορεί να ταυτιστεί απόλυτα με τον μύθο για το κουτί της Πανδώρας. Σκορπίστηκαν πολλές δυστυχίες αλλά στον πάτο παρέμεινε η ελπίδα. Όπως και τώρα δεν πρέπει να χάσουμε την ελπίδα μας και την πίστη μας.  Όλες οι καταστάσεις είναι δύσκολες αλλά αν κοιτάξουμε καλύτερα θα δούμε ότι πάντα υπάρχει ένας λόγος για να χαμογελάμε, απλά πρέπει να τον ανακαλύψουμε.</p>
<p align="right">Εβάνα</p>
<p>Υποσημείωση: Ελπίζω αυτό το άρθρο να σε έκανε να χαμογελάσεις <img src="https://schoolpress.sch.gr/varvakeio/wp-includes/images/smilies/icon_smile.gif" alt=":)" class="wp-smiley" /> </p>
<p>&nbsp;</p>
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		<series:name><![CDATA[Δεκέμβριος 2020]]></series:name>
	</item>
		<item>
		<title>Ο “Βασιλιάς” της F1</title>
		<link>https://schoolpress.sch.gr/varvakeio/archives/109</link>
		<comments>https://schoolpress.sch.gr/varvakeio/archives/109#comments</comments>
		<pubDate>Fri, 20 Nov 2020 13:56:18 +0000</pubDate>
		<dc:creator>ΠΑΠΑΔΟΠΟΥΛΟΥ ΑΝΔΡΙΑΝΑ</dc:creator>
				<category><![CDATA[Αθλητισμός]]></category>
		<category><![CDATA[Εβάνα]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/varvakeio/?p=109</guid>
		<description><![CDATA[            Μπορεί να μην έχετε δει κάποιον αγώνα της F1, αλλά είμαι βέβαιη ότι έχετε ακούσει το όνομα Lewis Hamilton. Ο Βρετανός οδηγός είναι από <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/varvakeio/archives/109" title="Ο “Βασιλιάς” της F1">[...]</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: justify"><b>            </b>Μπορεί να μην έχετε δει κάποιον αγώνα της F1, αλλά είμαι βέβαιη ότι έχετε ακούσει το όνομα Lewis Hamilton. Ο Βρετανός οδηγός είναι από τους λίγους μαύρους αθλητές στο αγώνισμα της F1 και ο μόνος που έχει κερδίσει παγκόσμια πρωταθλήματα. Είναι σίγουρα ένας από τους καλύτερους οδηγούς της δεκαετίας !</p>
<p style="text-align: justify">             Όσοι από εσάς παρακολουθείτε το φετινό πρωτάθλημα σίγουρα ξέρετε ότι μετά από την νίκη του στο Πορτογαλικό Grand Prix στις 25 Οκτωβρίου έσπασε το ρεκόρ του Michael Schumacher και έγινε ο οδηγός με τις περισσότερες νίκες στην ιστορία. Πιο συγκεκριμένα στις 25 Οκτωβρίου 2020 <a href="https://schoolpress.sch.gr/varvakeio/files/2020/11/Screenshot_22.jpg"><img class=" wp-image-111 alignleft" alt="Screenshot_2" src="https://schoolpress.sch.gr/varvakeio/files/2020/11/Screenshot_22.jpg" width="214" height="138" /></a>από τη στιγμή που είδε τη σημαία τερματισμού κατέκτησε 92 νίκες και έσπασε το απίστευτο ρεκόρ του Michael Schumacher (91 νίκες). Τότε πολλοί δημοσιογράφοι είπαν ότι η F1 απέκτησε ένα καινούριο βασιλιά.  Όμως αυτό τον κάνει τον καλύτερο οδηγό της F1; Αυτή η άποψη θεωρώ ότι δεν είναι ορθή. Δεν μπορείς να συγκρίνεις τον Lewis Hamilton με τον Graham Hill (οδηγός της δεκαετίας του 60) ή τον Alain Prost ( οδηγός της δεκαετίας του 80) και θα σας πω τον λόγο.</p>
<p style="text-align: justify">              Η ιστορία της F1 αρχίζει το 1950. Από τότε έχουν γίνει τεράστιες αλλαγές τόσο στους κανονισμούς όσο και στα ίδια στα αμάξια. Στις αρχές, είχαν κυλινδρικό σχήμα με κανονικό τιμόνι, οι ρόδες ήταν μεγαλύτερες και υπήρχε και ένα μικρό τζάμι ώστε να προστατεύει τον οδηγό από την πίεση του αέρα. Όσο περνούσαν τα χρόνια η φυσική και κυρίως η αεροδυναμική άρχισε να επηρεάζει τα αμάξια. Το πάτωμα του αμαξιού έγινε πιο χαμηλό, σχεδόν άγγιζε την πίστα, τα λάστιχα μετατράπηκαν σε πιο μικρά αλλά πιο πλατιά. Επίσης, σημαντικές αλλαγές παρατηρούνται το τιμόνι, καθώς τώρα μοιάζει με τηλεχειριστήριο για βιντεοπαιχνίδια και οι ταχύτητες αλλάζουν από εκεί.</p>
<p style="text-align: justify">            Μία άλλη μεγάλη αλλαγή είναι η ασφάλεια των οδηγών. Στατιστικές μελέτες μας λένε ότι στη δεκαετία του 70 κάθε χρονιά πέθαιναν δύο με τρείς οδηγοί. Ευτυχώς το τελευταίο τραγικό δυστύχημα  που στέρησε την ζωή στον  Ayrton Senna  έγινε την 1<sup>η</sup>  Μαΐου 1994. Η ασφάλεια έχει παίξει μεγάλο ρόλο στην αυτοπεποίθηση των οδηγών. Άλλη μια μεγάλη αλλαγή είναι οι ομάδες. Δεν  είναι μόνο 10, αυτές που συναντάμε φέτος, στα 70 χρόνια υπήρχαν 37 ομάδες και πιστέψτε με δεν υπήρχε πότε μια ομάδα που συνέχεια κέρδιζε σε αντίθεση με ό,τι γίνεται φέτος. Είναι αλήθεια ότι η Mercedes είναι η κυρίαρχος από το 2014, όμως παλιά οι ομάδες ήταν πιο ανταγωνίστηκες. Υπήρχαν πρωταθλήματα που έχουν κριθεί στον τελευταίο αγώνα και μάχες ομάδων ακόμα και οδηγών που έχουν μείνει στην ιστορία όπως του Niki Lauda που οδηγούσε Ferrari ενάντια στον James Hunt που αγωνιζόταν με την McLaren το 1976.</p>
<p style="text-align: justify">           Τέλος είναι και οι ίδιοι οι οδηγοί. Στις αρχές του αθλήματος την σχάρα εκκίνησης την συμπλήρωναν 30 οδηγοί, ενώ τώρα τρέχουν μόνο 20. Και αν σκέφτεστε τι θα έκανε ο Hamilton αν είχε άλλους δέκα οδηγούς να παλεύουν για το πρωτάθλημα, θα σας πω: απλά θα τους προσπέρναγε. Όμως δεν έχει σημασία πόσοι οδηγοί θα τρέχουν αλλά με ποιο αμάξι. Η πραγματική ερώτηση είναι τι θα έκανε ο Hamilton με το αμάξι του Senna, της δεκαετίας του 80, που οι ταχύτητες άλλαζαν χειροκίνητα και η αεροδυναμική δεν είχε επηρεάσει τόσο πολύ τα αγωνιστικά αμάξια; Θα εξακολουθούσε να έχει αυτές τις νίκες;</p>
<p style="text-align: justify">       Για όλους τους παραπάνω λόγους, καταλήγουμε στο συμπέρασμα ότι δεν μπορούμε να συγκρίνουμε οδηγούς από διαφορετικές δεκαετίες επειδή πολύ απλά δεν ξέρουμε τι θα μπορούσαν να είχαν πετύχει με πιο σύγχρονα αμάξια και σε συνθήκες μεγαλύτερης ασφάλειας. <a href="https://schoolpress.sch.gr/varvakeio/files/2020/11/Screenshot_14.jpg"><img class=" wp-image-110 alignright" alt="Screenshot_1" src="https://schoolpress.sch.gr/varvakeio/files/2020/11/Screenshot_14.jpg" width="280" height="169" /></a>Δεν μπορείς να συγκρίνεις τον Juan Manuel Fangio που έτρεχε τις πρώτες χρονιές της F1 με τον Alain Prost που αγωνιζόταν την δεκαετία του 80. Ούτε τον Mika Häkkinen, οδηγό της δεκαετίας του 90 με τον Lewis Hamilton της τελευταίας δεκαετίας.</p>
<p style="text-align: justify">        Έτσι μπορούμε να πούμε ότι η F1 έχει πολλούς βασιλιάδες, διαφορετικούς ανά δεκαετία, αλλά δεν μπορούμε να τους συγκρίνουμε μεταξύ τους. Όλοι τους κυριάρχησαν, όλοι τους ξεχώρισαν μέσα από πολλούς, όλοι μας μάγεψαν και όλοι τους έχουν μείνει στην ιστορία σαν οι βασιλιάδες της F1 !!!</p>
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		<series:name><![CDATA[Νοέμβριος 2020]]></series:name>
	</item>
		<item>
		<title>Το μεγάλο λάθος του Trump!</title>
		<link>https://schoolpress.sch.gr/varvakeio/archives/106</link>
		<comments>https://schoolpress.sch.gr/varvakeio/archives/106#comments</comments>
		<pubDate>Fri, 20 Nov 2020 13:51:16 +0000</pubDate>
		<dc:creator>ΠΑΠΑΔΟΠΟΥΛΟΥ ΑΝΔΡΙΑΝΑ</dc:creator>
				<category><![CDATA[Επικαιρότητα]]></category>
		<category><![CDATA[Εβάνα]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/varvakeio/?p=106</guid>
		<description><![CDATA[         Με τις αμερικάνικες εκλογές να έχουν ολοκληρωθεί, τα αποτελέσματα μας δείχνουν ότι ο Joe Biden είναι ο επόμενος πρόεδρος των ΗΠΑ. Συγκεκριμένα, αυτήν την <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/varvakeio/archives/106" title="Το μεγάλο λάθος του Trump!">[...]</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: justify">         Με τις αμερικάνικες εκλογές να έχουν ολοκληρωθεί, τα αποτελέσματα μας δείχνουν ότι ο Joe Biden είναι ο επόμενος πρόεδρος των ΗΠΑ. Συγκεκριμένα, αυτήν την χρονική στιγμή ο Joe Biden κερδίζει 306 εκλέκτορες*, σε αντίθεση με τον Trump που έχει 232 εκλέκτορες. Όμως τι λάθος έκανε ο Trump και έχασε τις εκλογές; Γιατί δεν έγινε πάλι ο πρόεδρος της Αμερικής; Η ιστορία δείχνει ότι ο απερχόμενος πρόεδρος συνήθως εκλέγεται και για δεύτερη θητεία! Ο Trump έγινε ο πρώτος πρόεδρος που δεν κατάφερε να επανεκλεγεί μετά από τρεις δεκαετίες.</p>
<p style="text-align: justify">         Πολλοί αναλυτές θεωρούν ότι  έχασε γιατί δεν διαχειρίστηκε όπως θα έπρεπε την κατάσταση του κορονοϊού, καθώς ο Trump θεωρούσε ότι μέχρι το καλοκαίρι θα είχε τελειώσει η πανδημία. Σε αντίθεση με τους επιστήμονες, ο Trump και μεγάλο πλήθος πολιτών πίστευαν ότι με την άνοδο της θερμοκρασίας ο ιός θα εξασθενούσε και σταδιακά η ζωή θα επέστρεφε στην κανονικότητα. Έτσι λοιπόν ο Trump επέλεξε να «γελοιοποιήσει»  την κατάσταση και να κατηγορήσει τους Κινέζους για τη δημιουργία και την εξάπλωση του ιού, αλλά η πραγματικότητα τον διέψευσε και ο κορονοϊός όχι μόνο δεν εξασθένησε αλλά έγινε ακόμα πιο δυνατός. Το αποτέλεσμα ήταν εκατομμύρια Αμερικανοί να νοσήσουν και χιλιάδες να πεθάνουν.</p>
<p style="text-align: justify">          Ήταν όμως αυτός ο βασικός λόγος που έχασε τις εκλογές; Όλοι θα έχετε ακούσει στις ειδήσεις τον τραγικό θάνατο του George Floyd που προήλθε από αστυνομικό και την αντίδραση του προέδρου, ο οποίος απέφυγε να καταδικάσει την αποτρόπαια πράξη του αστυνομικού. Μετά το τραγικό  αυτό περιστατικό πολλοί πολίτες διαμαρτυρήθηκαν βγαίνοντας στους δρόμους και δημιουργήθηκε το κίνημα του Black Lives Matter. Μερικοί μικροεγκληματίες όμως άρπαξαν την ευκαιρία και λήστεψαν μαγαζιά και περιουσίες. <a href="https://schoolpress.sch.gr/varvakeio/files/2020/11/Screenshot_13.jpg"><img class=" wp-image-107 alignleft" alt="Screenshot_1" src="https://schoolpress.sch.gr/varvakeio/files/2020/11/Screenshot_13.jpg" width="242" height="136" /></a></p>
<p style="text-align: justify">        Ο Trump απείλησε όλους τους διαδηλωτές ότι θα στείλει τον στρατό και ότι θα λύσει γρήγορα το πρόβλημα με αποφασιστικότητα. Τα λόγια του ήταν σκληρά, καθώς δεν έδειξε συμπόνια για την οικογένεια του θύματος και καταφέρθηκε κατά του συνόλου των διαδηλωτών χωρίς να διαχωρίσει τους ειρηνικούς από τους βίαιους. Το γεγονός αυτός θύμωσε τους ψηφοφόρους και ιδιαίτερα τους Αφροαμερικανούς. Εξάλλου δεν ήταν ένα μεμονωμένο περιστατικό καθώς, πολλές φορές οι Αφροαμερικανοί γίνονται αποδέκτες ρατσιστικής βίας. Το παραπάνω περιστατικό όμως ήταν απλά η σταγόνα που ξεχείλισε το ποτήρι.</p>
<p style="text-align: justify">          Συνήθως οι Αφροαμερικανοί δεν ψηφίζουν μαζικά και δεν συμμετέχουν στις αμερικάνικες εκλογές διότι δεν τους ενδιαφέρει η πολιτική σε μεγάλο βαθμό. Η αντιμετώπιση του Trump όμως προς τους συμπολίτες τους, τους κινητοποίησε και από αντίδραση υποστήριξαν τον Biden. Για αυτό τον λόγο ο Biden κέρδισε πολιτείες που οι Δημοκρατικοί* σπάνια κατακτούσαν.<a href="https://schoolpress.sch.gr/varvakeio/files/2020/11/Screenshot_21.jpg"><img class=" wp-image-108 alignright" alt="Screenshot_2" src="https://schoolpress.sch.gr/varvakeio/files/2020/11/Screenshot_21.jpg" width="265" height="194" /></a></p>
<p style="text-align: justify">           Αν παρατηρήσουμε τον χάρτη με τα αποτελέσματα θα δούμε ότι κέρδισε την    πολιτεία της Georgia,  γιατί κυριάρχησε στην πόλη της Atlanta, που κατοικούν πολλοί Αφροαμερικανοί. Αντίστοιχα, κέρδισε τις πολιτείες του Wisconsin,  Michigan και Pennsylvania με τις ψήφους των Αφροαμερικανών. Ο Biden κατάφερε να εκλεγεί παίρνοντας τις περισσότερες ψήφους από όλους τους προηγούμενους Αμερικανούς προέδρους* και οι ψήφοι των Αφροαμερικανών έπαιξαν σημαντικό ρόλο σε αυτό.</p>
<p style="text-align: justify">            Ο Λευκός Οίκος είναι έτοιμος να υποδεχτεί τον Biden καθώς το λάθος του Trump να μην υποστηρίξει τους διαδηλωτές του Black Lives Matter ήταν καθοριστικό και δεν  του ξαναέδωσε την προεδρία. Αν δεν είχε αντιδράσει με τον συγκεκριμένο τρόπο, τότε είναι πιθανό να είχε καταφέρει να επανεκλεγεί. Σύμφωνα με πληροφορίες ο Trump σκέφτεται σοβαρά να ξαναβάλει υποψηφιότητα για πρόεδρος στις επόμενες Αμερικανικές  προεδρικές εκλογές το 2024. Μένει να φανεί αν έχει διδαχτεί από τα λάθη του και θα αλλάξει τακτική και ρητορική όσον αφορά τα θέματα που σχετίζονται με τις φυλετικές διακρίσεις και τη ρατσιστική βία&#8230;</p>
<p style="text-align: right" align="right">Εβάνα</p>
<p style="text-align: justify">
<p style="text-align: justify"><i>*εκλέκτορες: Οι πρόεδροι της Αμερικής δεν εκλέγονται με βάση το σύνολο των ψήφων. Όποιος υποψήφιος κερδίσει τις περισσότερες ψήφους σε μια πολιτεία κατακτά και όλους τους  εκλέκτορες της. Οι πολιτείες έχουν διαφορετικό αριθμό εκλεκτόρων, ανάλογα με τον πληθυσμό τους. Ο υποψήφιος που θα κερδίσει 270 εκλέκτορες γίνεται και πρόεδρος των ΗΠΑ.</i></p>
<p style="text-align: justify"><i> *Δημοκρατικοί: Το Δημοκρατικό Κόμμα είναι ένα από τα δύο μεγάλα πολιτικά κόμματα στις Ηνωμένες Πολιτείες Αμερικής. Στις εκλογές ανταγωνίζεται το Ρεπουμπλικανικό Κόμμα.</i></p>
<p style="text-align: justify">*https://edition.cnn.com/election/2020/results/president?iid=politics_election_national_map#mapmode=lead</p>
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