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	<title>ΘΕΜΑ: Θεσσαλονικιώτικη Εφημερίδα Μεγάλης Άποψης!ΚΩΝΣΤΑΝΤΙΝΙΔΗΣ ΠΑΡΑΣΚΕΥΑΣ – ΘΕΜΑ: Θεσσαλονικιώτικη Εφημερίδα Μεγάλης Άποψης!</title>
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	<link>https://schoolpress.sch.gr/thema</link>
	<description>18ο Δημοτικό Σχολείο Καλαμαριάς, Στ2</description>
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		<item>
		<title>Origami</title>
		<link>https://schoolpress.sch.gr/thema/archives/435</link>
		<comments>https://schoolpress.sch.gr/thema/archives/435#comments</comments>
		<pubDate>Fri, 22 Mar 2024 17:10:30 +0000</pubDate>
		<dc:creator>ΚΩΝΣΤΑΝΤΙΝΙΔΗΣ ΠΑΡΑΣΚΕΥΑΣ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/thema/?p=435</guid>
		<description><![CDATA[&#160; Η λέξη origami προέρχεται από τις γιαπωνέζικες λέξεις«oru», που σημαίνει διπλώνω και «kami», που σημαίνει χαρτί. Από τον 6ο ακόμη αιώνα, όταν τα μυστικά <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/thema/archives/435" title="Origami">[...]</a>]]></description>
				<content:encoded><![CDATA[<p>&nbsp;</p>
<p>Η λέξη origami προέρχεται από τις γιαπωνέζικες λέξεις«oru», που σημαίνει διπλώνω και «kami», που σημαίνει χαρτί.</p>
<p>Από τον 6ο ακόμη αιώνα, όταν τα μυστικά του χαρτιού μεταφέρθηκαν από την Κίνα στην Ιαπωνία, το χαρτί άρχισε να χρησιμοποιείται στην καθημερινή ζωή. Οι Ιάπωνες ξεκίνησαν να διπλώνουν το χαρτί φτιάχνοντας δώρα και απασχολώντας τα παιδιά τις βροχερές μέρες που έπρεπε να μένουν στο σπίτι. Έτσι το δίπλωμα του χαρτιού έγινε παράδοση και μεταφέρθηκε από γενιά σε γενιά φτάνοντας ως τις μέρες μας.</p>
<p><strong>Θεωρείται ως αναγνωρισμένη τέχνη σε όλα τα μέρη του κόσμου;</strong></p>
<p>Το origami έφτασε στη Μέση Ανατολή από τους δρόμους του μεταξιού, στη συνέχεια στη Βόρεια Αφρική από τους Άραβες και από εκεί διαδόθηκε στην Ευρώπη όταν οι Άραβες κατέκτησαν την Ιβηρική Χερσόνησο. Οι Ισπανοί τη μετέφεραν μετά στη Λατινική Αμερική, την ονόμασαν Papiroflexia και εφάρμοσαν ορισμένες καινούριες τεχνικές.</p>
<p>Σήμερα υπάρχουν οργανισμοί κι ομάδες σε όλο τον κόσμο, όπως είναι οι Βritish Οrigami Society, Papiroflexia, Nippon Origami Association, Origami USA, που διοργανώνουν συναντήσεις αλλά και διαγωνισμούς. Εκεί παρουσιάζονται καινούργιες τεχνικές και μοντέλα ενώ συμμετέχουν πολλοί άνθρωποι από ολόκληρο τον κόσμο.</p>
<p><strong>Χρησιμοποιείται και θεραπευτικά, για όσους αντιμετωπίζουν σοβαρά προβλήματα στρες και άγχους;</strong></p>
<p>Ο καθένας έχει τον τρόπο του να χαλαρώνει. Για κάποιον μπορεί να είναι καταπιεστικό να διπλώνει ένα κομμάτι χαρτί και για κάποιον άλλο να είναι η απόλυτη χαλάρωση, που του δίνει χαρά και ικανοποίηση για τις δημιουργίες που φτιάχνει.</p>
<p>Συγκεκριμένα το origami όμως έχει το πλεονέκτημα ότι μπορεί να γίνει εύκολα, αφού το μόνο που χρειαζόμαστε είναι ένα κομμάτι χαρτί το οποίο μάς ταξιδεύει σ’ έναν τρισδιάστατο κόσμο.</p>
<p><strong>Ποια η χρήση της τέχνης origami σε κάποιες επιστήμες;</strong></p>
<p>Το origami έχει εφαρμογή σε αρκετές επιστήμες, κυρίως με τη λογική του να χρησιμοποιούμε τις τεχνικές διπλώματος, ώστε να μικραίνουμε τον όγκο κάποιων κατασκευών για να μεταφέρονται εύκολα.  Μ’ αυτή την τεχνική ο  Ιάπωνας καθηγητής Koryo Miura κατασκεύασε έναν ηλιακό συλλέκτη ο οποίος διπλώνεται για εξοικονόμηση χώρου κι ανοίγει όταν μεταφέρεται στο διάστημα.</p>
<p><strong>Χρειαζόμαστε ειδικό χαρτί για να κατασκευάσουμε origami;</strong></p>
<p>Το χαρτί που χρησιμοποιείται για τα origami μπορεί να είναι οποιοδήποτε χαρτί. Υπάρχουν όμως και ειδικά χαρτιά, τα οποία είναι πιο ανθεκτικά αφού δε σκίζονται και έτσι τους δίνουμε πιο εύκολα τη φόρμα που θέλουμε.</p>
<p><strong>Όλα γίνονται μόνο με το χαρτί και τα χέρια, σωστά;</strong></p>
<p>Χρησιμοποιούμε το χαρτί, τα χέρια μας και το μυαλό μας. Τις περισσότερες φορές χρησιμοποιούμε και διαγράμματα, που μπορούμε να βρούμε σε βιβλία.</p>
<p><strong>Ψαλίδι και κόλλα είναι αυστηρώς απαγορευτικά, αν θέλουμε να μιλάμε για origami;</strong></p>
<p>Ναι και παρόλο που μπορούμε να διπλώσουμε μοντέλα με διάφορα σχήματα χαρτιού, οι φανατικοί του είδους ξεκινούν τα μοντέλα τους μ’ ένα τετράγωνο χαρτί.</p>
<p>&nbsp;</p>
<p>Μάθε πως να φτιάχνεις origami <a title="origami" href="https://origami.me/easy-origami/" target="_blank">εδώ</a>.</p>
]]></content:encoded>
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		<series:name><![CDATA[2o τεύχος - Μάρτιος 2024]]></series:name>
	</item>
		<item>
		<title>Πώς υπολογίζεται η ημερομηνία του Πάσχα;</title>
		<link>https://schoolpress.sch.gr/thema/archives/429</link>
		<comments>https://schoolpress.sch.gr/thema/archives/429#comments</comments>
		<pubDate>Mon, 18 Mar 2024 19:47:32 +0000</pubDate>
		<dc:creator>ΚΩΝΣΤΑΝΤΙΝΙΔΗΣ ΠΑΡΑΣΚΕΥΑΣ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/thema/?p=429</guid>
		<description><![CDATA[Η Καθαρά Δευτέρα γιορτάζεται 40 ημέρες πριν το Πάσχα. Αυτό όμως, πότε πέφτει; &#160; Η απόφαση για τις ημερομηνίες εορτασμού του Πάσχα λήφθηκε, στην πρώτη Οικουμενική <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/thema/archives/429" title="Πώς υπολογίζεται η ημερομηνία του Πάσχα;">[...]</a>]]></description>
				<content:encoded><![CDATA[<p>Η Καθαρά Δευτέρα γιορτάζεται 40 ημέρες πριν το Πάσχα. Αυτό όμως, πότε πέφτει;</p>
<p>&nbsp;</p>
<p>Η απόφαση για τις ημερομηνίες εορτασμού του Πάσχα λήφθηκε, στην πρώτη Οικουμενική Σύνοδο που έγινε το 325μ.Χ. στη Νίκαια της Βιθυνίας.</p>
<p>Συγκεκριμένα αποφασίστηκε το εξής: Το Πάσχα γιορτάζεται κάθε χρόνο την πρώτη Κυριακή μετά την πανσέληνο που γίνεται μετά την εαρινή ισημερία, δηλαδή μετά την 21η Μαρτίου (με το παλαιό ημερολόγιο), εκτός αν η πανσέληνος τυγχάνει να γίνει Κυριακή, οπότε μεταφέρεται την επόμενη Κυριακή.</p>
<p>Η πρώτη μέρα της Σελήνης τοποθετείται στο διάστημα μεταξύ της 8ης Μαρτίου και της 5ης Απριλίου. Επομένως, δεδομένου ότι η περιστροφή της σελήνης γύρω από τη Γη διαρκεί περίπου 28 μέρες, έχουμε πανσέληνο στο μέσο του κύκλου δηλαδή την 14η μέρα.</p>
<p>Αυτό σημαίνει, ότι το Πάσχα μπορεί να πέσει στο διάστημα μεταξύ 22ας Μαρτίου και 25ης Απριλίου. Σημειώστε ότι οι παραπάνω ημερομηνίες αφορούν το παλαιό ημερολόγιο. Άρα αν προσθέσουμε τις 13 μέρες που είναι η διαφορά παλιού και νέου ημερολογίου, βρίσκουμε ότι το Ορθόδοξο Πάσχα θα «πέφτει» πάντα από 4 Απριλίου ως 8 Μαΐου.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>ΠΗΓΗ: Οικονομικός Ταχυδρόμος</p>
]]></content:encoded>
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		<series:name><![CDATA[2o τεύχος - Μάρτιος 2024]]></series:name>
	</item>
		<item>
		<title>ΠΑΣΧΑ</title>
		<link>https://schoolpress.sch.gr/thema/archives/335</link>
		<comments>https://schoolpress.sch.gr/thema/archives/335#comments</comments>
		<pubDate>Sun, 10 Mar 2024 16:53:38 +0000</pubDate>
		<dc:creator>ΚΩΝΣΤΑΝΤΙΝΙΔΗΣ ΠΑΡΑΣΚΕΥΑΣ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/thema/?p=335</guid>
		<description><![CDATA[Το Πάσχα, εορτάζεται την πρώτη Κυριακή μετά την πανσέληνο που ακολουθεί την εαρινή ισημερία της 21ης Μαρτίου μη συμπεριλαμβανομένης, κατά το Ιουλιανό ημερολόγιο στην Ορθόδοξη <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/thema/archives/335" title="ΠΑΣΧΑ">[...]</a>]]></description>
				<content:encoded><![CDATA[<p>Το Πάσχα, εορτάζεται την πρώτη Κυριακή μετά την πανσέληνο που ακολουθεί την εαρινή ισημερία της 21ης Μαρτίου μη συμπεριλαμβανομένης, κατά το Ιουλιανό ημερολόγιο στην Ορθόδοξη εκκλησία και κατά το Γρηγοριανό στην Ρωμαιοκαθολική. Εορτάζεται η ανάσταση του Ιησού Χριστού, η οποία πιστεύεται ότι έγινε το 33 μ.Χ. Πώς όμως προέκυψε η ονομασία Πάσχα;</p>
<p>&nbsp;</p>
<p>Για εμάς τους Χριστιανούς η λέξη «Πάσχα» σημαίνει, το πέρασμα του Χριστού από τον θάνατο στη ζωή. Λέγεται και αλλιώς «Λαμπρή», ονομασία που προήλθε από τους αναστάσιμους κανόνες της εκκλησίας, οι οποίοι ονομάζουν «Λαμπροφόρο» την ημέρα του Πάσχα και συνιστούν στους πιστούς «Αναστάσεως ημέρα λαμπρυνθώμεν λαοί». Το Πάσχα, στον Ιουδαϊσμό καθιερώθηκε ως ανάμνηση της Εξόδου, που ελευθέρωσε τους Εβραίους από την αιγυπτιακή δουλεία. Μεταγενέστερα υιοθετήθηκε ως εορτασμός από τους Χριστιανούς αναφορικά με τον θυσιαστικό θάνατο και την ανάσταση του Ιησού Χριστού.</p>
<p>O όρος Πάσχα προέρχεται από το αραμαϊκό πασ’ά και το εβραϊκό πέσαχ. Κάποιοι μελετητές έχουν προτείνει ως προέλευση του εβραϊκού όρου ξένη ετυμολογία, όπως η ασσυριακή πασαχού (πραύνω) ή η αιγυπτιακή πασ’ (ανάμνηση) ή πεσάχ (πλήγμα).</p>
<p><a href="https://schoolpress.sch.gr/thema/files/2024/03/images-3.jpg"><img class="alignnone size-full wp-image-337" alt="images (3)" src="https://schoolpress.sch.gr/thema/files/2024/03/images-3.jpg" width="262" height="192" /></a></p>
]]></content:encoded>
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		<series:name><![CDATA[2o τεύχος - Μάρτιος 2024]]></series:name>
	</item>
		<item>
		<title>Μπούλες!</title>
		<link>https://schoolpress.sch.gr/thema/archives/268</link>
		<comments>https://schoolpress.sch.gr/thema/archives/268#comments</comments>
		<pubDate>Sun, 10 Mar 2024 16:53:26 +0000</pubDate>
		<dc:creator>ΚΩΝΣΤΑΝΤΙΝΙΔΗΣ ΠΑΡΑΣΚΕΥΑΣ</dc:creator>
				<category><![CDATA[Γενικά]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/thema/?p=268</guid>
		<description><![CDATA[Μπούλες ή Γενίτσαροι είναι παλαιότατο αποκριάτικο έθιμο της Νάουσας Ημαθίας . Δύσκολα μπορούμε σήμερα να βρούμε τις ρίζες του, όπως συμβαίνει με τα περισσότερα από <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/thema/archives/268" title="Μπούλες!">[...]</a>]]></description>
				<content:encoded><![CDATA[<p><a href="https://schoolpress.sch.gr/thema/files/2024/03/download-15.jpg"><img class="alignnone size-full wp-image-270" alt="download (15)" src="https://schoolpress.sch.gr/thema/files/2024/03/download-15.jpg" width="275" height="183" /></a></p>
<p>Μπούλες ή Γενίτσαροι είναι παλαιότατο αποκριάτικο έθιμο της Νάουσας Ημαθίας . Δύσκολα μπορούμε σήμερα να βρούμε τις ρίζες του, όπως συμβαίνει με τα περισσότερα από τα έθιμά μας. Όμως όλα τα στοιχεία του μας οδηγούν σε παλαιούς χρόνους. Στο αποκριάτικο αυτό έθιμο, έχει δοθεί πολύ πετυχημένα ο ορισμός χορευτικό δρώμενο, γιατί η δράση των ανθρώπων που συμμετέχουν στην τέλεσή του είναι δράση χορευτική χωρίς αυτήν η τέλεση του εθίμου είναι αδύνατη. Τα κυριότερα στοιχεία του εθίμου που μας μεταφέρονται από μία πολύ αυστηρή προφορική παράδοση είναι:</p>
<ul>
<li>Η συγκρότηση του μπουλουκιού, που προϋποθέτει την αυστηρή αποδοχή και τήρηση ορισμένων κανόνων τέλεσης του εθίμου για συμμετοχή σ” αυτό.</li>
<li>Το φύλο των τελεστών είναι μόνο νέοι άνδρες.</li>
<li>Τη γυναικεία μορφή (νύφη-μπούλα) την υποδύεται πάντα άνδρας.</li>
<li> Η ένδυση, η μεταμφίεση και η συμπεριφορά των τελεστών διέπονται από πατροπαράδοτους κανόνες.</li>
<li>Τα μουσικά όργανα, οι χοροί, το δρομολόγιο, είναι προκαθορισμένα από το τελετουργικό, που ακολουθείται αναλλοίωτο στο πέρασμα των χρόνων.</li>
</ul>
<p>Παλαιότερα, όσοι ήθελαν να γίνουν Μπούλες άρχιζαν να μαζεύουν τα ρούχα και τα ασημικά τρεις μήνες νωρίτερα. Έραβαν ένα δύο κομμάτια και τα άλλα τα παίρνανε από παλιές Μπούλες που δε ντύνονταν. Όσον αφορά τα ασήμια (που πολλές φορές ήταν σπάνια οικογενειακά κειμήλια), αλυσίδες και τοκάδες για κάτω από τη μέση τα παίρνανε από τους Ναουσαίους, τα υπόλοιπα, τα ψιλά ασημικά πού έβαζαν πάνω από τη μέση και στην πλάτη, από τα χωριά του Ρουμλουκιού. Το πρώτο ντύσιμο των τελεστών ξεκινούσε την παραμονή της Κυριακής της Απόκρεω. Παλαιότερα άρχιζαν από το βράδυ του Σαββάτου, γιατί όλα τα ασήμια ράβονταν ένα-ένα επάνω στα ρούχα της Μπούλας. Σήμερα όμως το ντύσιμο αρχίζει νωρίς την Κυριακή της Απόκρεω, γιατί ο μεγάλος όγκος των ασημιών είναι ήδη έτοιμος, ραμμένος πάνω σε ένα γιλέκο ειδικά κατασκευασμένο για την περίσταση. Τελευταίος θα φορεθεί ο πρόσωπος με το ταράμπουλο. Ειδικοί τεχνίτες έχουν φτιάξει το περίπλοκο κεφαλοδέσιμο που πρέπει να είναι πολύ καλά δεμένο, για να αντέξει στις μεγάλες διαδρομές και στους πολλούς χορούς που απαιτεί το έθιμο.</p>
<p>Η συγκρότηση του μπουλουκιού που θα βγει στο έθιμο αρχίζει βέβαια πολύ πριν από την Αποκριά. Τα άτομα που θα αποτελέσουν το μπουλούκι ορίζουν τον αρχηγό τους, εξασφαλίζουν τα όργανα, ψάχνουν για τις φορεσιές και τα ασημικά. Οι Παλιές Μπούλες δανείζουν πάντα στους νεότερους τις φορεσιές τους και τους βοηθούν στο ντύσιμο. Το Σάββατο βράδυ, παραμονή της Αποκριάς, άρχιζε το ντύσιμο των τελεστών του εθίμου που διαρκούσε όλη τη νύχτα και ήταν πολύ κουραστικό. Τα ασήμια ράβονταν πάνω στη στολή ένα-ένα από μοδίστρες ή τις γυναίκες του σπιτιού και όταν τελείωνε το ντύσιμο, ερχόταν ειδικός τεχνίτης που έδενε στο κεφάλι του νέου το ταράμπουλο με την προσωπίδα. Ο νέος τώρα είναι έτοιμος και περιμένει να ακουστούν τα όργανα και να τον καλέσουν στο μπουλούκι.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Παρης &amp; Γιαννης Α.</p>
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		<series:name><![CDATA[2o τεύχος - Μάρτιος 2024]]></series:name>
	</item>
		<item>
		<title>Αγαπημένο Μάθημα!</title>
		<link>https://schoolpress.sch.gr/thema/archives/160</link>
		<comments>https://schoolpress.sch.gr/thema/archives/160#comments</comments>
		<pubDate>Sun, 10 Mar 2024 16:53:06 +0000</pubDate>
		<dc:creator>ΚΩΝΣΤΑΝΤΙΝΙΔΗΣ ΠΑΡΑΣΚΕΥΑΣ</dc:creator>
				<category><![CDATA[Ρωτήσαμε τα παιδιά...]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/thema/?p=160</guid>
		<description><![CDATA[Σε στην έρευνα που έκανα ρωτήθηκαν 50 άτομα 3 απλές ερωτήσεις οι οποίες είναι: 1Τι προτιμάς γλώσσα ή μαθηματικά. Η ερώτηση τέθηκε σε όλες τις <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/thema/archives/160" title="Αγαπημένο Μάθημα!">[...]</a>]]></description>
				<content:encoded><![CDATA[<p>Σε στην έρευνα που έκανα ρωτήθηκαν 50 άτομα 3 απλές ερωτήσεις οι οποίες είναι:</p>
<p>1Τι προτιμάς γλώσσα ή μαθηματικά. Η ερώτηση τέθηκε σε όλες τις τάξεις  (Α-ΣΤ) και τα αποτελέσματα έδειξαν ότι το 84% προτιμάει μαθηματικά ενώ μόνο το 16% γλώσσα</p>
<p>2Τι προτιμάς γλώσσα μαθηματικά ιστορία θρησκευτικά ή μελέτη π. Η ερώτηση τέθηκε παιδιά (Γ-ΣΤ) δημοτικού και τα αποτελέσματα έδειξαν ότι το 74% προτιμάει μαθηματικά το 12% γλώσσα το 8% ιστορία το 4% θρησκευτικά και ένα 2% μελέτη π.</p>
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<p>3Τι προτιμάς λιγότερο γλώσσα μαθηματικά ιστορία θρησκευτικά ή μελέτη π. Η ερώτηση τέθηκε παιδιά (Γ-ΣΤ) δημοτικού και τα αποτελέσματα έδειξαν ότι το 20% δεν προτιμάει μαθηματικά το 32% γλώσσα το 28% ιστορία το 10% θρησκευτικά και 10% η μελέτη π.</p>
<p>&nbsp;</p>
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+2WxsMBHF9PHyZEpxDMBU4BugK7L39qPGAqcQ55921uaNMiR6nxG66sU57Mw5qk3CskEmBifHeTmTbsB+xv7A+X4bfn6EpIYR0KLiP6CdwZC2cbpy4wSIIILA4jTCKphmYAtyc9UirWC9qSnDTRpBAEIAyMjLUZxDg8ISJdSLQockA348gCJBZQXDA9yKFj4CHZSA8RWOMCw3G6tDLYl3ey6KmAiBoI3gjGKOpwgmM1YHgg23Tn/MFTAm2DcHRHog1yC4h4GIb2mtKsA9xPLBuDbJE2pRgf9rv/TCJCHowF9qUID4goGO77AON2dFmBk0MOL4aFL/CXOJJH8cG2S/sRzRtYZ+gcBVTBKBpxg5MiTa39ikA0IyE78C68BvsxbXYThhWnHvalODcQV0Qtg3Gx24oNTBs2O9Ynz7fNDAl+D7sK1+mBL2IsG/w3XZTojM0+A3oSq3B6/jNOG9wbHRTJEwbth3f52tIffTgwW/BPoSJ6WrQlBBCOhQEE9xwkXJGoPY2JbjhIyhiiG3vUTw1eJLGvChjxoxRgQk3KtyfcNNHwEQww40egUBnUmBK8ESO9yAEQWREdNs7imnt7+P/EbAhdEFGTx0NMjB6WQQqvZxeFk/nAF2adbONNkfeYLuxP/B70aTUWhMOAhrWh+92au5AUwd+PwJoe4aZR8DG9yKAoau0BtkmbRRgxuxBGIWu2O/IfOgAjm7CMA/e67GDgmFsO3oJeXezhklBsEeAxm9DMMZf1EnAaDnVVqC3DLIM2EZkIjQozkVg1kO0202AHpkW5x6aSQAMB7JYeA29eJyA+UKNDY4tMhH2Zj9sOwwQjr09a2cH2Rf8HpgJ+/g5yEphn+E3eE9NgOwS1ov9hX2AbcA+wr7HtvgawwS/AecbzgNkFLsaNCWEkA4FJgRBBk96TqOyIgCi6BLve89PYwepbzR3oAkAJgVpbzzt40kZ9ys8WaOwUd+8YYbwGoT3sRwCljZFuNnZ37cLy9q3Bc01rS2rAzPumfg3tsOX2cDvxfIwMHgibq2OBetAEwS+F7/HG9Q76O9zeuL3Br8Z34v9YP9e/D/2K46BPQADBFL9GW1W8ESOZX0VqwIEVQRkHDNkArzBd2IfYx/q/Yrv8oV9G2FQ7CBLhO/B+WA3vThP0IUbn9Hde9GUpI9da8WhMHn43fg81qPRn8d+994OjT73vM8D/AaYImyPt4nE+Yz9he/E/sKy2OdYFue+L/AbcI5gOe9j1xWgKSGEEEKIK6ApIYQQQogroCkhhBBCiCugKSGEEEKIK6ApIYQQQogroCkhhBBCiCugKSGEEEKIK6ApIYQQQogroCkhhBBCiCugKSGEEEKIK6ApIYQQQogroCkhhBBCiCugKSGEEEKIK6ApIYQQQogroCkhhBBCiCugKSGEEEKIK6ApIYQQQogroCkhhBBCiCugKSHEjzh58qSUlZVJfX299Yp/0NDQINXV1XLjxg3rlc7l9OnTUllZaf3LN9evX1fbje0nhNx+aEoIuQ1cvXpVdu/eLfn5+Y6B+MSJE/LLL79IVVWV9UrrwISsWbNGli1bJq+//rqsWLFCampqrHfdT25urnz00UcqyN9JamtrZfv27bJp0yal9PR0Zeq+++47mTt3rvz666/Wks7s2LFD3njjDbUeQsjth6aEkHZQWX1FViUWyMrYQ/JZ3GEP4bXPjb9Fx5tNQkVFhUyaNEmeeeYZKSkpsV41uXLlirzwwgty//33S1ZWlvVq62zdulV9Bp8Fr732mgqs/sK3336rjMlvoaHuglRt+lzKk1ZIRcr7nkp+T8qTV0hd6V5raZO8vDwJCgqSH3/8UWJjYyU+Pl7OnDmj3tuwYYO88sorUldXp/7tBIwgzAwh5M5AU0JIOyg+eUHGhSRJz+fWSr+JMR7qPX6d8XedxGcfs5YWOXv2rCxdulQWLVrUwjzg6fyll16SefPmeZgSZFdwHWoTg6dznQ35+OOPJSkpSf0/QJZl4cKFcvHiRWVU8Pfy5cvq88jCaJCZQDbm2rVr6t/I2uDf9kCMzx08eFCOHTO3H+u6dOmSMlZYHzIL2CYsU15ert63Z2lwE9GZBKwfTUz4vKa4uFhycnLU5/T2NDY2Wu+2n/rqM1K4eKQcCPi/khf0e08F/k4OzPj/pCJtpbW0yf79+1V2ySlbhSYc7EP9uzXYdn0vxG9DlgrHBsfUnunB6wUFBVJYWCjHjx+XoqIitc80paWlcvjwYbV+7D/sR70dWA5ZNL08vkcbTkK6MzQlhLSD0tMX5eHojTJoSqwMC4j30OBpcTJ0epwk5pZZS5sBD2l/PJ2jmUA30yAoffrpp+rJ/e2335aMjAz1OoI9mjfeeecdee+992Tz5s3yxRdfqCd71DO8/PLLsmvXLrUsQBCcP3++umYReGFwVq1aJZ988ol6fcuWLWo51E0gG4DgCRBIX331Vdm2bZv696lTp9T3oTkIyszMVAYI379z50758MMPZdasWcpE4XV87ueff5avv/5afR7bZv8dcXFxMmfOHLV9MELr169X3//555/LunXrJDk5WX3PrdTEXK8plyOv/FPyQ/4oB8P/5qmwv0j+rLulctMX1tImBw4cUNsOQ+QN3hs/frxs3LjResU0cR988IHaVju4USJTpZt7cDyxr3G8sPyUKVPkzTffVPsM60hMTFS/+7PPPpPg4GB1TGAqYcaQvcF7+ByOOQwmjsmRI0fUugnpztCUENIOYEoeMUzJPVNjZfiMeA8NMQzJsIA4SfIyJQiGeHpGsMrOzlav4+kZAQnZAzTBaPOAbArMAUDWAYEeZmDv3r0quOOJfvHixSqIQVhnaGioenrft2+fTJ06tal5BAYB343giGsa/283JcgcaFMC47NypZldwM0A9Srh4eEqcGqWL1+uAqcGTRpfffWV+n+YEryP34d1whwhowIQwLHdOquCzyFAw5DdCk2mxDAfByN6eCr8r5If+iepTP/SWtqkNVPyww8/qP0Gk6TB8cFvwPGBgYAB0/vi+++/V2YMxhLNUTgOGuxDbW5gHp9//nm1PwHqWGBgALJSMDcwf2DPnj3KxL344ouqoJaQ7g5NCSHt4FZMCYIPMiDIDiDYA2QSEMBgNJD90MEJgVMbFIDgh6dvBHQ0HSDIJSQkqAwEBAOADAwyIQhseBLXTShoKkDTET4LOWVK8EQPQ7FkyRJVCKpB8AwMDGxaF7YTBkhvJ/jpp59k9erV6v+xjvfff18FVWyD/h7gHbhhsP71r3+p4tFboSNNCY4PTCGMBMyebsKBucL+wu/GvoJB0WYDxgzvockFf7EPNTrbgc9h3+j9A3CMcPxgeHBssJ90zx+YFJhPbUgJ6e7QlBDSDm7VlKB5BNkMBCVkEN566y1lIpDFQLDUwR7Lou5Cg4COjAaCPkAzgf191CPAlMA8YH0Injojgad8/eSN17AeZGwAnv5hkPA0j21AzQt6CWnQzIIsja590KbEXvtiNyVYH0wJvj8sLMwjw4LmJJ2FATAlyMLYa15uho40JWieevfdd1UdB8wEshn6dfwb+waCudNmEfsM/8YxhSnBftfAoOA9rO/LL79UWRUNbrIwfzBsOA4LFixoyqKgtgf/hnElhNCUENIuYEoeitogA6esl6GGAbHrnmmxhjGJlcSclqYEWQ2AYI8nYgR8BHrInh1B4NfNGgj0MBX2gA4TgOCviYmJUUEV5gGmwm5KUJugTQmCMYKeDqB4yo+OjlYGAWAbUPcCkJHBsvbCXJ1ZQU8VDZo9dE0JwG9C5gaBPSQkRI4ePapeR2YHgVqDz2E78T23gjIlL98v+SF3KRPiobA/G2blj+2qKYHZgFHThcPYl3pfo2gV+04XAkdFRan3AepjUAeij93atWvV6wAZMJ3twOt4XwOTiGwMbrbo+RMZGdlkEvF9yEzZDQ4h3RmaEkLaAUzJA5Ep0mf8OhlkGBO7+k2KkYGT1xumpLkXB3qgoFZAB2g8ZT/00EOSmpqq/o20PdL4+t8wCTAxCP4oskSgR/MOmhOQDUHzAgIbjEtaWppqekC2BKC7MAyPrkmwmxL0JIHRwLp08SyWReYFGQs0pWBZbAcyIKgP0TUnOjDDTGDb0MyDgIymCmw7sjxonoJp0b8Dhga/G9kE3Fywncga4H0EdJgU1GnAtN0sMCVFS++TAzN/J3khf/RU8B/kQOB/G6bkc2tpEwR7bOuFCxesV0yjAvOkDSP2F8wSMlEwhKiXgbCd2F6YP2w/fosudMV+wz5FhkO/h4JjgN+OjNg333yj9jn2tTZAMJHYn3gfxxHHA/sPhgbHE99PSHeGpoSQdlBbVy8Zu0+pbEjy1uMeQrNNyi/H5WRF8wBbMBII3joYIq2Pf+OCA3haR5DXgRGgYBVBHYWqCF5YHr1vdAYEy8I4IFiie6kGT98IqDoDYTcl+CyCHoIsDA2ezLE8nub10zoyLWgu0s1DaKpBsNXdevEX/05JSVFGBU1KCMQwTwjA2G69PdhumBXdrRnv47uQZcA+gUnD9muzdjPcqL8iFw9sluptMVK9I9ZT29crXT1TbC1tgtoNbaY0MHgwctoAYJuxDEwCgGFElgfCcUOzC4yENoEa7GfsU/we1IvYwX7Hb0Zxr71mB2Bb8F041jge+A5kWnC8aUpId4emhJAuBoIo6k1wPcOYoAeMd9AkhBA3QlNCSBcDhbWoE8ETPzIbeOLXo5gSQoiboSkhhBBCiCugKSGEEEKIK6ApIYQQQogroCkhhBBCiCugKSGEEEKIK6ApIYQQQogroCkhhBBCiCugKSGEEEKIK6ApIYQQQogroCkhhBBCiCugKSGEEEKIK6ApIYQQQogroCkhhBBCiCugKSGEEEKIK6ApIYQQQogroCkhhBBCiCugKSGEEEKIK6ApIYQQQogroCkhhBBCiCugKSGEEEKIK6ApIYQQQogroCkhhBBCiCugKSGEtJsbjQ1y43q9NF67Io1Xa6XxyqVm1V2Qutpaqamtl0t19VJ39bpcvdYgVwxdu94oDQ035MYNYx2GCCHECZoSQkgTjfVX5PqFSrlyqlAuF++SC3tS5PwvP0vFhg/lbNxbcuLraClbGSRH35sgxW88JkdeuV+OLPunHHn1QTn98nB5N2qejIzIkqcWpsuUVzIl6M0cmfl6tkSu2CaLV+6S17/Zp/RZ3CGJzz4mv+SVS17xOSk9fVGqaq7I1foGa0sIId0RmhJCuikqs3Fsn1TvjJfK9M/lzLpXDMMxU0refloKl4yUgxF/k7zg30te4P8Yf/9gKuQuyQ/5o6lZd3uoLPT/yLKZIfLXKWlyz9RYGTQFWq/+DjT+Dpy8XgZY6j9pvfSbGKM0JjhRnpiXJtOWZUn0+9vklVV75NPYQ5Lx6yk5YBiWazQqhHQbaEoI6QY0Xr0s9edOysW8zXI27k0p/XCSHFn2oBQsHiEHI3sqw3Eg4P8aBuS/1f/nz/qT5If9VQ6G/80wJz3apeOR/yOvh4RL74B0GT4jvl0aFhAvQ6bHKeMywDAqfSfESM/n1kovQzArD87eIM89v1nmfbhdViUWSur2k3KyolYu1F6Thka2AxHS1aApIaQLAhNSV5YvNb8mydn4N+XYJwFSsHCI5If/VWU18oJ+b5mPuw3z8ZebMh++dCumpDUNnhYrg6bGSv9JMSq7gn8PnR4vIwMTZPLLW+SVr/bI96lHZP+Rc6puhRDi/9CUENJFuHGtTi4VbpOzsW9I6fsTpWDxSNXMYmY/7pL80D/LwZvMftyMOtqUeGtYQJxhSuKaMito+ukzYZ38PTxZQt7KlY/WHZRdhytUgS0hxD+hKSHEj7l+oUJqj+yQs4nvSskbT8ihuQMNA/J7ORD4O5UF+S0GJB8KN5VnCa85LQu135TEKYMxXMv4tymnZdsWMigwJ8io3BeaJP9euEle+uJXic06JsfLa6WRzTyE+A00JYT4GQ211XLxQLqcjV8uxa8/ogxBHjIiKEIN/dNNGxFlPiDLgECHIntIgaEjUT2lJNpU6dxecszQ8Xm91Ove62nNlIwMSpYxoemGNsnoWWkyKmSjjAzeoF4fGZgkI2Ymmsv+BqOC+hQU2KKgVhfWoiZl8ac7JXvvGdagEOIH0JQQ4ifUnz8t5UnvSsmbTximoZfkzfwvyTeMyM00yTSZD+vf2nwUGyYDpgOG49T83nJ6YW85Y6hiUR+pXNxHqgydW2KqylDpnJ5qPfZ1+zQlhsmACbkvKrdJ90Kzc+TeyCwZF5ElYyMyZWx4howJ22yYFsO4wLQYhmX4zATbuuyGxbZ+Bw2DDJOCLAqKZlGHgu7J7/+UL4dKqzlWCiEuhaaEEBfTeK1O6o7nyZn4t6To+dEqG5IX9D9mfYjNEPiSNiFoejlk/H/B7B5SNNswIHN6ycn5veSszXgo82GZjiZZr3vr6C2YEmVCWgjmxDIpTWYFMt6LzJZxhmkxjUqajLIyK2ZWxWoCaodBGWFo8LQ41cSD7Mm9s5LlpS9/lYScY3Kq8rK1pwkhboCmhBAXcv1ilZzL+V71mjkU3VfyZ5njghwM/6uHEXBSU3OMIZiQo4YBMU1Ib9OEGKZCGw4tJ+PRmjrOlLQlbVK0YTGMSvgW1Qw0KnijjAhMsr6nnRkUK3sCc9J7/Dr514JN8lncYTldRXNCiBugKSHERTRcrpHKjFWqiSYv5A9yIPC/JT/sz202z6gmGZ0NieyhmldUJmRRb2UilPloJfNxs7pzpsRBhjlRTUDG/yOTMtYwKcikeDT3qCyKbRt8CGOj9DP05Pw0+TKhQE5V1lpHghDSGdCUEOIC6qvPyLnsH+TIaw+rYlWMIaJqRWxB31vIhKBZBv9fFNVTjkb3VPUg5XYjYjMSHalONSUe0hkU89+oTRkza5NhUFJkhGFQ2tPEg+wJzAnGQnl8bqp8lVggJyuYOSGkM6ApIaQTabhcLVVbVkvJm49LfvBdqhdNa0009qaZwtk9VW8YZERQF3I7TYi33GNKvNVsUlQGJdQ0KOa2tG5QdO8dNOtg7p4Pfs6XsrOXrCNFCLkT0JQQ0gmgWy/MSPEbj0seRlhFZqSVJhplRNA8EwkzYhiAeb2kXBuRJc7G4XbKvabEJpgTbVDCNqtC2aaux21kTzA3T9+JMfLonFRZlVDIZh1C7hA0JYTcUW5I9c5YKXnrSXO492CrS68tuNulzQiMCIzAqQUoVO19R7MiTvILU+Ih05yg+7HKnqgC2bYzJxjvBCPHYsLA2MxSNecOIeT2QVNCyB3iavlRObXmBckPNeeeaSszgr+oFSmba3bd7WwjYpf/mRKbonLNrsah6ZY5MbfRl0HBmCcwJ8iehC7fKnsLq6wjSgjpaGhKCLnNNFy+IFVbvpJCjDOiMiN/8QjmdmkzgnoRNNE01Yp0QhNNa/JrU6KEzImhyGw1Dooe/2SYMie2bbcJ8+6gIBazF7/xzT4pLKuxjjAhpKOgKSHkNnLpcI4c+3CqOeDZLBSxOmdHVDONIYwrUmarF3EyBG6Q/5sSu0yDgvFP1Ngnqluxb3OCYlj01HkgIkV+Si+Ra9cbraNNCPmt0JQQchtAIevpn5fKoag+rRaxIrDDjByO7KF60ritmcaXupYpsWTrtTMqGD12DGPSSuYETTr4O+eD7ZJXzHsnIR0BTQkhHQwmyzv6zjNqXpr8kLs9ArddCOoY6MyfzIhWlzQlTTKbdXRBbGtNOkMwfP34dfL04nTJ3HNaGjmpDiG/CZoSQjqIxrqLUpn+hRw0jEZesO9CVl03guHfy2FGOnCk1Tulrm1KLFkFsaNmpcqIwMQ2syaYX+fV1XulsuaKdUYQQm4WmhJCOoBrlWVy/ItQ1avG12R5um4E3XtPzOulgru/mRGtbmFKlMx6E4wUOzJog/WbnM0JTEnfCTEybVmWbMsr50zEhNwCNCWE/EZqC36RoqX3msWsPnrWIIBj4DM01ZQv7CVVC3tK5SJD3gEfQ8TjPS1ryHiP1/VrStbrHq/dfnUfU6Jl1pvonjrDA2y/zyY9ZD3+YkTYq9carLOEENIeaEoIuUVuXK+X8g0fysHZva3h4Vs21+immpLonnJ6vmFG5v/FMBE9pPKFAVL5fH9boO+rzEXF/L+ar+N9CK8v6qXeq3p5mFS9NMQ0ITAjypD0kKoXB0nVCwOt9dwZdT9TYkk16WTL6OCN1u9zzpqghw5mIl76xW45e77OOmMIIW1BU0LILdBQe17KPp1hmJG71Mis9uCshaCNXjUYbwSBvMowF+eX/1Pqcr6SxvOn5Or+FKlc0s8wFqbpQLbjUswSaag8Jjfqr8iNq5fkUuJrUjH3T1Kb9KbUl/4q108elNoNb0vFgr9JRfQfpGbVTGmoKJELq4NMQ3OHMibd1pQomVmT0aHp5rD1PmpNMK5Jv0kxMv3VLNl/5Jx15hBCWoOmhJCb5EpZnpS+95zkzfxvnwOhIWCjduT0ArNXTeWCv8r5tx+U62X7pOHccbWe+mN7TFOyoIdUzPuzXEp4pen1uuxVcnVPvFz8eYGcW/6ANJw/KRfWzDUMyTvq/6uWjZBzr42R62cKpW7HGsMomJkWJwNxO9S9TYklZE0ismwT/rUUmnEwTP0/wpJl8+5T6vgSQnxDU0LITXDhQLocWfaAz941Hj1rFpk9a1QgR/PLq6Ok+uNn5MLXISLX6qT+6C5lSpAJObdslFw/WyQNZ4/I+XceVq9VPd9f/a3++FlprDkj1Z9NkgvfhipTc/6jp+Tq4UypL9srlS8MlAo0C3kZh9spmhItXWtiZU18NOdgsLV7Q5NkdXKhXG/gYGuE+IKmhJB2UrMrQQ7Pv8ccDC3CwZDYmmsqjMDt2bPGzGSUh/8fOf/hUyLXrzWbkjl/lOoPnpQbDfXKfDRerFTf11BZKjVfB6s6kusn8uTqgY1y9eBmuZq/SepyVktDxVGpemWEnJ31/xrm5W7bd91+0ZTYZe+hk+xzXJNBU9Yrc4Juw5cu16tjTAjxhKaEkHZQseEjORTVW/JR0GoLxFrIkGDyvDO6ucaHYB6qP3nOZkr6Gqbkbqn5cppIY4M0XqqUy1lfypVtP4rcaJSGqmPKeJx//0m5vPljuZTwqlze9JFhXKrkYswS49/LpG7rd3Lhu3Cr+YY1JZ0nswh2VLDuOtxSqDPp9dw6iXz3Fzldedk6uwghGpoSQlrhhmEUyhOWS17gf/ssaIWORvc056tpY+K8lqbEzJTUrJygvu/KviQpn/07KY/8L6kv3W18/3Wp+XyKlEf8l5wN/n9UHUlD1QmpTXtP6ravkWsFWYYp+UYaqk9L9UdPm8WuDt/b0aIp8SFrqPoxs9KafrvHvjCEOpPehjEJfD2HxoQQL2hKCPFBY/1VNX8Nmmvyw1oOiKbrR8rmYjbf1jMkSot6SXno/5bz7z5impIj26Q86vfKgJxf8ajqcYPC1coXBilzgf9vrKtR75XP/h+pemmo6n1zdf8GqXrZ+P9TB+VS6rtS9epoaTh3Ui6uXSAV8/7k/N0dLJqStoXeOcN9TO4HY9JnQowEvpEjZWcuWWccIYSmhBAHGg3TcPrnFyVfGZKWPWxgSDAYGkZmhRlpy5BULOghVctGqqaZ+pId6jtuXL0sV/NSpearIGVYruanq9fR9RdZFHBlx09ms8ySvnJ1X7I0lBfLudfHSeWCv6lMypVd6+TCD7NVHcqFrwINM/Nnx+/vaNGUtENRuTImPEPNn+OrALbvhHUy8cUtUnzigjrehHR3aEoIacENy5D8Xg6GOhgSIxjDkJya347siKWK+X9TZuKaYTZQzHr97BFVqNp4sUIuxS9TGRNkUK7sTTSLXatPy+WMlVL14j2qeQfjkMCEVH/6nPHvu1Rvm5qvQwyDs1MZmNr0j1RvHTXQmsP3d7RoStqrXLk3IsucddipKccQhqanMSHEhKaEEC/K499SXX7znQyJoUORPeVUGwWtPmWNzuohPeDZgh6mrNcxQJoa/RXvYTwTLIfX9LrU//c1R4DF/98hQwLRlNyMUGeiC2B9GJOJhjFZukWOnrponYWEdE9oSgixUZ74tjmpno8mm8LZPc0B0dooaPUpGIcWsvWY8fm68f94Tf9byXrNe9k7IJqSmxQKYJt65jg35WCQtWeXbJb8Et6HSfeFpoQQcOOGlMcvNyfVc5jl1zQkPdrs8ttdRFNyqzKMSYhhTByaciB0F56+LEuqaq5YJyYh3QuaEkIMlCFBk42PYeMLaEg8RFNyq0LGJEftD19NOX3Gr5M5H2yXumvXrbOTkO4DTQnp9lSlf2H2svFRQ4ImGxoST9GU/BZZNSYwJg4Zk6HTTWPy1nf75YZ1jhLSXaApId2aC3tTTfPhMDAaDMnh31LU2oVFU/LbNU5nTByMyZBpcTLY0NfJhdaZSkj3gKaEdFuuniqS4tcflQNB/+MRXCFlSHRRq0NQ7u6iKekI5co4468yJg5NOYOnxaph6WMySq0zlpCuD00J6ZY01l2Uo+/+R/W0sQdWCIbkkCFmSHyLpqSjZPbKGRmYbOyrlsZk0NRYGRWYIMlbj1tnLiFdG5oS0u1oqK2R458GyoGZv5OD4Z6z/SLQKkNyEwOjdUfRlHSgojCRX5ZlTGz7zVL/STHyz8gUOVRabZ3BhHRdaEpIt+KG8d+Z9W+oCfYOhv/VI6jqDMmJ+b3k3K2OQ9JNRFPSwYIxidgiI2YmGvvMM2MywhAm8At/Z6tcvsIeOaRrQ1NCuhUX96XJ4bkDJT/0Tx4BFYIpOWYEW2ZI2hZNye1QrowJ2yzDZ2K/eRoTTOA3cPJ6effHPAypQ0iXhaaEdBuuni6SohfHqVl/7cEUyjMC7JGonlK+qO3J9SiaktsnGBNr/xn7zb4fB0+NVcWvCTll1hlNSNeDpoR0Cxpqq+XYB5PNOhJbIIUQXDEWSflCGpL2iqbkdipXRs9K89yHllBf8ticVM6RQ7osNCWkW1CetEIOhv1F8sNa1pEURPaQMwtZ2Hozoim5/RqpZhaO9dyXhmBMgt7MkZpL16yzm5CuA00J6fJcOpQth6J6t6gjgSHB35Po+svC1psSTcntVq6M1YWvXs04Q41/95sQo0Z8JaSrQVNCujRotil9b7waRv5ghFf3X0OlRnBlhuTmRVNyBxRlGJPwDBk+M8Fzfxq6Z2qsKn7N3HPaOtMJ6RrQlJAuy436q3Jm7SuGIfm9Y/ffw7N7SPmi3uz+ewuiKblTypXRIagvaTmw2oDJ6+XfCzbJmarL1hlPiP9DU0K6LNfyNsrBkLscJ9rTOhLdS85YBa7MmLRfNCV3TuMw4mtQcotmHAgT9y3/ns04pOtAU0K6JMfPXpLsd6KlOOIuKQhvOdmelsqYRPaUsrm9pBLdgZk1aZdoSu6g1MBqmY4Dq6EZZ9ysJCkoq7HOfEL8G5oS0uWoqK6T6a9vlVHT18kHC1+UA3MGS4lhTg6FO2dMYEygoihzAr5Kw5gwa9K6aErurO4zjEnT+CU2DTNMCgZVm/vhdrlwqd66AgjxX2hKSJfj2w1F6kY9cFqC9J+RJtMjv5TMl6bIkfkDpBBZE6/5brQQZA9H9jACbi85u7C3nHMIxpQpmpLO0cigFGOftuyN02fCOvk6pci6AgjxX2hKSJfi7Lk6eXJ+mkprmzfseOkfsEH+EZooLz//sexd8qCUzb5LDoX92SOgaumsCQZTOzm/twrAbNJpKZqSzlCujAnPkBEOvXEGTomVx+amSikHVSN+Dk0J6VK8/3O+GlxqmNdNe3BAogwwzMnk6DXyzeLZcmT+QCkKv6tFrxwtbU5KkDXh0PMtRFPSSUIzzqxNap967GND/SbGyNwPtktDQ6N1NRDif9CUkC7DjoMVMiowUe6Z1nIUTK2+05JlcFCqPL/oQ9m+6CEpjfqzFIS3nJxPC8akYHZPOTGvlwrGzJqYoinpPKE3zojAlr1xBk+NU2Y881eOXUL8F5oS0iXAlO6LP92pnhbtN2pvYRr4IQEJKmvySFisrF48Vw5G95PicBTC+s6a4G9xdE8OR2+JpqQzZQ2qZt/HlvqMj5HIFdvkWj2zJcQ/oSkhXYLE3DLpP2m9DHNIazsJT5SDpifJoMA0CY38QHIW/0uK5/aSQmRNfBXCGkLW5JixHAZd687mhKaks5Vr7NPUFtmSodPjVB3Vxu0nrCuDEP+CpoT4PZfq6mXqK5lqhEv7DdpUglkY6MOsmIWwG+X+4HXy2oI3ZP+icXIs8g9tdh8+EtVTTqH7sBGgu2OTDk1JJ8tj7BLbvjYEc47rAdcFIf4GTQnxexJyjqk6EhgMjxu0EQxHG0+TamKzoCSfxgQaFJAkAw1zEhD1lcQsDpSSeX2kMOyPRrD1nTXBX3QfrjCCdHfLmtCUuECGMRk9K83Yv7Z9bQjXAa4HXBeE+Bs0JcSvuVhbL9OWZaqnQ/uNGYEQT5HjIrLMp8rZWeoGbnan9G1O+k5LkRFGAH1p3hvy6/yxcnT23XI43Ln7MARzUhhldh+GMeku5oSmxB3C+e00kzCuh2mvZMpFZkuIn0FTQvya5K1lakySIdO9jUacYUI2GTfuXPMGbhgTPc6DmkfEWsbzM2Yh7OCABDW2yVMRP8m6JbNUHcmR1roPW8EZ3YfLu0n3YZoSt0hnSzzPZVwPg43rIj6b2RLiX9CUEL/l0uV6CXkrR/pOWOdxQ4bZaMqSaFNiu4nfG5mtDMuIwJZziWihEHZgQLIMDdoo8yPflJ2LHzQC8d/azpoYBqZsXm+p6OLz6NCUuEW5Mi4yyziXWzZPoifa9Fez1HVCiL9AU0L8luy9p80uvt5ZEuPmrLIkKjvidCM3ZBUKjgreYH3O2ZwMDUiQfgGp8njoGvlg0YtyaOEIKY34gxxsoxDW7D5sBvCumDmhKXGTkC1pOaDasIB4GTRlveqZRoi/QFNC/JbQt7eqOW7sN2LIzJJktm5KlMwmnbFhGepJc5jXTd2uAdOT5J6ZGyVyzqeycdF4KZ3bUwrCWp99+JChY3N7m4WwXSxrQlPiJtmyJV7mGrUlAa9myY0b1kVDiMuhKSF+SfbeM2rK9iHeo7ciSxKS2g5DYpd5Ux9tBE5zPc7mZNiMBFUIO3ZWiry74EXZN2eIlET+UQ5HONeaQAjc6D6M2Ye7UiEsTYnLZJzvKlti3++GBk+LkzHBiZJXzHs78Q9oSojfgae+JSt3SZ/x64yAZ78Jm7UkY1UticONuzUpE2MVwqonTnN9zes2heaie6Zb8+hEfi3Ji6dIYcRf5Ej4H1udffhQZA8pndury9Sa0JS4T009cWznLbJ/mKxvxZo8ZkuIX0BTQvyOIydq1IyogyZ7z3FjZUlUs4zzjbttWVkT1X24ZVdLLdSaDJyRIkNnJsnzYS/InvljpDT6z3LIRyGsrjUpiuopJ+b7fyEsTYkblavOf28zrWYQnpMqJScvWFcQIe6FpoT4HbFZpaob8FAvw4AxSMailuQ3mRItFMJukZHBKdb6nc3JkBmJ0n9GqjwT+rWsWjRHCuYPlpI2Zh/G35Jo/559mKbEhYrKVQMFeux7Qyh4RQ+1NZuKrSuIEPdCU0L8ivrrjTLvox3Sz2GwNBgIx5v1rcqqSxkblq6yJsN8GBOo//RkGRq4QeZEviOZC5+Q0ui/+px9WBuTw5E9VPdhBHl/y5rQlLhUkdkyMsgw0l6GfcDkGJm4dItcqL1mXUmEuBOaEuJXHCg+p26yTt2Ax4Sm32SBa3tlPIFGZhmBtfXuw5h9uN/0DXJ/WKJ8vnCeHIzqJ8URf5RDbQxVXxzdy5x92I+MCU2JS4WCV+M68Nj/hpAtGWAY+Yxdp6wriRB3QlNC/IrXv9nbcuI9I+ihOyRqQRxv1B0hy+yMCdssIwMxIiyMibM5GTQ9UQbPTJGZEZ9K2vyn5EjE3VLUyuzDeUZwRyFs2bxeKuD7gzmhKXGvxkVmOw6mhutm0ac7rSuJEHdCU0L8hqvXGmTCi1tajk2CoBe8wbgh344sibdQa2J2H26rEHbAjI0yOjBO3giLlvx5Q6U06u42Zx8u9pPZh2lKXCxkS2Y5Fbyulyfmp0n1JTbhEPdCU0L8BhS4Dp0e59V0g/9PUAOg3Z6mGx8yvguFsCPQfu8jYwINDkiSAQEbZXr4Z7J2cbAcmdffmken9SadUpfPPkxT4mah4DVThntNPonrBs04cVmcD4e4F5oS4jcs/GSn9HpubXOwU4pThX3ON+fbLBgT4++Y0E0qAPgqhMU8Ov2mpahC3BejXpXt8/8hR6P/7HMeHW1MMBEgug+7cdA1mhL3a6SaQsHznOw9fp0s+2qPNDZy0BLiTmhKiF9wqrJWnl2S3rKexLjporDvzjTdOAnfaz6ZttV9eHBAovSfniKPha+XHxeHqcn7UAhrD+x26aCvZh92WSEsTYn7NRpm2etcxPXz5Pw0KT190bqyCHEXNCXEL9iWf1Y13UDNN1mM4NqRY5P8BqHpKDLbqxC2ORhoIWsyaHqyDDOWiYx4R7bMeVBKDGNSEIGsie9CWGRNjuvuw14GoTNEU+J2mUYZ14f9XBxmHAt0D87ac9q6sghxFzQlxPUg1bz8+/3Sf2JMc6Czgt1ItwU7VWuC7sMohDUCgrGNHttsCd2HMejaP4LWyofhwVIwt78cnX1367MPGyagxD77cCdmTmhK3C7jPFRjlhgG2esc7DNhnbz57X424RBXQlNCXE/NpWvy74Wb5J4pnsPK46kPw8Hf19lZEkcZT6rhKIRtGRTsuicgWQbN2CBhkR9IyqLJUjy3txRiHp1WxjY5FNlTjs21ug97mYU7JZoSf5A1SZ/H/FDGOTc1Th6ds1GqL7IXDnEfNCXE9ZScuiBjgjEjcMvgPjZs853tdXMzUoWw2co4oYeQ7yYdc/ZhzHq8fM7zsmfuCDk6+09yOMJ31gR/i2b3lJOdVAhLU+IHMs4/ZYy9JunD9AxDpseqmbYJcRs0JcT1rM88KoONm6hHPYlxYx0xEwOmZTvfkN0iZZgQHDJlFLImKjg4mxPMPjwwIFmeDv9Bfp43VYow+3DE3R6B3y6YgkPG386YfZimxD/k1ISDbsGYO+r9n/KsK4wQ90BTQlxP5IpfpP8kh3qSOzZgWgcI5gSFsKGbZCRG2/RhTIbOSDCMSYoKHAvDXpHtc8dJScRdPrMmEDInhVFm1gSG4U5kTWhK/ETGeTcGTThe5xuup9nvbbOuMELcA00JcTXHzlyUR+ekthzF1QjeY8IzjBuvn5iSJqEA0SyENX+HszkZgu7DM9Lk0eAfZFX4ZCmK7inFka0UwloGAYOuNRXCehmJjhRNib/IMCXhmDkYzYfNxwTX0+Nz0+REea11pRHiDmhKiKtZu7lE7pnm1XRjCD1b0MvF/0wJZDXphG12nKPErgEBKTJkRpLMCXtdNi98SpmB1mYfhg7P7tk8j46Xmego0ZT4i8zeYCO8TMlg45q6d1aS5O4/a11phLgDmhLiar5OKZJ+E2NUT5vmmypGcU12uAH7m8ysyegQzFNi/q7m39isoTMSpd/0FPlnaLx8Mm+e5EUPVFmTwxF/9TAFWroQtjiql5xecHsKYWlK/Euj1MB+zecXmgf7ToiRVYkF1pVGiDugKSGu5q3v9knv8V5DyxtBDl0d/TNL4iVVCJsjY8Mz1HD5ZuBwNieDpiepuXQmR6yS5Hn/kWLMPtxWIayafbi3VHZwISxNiT9Jdw32PK/6jF8ns1dsk7orDdbVRkjnQ1NCXEtl9RWZ/NIWGTCp5azAGDlVB/SuIav7cGiajAj07MJpFwZdw+zDY2asl9fC58veucOlJOIPcqiVcU2gI1E9m7ImTibjZkVT4k/KlTGhxjHxMiWDpqyXZxdvltOVl60rjpDOh6aEuJb8kvMyMjDBcWh5zNDbtUyJJeM3jWuaRwe/29mcIGOCQthnZ30lP0U8LSVRVvfhcN9NOocizEHXypE1cTAaNyOaEj8SzimMV6LqSprPJ4xXgnqtXwsqrSuOkM6HpoS4lozdp8x6Eq8Ah7llUIvRJZpvnGSZLTzdeg98ZZeafXj6Bhlp/F0a/rxsXfCglM75W5uzD2MiQDX78JJbNyc0Jf4ks3ZpBOZk8sqWoK5kTVqxdcUR0vnQlBDXsjLukPR3aLrxq/FJfpPMYIKAPnwmfr+PrMmMJDX78BPhMbJqbqgciuyl6k1aa9LBoGtHVffhW2vSoSnxL91nGN2RwRu9CsYxXsl6WfEjB1Ej7oGmhLiSa/WNEv3BNhk4xXt8Emu+m67YdOMk63eODUMhrH7SdTYnA6cny5Dp8RIY/qGkRj+mZh8uUrMPe5oHLZiKw5E9VNYERuNmCmFpSvxLuF5Gh2IQNdtxMYTra/aKX6S+odG68gjpXGhKiCuprbsuT8xLk0FTPSfhMwdN62pFru2RmTUZPSvVbNLxeuLVGjIDg66lyj9m/iTvhYfJgaiBcjTiDx7mwS5dCFscfXNZE5oSP5NxvaA43OO4GEKx68QXM6Tu6nXryiOkc6EpIa7k7Lk6uS80SQ3y1HwTRZFrooyNyHS+8XYHGcEFk6yprInKmDibEzTpoJfO5JCPJTHiESmdfbcURmDQNd9NOsiaHJ/XSyoM09GWOaEp8T/huvGuUcIcOPeHJ8vFyzQlxB3QlBBXsv1guYwOSpAh3j1vAv1gEr7bLcOYYB9g7AkzyOj94ykUwvYN2CjjZsbI2xHRsmPOWNVL53AbQ9UXWfPotFYIS1PifxqLkV29TAmur9FBibI9r9y68gjpXGhKiCtJ/qXMuIGaN83mAGeO5NrtTYmS2XyFIcRHB29Q+8YebOy6JyDZmn34e/lhzjQpimxj9mFDhyN7qtmHz/po0qEp8T/hulHTGniZEvyNzzpmXXmEdC40JcSVfBSTr1LLGA67KbgZN1MMl+10w+22UrU12WoendYKYYfNSFDz6IwIWC/R4W9K9pz71ezDBa3NPmyYDnQfPrmg5ezDNCX+qVFNowabx2aocX0NnhYnXyZwuHniDmhKiCt558f9qmeApymJV/PEON1su7vQuwJPwgj+yDCZ5sRz30GY3K/fjE3yaNB3sipimhyK6qPMid1c2IWsycFIs/vw2UW95RxNiV+reZ4lU2qsm4kx8vxnu60rj5DOhaaEuJKFn+yUvhPWeQ6cZgjdGrvHGCW3Kl0I63v2YezTQQHJcs+MDRIy621Jj7hPjs3+oxSo7sOtF8Ki1gSFsEfn0pT4n9At2OvYGOpjXGehy7daVx4hnQtNCXEdDQ03JPCNHDXapPcNdExYhrq5Ot90KaWmQlh0H/acst4uNOn0DUiVBwLXyMrIYNkbPVSKI//se/Zhw4Rg0DV0H0YxrPf7NCVuF7oFZ3geG0P9J8XI5Jcz5dLleusKJKTzoCkhruNM1WV5ZslmGTDZe+C0eJUFoClpj8x9hG6go1AIq7ImzpmTgQEpMiQgSSaGfiHrov4jJbPbmH3Y4TWIpsTtMrNoHsfGEK6zZxaly8nyWusKJKTzoCkhrqP41AV5Yn6aDJziOXCaOREfxiihKWm/jH0VmW08IaebPS98NOkMVYWwG2TsjJ/lxYgXZMfcMarWxFfWxEk0JW5Xrrp+PI6NIdRuYaDCkhMXrCuQkM6DpoS4jvyj5+ShqA0yyMmUdOWJ+G6jUAg71th3mDdI7U8f5gSzD6MQ9umQr2RNxLNSNLuHFEf80dGEeIumxO0yRwX2btLDqK4PR6XKwaO8/5POh6aEuI5dhyrk72HJqkuw/eaJgZ9oSn6LrCadsM2tZk1QCIsmnWEzk2Re6MuSGzFCymb/QQ630n0YoilxuyxTosYqaT4+GDV5XEiS/HLgrHUFEtJ50JQQ1+HTlKjRXGlKfrNQCBuRrbqHmk/Nvpp0ElUh7GOB38jqsImSHzVAjkT+SQ75aNKhKfEDRWbbpigwjw8GUEM38ozdp6wrkJDOg6aEuI7MPadlZGDLIeZxM8VN1fFmS92krKwJug+3WQi7QQ2yFRT2oSRHPyGlkXdJkZpHh6bE7+TDlAwz/p2+86R1BRLSedCUENeBJzZfQ8zTlHS0THMyJnSTjAj0nBfFLsw+jAn+Hpj5gywPj5Lds4eoQthDtnFNaEr8Qdm23ljm8Rlq/D964MRnc6h50vnQlBDXkbz1uGq6wc2yObjRlNxOqULYiEwZGayHIXc2J5hHp9+MNJkY/IkkRj4qxbP/0pQ1oSnxB9GUEHdDU0JcR1zWMelv3CQ9TAkCm3EzxU3V+WZL/XbZsya6GLKlOUEhLLoPj54ZK6+ELZRdkYPkWORdciLidzQlrpezKUG34IQcmhLS+dCUENeRYDyx4cmthSlRgY2m5PbLLITF/h6OeXR8ZE0GYx6dgFR5NuhzWRv+LzkV/QdZHhJCU+JqtTQlw4z/7zMhRtZuPmpdgYR0HjQlxHX8mFYsvZ5bx8DWqWouhFUzy6og5mxOBgRslJEz1svSiBckKmK59J9uBD37Mjx2rpIymzZTAv3tmbXyTUqRdQUS0nnQlBDX8c2GInWTtN80Gdg6SxjbAvPopJndh72CmRayJvfMSLa6GHu9z2PnKnmbEjTH4SFgzaYS6wokpPOgKSGuY23GUTUZH9LKHoGNNSWdJ4xtomYfRiEsjklLc4IJ/iDv12lK3CQWuhJ3Q1NCXAcK7lB4x0JXl8kwJvdG5sgYZE1U92Hr2LQlmhL3yGGcEl3omphTZl2BhHQeNCXEdbD3jfs1LiLLbAZQwc12nJxEU+Ie+Rg8jSO6ErdAU0JcR+r2E+pG2XLwtBSOU+IaoRA2W82jM7JpHh0f5oSmxCVynvuGpoS4CZoS4jqy956W0UEcZt4fhEHXdNZkBI6TPbulRVPiEjmbEgxUeO+sZNmRX25dgYR0HjQlxHVwQj5/VK6MDctQ2azhAc3HTImmxCXybUruC02WnQcrrCuQkM6DpoS4jgMl5+TB2Rtk0BQvUzIzgabEzbIKYUeHoPuwbR4dmhKXyDIl6tg0X1eDpqw3rreNkld8zroCCek8aEqI6yg6USOPzU2VgV6mBBoXkalurs43XarzhWNjBj/d9XRYQCxNiSukTYlnt230vHlsTpoUldVYVyAhnQdNCXEdldVX5LkXMqT/pBiPmyc0LpymxF80ztCYsHT1ZD6SpsQFylUj9HpfU7jOxj+fIRXnr1hXICGdB00JcR0XL9fL5JczHU3JmLAMdXN1vulSbpNZCJspY4xgyO7cna1c4/rZ3OKa6jsxRgJey5brDY3WFUhI50FTQlxH440bEvRmjpokzPsGOjp0k7q5Ot90KXeKx8sdMkyJcf14X1P9DFMSuWKbGJcdIZ0OTQlxJYs+2alulpiXw34DHR2S6nCzpSiqPUJtj308GVxfyEi+tGqPdeUR0rnQlBBXsjqlUI1T4jGqq3EzNUd1db7hUhTVulTxsc2U4PoaPC1WVsYesq48QjoXmhLiSmKzSs2bptcAaqMwgJrDzZaiqLaF68fblODv+i2l1pVHSOdCU0JcyS95Z81RXad5mhL05MBU+k43XIqifAvXjTlwWvM1hSzJ2JAk2VtYZV15hHQuNCXElZyqvCz3zkpSN027KRlumJKxEejJweJJiroZjY3QA6d5mpJ7Q5Ok9MxF68ojpHOhKSGu5FJdvTwandpiqPnhM+NlbFi66mrqdOOlKKqlcL2MDd8sI2Z4Dpx2j2FKHoneKJU1HKOEuAOaEuJK6q83yuz3tqnRJu03UQjdGmlKKKr9wvUyZlaacf3Ym0PjZeDk9TL73W3SwDFKiEugKSEu5YYs/2G/DDBumvab6DA1j0oqTQlF3YTuMzQqeKO6fuzXE66v93/Kt645QjofmhLiWr5OKVKjTdpvophLZWRQslXsSmNCUe2Scb3gusH1Y7+e+k6IkcScY9YVR0jnQ1NCXMu2vHIZNDXWeLqzmRJDmFBMFbsyW0JRbQv1JMb14j0RH7rb4zX2vCFugqaEuJYzVZfl2SXpqt3bfjMdYWhseAZNCUW1R6gnCdssI7yyJLiuJi3dwon4iKugKSGu5Wp9g8xesU36jF/ncTNFCtqcA8fhBkxRVAuNRpGrlynpM2GdzP9ohzQ0cNIb4h5oSoir+SL+sJqYz7MJB8WuHG6eotorXC/ePW96PbdW3vpun3WlEeIOaEqIq9l64KzjIGojAhNV8Z7TDZiiKJtUkavnSK6oJ8E1FcPh5YnLoCkhrub42Uvy5Py0FnUlkKorYQ8cimpFGDQtQ9Vh2a8djP/z2NxUOXb6knWlEeIOaEqIq8Egas89v1n6eXcNNjR6FupKaEooyqeicmVUyEbjevFsuuk/KUamvJIp143rixA3QVNCXM+SlbvUIE8edSUYryR4A3vgUFQrGmdcHyODUjyKXHEdDZoSK8u+2mNdYYS4B5oS4npy9p2RwdPiVDt4kylBXYmanC+TxoSinGRcF+b4JJ6T8Ol6kozdp6wrjBD3QFNCXM+5mqvycPQGr2JX05hwHhyKcpaa78a4PjyvGXNm4Idmb5AT5awnIe6DpoS4nsbGG7L8u/3SZ3zLIedHoQlH3YRpTCjKW6orsNf4JH0nrFPX0w0OT0JcCE0J8QsSc8pa1pUYwjDZ49iEQ1GeMq6HcRFZVtON5zWDQdPistgVmLgTmhLiF5yoqJWnF21qMWuw2YSTTlNCUXYZ14PZFdgzSzLI6gpccvKCdWUR4i5oSohf0NB4Q+Z/vEM95dlvsjAl6F3geGOmqG4s9E6zF7hCGMU16v1tqkmUEDdCU0L8hvjsUnVjHeLQC2dcZJbjjZmiuqPGhm+R4WpWYHuvGxS5xskPacXWFUWI+6ApIX7DgeJzcl9ostwztWUvHDVBH5twKEpdB6MdBkzDKK6PRG+UymrOCkzcC00J8RuuNzTKkpU7Vbt4i4HUgpKsbAmNCdW9NU7NdZPsMGDaeln6xW423RBXQ1NC/Iq0HSfUENnevXCGGTdgNRcOsyVUd5ZV4Gq/NvT1getm8y4OmEbcDU0J8SvOX7wqTy9ObzlBn3HTxRwf90U53KgpqrsITTez0lqMTTJoqtnrBhNcEuJmaEqI3/HxunzHCfpGBKLgNdO4OTNbQnVH5aomTIzd431t9Bq/VlbGHbKuIELcC00J8TuOnr4oj89La5ktQcGr8ZRIU0J1TyFLgmHlvbIkU2LloaiNUlBWY11BhLgXmhLid6BML/r9bdJnvMOYJYEseKW6p1DgOsI4/71NCa6TWW/lmhcPIS6HpoT4JUm5ZWpiMc8xS0xxhFeq20nVkrScfE/PCLx+y1HryiHE3dCUEL+kqvqKTFyaobo52m/CwwKQLUmWe42nRhoTqlvIOM9VLQmyJF4FrhibZPJLW+TylevWlUOIu6EpIX7LmrRix+7BuDEzW0J1H+Wq893jGlDXQbz0nRgjCdnHrCuGEPdDU0L8lrNVdfLUwk0yYFLLgtcRgclWbYnTTZyiupAwWJpDLQkM+3PPb5aK83XWFUOI+6EpIX7N18mF6uY71CttjRv06FD2xKG6unLVFAvDZ9rP/Xh1PaDb/I+pnOeG+Bc0JcSvKT9XJ08vSpcBDoOpoY2d2RKqq0sNKe+VJcH1gOsC2URC/AmaEuL3rE4qUDdhp9oSZEvuY20J1QWF81plSbwMCa4DFLiuTiq0rhBC/AeaEuL3nLtwVfXEaVlbokd5zWLRK9W11NTjJrHFOY/B0v69YBNnAyZ+CU0J6RKsyzgqg6fHqS7BHjdpK1tyb9RW55s7RfmjkCWZlWqc4961VPHSd0KMfJtSZF0ZhPgXNCWkS3Cprl6mL8sybsgtR3kdMTNRxoZnMltCdQ0Z5zFmAjbnuPE0JegCPP6FDGZJiN9CU0K6DPHZpTJkWpwMmR7rcaNWRa9BKTLO6QZPUX4mnMejglOMc9vTkGDkVvzN2X/GuiII8T9oSkiXAbUlAa9mqy7C9pu1FgdUo/xexvk7Jmyz4/ndzzjvI1f8ItfqG6wrghD/g6aEdCkOlpyX+0KT5J6pDtmSmYkyDs04HLuE8ksZ5y0GSkMXYK/aqXumxco/wpKl+OQF60ogxD+hKSFdjhU/HlBt6y26CM+Ik5HBGxxu9hTlHxoVslGdx57ndbz0mRAjn64/ZF0BhPgvNCWky1FZc0WmvLxFjWjpefM2b+YoEmQzDuVXitqqzlv7eayF8/zROalyqvKydQUQ4r/QlJAuSdavp9UNe/A076dKcxbhcZxFmPIXGefpuMhMcxZgL0MyZHqcDDWUnFtmnfmE+Dc0JaRLcuPGDYlasU16T1gnI2w3caWAOBkVvNE5AFCUCzUqeEOLOpIRM+Ol93PrJPq9bVJ35bp15hPi39CUkC5LXvE5eTh6gwyc4lX0qhRn9saZzUHVKDdLDyXvff7Gy8DJ6+XJ+Wly7PRF64wnxP+hKSFdmpiMo2peHKS5vW/q5qBqW9iMQ7lTxnmJ89NpkDScz+j6npjDZhvStaApIV2ai5frJfydrdJnvPdIr4YCbPUlTkGBojpRvgZJGx4Qr87nhR/vlPrrjdaZTkjXgKaEdHlOVtSaE/ZNbjlh3/CAWBkVkspsCeUy5cpo47xsYUgMYeLJyS9tkaqaq9YZTkjXgaaEdAt+LaiUMcGJMmiKgzExxNFeKfcIk+2lGedlS0NiDgqYIBm7T1lnNiFdC5oS0m34cG2+aodHF0qPm70a7TVBxkRkqIDgHCgo6g7IMMZqGPkWA//Fq/MW2b4v4g9bZzQhXQ+aEtJtuHL1usz9YLthTJyacQxjEpgo4yI4DD3VWcqVscb5NxLjkXh1/4UwSnHgGzlyofaadUYT0vWgKSHdCtSXPBqdqjImGOfB88Yfp+YVMQtfaUyoOynjfFPz2rQcIA3nKUZtfWxuquSV8B5NujY0JaTbkbr9hLrZO9eXYH6cFBk3myO+UndIxnmG821kUIpjhgTjkYwOSpTteeXWGUxI14WmhHRL4rJK1Q2/xWzCkBEYMIKmYwChqNsgNWKrz8LWeEniMPKkm0BTQrotKHwdgMJXh6JCBAjMyOoUQCiqY2Rm4syZf1ueg0MNc4wsybs/HrDOWEK6PjQlpNty5VqDvPDZbjUQ1bAWaXP8O05Gh6Y1BQ+K6jgZ51RUjs+uvzgfUdg678Mdcv4ixyMh3QeaEtKtwYivocu3Sp8JMCaegUELc484BxaKunWNDjEMiY9zrtdz62TaskwaEtLtoCkh3Z7S0xflP0s2S1+nGYWV4own2lQzmLD4lfpNwvnje3C04TPNIeSfNc7HklOcaI90P2hKCDEoOl4jT8xPU10vWwQKBI8Aw5hgOPqmwOIdbCiqfRodmt58Xnmda8jYwSAfO33JOjMJ6V7QlBBisf9IlTwSvVFlTLyDhSkUv9KYULci83xBhsSc9bfl+dVnQow8tShdjp5khoR0X2hKCLGxPb9cHp+XqooMnQIHNCrY6pXDphxXa2xktoyJaBZm3bW/Py4yp/k94/+bPmf7jH15/br9tXbJOk/QBOh0PkF9DUPyxLw0ySs5Z52JhHRPaEoI8SKv+Jw8OT9NBQqnAKIyJoYxMYMcjYkbNSosSxmN++fkKv09Ole9pt/XhuQfxuvqfcs4jAk3X3ts0Tb1GW1C9N8H52+V+6Jafp9v5aoRgkcFp6jzxul8wnmG8w3nHSHdHZoSQhw4UFylnlxbMyYYgXNchBHomDFxlUYbxuKZl3ZI6s6zcvlqg9Rda5CiE5dk9ocHmozJ0JBMmfNJnpysrJOz56/Ku2uPyKDALTJh2S7J2lcpuwvPy56iapn82m61LExJ2u5y2bK3Uh6at7V9GRPjvFCGJCjZOF8cBukzhBom1DLhfCOE0JQQ4hOk0pUx8dmUYxiTwCQZG77FCEI0Jm7QGMMEIMOx/eB5aWi8IemGkUjadkbqDHNSVl4nDy/4RYYZJuPRhduUUcEy4MvkUhk4M0N+TD8h+aUXZcrrv8rx8suyemOZDJyRIR/Flki5YV7C39/vkXHxLUyut8UwJC3nstGC4f1nZIrsK6IhIURDU0JIK6iMyfxU1U3TKbCouUpmJqjp5mlMOl/IYDw8/xe5cOm6nKiok3/O3SpDgzPl0LGLUt/QKE+9uEPuCdximJBjypBs2l0h1xtuyOdJper1xF/OyI7D5+X+6K2yu7Ba1mSckHkr86W27rq8/kOhDA7a0qI2xVM4BwxDYpwPmHXalyHpbZxPE5dukXxOsEeIBzQlhLQBeuU8vWiTCiTDHAKMGXgSZPQsPcgazUlnCcWtYyNy5LtNx+Xi5euy7eA52bD9rMpywHgMDdkiM5fvkborDfKjYThe/uawIFfyhfFe/4AMWb6mSCqqr6nPHzt7WVYmHJUjJ2tl9YYy6TklXQbMyFDNQ851JeZxN8cgce5hA/X8z1qZ+nKmnD132TzBCCFN0JQQ0g6OnrogU4xA0n9ijAyZ5lwfAI0O2ajqCGhMOk/DQzLlscXbpKy8OehXVF+VaW/+qt5HrciZc1fkgblbZelXh9T7nyWWKsOB1978sVBWJR+T174rkH1HamTHofMyb2We/GyYmG/TyuSZpTscmnByVX2RmlivxZQFpoZMj1U1JEFv5MjZqjr1vYQQT2hKCGkn1RevyrKv9sjgqbEyaEqsjJjZMvCYBbDJMjY80yqApTm5k9LNNzsPn5dyw4i88k2BvLWmSGpq66XkVK28/dMR1VwDkAk5f7Fe/f+F2usqKzIqPFuZkx6TNqkmnqOnL8uybwtUtuTrjWVScrpW4reeVsYTXYTV8TWOM5rvRsxEc03LcwKjBGO236HT4+S11XvVeUQIcYamhJCb5PuNR1Sg6T9pvWMQgjHBAFlozlFZE/bOuWMaGZolEe/vV8cpN69Kek1Jlx6T02XjjrPqNRiNdVknVQ+bbfnnlMkAqD95/ftCZWpQN/La9wVSe+W6hL63T176+rDKrDy6aJt8lVKm6lNQMDs63PhOdC0O3WQNiOacIRk4Zb0MnhYrqxML5bKxTkKIb2hKCLkFUrcfl4ejNqp0vK+J/JDGR7fhsRGZRsCkMbkTQr3Hsy/tlHMXrkn99UbJPVClhP+vqLmquvyidgRFrb2mbpZl3xaq44nmm34Bm5WpCf9gv1RfuqbqTAbO3CILP89XGZU5nxyQHGNdWw0zc/+crTIqNEMdX8djb2iYNdPvvbOSJTHnmNy4YWZoCCG+oSkh5BZBV87xz29WGZOhPuoI1NOzlTVRgZNZk9sq9IyBMZn7aZ7sKqiWqpprUmlo1+HzEvb+fmU69LIjjP9fsuqQHD1tNusMCcpUA6klbj0tcTmnZGykscysTHlw3lZZn3VK9cbZWXBeQt7dI8OCMFx8ou/6kWlxyrD+xzg/fj1caZ0xhJC2oCkh5DdQfq5O5n24XQUg1A04BSgtFEGOw5gmNCa3XShERVMM6j708PB4zWmoebyvh5m/zxBGd4Wxwev4tx6uHtkRjEkzbIbvsUcg1BsNMs6FD9fmy5kq9rAh5GagKSHkN3Kprl4+XX9Q7p2VZGZNpvvOmuhaE9QisEnn9kp1D7bJaRllSoz3tCnRr9n/jeM0NiJLRgZvNAyJ79oRNOP1mxQjY4ITZc2mYuvsIITcDDQlhHQQmLsk8I0cNVKn76yJEdBUrUmyNeCaEfSYOXGn1HExDEl4howI1NkRZ0MyxDCiGMcm9O1c2Xmw3DojCCE3C00JIR1I9cVr8lVSgfw9LMkqgvWdNYFGBm9QQc8xKFKdJNOMoKkNx2e46vrtfBxRSzRgspkde/WrPWo4e0LIrUNTQshtIGffaZm0dIsMNAIWuoM6BTQlmBYj6I1Sg66hCNMMiM7BkrqtsjIj4zBnTcgGs5uvD1OJLuHo6gs9PjdVEnKOSaM1jw4h5NahKSHkNlFxvk6Wf79PPUX3n9RK12GlONVEYI5tkiX30ZjcQTVnRjAiLwyHzmQ5HSscRzTR/T0sWb5OLpTK6ivWESeE/FZoSgi5jWD00Jx9ZyT8na0yYNJ61TOjVXNiPJmb5iRNDVveHDS9Ayn122XuVzWbL8xIK5kRLWS+0FyDoeJ3H6qwjjIhpKOgKSHkDoCRPBOyj8m/F25SMw633n3YfErHOBijglOaa05YENsBMvahtR8xqF1bzTRaaIJDIesT89Lkp03FUltnDk9PCOlYaEoIuYNgYr/l3+9Xqf/Wuw9D2pzENxfEomurVfvQMuBSrcrYb2gaGxu2We3P5qHhnY8BZoRGrxqYyNFBCfL8Z7vkVAXHHSHkdkJTQkgnsLeoSpZ+sVvNHNt3YluZE0No1jH+oiux2bRjDcJGg9KK9P7BuCNZar+ZXXvN/dliH9uEwc/6T46RkYYhfH7lLtnJphpC7gg0JYR0Eg2NNyQ2s1SmvZIp94UmqeYBPJk7BckmqWBqZk9GBW9U2RPda+c+KwB3d+n9oLIiqng11TAjmMHX2HdtmBFkrnAcMADago92yK8Fleo4EULuDDQlhLiAnYfKZfGnO2VUYIKaxG3wtLg2eutAlkFBYawReDEYW/OsxFrOgbvryfitxu+GEcF+UIWrHgOetW5GsL/RQwqmZN4H2zkAGiGdBE0JIS4Bk8iimWCJZU76TzZ76zgFUU/BwJhBF4EYAVkZlKbeO4aajIo9kPurTAOim2bubWFEzBl62zIiMH3oSQMzgv0d+HqO5O4/o2YUJoR0DjQlhLgMTHH/a0GFvPHtPnkgPEVlTtAVVRuPVoVl9HIzE1RBJ8Y+QTOG2cxjNW/4lUkxt7epWcYwW/g9Y0LTrYJVNM14/fZWBDMCI4IRdx+dkyoLP94pew5XyDWaEUI6HZoSQlzM/iNV8tZ3++SZJekqawJzgr+t99qxywzUqkg2MFnNVKybejA+h+rNowO/h7yNwe2W9/c3bwNMCLZ3TGia2v6RHsWq7dsPMCIoXsX+g6Yty5Sf00uk+OQFa08TQtwATQkhfkD5+TpJ3X5ColZsk4ejNqqCWDztt1kYa5eVSdAZF2QYUADalE0JyzAMQKYyAao2xcuwNGVYvOVhJBzk8Bkz6wEZ61ez8uI7s5RRGhOWbhgn04CMCk5uzoRYBqu9RgTC/sHoq8iKPBCZIhHv/CKp245L9aVr1p4lhLgJmhJC/Iyz5+rUAF7Tl2WpCeHQWwRzsCAA499OwdlZvoO8qk0JShEMLoautKZpSVe9fUxtMZSpZBoZS5a5ULK9bi5rfA4ZGmQ9YDyM9aIOZFTQBvV95rgh9u3Q29Zy+3wJvx/7AbUivZ5bq7r0Yj+988MBOXrqolyr54R5hLgZmhJC/JTzF67K1v1n5J0f90vAa1lGAE6QIdPMgIwmipvKorSQZQZgWgyp7IoyMPr9BDPTorIthqGwhHFUlGyv6eXs629an1qnVvP7NyP8TvxelTkyfj9eC3t7q6xOKlCFqxdqmRUhxF+gKSGkC3Dxcr2qj4jJOCpR721TM9ci8CNbgDl30OXVO5j/dtkNhSVHs6HltI5bEwabQ4YIvw+/E78XszKv3VwiRcdr5BKHgSfEL6EpIaQLcqqiVuKzj8mrq/fI5Jcy5N5Z5uBsGNoemRQEdRgVFMy2PR5K5whmA1kQZD+wvciGoDYEw74/FLVBFn6yQ978dp/EZ5XKSeP31jew9wwh/g5NCSFdHBTJ5peck/SdJ+X9n/NkycpdKrOAUUtVr5Qp66XPhHUq4CPwo5cKJqC7ufqUWxe2Ad+HXkVogkFhKgQjoub9CUyQR6M3ypwPtsm3KUWSvfeMyoY0YmAXQkiXgqaEkG5GQ8MNuVhbL4Vl1RKXeVTe/fGAhL+7VSa9tEX+vWCTPDR7g4wLSZJ7DJPQ4z9rpddz65RJ0FkWFNXCyMA0QDqbgb8wGE0ZDkswHCrTYXwGn4f5wfqw3h7PrlX/j+972DAeE1/MkJmvZ8uc97fLp+sPysZtxwWj3Z67cJWDmhHSDaApIYQoUJdy7MxFOVB8ThXQJmQfk9XJharnyqJPdsis5bmqJ8vEpRny7JLNauCxRwwjAUOB5qHRQYlNTUPqNUNjQxLl/vAUeWJuqox/YbP6/NwPtsnilbvUej9ad1B+Si9R33fw6HlVvEsI6b7QlBBC2gRZCpgWZCwqqq+obsnHz16SsjOX5MiJC1JsqKisRvJKzkm+YS70a0dO1KiuuCfKa1UzEj5/5dp1uc76D0KIAzQlhBBCCHEFNCWEEEIIcQU0JYQQQghxBTQlhBBCCHEFNCWEEEIIcQU0JYQQQghxBTQlhBBCCHEFNCWEEEIIcQU0JYQQQghxBTQlhBBCCHEFNCWEEEIIcQU0JYQQQghxBTQlhBBCCHEFHqakpqbGepkQQggh5M5SXV1tmpLCwkI5efKkypZQFEVRFEXdacGHFBQUKFNSXFRUpBwKRVEURVHUnRYMSVFRUeX/D6XHuYAAzVmXAAAAAElFTkSuQmCC" 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" 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" /></p>
]]></content:encoded>
			<wfw:commentRss>https://schoolpress.sch.gr/thema/archives/160/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
	
		<series:name><![CDATA[1ο τεύχος - Φεβρουάριος 2024]]></series:name>
	</item>
		<item>
		<title>Γρίφοι&#8230;</title>
		<link>https://schoolpress.sch.gr/thema/archives/98</link>
		<comments>https://schoolpress.sch.gr/thema/archives/98#comments</comments>
		<pubDate>Sun, 10 Mar 2024 16:52:47 +0000</pubDate>
		<dc:creator>ΚΩΝΣΤΑΝΤΙΝΙΔΗΣ ΠΑΡΑΣΚΕΥΑΣ</dc:creator>
				<category><![CDATA[Εδώ λύνουμε!]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/thema/?p=98</guid>
		<description><![CDATA[Κάποτε, κάποιος ρώτησε τον διευθυντή ενός φρενοκομείου, με ποια κριτήρια αποφασίζουν ποιος πρέπει να εισαχθεί σε αυτό. Τότε, εκείνος του είπε πως μία από τις <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/thema/archives/98" title="Γρίφοι&#8230;">[...]</a>]]></description>
				<content:encoded><![CDATA[<p>Κάποτε, κάποιος ρώτησε τον διευθυντή ενός φρενοκομείου, με ποια κριτήρια αποφασίζουν ποιος πρέπει να εισαχθεί σε αυτό. Τότε, εκείνος του είπε πως μία από τις δοκιμασίες είναι η εξής: Γεμίζουμε μια μπανιέρα με νερό, και δίνουμε σε κάποιον ένα κουταλάκι, μια κούπα και έναν κουβά, και του ζητάμε να αδειάσει την μπανιέρα. Τι θα χρησιμοποιούσατε εσείς για να την αδειάσετε πιο ξεκούραστα;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Είναι κάτι που το έχει ο Πάπας, αλλά δεν το χρησιμοποιεί. Το έχει ο πατέρας σου αλλά το χρησιμοποιεί κι η μητέρα σου. Κάτι που οι μοναχές δεν το χρειάζονται. Οι πρωταγωνιστές δράσεις το έχουν διαφορετικό. Ο Άρνολντ Σβαρτσενέγκερ το έχει μεγάλο μεγάλο. Του Mπρους Λι είναι μάλλον μικρό. Ο Λάζαρος Χριστοδουλόπουλος δεν το χρησιμοποιεί μέσα στον αγώνα. Τι είναι αυτό;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Η Ελένη φτάνει στην νέα της δουλειά, σε ένα κτίριο 60 ορόφων. Κι ενώ περιμένει το ασανσέρ για να πάει στο γραφείο της, βλέπει ότι είναι χαλασμένο. Φυσικά, η Ελένη δεν είναι διατεθειμένη σε καμία περίπτωση να ανέβει σκαλιά 60 ορόφων με τα πόδια της. Όμως το ξέρει πως είναι υποχρεωμένη να φτάσει στο γραφείο της. Πώς το κατάφερε;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Θα ανοίξουμε την τάπα  της μπανιέρας</p>
<p>&nbsp;</p>
<p>Επώνυμο</p>
<p>&nbsp;</p>
<p>Κανείς δεν είπε ότι το γραφείο της είναι στον 60<sup>ο </sup>όροφο</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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<p>&nbsp;</p>
<p>&nbsp;</p>
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</table>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>https://schoolpress.sch.gr/thema/archives/98/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
	
		<series:name><![CDATA[1ο τεύχος - Φεβρουάριος 2024]]></series:name>
	</item>
		<item>
		<title>Στον γιατρό!</title>
		<link>https://schoolpress.sch.gr/thema/archives/97</link>
		<comments>https://schoolpress.sch.gr/thema/archives/97#comments</comments>
		<pubDate>Sun, 10 Mar 2024 16:52:46 +0000</pubDate>
		<dc:creator>ΚΩΝΣΤΑΝΤΙΝΙΔΗΣ ΠΑΡΑΣΚΕΥΑΣ</dc:creator>
				<category><![CDATA[Εδώ γελάμε!]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/thema/?p=97</guid>
		<description><![CDATA[Πάει ένας τύπος μετά από πολύ καιρό στο γιατρό του να ρωτήσει για τα αποτελέσματα από κάτι εξετάσεις που είχε κάνει. - «Τι γίνετε γιατρέ; <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/thema/archives/97" title="Στον γιατρό!">[...]</a>]]></description>
				<content:encoded><![CDATA[<p>Πάει ένας τύπος μετά από πολύ καιρό στο γιατρό του να ρωτήσει για τα αποτελέσματα από κάτι εξετάσεις που είχε κάνει.</p>
<p>- «Τι γίνετε γιατρέ; Όλα καλά, έτσι;»</p>
<p>- «Δυστυχώς έχω για `σένα δυσάρεστα νέα και πολύ δυσάρεστα νέα, λέει ο γιατρός. Ποια θες να ακούσεις πρώτα;»</p>
<p>- «Τι μου λες γιατρέ μου τώρα; Με κάνεις και ανησυχώ. Πες μου τα δυσάρεστα πρώτα. Τι τρέχει;»</p>
<p>- «Κοίτα!! Οι εξετάσεις δείχνουν ότι έχεις 24 ώρες ζωής!!!»</p>
<p>- «Τι λες ρε γιατρέ τώρα;; Και τα πολύ δυσάρεστα ποια είναι δηλαδή;»</p>
<p>- «Σε ψάχνω από χθες&#8230;!!!»</p>
<p>&nbsp;</p>
<p>Ένας κλέφτης αποφασίζει να κλέψει ένα σπίτι πλουσίων. Το παρακολουθεί μαθαίνει πότε θα λείπουν και το βράδυ εξοπλισμένος με όλα τα σύνεργα μπαίνει μέσα. Εξουδετερώνει το συναγερμό και εκεί που κλέβει ακούει μια φωνή.</p>
<p>- «Ο Ιησούς σε βλέπει και θα σε τιμωρήσει.»</p>
<p>Ξαφνιασμένος κοιτάει να δει από που έρχεται η φωνή αλλά μη βλέποντας τίποτα συνεχίζει τη δουλειά του. Οπότε σε λίγο ξανακούει τη φωνή να του λέει:</p>
<p>- «Ο Ιησούς σε βλέπει και θα σε τιμωρήσει.»</p>
<p>Αποφασισμένος να δει από που έρχεται η φωνή βλέπει ένα παπαγαλάκι.</p>
<p>- «Εσύ μιλάς και με τρόμαξες;»</p>
<p>- «Ναι, εγώ.»</p>
<p>- «Μπα και πως σε λένε;»</p>
<p>- «Όμηρο.»</p>
<p>- «Όμηρο; Μα καλά τι όνομα είναι αυτό για παπαγάλο;»</p>
<p>- «Γιατί είναι το Ιησούς όνομα για ντόπερμαν;»</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Μπαίνει κάποιος σε ένα μπαρ και βλέπει έναν παλιό του φίλο να κάθεται ολομόναχος και να τα πίνει. Τον πλησιάζει λοιπόν:</p>
<p>- «Τι έχεις, βρε Μανώλη; Φαίνεσαι χάλια!»</p>
<p>- «Τι να `χω; Τον περασμένο Μάρτιο πέθανε η μάνα μου και μου άφησε 1.000.000 δρχ.»</p>
<p>- «Συλλυπητήρια, βρε παιδί μου&#8230;»</p>
<p>- «Αργότερα, τον Απρίλιο πέθανε ο πατέρας μου και μου άφησε 20.000.000 δρχ.»</p>
<p>- «Τρομερό! Να χάσεις και τους δυο γονείς σου σε δυο μήνες! Πως να μην είσαι χάλια&#8230;»</p>
<p>- «Ύστερα, τον περασμένο μήνα πέθανε και η θεία μου και μου άφησε 10.000.000 δρχ.»</p>
<p>- «Να χάσεις τρία μέλη της οικογένειάς σου σε τόσο μικρό χρονικό διάστημα! Είναι φοβερό!»</p>
<p>- «Και αυτό το μήνα&#8230; τίποτα!»</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Ένας τραυλός πιάνει δουλειά ως πλασιέ για πώληση εγκυκλοπαιδειών. Επειδή έσπασε κάθε ρεκόρ πωλήσεων το αφεντικό του τον ρωτάει πως τα κατάφερε. Κι εκείνος του λέει τραυλίζοντας:</p>
<p>- «Είναι πολύ απλό τους ρωτώ αν θέλουν να τις αγοράσουν ή να τους τις διαβάσω!!!»</p>
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