tag:blogger.com,1999:blog-69931426314318060232024-02-20T04:02:48.708-08:00EPSO Competitions (Greek Version)Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.comBlogger39125tag:blogger.com,1999:blog-6993142631431806023.post-23244117160331446542017-01-23T12:12:00.003-08:002017-01-23T13:01:03.709-08:00ΛΥΜΕΝΟ GREEK VERBAL REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (4) <div dir="ltr" style="text-align: left;" trbidi="on">
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_12848" style="text-align: justify;">
<span id="yui_3_16_0_ym19_1_1485179693516_12847" style="color: #134f5c; font-family: "comic sans ms" , sans-serif;">Υπάρχει
ένα σύνολο διαύλων μέσω των οποίων μπορεί να επιτευχθεί η λογοδοσία με
την ευρεία έννοια. Ένας δίαυλος είναι η δημοκρατική λογοδοσία — η
λογοδοσία της Ευρωπαϊκής Επιτροπής προς το Συμβούλιο — που απαρτίζεται
από εκπροσώπους υπουργικού επιπέδου των κρατών μελών, οι οποίοι
λογοδοτούν στα εθνικά τους κοινοβούλια — και το Ευρωπαϊκό Κοινοβούλιο.
Ένας δεύτερος δίαυλος είναι η λογοδοσία προς τους πολίτες της ΕΕ. Για
τους εκλεγμένους αντιπροσώπους, αυτό σημαίνει αποδοχή της ετυμηγορίας
των ψηφοφόρων μέσω των εκλογών και διαφόρων άλλων τρόπων δημοκρατικής
συμμετοχής στις δημόσιες αποφάσεις. Δεν είναι όμως όλοι οι δημόσιοι
φορείς εκλεγμένοι, ενώ ακόμη και εκείνοι που είναι εκλεγμένοι
εξακολουθούν να υπέχουν υποχρέωση λογοδοσίας και στο διάστημα μεταξύ των
εκλογών. Μια τρίτη μορφή λογοδοσίας είναι ο σεβασμός του κράτους
δικαίου — νομική ευθύνη η οποία διευθετείται από τα δικαστήρια. Μια
τέταρτη μορφή λογοδοσίας είναι η διοικητική και δημοσιονομική λογοδοσία —
το επίκεντρο των ελεγκτών του δημόσιου τομέα, περιλαμβανομένου του ΕΕΣ.</span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_12848" style="text-align: justify;">
</div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_12898" style="text-align: justify;">
<span style="color: #134f5c; font-family: "comic sans ms" , sans-serif;"><br /></span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14478" style="text-align: justify;">
<span id="yui_3_16_0_ym19_1_1485179693516_14477" style="color: #134f5c; font-family: "comic sans ms" , sans-serif;">A.
Οι πολίτες και οι εκλεγμένοι εκπρόσωποί τους στα εθνικά κοινοβούλια
έχουν τον τελευταίο λόγο στις περισσότερες μορφές λογοδοσίας.</span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14479" style="text-align: justify;">
<span style="color: #134f5c; font-family: "comic sans ms" , sans-serif;"><br /></span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14481" style="text-align: justify;">
<span id="yui_3_16_0_ym19_1_1485179693516_14480" style="color: #134f5c; font-family: "comic sans ms" , sans-serif;">B.
Σύμφωνα με τις διατάξεις της ευρωπαϊκής νομοθεσίας, η Ευρωπαϊκή
Επιτροπή λογοδοτεί στο Συμβούλιο, το τελευταίο λογοδοτεί στο Ευρωπαϊκό
Κοινοβούλιο και αυτό με τη σειρά του λογοδοτεί στα δικαστήρια και τους
ελεγκτές του δημόσιου τομέα. </span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14482" style="text-align: justify;">
<span style="color: #134f5c; font-family: "comic sans ms" , sans-serif;"><br /></span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14484" style="text-align: justify;">
<span id="yui_3_16_0_ym19_1_1485179693516_14483" style="color: #134f5c; font-family: "comic sans ms" , sans-serif;">C.
Η λογοδοσία με την ευρεία έννοια μπορεί να επιτευχθεί μέσω μίας σειράς
διαύλων, από τους οποίους όμως μόνον ο ένας θα μπορούσε να χαρακτηρισθεί
δημοκρατικός.</span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14485" style="text-align: justify;">
<span style="color: #134f5c; font-family: "comic sans ms" , sans-serif;"><br /></span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14487" style="text-align: justify;">
<span id="yui_3_16_0_ym19_1_1485179693516_14486" style="color: #134f5c; font-family: "comic sans ms" , sans-serif;">D.
Η λογοδοσία στην ΕΕ διαρθρώνεται σε διάφορα επίπεδα: σε ορισμένα τον
κεντρικό ρόλο διαδραματίζουν οι πολίτες και οι εκλεγμένοι αντιπρόσωποί
τους, ενώ άλλα βασίζονται σε άτομα με νομικές και
διοικητικές/δημοσιονομικές αρμοδιότητες.</span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14487" style="text-align: justify;">
<span id="yui_3_16_0_ym19_1_1485179693516_14486" style="color: #134f5c; font-family: "comic sans ms" , sans-serif;"><br /></span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14487" style="text-align: justify;">
<span id="yui_3_16_0_ym19_1_1485179693516_14486" style="color: #134f5c; font-family: "comic sans ms" , sans-serif;"><br /></span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14487" style="text-align: justify;">
<span id="yui_3_16_0_ym19_1_1485179693516_14486" style="color: #134f5c; font-family: "comic sans ms" , sans-serif;"><br /></span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14487" style="text-align: justify;">
<span id="yui_3_16_0_ym19_1_1485179693516_14486" style="color: #134f5c; font-family: "comic sans ms" , sans-serif;"><br /></span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14487" style="text-align: justify;">
<span id="yui_3_16_0_ym19_1_1485179693516_14486" style="color: #134f5c; font-family: "comic sans ms" , sans-serif;"><br /></span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14488" style="text-align: justify;">
<span style="color: #134f5c; font-family: "comic sans ms" , sans-serif;"><br /></span></div>
<div class="yiv0879211918gmail_default" id="yui_3_16_0_ym19_1_1485179693516_14489" style="text-align: justify;">
<span id="yui_3_16_0_ym19_1_1485179693516_14493" style="color: #134f5c; font-family: "comic sans ms" , sans-serif;">Σωστό: D</span></div>
<div id="yui_3_16_0_ym19_1_1485179693516_14491">
<br />
Πηγή: <a href="https://epsopass.com/" target="_blank">https://epsopass.com/</a></div>
<b></b></div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-20081927450213485792016-02-06T05:08:00.003-08:002016-02-06T05:08:53.941-08:00ΑΝΟΙΞΑΝ ΚΑΙ ΜΑΣ ΠΕΡΙΜΕΝΟΥΝΕ... ΣΤΙΣ ΒΡΥΞΕΛΛΕΣ! <div dir="ltr" style="text-align: left;" trbidi="on">
<div id="timeline_container">
<h1 class="title">
Θέσεις εργασίας</h1>
<div id="timeline-content">
<div class="section" id="2015_event1-pane">
<div class="section-middle">
<div class="two_columns">
<div class="col col2 image">
<div class="col_body">
<img alt="Δημοσιονομικοί διαχειριστές και οικονομικοί σύμβουλοι" src="http://europa.eu/epso/update2012/timeline/images/finance.jpg" title="Δημοσιονομικοί διαχειριστές και οικονομικοί σύμβουλοι" /></div>
</div>
<h3>
Δημοσιονομικοί διαχειριστές και οικονομικοί σύμβουλοι</h3>
<div class="col col1 text">
<div class="col_body">
<strong>
<span style="color: blue;">
<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Κάντε αίτηση εδώ </a>
</span>
</strong>από <strong>30 Ιουλίου 2015</strong>.</div>
</div>
</div>
</div>
</div>
<div class="section" id="2015_event2-pane">
<div class="section-middle">
<div class="two_columns">
<div class="col col2 image">
<div class="col_body">
<img alt="Υπεύθυνοι και σύμβουλοι έργων/προγραμμάτων" src="http://europa.eu/epso/update2012/timeline/images/parliamentaryassistants.jpg" title="Υπεύθυνοι και σύμβουλοι έργων/προγραμμάτων" /></div>
</div>
<h3>
Υπεύθυνοι και σύμβουλοι έργων/προγραμμάτων</h3>
<div class="col col1 text">
<div class="col_body">
<strong>
<span style="color: blue;">
<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Κάντε αίτηση εδώ </a>
</span>
</strong>από <strong>30 Ιουλίου 2015</strong>.</div>
</div>
</div>
</div>
</div>
<div class="section" id="2016_event3-pane">
<div class="section-middle">
<div class="two_columns">
<div class="col col2 image">
<div class="col_body">
<img alt="Διοικητικοί υπάλληλοι" src="http://europa.eu/epso/update2012/timeline/images/adm-gen.jpg" title="Διοικητικοί υπάλληλοι" /></div>
</div>
<h3>
Διοικητικοί υπάλληλοι</h3>
<div class="col col1 text">
<div class="col_body">
<strong>
<span style="color: blue;">
<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Κάντε αίτηση εδώ </a>
</span>
</strong>τον <strong>Mάρτιο του 2016</strong>.</div>
</div>
</div>
</div>
</div>
<div class="section" id="2016_event4-pane">
<div class="section-middle">
<div class="two_columns">
<div class="col col2 image">
<div class="col_body">
<img alt="Ελεγκτές" src="http://europa.eu/epso/update2012/timeline/images/auditors.jpg" title="Ελεγκτές" /></div>
</div>
<h3>
Ελεγκτές</h3>
<div class="col col1 text">
<div class="col_body">
<strong>
<span style="color: blue;">
<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Κάντε αίτηση εδώ </a>
</span>
</strong>τον <strong>Mάρτιο του 2016</strong>.</div>
</div>
</div>
</div>
</div>
<div class="section" id="2016_event5-pane">
<div class="section-middle">
<div class="two_columns">
<div class="col col2 image">
<div class="col_body">
<img alt="Ερευνητές" src="http://europa.eu/epso/update2012/timeline/images/olaf1.jpg" title="Ερευνητές" /></div>
</div>
<h3>
Ερευνητές</h3>
<div class="col col1 text">
<div class="col_body">
<strong>
<span style="color: blue;">
<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Κάντε αίτηση εδώ </a>
</span>
</strong>τον <strong>Απρίλιο του 2016</strong>.</div>
</div>
</div>
</div>
</div>
<div class="section" id="2016_event6-pane">
<div class="section-middle">
<div class="two_columns">
<div class="col col2 image">
<div class="col_body">
<img alt="Ερευνητές: Επικεφαλής ομάδας" src="http://europa.eu/epso/update2012/timeline/images/olaf2.jpg" title="Ερευνητές: Επικεφαλής ομάδας" /></div>
</div>
<h3>
Ερευνητές: Επικεφαλής ομάδας</h3>
<div class="col col1 text">
<div class="col_body">
<strong>
<span style="color: blue;">
<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Κάντε αίτηση εδώ </a>
</span>
</strong>τον <strong>Απρίλιο του 2016</strong>.</div>
</div>
</div>
</div>
</div>
<div class="section" id="2016_event7-pane">
<div class="section-middle">
<div class="two_columns">
<div class="col col2 image">
<div class="col_body">
<img alt="Βοηθοί γλωσσικού κλάδου" src="http://europa.eu/epso/update2012/timeline/images/linguisticassistants.jpg" title="Βοηθοί γλωσσικού κλάδου" /></div>
</div>
<h3>
Βοηθοί γλωσσικού κλάδου</h3>
<div class="col col1 text">
<div class="col_body">
<strong>
<span style="color: blue;">
<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Κάντε αίτηση εδώ </a>
</span>
</strong>τον <strong>Απρίλιο του 2016</strong>.</div>
</div>
</div>
</div>
</div>
<div class="section" id="2016_event8-pane">
<div class="section-middle">
<div class="two_columns">
<div class="col col2 image">
<div class="col_body">
<img alt="Τεχνικοί οπτικοακουστικών μέσων και συνεδριάσεων" src="http://europa.eu/epso/update2012/timeline/images/audiovisualassistants.jpg" title="Τεχνικοί οπτικοακουστικών μέσων και συνεδριάσεων" /></div>
</div>
<h3>
Τεχνικοί οπτικοακουστικών μέσων και συνεδριάσεων</h3>
<div class="col col1 text">
<div class="col_body">
<strong>
<span style="color: blue;">
<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Κάντε αίτηση εδώ </a>
</span>
</strong>τον <strong>Μάιο του 2016</strong>.</div>
</div>
</div>
</div>
</div>
<div class="section" id="2016_event9-pane">
<div class="section-middle">
<div class="two_columns">
<div class="col col2 image">
<div class="col_body">
<img alt="Γλωσσομαθείς νομικοί: Δικαστήριο" src="http://europa.eu/epso/update2012/timeline/images/ll.jpg" title="Γλωσσομαθείς νομικοί: Δικαστήριο" /></div>
</div>
<h3>
Γλωσσομαθείς νομικοί: Δικαστήριο</h3>
<div class="col col1 text">
<div class="col_body">
<strong>
<span style="color: blue;">
<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Κάντε αίτηση εδώ </a>
</span>
</strong>τον <strong>Μάιο του 2016</strong>.</div>
</div>
</div>
</div>
</div>
<div class="section" id="2016_event10-pane">
<div class="section-middle">
<div class="two_columns">
<div class="col col2 image">
<div class="col_body">
<img alt="Διοικητικοί υπάλληλοι στον τομέα της πυρηνικής ενέργειας" src="http://europa.eu/epso/update2012/timeline/images/nuclearad.jpg" title="Διοικητικοί υπάλληλοι στον τομέα της πυρηνικής ενέργειας" /></div>
</div>
<h3>
Διοικητικοί υπάλληλοι στον τομέα της πυρηνικής ενέργειας</h3>
<div class="col col1 text">
<div class="col_body">
<strong>
<span style="color: blue;">
<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Κάντε αίτηση εδώ </a>
</span>
</strong>τον <strong>Ιούνιο του 2016</strong>.<br />
<br />
Πηγή: <a href="http://europa.eu/epso/index_el.htm" target="_blank">http://europa.eu/epso/index_el.htm</a></div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com2tag:blogger.com,1999:blog-6993142631431806023.post-23744671615421755292015-06-09T02:22:00.002-07:002015-06-09T02:23:40.834-07:00ΛΥΜΕΝΟ GREEK VERBAL REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (3)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Δεκάδες
παραθεριστές που επέστρεφαν στο Νιούκασλ αρνήθηκαν να πετάξουν αφού τους
ζητήθηκε να παίξουν το ρόλο ανθρώπινου έρματος. Μία μπλοκαρισμένη πόρτα είχε ως
αποτέλεσμα οι αποσκευές να είναι δυνατό να φορτωθούν μόνο στο μπροστινό μέρος
του αεροπλάνου της Thomas Cook στο αεροδρόμιο της Μαγιόρκας. Ζητήθηκε από τους
επιβάτες να μετακινηθούν σε άλλα καθίσματα για την κατανομή του βάρους, αλλά 71
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Cook δήλωσε ότι είναι συνήθης διαδικασία για τις αεροπορικές εταιρείες να
διασφαλίζουν ότι το φορτίο και οι επιβάτες είναι ομοιόμορφα κατανεμημένοι και
ότι δεν υπήρχε κίνδυνος για την ασφάλειά τους. Όσοι αρνήθηκαν να πετάξουν το
Σάββατο χρειάστηκε να κανονίσουν οι ίδιοι εναλλακτική μέθοδο μεταφοράς.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Α. Οι επιβάτες του αεροπλάνου ενημερώθηκαν ότι η πτήση δεν θα συνεχιζόταν λόγω μπλοκαρισμένης πόρτας.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Γ. Όλοι οι επιβάτες πανικοβλήθηκαν όταν τους ζητήθηκε να αλλάξουν θέσεις.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Δ. Η ισομερής κατανομή του φορτίου και των επιβατών κατά τη διάρκεια της πτήσης είναι συνήθης διαδικασία.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><b>Πως δουλεύουμε τη λύση:</b></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><u>Για την απάντηση Α: </u>Δεν αναφέρει πουθενά το κείμενο ότι "η πτήση δεν θα συνεχιζόταν" αλλά ότι ζητήθηκε από τους επιβάτες να μεταφέρουν τις βαλίτσες λόγω μπλοκαρισμένης πόρτας.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><u>Για την απάντηση Β: </u>Δεν αναφέρει πουθενά το κείμενο ότι "η πτήση ακυρώθηκε", αλλά το ότι "όσοι αρνήθηκαν να πετάξουν" πήγαν με άλλο εναλλακτικό μέσο.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><u>Για την απάντηση Γ:</u> Δεν αναφέρει πουθενά το κείμενο "όλοι οι επιβάτες" αλλά "71 άνθρωποι εγκατέλειψαν το αεροσκάφος φοβούμενοι για την ασφάλειά τους".</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><u>Για την απάντηση Δ:</u> Το κείμενο αναφέρει "η Thomas Cook δήλωσε ότι είναι συνήθης διαδικασία για τις αεροπορικές εταιρείες να διασφαλίζουν ότι το φορτίο και οι επιβάτες είναι ομοιόμορφα κατανεμημένοι".</span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><span style="font-size: xx-small;"><b>Σωστή απάντηση: Δ </b></span></span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif"; font-size: xx-small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">ΠΗΓΗ: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a></span> </b></span></span></div>
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Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com4tag:blogger.com,1999:blog-6993142631431806023.post-21810313872145750122015-06-08T07:16:00.001-07:002016-02-06T06:42:35.922-08:00ΠΩΣ ΕΠΙΛΥΟΥΜΕ ΕΝΑ VERBAL REASONING TEST<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Στους
</span><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">EPSO</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">
</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">διαγωνισμούς</span></b><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">
εξεταζόμαστε και σε </span><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Verbal</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">
</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Reasoning</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Tests</span></b><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;"> </span><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">(εξετάσεις
κατανόησης κειμένου) στην μητρική μας γλώσσα (παλαιότερα ήταν σε μία από τις τρεις
επίσημες γλώσσες: αγγλικά, γαλλικά και γερμανικά). </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Κάθε
ερώτηση αποτελείται από ένα κείμενο και 4 δηλώσεις. Ο υποψήφιος πρέπει να
επιλέξει εκείνη τη δήλωση η οποία είναι πιο κοντά στο κείμενο. Οι άλλες τρεις
συνήθως είτε είναι πολύ μακριά από το κείμενο είτε περιέχουν ανακρίβειες ή
πρόσθετες πληροφορίες οι οποίες δεν προέρχονται από το κείμενο. Οπότε μεγάλη
προσοχή στην επιλογή της σωστής απάντησης.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Τα
</span><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Verbal</span><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">
</span><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Reasoning</span><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">
</span><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Tests</span><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">
</span><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">δεν
θα πρέπει να υποεκτιμούνται διότι περιέχουν 20 ασκήσεις που σημαίνει 20
βαθμούς. Τα κείμενα στα οποία (κάθε κείμενο αποτελείται από 4-7 γραμμές)
εξεταζόμαστε δεν δημοσιεύονται και έτσι είναι αδύνατο να βρούμε παλαιότερα
θέματα. Όμως, όσοι έχουν δώσει επανειλημμένα εξετάσεις θα έχουν διαπιστώσει ότι
τα θέματα πέφτουν και ξαναπέφτουν σε κάθε διαγωνισμό απλά με διαφορετική σειρά.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Επιπλέον,
κάτι πολύ σημαντικό είναι ο χρόνος. Πρέπει να επιλύσουμε 20 ασκήσεις κατανόησης
κειμένου σε 35 λεπτά, επομένως έχουμε <b style="mso-bidi-font-weight: normal;">μόνο
<span style="mso-spacerun: yes;"> </span>35/20 = 1,75 λεπτό</b> για να βρούμε τη
σωστή απάντηση. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Πως λοιπόν πρέπει να οργανώσουμε
αυτά τα 1,75 λεπτά;</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><u><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Έχουμε την προσοχή μας στο ρολόι
που βρίσκεται στη δεξιά άκρη της οθόνης μας για να μην ξεχαστούμε. </span></u><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Σε
περίπτωση που στο πρώτο λεπτό δεν μπορούμε να βρούμε την απάντηση, προχωράμε
στη δεύτερη και στο τέλος, ξαναγυρνάμε στην άσκηση που δεν λύσαμε.</span></div>
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<span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><u><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Διαβάζουμε στα γρήγορα</span></u><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">
(περίπου 20-30 δευτερόλεπτα) <u>το κείμενο</u> (4-7 γραμμές) <span style="mso-spacerun: yes;"> </span>για να γνωρίζουμε περί τίνος πρόκειται.
Συνήθως, μην πω πάντα, το κείμενο διαπραγματεύεται ένα συγκεκριμένο θέμα πχ ένα
αξιοθέατο, ένα είδος κουνουπιού, μια αρρώστια, ένα μέρος στον κόσμο, ένα σπάνιο
ζώο κλπ για το οποίο μας δίνει πολύ συγκεκριμένες πληροφορίες πχ τη ζωή του
ζώου, το πώς μεταδίδεται μια αρρώστια, τη ζωή ενός ανθρώπου κλπ. </span></div>
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<span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><u><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Διαβάζουμε μία – μία τις απαντήσεις
προσεκτικά και από την πρώτη στιγμή τουλάχιστον 1 απάντηση είναι εκτός</span></u><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">.
Αφού σιγουρευτούμε ότι είναι εκτός, ρίχνουμε μεγάλη προσοχή στις άλλες τρεις. Η
μία είναι η σωστή η οποία απλά δεν αποκλίνει από το κείμενο όχι ότι είναι
ακριβώς μια έκφραση από το κείμενο. Οι άλλες δύο είτε θα αποκλίνουν, είτε θα μας
δίνουν μία πρόσθετη πληροφορία η οποία δεν πηγάζει από το κείμενο είτε θα είναι
ελλιπείς. </span></div>
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<span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Να θυμόσαστε σε όλη την παραπάνω
διαδικασία τον χρόνο, <u>μη σας ξεφύγει ο χρόνος </u>και τέλος:</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><u><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Εξάσκηση, εξάσκηση, εξάσκηση,
εξάσκηση, εξάσκηση</span></u><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;"> (όσα περισσότερα </span><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">verbal</span><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;"> </span><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">reasoning</span><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;"> </span><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">tests</span><span lang="EN-US" style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;"> </span><span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">λύσετε
σε πραγματικό χρόνο πριν πάτε στις εξετάσεις σας τόσο πιο έτοιμος/έτοιμη είστε
για αυτές τις εξετάσεις).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "bookman old style" , "serif"; font-size: 12.0pt; line-height: 150%;">Καλή
επιτυχία σε όλους!</span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-59108327662790687152015-06-08T06:43:00.000-07:002016-02-06T07:40:46.145-08:00ΛΥΜΕΝΟ GREEK VERBAL REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (2)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Ιατρικοί
ερευνητές φαίνεται πως βρίσκονται ένα βήμα πιο κοντά στην καταπολέμηση δυνητικά
θανατηφόρων αλλεργιών στα φιστίκια. Σε ένα επιστημονικό συνέδριο που πραγματοποιείται
αυτή την εβδομάδα, γίνεται αναφορά σε μία πειραματική θεραπεία που έχει
απελευθερώσει ένα μικρό αριθμό παιδιών από τις αλλεργίες τους. Περισσότεροι από
3 εκατομμύρια Αμερικανοί είναι αλλεργικοί στα φιστίκια ή σε καρπούς με κέλυφος,
όπως τα καρύδια, και, για λόγους που δεν είναι ξεκάθαροι, ο αριθμός αυτός
δείχνει να αυξάνεται. Οι μισοί σχεδόν από τους 150 θανάτους από διατροφικές
αλλεργίες στις ΗΠΑ κάθε χρόνο προκαλούνται από αλλεργίες στα φιστίκια.
(usatoday.com)</span></div>
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<br /></div>
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<br /></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Α. Ερευνητές ανακάλυψαν τη θεραπεία για τη θανατηφόρα αλλεργία στα φιστίκια.</span></div>
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<br /></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Β. Το πειραματικό φάρμακο διανέμεται ελεύθερα στα παιδιά.</span></div>
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<br /></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Γ. Περισσότεροι από 3 εκατομμύρια Αμερικανοί υποφέρουν από αλλεργία στα φιστίκια.</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Δ. Περίπου 75 θάνατοι ανά έτος προκαλούνται από αλλεργίες στα φιστίκια.</span></div>
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<br />
<b>Πως δουλεύουμε τη λύση:</b><br />
<u>Για την Α απάντηση: </u>πουθενά στο κείμενο δεν αναφέρει ότι "ερευνητές ανακάλυψαν τη θεραπεία...".<br />
<u>Για την Β απάντηση:</u> το πειραματικό φάρμακο διανεμείθη σε "ένα μικρό αριθμό παιδιών" άρα υπάρχει απόκλιση της δήλωσης με το κείμενο.<br />
<u>Για την Γ απάντηση</u>: το κείμενο λέει "περισσότεροι από 3 εκατομμύρια Αμερικανοί είναι αλλεργικοί στα φυστίκια ή σε καρπούς σε κέλυφος" δεν γράφει ότι υποφέρουν κιόλας.<br />
<u>Για την Δ απάντηση: </u>Το κείμενο το λέει καθαρά : "οι μισοί σχεδόν από τους 150 θανάτους από διατροφικές αλλεργίες στις ΗΠΑ = περίπου 75, κάθε χρόνο = ανά έτος, προκαλούνται από αλλεργίες στα φιστικία = ίδιο με το κείμενο αλλά με άλλη έκφραση".</div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><span style="font-size: xx-small;"><b>Σωστή απάντηση: Δ </b></span></span><br />
<br />
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><span style="font-size: xx-small;"><b><span style="font-family: "times new roman" , "serif"; font-size: xx-small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">ΠΗΓΗ: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a></span> </b></span></span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-6047968433894350212015-06-08T06:34:00.001-07:002015-06-08T06:34:06.237-07:00ΘΕΣΕΙΣ ΕΡΓΑΣΙΑΣ ΣΕ ΙΣΧΥ ΓΙΑ ΤΗΝ ΕΥΡΩΠΑΪΚΗ ΕΝΩΣΗ<div dir="ltr" style="text-align: left;" trbidi="on">
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<h3>
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<strong>
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Γλωσσομαθείς νομικοί - Δικαστήριο</h3>
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<h3>
Γιατροί</h3>
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<strong>
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<h3>
Επιμελητής/ Εκπαιδευτής μουσείου/ Συντηρητής</h3>
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<strong>
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<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Υποβολή αίτησης εδώ</a>
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</strong> από τις<strong> 18 Ιουνίου έως τις 22 Ιουλίου 2015</strong>.</div>
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<img alt="Βοηθός επιμελητή/ Βοηθός υπευθύνου συντήρησης και συλλογής" src="http://europa.eu/epso/update2012/timeline/images/museumast.jpg" title="Βοηθός επιμελητή/ Βοηθός υπευθύνου συντήρησης και συλλογής" /></div>
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<h3>
Βοηθός επιμελητή/ Βοηθός υπευθύνου συντήρησης και συλλογής</h3>
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<strong>
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</div>
<h3>
Διερμηνείς</h3>
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<h3>
Μεταφραστές</h3>
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<strong>
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</span>
</strong>από τις<strong> 30 Ιουλίου έως την 1η Σεπτεμβρίου 2015</strong>.<br />
<br />
<br />
Πηγή: <a href="http://europa.eu/epso/index_el.htm" target="_blank">http://europa.eu/epso/index_el.htm</a> </div>
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<a href="mailto:?body=http://europa.eu/epso/index_en.htm%0A%09" target="_blank"><img alt="Στείλτε τη σελίδα σε φίλο" src="http://europa.eu/epso/images/mail.gif" title="Στείλτε τη σελίδα σε φίλο" /></a></div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-59753755191673249132015-06-08T05:54:00.000-07:002015-06-09T01:54:34.228-07:00ΛΥΜΕΝΟ GREEK VERBAL REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (1)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Η χρήση του
μολύβδου στις ηλεκτρονικές συσκευές υπόκειται σε αυστηρούς κανονισμούς από την
Ε.Ε. Αυτό είναι μέρος μιας πολιτικής της Ε.Ε. για υψηλές περιβαλλοντικές
προδιαγραφές με ισότιμη προστασία για όλους τους πολίτες της και τις ίδιες
συνθήκες ανταγωνισμού για όλες τις επιχειρήσεις. Για να βοηθήσει τους
παραγωγούς να αναπτύξουν εναλλακτικές ελεύθερες μολύβδου, το Γερμανικό
Ινστιτούτο για την Τεχνολογία του Πυριτίου Fraunhofer έχει χρησιμοποιήσει
χρήματα από το πρόγραμμα EU LIFE για περιβαλλοντικά προγράμματα, ώστε να
παρέχει επιδείξεις και εκπαίδευση επάνω στη συγκόλληση και τοποθέτηση
εξαρτημάτων χωρίς τη χρήση μολύβδου. Το πρόγραμμα είναι ιδιαίτερα χρήσιμο για
μικρούς και μεσαίους προμηθευτές καθώς μπορούν να κάνουν τη μετάβαση προς την
ελεύθερη μολύβδου παραγωγή και να εκπαιδεύσουν το προσωπικό τους σε νέες
μεθόδους παραγωγής χωρίς μείωση της παραγωγικότητάς τους. (europa.eu)</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Α. Το EU LIFE είναι μέρος μιας πολιτικής της ΕΕ που παρέχει αμερόληπτη προστασία για όλες τις επιχειρήσεις εντός της.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Β. Το EU LIFE είναι ένα από τα προγράμματα της ΕΕ που στηρίζουν σχέδια σχετιζόμενα με την περιβαλλοντική προστασία.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Γ. Όλοι οι παραγωγοί ηλεκτρονικών μπορούν να κάνουν εύκολα τη μετάβαση σε παραγωγή χωρίς μόλυβδο.</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Δ. Η συγκόλληση χωρίς χρήση μολύβδου παρέχει πιο αποτελεσματικούς τρόπους παραγωγής ηλεκτρικών συσκευών.</span></div>
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<b>Πως δουλεύουμε τη λύση:</b><br />
<u>Για την Α απάντηση: </u>Δεν είναι το πρόγραμμα EU LIFE "μέρος μιας πολιτικής της ΕΕ" αλλά οι αυστηροί κανονισμοί στους οποίους υπόκειται η χρήση του μολύβδου στις ηλεκτρονικές συσκευές. Επομένως, έχουμε απόκλιση από το κείμενο.<br />
<u>Για την Β απάντηση:</u> Το EU LIFE "είναι ένα από τα προγράμματα της ΕΕ" "που στηρίζει περβαλλοντικά προγράμματα" = το Γερμανικό Ινστιτούτο χρησιμοποίησε χρήματα από αυτό για να βρεθεί εναλλακτικός τρόπος παραγωγής ηλεκτρονικών συσκευών χωρίς τη χρήση μολύβδου. <br />
<u>Για την Γ απάντηση</u>: Το πρόγραμμα είναι χρήσιμο "για μικρούς και μεσαίους προμηθευτές" όχι για "όλους τους παραγωγούς" άρα έχουμε πάλι απόκλιση από το κείμενο.<br />
<u>Για την Δ απάντηση: </u>Το κείμενο δεν αναφέρει "αποτελεσματικούς τρόπους παραγωγής" αλλά "εναλλακτικές ελεύθερες μολύβδου" επομένως έχουμε απόκλιση από το κείμενο.<br />
<br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><span style="font-size: xx-small;"><b>Σωστή απάντηση: Β </b></span></span><br />
<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif"; font-size: xx-small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">ΠΗΓΗ: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a></span> </b></span></span></div>
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Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-43563194479196784012015-06-08T05:44:00.003-07:002015-06-08T05:46:24.381-07:00ΛΥΜΕΝΟ NUMERICAL REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (1)<div dir="ltr" style="text-align: left;" trbidi="on">
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src="data:image/png;base64,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" /><br />
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<span style="font-family: Verdana,sans-serif;">Στην Ελλάδα, η μέση θερμοκρασία (average temperature) αυξήθηκε με σταθερό ρυθμό κάθε μήνα μεταξύ Ιανουαρίου και Ιουλίου του έτους 2010.Ποιά ήταν η θερμοκρασία στην Ελλάδα τον Απρίλιο του 2010;</span><br />
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<span style="font-family: Verdana,sans-serif;"> Α. 19,3</span><br />
<span style="font-family: Verdana,sans-serif;"> Β. 26,9</span><br />
<span style="font-family: Verdana,sans-serif;"> Γ. 24,5</span><br />
<span style="font-family: Verdana,sans-serif;"> Δ. 23,7</span><br />
<span style="font-family: Verdana,sans-serif;"> Ε. 31,7</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;"><b>Απάντηση:</b></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">(α) Υπολογίζουμε κατά πόσους βαθμούς αυξήθηκε η θερμοκρασία από Ιανουάριο έως Ιούλιο 2010: </span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">34,9 - 12,5 = 22,4</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">(β) Αυτό που βρίσκουμε το διαιρούμε με τον αριθμό των μηνών: </span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">22,4 / 6 = 3,73 βαθμούς Κελσίου αυξανόταν κάθε μήνα η θερμοκρασία</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">(γ) Συνεπώς, τον Απρίλιο του 2010 η θερμοκρασία θα είναι: </span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">3,73 Χ 3 μήνες (Ιαν+Φεβ+Μαρ) + 12,5 = 23,7 βαθμούς Κελσίου.</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">Σωστή απαντηση είναι η Δ.</span></span><br />
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ΠΗΓΗ: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a><br />
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Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-61400139681883222672015-05-11T23:37:00.004-07:002015-05-11T23:37:43.909-07:00ΘΕΣΕΙΣ ΕΡΓΑΣΙΑΣ ΣΕ ΙΣΧΥ ΓΙΑ ΤΗΝ ΕΥΡΩΠΑΪΚΗ ΕΝΩΣΗ<div dir="ltr" style="text-align: left;" trbidi="on">
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Θέσεις εργασίας</h1>
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Προϊστάμενοι διοίκησης στις αντιπροσωπείες της ΕΕ σε τρίτες χώρες</h3>
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<div class="col_body">
<strong>
<span style="color: blue;">
<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Κάντε αίτηση εδώ</a>
</span>
</strong> από τις <strong>9 Απριλίου έως τις 12 Μαΐου 2015</strong>.</div>
</div>
</div>
</div>
</div>
<div class="section" id="2015_event2-pane">
<div class="section-middle">
<div class="two_columns">
<div class="col col2 image">
<div class="col_body">
<img alt="Κοινοβουλευτικοί επιμελητές" src="http://europa.eu/epso/update2012/timeline/images/ushers.jpg" title="Κοινοβουλευτικοί επιμελητές" /></div>
</div>
<h3>
Κοινοβουλευτικοί επιμελητές</h3>
<div class="col col1 text">
<div class="col_body">
<strong>
<span style="color: blue;">
<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Κάντε αίτηση εδώ</a>
</span>
</strong> από τις<strong> 23 Απριλίου έως τις 26 Μαΐου 2015</strong>.</div>
</div>
</div>
</div>
</div>
<div class="section" id="2015_event3-pane">
<div class="section-middle">
<div class="two_columns">
<div class="col col2 image">
<div class="col_body">
<img alt="Συνεργασία και διαχείριση της βοήθειας προς τρίτες χώρες" src="http://europa.eu/epso/update2012/timeline/images/cooperation.jpg" title="Συνεργασία και διαχείριση της βοήθειας προς τρίτες χώρες" /></div>
</div>
<h3>
Συνεργασία και διαχείριση της βοήθειας προς τρίτες χώρες</h3>
<div class="col col1 text">
<div class="col_body">
<strong>
<span style="color: blue;">
<a href="http://europa.eu/epso/apply/jobs/index_el.htm" target="">Κάντε αίτηση εδώ</a>
</span>
</strong> από τις<strong> 7 Μαΐου έως τις 9 Ιουνίου 2015</strong>.<br />
<br />
<br />
Πηγή: <a href="http://europa.eu/epso/index_el.htm" target="_blank">http://europa.eu/epso/index_el.htm</a> </div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-55031487702870135032015-04-27T07:23:00.004-07:002015-04-27T07:23:45.156-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (28)<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα ακολουθεί;</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Δεν μπορώ να απαντήσω</span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
1<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span>Η εικόνα ολόκληρη μετακινείται όπως
η φορά περιστροφής των δεικτών του ρολογιού κατά 3 θέσεις. Οπότε, αποκλείονται
Α, Β και </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.
Σωστή απάντηση είναι η Δ (Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">).</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-45006040284683029462015-04-27T07:22:00.000-07:002015-04-27T07:22:18.343-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (27)<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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" 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εικόνα ακολουθεί;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Ε</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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</span><span style="mso-spacerun: yes;"> </span>Υπάρχουν 2 σειρές με εικόνες: α)
οι εικόνες 1<sup>η</sup>, 3<sup>η</sup> και 5<sup>η</sup> και β) οι εικόνες 2<sup>η</sup>
και 4<sup>η</sup> και η σωστή απάντηση. Στην πρώτη σειρά ο μαύρος κύκλος
μετακινείται 1 θέση προς τα δεξιά. Ενώ στη δεύτερη σειρά ο μαύρος κύκλος
μετακινείται 1 θέση προς τα αριστερά. Οπότε, αποκλείονται οι εικόνες Α, </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">, </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> </span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">και
Ε. Η σωστή απάντηση είναι η Β (Εικόνα Β).</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-23591235654139299472015-04-27T07:12:00.000-07:002015-04-27T07:12:05.321-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (26)<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα ακολουθεί;</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Ε</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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οι εικόνες Β και Ε.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
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περιστροφής των δεικτών του ρολογιού κατά 3 θέσεις, μάλιστα στην 5<sup>η</sup> εικόνα
πέφτει στο ίδιο τρίγωνο με το μαύρο τρίγωνο και δεν φαίνεται. Έτσι, αποκλείουμε
τις εικόνες Α και </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
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στην εικόνα που ψάχνουμε δεν εμφανίζεται. Σωστή απάντηση είναι η απάντηση Γ
(Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C).</span></div>
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<br /></div>
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<span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"></span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-38431125181828581252015-04-27T05:24:00.001-07:002015-04-27T05:24:51.818-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (25)<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
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fdMbclRjiJ5aR43Ql4ET4vYzy0vuPi0D36UNhN5LMmpVKg9DGZfz1z2BXppF375Q96ZFbA/RR9RRI8ljIfZasuhtBmMpdSzfNeaOOuctfyrMlRPWsb2qE333/tQNGaJnqaNG+suAfpjWTyDcC6IfQMytKe2m/O4By2veTV1h9ApH3xt0ir7Bt27Konlax8KxDAaNIfoBxOOshM3yRT1qebV7KlZelBWhU/S+7YdfF6KPrqNG7F07eoRudwy3h+htwlGnDZkv6lG/9z/GTC6AiUFJo9ajtFQoevq47Kds0be/mOWohLgFiL4wHMtg0AWidxKwavIGOaIetbxNcg0c2PUMHvFdxku/6AeVEw/RnIXZ+w6in5V9RpeB73GIPpbRqwk6H6HDEXWs4ulf9hDDqXVK8gpFH3UdG7u9255XU+rqlb5qiVuA6Avj2/cJj/i2D9EH6AbYKrLIpgp2j/V7R85AyuIrpqvTqxV9ondutom5+Ltt4cEetFumldTQfiPi2wJEXxjiMqAcjYa3k1zebKJusQ+ySvlxQtHb5AykLOEZHig4MIqEMZaNZfSb/g35EyBfDsm7Pn+Y3j2Sud1SddQIxzKwt5NT3myi9sG9PHK6T7XUCxIopi11ZWXFfir8aWTCGPNjKfL7O7uvwh3ndY6SOmpkdDb7GkD0ydg/pi+yzDiiTtS8pl0WmMDhgkeXRmwZ3LGEz5P4Tu/YOUz+s2fvHlFSR41wLAN7OznlzSbqxvN5rAmeKaZTKurA+5CPwTl65zHyVHSZDK5LHE5e4RH9gPAZ8P5TlJ80Bla6POVF30YQ+w6mJ5F8wqJvkpaBczvJ5c0maht7aL7BUqboIKvRLs5PC5zbTGC0WgECJ7IpyaeJ3udfPbEMULjjuERfqo4aoS+DtFOEEL2PwFts/79p16UIQzcRxenhiz7KMziYNdabHzH5gMoTxjh5LD707LiO8qJvIk9sheuoEefaprQsKPrwt8FmE3WfsM3ThszxnkoRvZPkMspi/+kZrq3/bKAlRM8Ki+htKFebUpJIPt1AKF/YMsYEblrm61LcPsohXq0s7XeMBd8UKadumjHXazuctyG6224D0U+FkOiT66gRjmUwaL800YcZvLM2fnfHDtz3k6v19fVPPvlkbW1t586dmzZt2r59+wMPPPDmm2/++uuvg5fzvWLY9QpN0Sd2xnYtfe0Hp266ga+urm7duvXOO+988cUXv/32W3ubCsNpFij6L774on2BL7/8Mq2OGunPV+Iv2cLLwG5M0cc111xz++23v/baa3///Texe42YK8fy9HuT9v9LvyJ01/LYsWP333+/08iD78Y4uw+eHYUyKGGipmu/V6BL/1lfFGtra2fOnCFucEIU7kFfJWWKW1tba1/g8ccf7x50rkk9ieTDsQyILZ3L49lnn017If0QB+I7Xz/63mAf0a+vr993333GmF27dh04cODPP/+8dOnSmTNnDh8+vH///nvuuWfwQuEKQ4LXtJvCvz1ucZ5xoo+o/2z3742NjX/++eeHH37Yt2/fjh07jDGPPvro4OvqbINOR+FO9FVSoLjjx4+vrq7edNNNN9544+rq6okTJxLqqBH6pA8vg4R7xvafunDhwoEDB4wxW7ZsIXavC0pcmedw7Kw+/vhjY8xtt9126tSp8AsRv0lCnAyqyKmt39d3z1jn8H///fdbb73V9E4PqE1J4X70VVKguLffftsY88Ybb7z++uvGmHfeeSehjhoptQwCbSiib5pmfX3dGLNr1y5fm8l/sDc5sTfzeuyxx4wxBw8epGy8646cRxkVfdM0Bw8eNMasra2Fm03OskR/9913G2OOHDny3XffGWMGf9US61gU9LPMFNGfP39+3759xphPP/20v+X8azouBzvqnTt3GmP++OOP0b5p3w2fN4FfUzpFP2h56tQpY8yOHTvsLqpYkOhbud97773tf++66y5jzOHDh2PraKzUdJJ8rmYAJdtAS3uDe/bs+e233yjdOzEtBMpFBdqW/Uc2b95sjPnvv/+S99TScrYZzar/7/57w6VLl4wxmzZtCsSrAcp4hfFVklvcK6+8YozZv39/u4feeustY8yrr77ab+M7Q2eXuLKyUsqkyqFkG2jp3Oa2bduOHDky2n2BArLn4WjUN9xwgzHm5MmTyXtqgTkPCMy99r++PzpPnjxpjNm5c2cgXg2MjlceXyVZxa2vr19//fWrq6vHjx9vHzl69KgxZseOHRcvXoyqo6nkiL4l/92IEm+gZf+py5cvnzhx4uWXXzbGPPLIIzOLuggJUT/88MPGmM8++yxnT002YB2MZuVr1n654Kmnngo3mxzKeIXxVZJV3FdffdUfZ19/X3/9dduG+BvCZmGrghJvoKX91NmzZ40x1157LaK2SYj6o48+Mq5v3UTtqckGrIPRrJzNjh07dssttxhjDh06FI53cijjFcZXSXpxGxsbe/fuHQy1c/3TTz8dVUezsFVBSTjQ0n7qr7/+MsZs27YNUdskRP3vv//ecccdxphdu3Z9/vnnJ0+evHz58tmzZ7///vv333+/+1AqHPVkA9bBaNT9f1+4cOHnn39+77332pNmTz75JGUmTwtlvML4Kkkv7vTp05s3b966dev58+f7j589e3bLli2bN28+ffo0vQ5gQ1wtFy9e/OWXX5555hljzN69e9sH8VWQKJxZ/fTTT7t373YqrPucsN8d360MM7iWfeN/I3ziiSfOnTvXdVQ7kxch+g8++MAY88ILL9hPPffcc8aYDz/8kF4HsBkV/YDrrrvuxx9/DHdPuOCoBuj3gkjDF/W5c+fefffdBx98cPv27aurq9u3b3/ooYf27dvn/IKT2vRU4RP9li1bdu/e/fzzz+NaNzmUF/2ePXuMMd9884391KFDh4wxe/bsoddBZFFriSj6TZs23XzzzS+99NLRo0e7BvQjeud7hp6Jm8zohc/6ZI53BnGJkZCV2ngVrpfyoi9bh90moJ6F6D6cVZErQgei1jN3W0yhC074Np4zWG1ZaSYhK7XxKlwsvkq0iN53v13N6uEm3z7h3wqVsqQMyZWIiX4hxx854A5T3HCJvuw9Y9tnRw/cMmuuhdjBDi4XSom6ItfrF31y90URzsp57QS18epcJiyi95F8RcaK1MMNn32iolYSeHINlI4JY8RlhdJoo446QFQyA220rZFG/6mbLiz6eVjhyuXJHKbPPr48lf8hlVwApSN9gLO/EzI3CVmpjVfVAmnxVcJeHOWvMKJonOqZ8YnRzNnT726f0vER2Au548ljUAB9v1MqTx6g/d1wECYhK7XxqlogLb5KVBzRjwpdp3q4yRyjd5fXmXZyAZSOTFEDm4Ss1MaraoG0eFe9hjoqVQ83TPZJi5pysV9WkqOgdGSKGtgkZKU2XoU68q56DXWkqUdJsnww2afStJMLoHRkihrYJGSlNl5VC6TFu+o11FGperhhsg8xW/tkfcZQCpBcAKUjU9TAJiErtfGqWiAt3lWvoQ6iemyEixeGyT6Vpp1cAKUjU9TAJiErtfGqWiAt3lWvoY5K1cMNk30qTTu5AEpHpqiBTUJWauNVtUBavKteQx2VqocbJvtUmnZyAZSOTFEDm4Ss1MaraoG0eFe9hjoqVQ83fPapMerkGigd+aIGAxKyUhuvtjXSaBZ9/ycnFLoPCYUrl4fVPvTAlUTtnDYJHX1t+KIGfRKyUhuvzmXirGR60Q+eguU7Cton8MP9Kizf4Ih+LqgV/cAwlCWgcKX4KlEk+qY29XDDYR/nFSmqiDq5GEpHjqiBk4SsisdrXyMzbSEoXCy+SnSJvqlKPdzI2KeWqJProYeQtv387osiISvueEed47WnvvXiLVVJHXYb/erhhs8+aVeCm/b6cRD9PNAg+qhj+YB/2gdVnU+uQ/QzvhRlArBPH4NbCc6ChKz44rWnStTFumOnmQC+SnSJvgW6b4F9csDNwXWiR/RhoVNcD9FH1wFsWO1T17tpv1qOyiF6MSYR/ei3zkYP5PsNnFtQMgEg+vqAfcRA1GJMIvrAZhPwbaF4hQlA9PUB+4iBqMWA6FmB6OsD9hEDUYsB0bMC0dcH7CMGohZDg+hjL7sSEL3z3P2EQPT1AfuIgajFmET0gw9jC4re+fiEQPT1AfuIgajFmET0Hck/lerTbQSij64D2MA+YiBqMaYVvb3ZBHxbKF5hAhB9fcA+YiBqMfSIvklyfaA7R4WxQPT1AfuIgajFUCX6JtL14b5MFUYB0dcH7CMGohZDm+gbsusDHdvv3vBVSAeirw/YRwxELYYq0fs+VqVY3u7FUWEsEH19wD5iIGoxVInefhW65e0u/aemupYURF8fsI8YiFoMtaJPoFM8Tt1Q6wA2sI8YiFqMWYpeT4UQfX3APmIgajH0i975M9pagOjrA/YRA1GLoV/0FNTaH6Kvj1L2UTsp9QDRizEP0asFoq8P2EcMRC0GRM8KRF8fsI8YiFoMiJ4VLaLX8z0kzfQvo5q8ESwPOrFZDc6GIWo6dlajpxYRL52JRT/4BZrMi9YORC8GohYDR/SsaDmixz4LY18vO3lTiJoOohYDoudg9EgaotdLZlY4S0YHohcDomdFl+gBHUQtBqIWA/Gy4sgweXKnMXUC9YGoxUDUYqTF278TNwjgyDB5ckeB3+yAuYK5nQBCEwZnvgAAFYD3hhwmED12mCRIm4N+qkg4AQQoDERfHwgQABAFTt0AAMDMgegBAGDmQPQAADBzIHoAAJg5/wPUjwiExis3nwAAAABJRU5ErkJggg==" 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" 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<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
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<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
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<w:LsdException Locked="false" Priority="59" SemiHidden="false"
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<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
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<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα ακολουθεί;</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Δεν μπορώ να απαντήσω</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
1<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">
</span>Η κάθε εικόνα μετακινείται όπως η φορά του ρολογιού. Άρα, αποκλείουμε την
εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
2<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> Το Χ παραμένει στη θέση του σε κάθε
μετακίνηση της όλης εικόνας. Επομένως, αποκλείουμε πάλι την εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
3<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> Το τετράγωνο σχήμα και ο κύκλος εναλλάσσουν
θέσεις (μετακινούνται όταν αλλάζει η εικόνα από τη μία πλευρά της κάθετης γραμμής
στην άλλη). Έτσι, αποκλείουμε την εικόνα Β και </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> και σωστή είναι η απάντηση Α (Εικόνα
Α).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-60057630575511510922015-04-27T05:15:00.001-07:002015-04-27T05:15:09.668-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (24)<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
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" 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<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα ακολουθεί;</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Ε</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
1<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">
</span>Το μαύρο βέλος βλέπει προς τα πάνω στην 1<sup>η</sup> εικόνα και μετά στις
επόμενες 2 εικόνες βλέπει προς τα κάτω, στην 4<sup>η</sup> εικόνα ξανά επάνω
και μετά στις 2 επόμενες εικόνες προς τα κάτω. Επομένως, αποκλείουμε τις εικόνες
που το μαύρο βέλος βλέπει προς τα πάνω δηλαδή τις εικόνες </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> </span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">και
Ε.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
2<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> Το λευκό βέλος στην 1<sup>η</sup> εικόνα
βλέπει προς τα κάτω, στη 2<sup>η</sup> εικόνα προς τα πάνω κ.ο.κ. Οπότε αποκλείουμε
τις εικόνες που το λευκό βέλος βλέπει προς τα κάτω δηλαδή την εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
3<sup>ος</sup>: </span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Οι μαύροι κύκλοι μετακινούνται προς τα
πάνω. Ο δεξιός μαύρος κύκλος ανεβαίνει όταν το λευκό βέλος στην αμέσως προηγούμενη
εικόνα έχει δείξει προς τα επάνω. Επομένως ψάχνουμε την εικόνα που ο δεξιός μαύρος
κύκλος δεν έχει μετακινηθεί περαιτέρω από την 3<sup>η</sup> θέση, συνεπώς
αποκλείουμε τις εικόνες Α και Ε. Ήδη έχουμε καταλήξει στην απάντηση Β. Ο
αριστερός μαύρος κύκλος είναι κάτω στην 1<sup>η</sup> εικόνα μετά ανεβαίνει 2 θέσεις
στις επόμενες 2 εικόνες, ύστερα είναι κάτω στις 2 μεθεπόμενες οπότε θα πρέπει
να είναι 2 θέσεις πάνω στην εικόνα που ψάχνουμε, επομένως, η σωστή απάντηση είναι
η Β (Εικόνα Β).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-25241982987055877312015-04-27T04:17:00.000-07:002015-04-27T04:17:56.453-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (23)<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
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" 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<w:LsdException Locked="false" Priority="0" SemiHidden="false"
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<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
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<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα ακολουθεί;</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Δεν μπορώ να απαντήσω</span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
1<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">
</span>Οι μαύροι κύκλοι μειώνονται κατά 1 σε κάθε εικόνα και μετακινούνται σύμφωνα
με τη φορά των ρολογιών, οπότε αποκλείουμε την εικόνα Β.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
2<sup>ος</sup>: </span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Οι σταυροί εναλλάσσονται από 2 σε 1 σε
κάθε εικόνα και μετακινούνται σύμφωνα με τη φορά των ρολογιών, οπότε αποκλείουμε
την εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
3<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> Ένα τετράγωνο προστίθεται κάθε φορά
στη θέση απέναντι από τους μαύρους κύκλους οπότε αποκλείουμε την εικόνα Α. Σωστή
απάντηση είναι η Δ (Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span><span lang="DE" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: DE;"></span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-32789461020534124752015-04-27T04:07:00.002-07:002015-04-27T04:07:40.402-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (22)<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
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" 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xYjIyM5OTm07SSE/C3EmejphfN4PL/61a80U02Aa/TVV1+F61Up9ejRoziablj7DCdhvcCxsTEkc6Ke1KFDh3Jzc8fGxtTaABJ+iBckZdCA4Pf7+/v7NTP6CL5oJKAuLS3J5Wp5eTnM7LBJQEo7J3q4FhnAeuvWrfz8fMY+waNoGIbH49mb9dPjK/+YgOFqLpdrfn4+Ly/P7XYnivwtxJnopReusbGRMQDQbsCYxE7G0M41eln3FdUX4MWamJjIy8uj1RKLAeYn7fVxD7iUN+D1emFAmJycPH/+PMVC55umaYZIo2eI9DbqW1F6Oyd6wzDQdwnD4P79+zg5Fl2Xy3X37l21tmPM3kF85b9zyHgE3OHMzEwCyd9CnImeg3hmZubMmTMMY9dEqC8O+Oabb3ZyoR0SPYBoS1oMGLowNzenra0Gfu/ePUY3MxUojhOARIOKVEqpjz766LXXXuODQDXjMqZpGmas38T2rGeQRkxMN/Lnq6urmlCEcZWioqLh4eG4r6kbIr7yjwkQHAEHFaYAEsgTQv4W4kz0uq57vd7Jyck33niDXCl1HMQ7qh079HdI9EyXff755zEt7XY7u/aw/M6xY8eg+7/55pssf4YELn1t+8PdB1KFWeittbVVEzXdKisrMWPhb9A0zeVyMXYoFAqheNZWL4pTxYTovV4vowZRykIznYROpzM5OdntdldUVOzZ2NY4yn/nYIpJUlIS4p0w4BNI/gcc8Q+v9Pv9PT09drsdtcMcDkdtbS3DFqngqJ1583eu0YcVPmNXh7DCCZy6HR0dMr4i7poOlxm/3z8/P//aa69xP56Xl3fnzh3coSaShCF2/HB7djOKbodEr5ttfvkWbCYQ8Idvzp49i6jEPYg4yj9WkLkjiDRLIPkfcOwe0cu6pjJf5sGDB7K0wPHjx6EL+/3+1NRU2WPBMNMCZb3DTfo5dx5eKXtUhZW25zTAoEdO+YkTJ1CchLEWcQw7Q+gqE5Q6Ojo0kyuPHz+OMA8kAYRCIW7Poawp0RhAiVbpyGmKLn9KZpNEj6op2LpJ76tM/zly5AheQUpKiq7ro6OjJ0+eTE1Nxfttbm5m32C1Ngs3jmttfOW/pXGumQHE0LSouTOJBP9iYiaK/C3sEtGvf8cejwfWjK6uLkZV5uTk/PznP6cPyuv1orIYh6BSCsZ60MHmh05MEqY00RMDdEOix0b73r17iDzDn9ra2jDcmdwfL8iCEL/5zW9ef/113mRHR4fX62X0J+iVj4lZrUSCsa7rX3/9NU71zJhRCG1LGj0IkZYulrvQzN0SxsOhQ4ceP34Mr2ZfXx8udOjQofz8/Lm5OaUUiqczbj2+wd3xlf/mASMMxzlKunKrynmKO1dmWsDel7+FXSJ6pLP7fD42jkDU7ccff1xWVsaA3JqaGh6PI3Vd59yGf5+Jpjhsk7bLmGj0skKIJspspaSkKHOD0tHRwVKL+fn5Y2NjpPg4xhfTm+fxePr6+pgN8NJLL2H/RIWRFQiYOkALg2EYjJVm4cnooSCQ3uaJnsXOJJHBEMxIPlAMUzF1XZ+cnMzJyWEhxoqKCllai51h4sg18ZX/luBwOFJSUqjBsKa3ZrYX10yDEquP7H35W9glomdpGpnMjUGP6BqHw3H8+HHUOUD8GY7BLp6jMDU1FZNEbVFH2CHRc4gz+pPUg5sEiQeDwVu3bqGSOOZGY2MjnbHx3bpCXLOzsygGCadCc3OzUsrv98PVySoUyqx9yAfXhBKnlHr69Kmu6+CdKHoluWNLNnpZ3UUax6BLKlEukfzY399PWiwrK5uZmWH5oz3S4TqO8t884ArGwMbV09LSMONwGzabDQ9Cw2miyP+AY5eInlVfsAPFgj8+Po5q15qmpaWlNTU1LS0tcazD+MiDualkMwSllK7rm1STY5IwhS0FpgHqOoU9I6olt7W10eKEwltKqdXV1bgHJPj9/t7eXgQOaZqWmZmJLtLKnLfBYBCdFxHb9/TpU3bX+u53v4sPcsZytke6In6yJaIn5UHgIPrDhw/DkqCUCmuyAc1gcHDwxIkTiIZyOByNjY2PHz82RLcjvJrtSi42iJf8tzHUyfUMk9c0LSkpCafFdMYCk0DyP8iIW9SN3++/fv260+lENO5LL73E9Ci5bYdGALOPzWZDlVRa7ZW5hXzm5XYedYOqrQiHoOU0GAziPuUOemxsDAuYy+VKSkp655134h5HDw/2/fv32bfIbrc3NjYiJp1hoDg4GAzCgGAYBngHOrXD4cC+Hs28cCRKQEcCrrV5omeDOk14vKHIMwcNosZiQLHrut7d3Q3Lst1uP3ny5MLCAj2BIKP4OmPjKP/Ng8nGmui5hgKWvLdHjx4p0R+GD7iX5W9hV6NuYHkH383OzqIuq2Za59lVisfIKrUg9KWlJeSjciBustHBzjNjNVG0T5nWA64xDC3A587OTvY2ycvLm5+f/1ZkummAH/v7+zF10YXx7t27YfEtMhUTWyUStCb6OKalpUmxR9mpUHqb1+iDwSBHhVzRlRlnotZqlKS8kZGR4uJi2nm6u7s9Hg+M/nG3m8VX/puHDHLDN8nJyXa7Xe6wlYikUAkifwu7F3XD4Qi3TGdnJ5NLc3NzBwcHORRgrsHA4thieFYgEJDNGZxO52ZMIjvX6CXp0BOoBPvAtAoOmpycRKglHrCyslLFNZQed9XW1kY1uaqqimH+SNc0RKFzQJrRlOAaRrsyhC7SdXGtzRM9XSDYPKGCCgYMBgD+NdZ2oGbJsObmZvzQZrNduXJFiXAXY1slBGKF+Mp/S4DPjNWceBuMH4Mw5fZ078vfwu5p9AyowL/Xrl3DgEhLS7ty5QrW/EAgEF1DZ6UnNjxDGIZcRZS5CaCWjYGI4A3ZY2E9bKImn2aW3MGvbDYbVEhGjEWP30fYKG6vsrIyvi3WgsHgRx99BIXLbrfn5eXdunVrG+fRTHOtZu7ow/Y0sgsgIqYgT2qsYeUbOSS8Xi/scohbhROSVhplhplLCwA+oAAOTj41NcUm8ugGo0zFIr5RH1Hkb5hgEAviyiST4hvDMLYh/w3BnHPNNMezZzKDysDyz4zgTAj5xxB4ETQkciULW/n22iZmt6NulFKGYUxMTDChLiMjY2hoSK2t2R39VFD20SWc7Gy326VBkIFo1P7AueyNGQWIbOM2loNeF4j+vMFgcHx8HAXrk5KSCgsLx8fH4+iM1XW9r68PT+RyuS5duhTaVi8Ln88HOqZ8bGYxImznlcnmPp9P13Us5Ha7XYkGLIboyoKXZbPZ+FJoscEV8ZPV1VVJYQC7LymTjzweT0tLCzpE2u322tpaJVgvjoUVI8mfdCAD7ZU5aB8+fMgWlcrU/bck/yhEz6hNTB9GDNMTxjuPMm4TRf6xQpg05OqF2laG6Hi8pxa2XSJ6qW4gSQp9gtxu99/93d+FjfIoRI9wC0wSxJ8h5pdqSFgwBhuw4eDU1FTZTXA9nE6n7COYmprqcDjS09NxNtwk/GPSQB/pedva2lAKyuFwtLS0xEiW2wFigbBB0TStoqJCmdbVrWJlZUWKCx/goJNglhNZmwFUNO+i9oumaQiq4cpKNn/y5IkSbMINH7RIae6g7v/Tn/5UMzdkIBpcbnu1YmKFKPLnvpOh8fwA4LaXlpaYgLIl+UciemZCQf4QGr7EjXEljrIZTRT5xxb0HZKpaLxSSjFu6iBq9Epo1oFAABWdoD40NDQosZF/poCwinLQUA2EmuNwOLC7p2uXMdeIlqEqFAk2m41Vd2w228rKCn4uL0q6if7I/f39LJwAM30cgdLnDocjMzPz//2//7e9gSjnPNfXtLS0I0eOKBEdCEuu3+9HlIjD4WAULMOrlVLLy8t0rZPlIWcE1UiLHDVWZW4OYNpm+Dle+tTUFDqUud3uxsZGrsdxn3Ubyp/3Bo2EpptgMIhQY2jxaq23H9iM/CMNcia7pqWl0S8CFYecxYiyKBp9Ask/JkA0FMTL54L+gWgRcAUZI753K7F7RC9Lz9+8eRPKyPHjx+/evSsXxugmBXiBGNHI2EpN01wuF0ZqWlra6uoqTLoY9z6fb3V1VbpwI0EWLHO73Vy6MdmWl5e5zASDwSg7j1AohOBilKp3u911dXUxFOZWYRhGS0sL5nNtbe22Zx3KTkCqCHXXhF7JY/BBHqBEO0B81tbFeID4sAWWGXPS4LO0tMSaMHLpxUqAD+3t7TjzhQsXlAjAjSPXRJJ/SHSnYWipblZw4zFMjNqe/NeD3iN8RmIUPU9h9uUohJUo8o8twEJYqsNWQRnyG1+3XBjiEEePoYCt+tWrVymOMIfqhgiziCG5Rpl+J454ZnaEzApZiLqR2a2RANsOmBrU4/f7YTIi79MrG+UZ8W93dzfu5+LFi3Fc4efn58vLy9PT01NSUlBnYicJXHIoI5eS+fosQPTo0aNQKCQN7uRln8+HvFCUytI07fDhw4FAgPojDX2RugSD6SQzMrRcKdXd3Q1zWWlp6eLiIjSD+GZmRpI/lz2abkiy1CdktCWweflHGuS078PLxbAoXh1KK+T/zHGy9+UfK3z++efd3d1vvfXWX/zFX2Df/8ILL2RnZzc0NDx8+FAaivdaiNGu2uiBhYUFpI24XK6rV68q4Zdff3AYMFxAwbT64fiVlZWUlBRWg7LZbNjaU0nUzIgFrgeR5gBvAIRCTzIsocvLy1jPoz8yFJne3l5N09xud3Fx8ezs7LYFuEN0dHQw1ujixYs7mXW0iZGqmEEGJ55m6ubKNKylpqYiy18ptby8fPjwYXbYgF2YzhvwS9g6Cs7iOiGtfKAYGvHx366uLlzX6XRWVFTshR10JPlLl1KYMY1bW31tqYNtyH89ZMW01NRUpRRnE/OhNmPcSxT5xwpNTU1MWwOZwHrmdrv/7M/+7LPPPltZWaEZZ0+tbbtN9IZhXLt2jZbZmpoaGWa3mRgs6nHMwKandGVlhYW8IX1ZmgNFX6NQPIZ+aKNKyHhzhgjffuat4sZ6enrYTQUuuLigs7OT4XT19fX4chtREBSIYbZSgVioJEJP18y0Yc2s+aOU0nWd96CZ1RChvzNRiHMD1IYjMVro7QhLW1PiBXFxpV0CD8sCebGQ5XYQXf64t7DAX2al4ntp/diS/CONc9yMMpteUZJhkRHR7Q+JIv9YoaGh4bvf/e7f/u3f/tu//dvHH3/8+eefLywsVFZWgv2PHj3KvnKRNqPxwu4RPTeh2NlhU19TUyO7c2y7nC9VDxA6I2cwmjGjNLOSFEchGxXhJzFcgbkRbmlpYalC1ubcfXR1dYFEjh8/PjQ0JP0lsQK5hp2SvF4vFzkl6gwjyDVSXgK5DD8J0yup+drtdioH+BNe3+PHjxcXF5F07Xa7L1++jL/G12AaXf54BM1sFQtEl8N6bCh/Kj0sLQnL5DbyQiIhIeQfK3zyySewocmQJMMw/vVf/xWs8i//8i9KpDrvHexeZixHamdnJzg3KytrcHBQiejUsKm7eSCHlsKFImkzawujxCsGus1mS01NRVAm65vb7fbNWGM2D9o6JyYmSktLZbRZXNDT06NpWkpKClO3YtsIghzBFH+b2SOM6xx2VKhNpkXOS9gq0XNHyHt4/PhxXV0dcjsvXrzIoRVHZ2B0+e+c6KPLnzshlqKMIv+tIiHkHytAWzXMhCkGyy8vL0Oqzc3NWD6fGZK3y9htZ6xhGCB6t9v9zjvvYIMT1ppgh4uhpHso9SzIJ7NCNBHvoUxzfKzAMe33+xsbG3EDcSd6TdMQ/BMWsrJzGKL5F40zLLFLiwSqG4LjIuUlbInoDRHlLTtoX79+HZRXU1PDn8fRdBBd/jsn+kjyp/meviuHwwFbzZbyQqJcNyHkH0MwtjJkprzpuu7xeGCsb2pqwgFqj1Vm3j2iD5k1ilH8wG63oxg3o68YcrCNAQGnPxNqWB6EcR3M8+Y3eDG4AajztP7vHIzPUUr19PRgsxxH0w3aoWiaVl1dzbCWb283LVPSYL5kyBNtl1wzcT0AACAASURBVJLpZF7CVjV6qsaw9cNIyF59GGNxtxtEl39MTDcSlD9Ynssthaa2lReyIRJC/rECV8dHjx7JCnTImNE0bWJiQom2qfG9W4ndI3qQr2EYKGcK7UY3G2nSt7nDZTCsCJpuZoFTtWGqPaJrWAM5tm/FMOMlQqFQa2sr5lgcif7atWuYeI2NjWpbxrHoQBwUdrIBs38APTG4NCnG6/VGyUvYKtHL1BX+tru7m7uo6BkPu4Po8t850UeSvxzwyvSaejyereaFREFCyD9WYAgpvSyGYfz6179+4YUXUlJSfvCDH+CvhmHEsZ3chthVoldKGYbBfIqqqiqO3bBskW0AjQ7wWRrcA4EAxtzRo0eZhEmOkDcQW66nP7ajowMLWxxNN4jyhEaJwgOxnXtykUawhywoBAcg6owiLCFKXsKWiJ6+kLDDqExUVVWRhmK+vG0e0eW/c6KPJP/nnntOE4VxeMKt5oVEuW5CyD+GYMIm6jp88MEHsA08//zzjx49QrdUZeYJx/tm/3/sHtFzGiOmOCkpqbq6WokahGptyYhtALrJ8vIys8YDgQAoBsE2rHXDeDVlRh3E1nlC451Sqru7m9v2GF5iS0DTK7fbffXqVU7IGA7ElZUVrJoM6mC5WlaThhlHmSMhUl7CloieQ4WbZfAXdlG0ifNPsXrerSK6/HdO9JHkz7WWb4Hn2WpeyIZIFPnHEFDVdV2fn5/Pz88HmeTl5X322WfMzYRSu6eed7eJXimFZFGn01ldXW0IZ70yd0bbs+iBqbmcstAHYg804ZWV9kqpxcdQo6cRFho9+C6OcfQwHWCx+ZamnM/nA6GwHZImyj6DehABQouZsVFewlZNN8pc0fE9Hq2rq4tx3IZIg4j5U28S0eUfExv9hvLn+GfgfHJyMjN6NpT/NrD35R8ryE0P26Z3dnaSuAzDwJ51Txno1W4SPVZCwzA6OzsRAwANlykGMqkqynk4T4JmF6r1Vc6hyCOwEgMurLgrJ0BYiT7GTnGa0XW2Jcg4IjimkpOT40j0cAhj4uGJwpbYMATNRk5hHnJd158+fUqrFA7G3oVtvyhhmZ5GuoFjMCwLWjf7B1Bu+EBtVKqosnA0VVG5ITAMo6WlhTZi7q7i6BKMLn8MaamIsHQwi63y6ZQIi1SihiLLe8hWl1uVv1qrm2N2RDHpJIr8YwVZlhn5mG+//XZ8b2mT2L169LpZSADhlQ6Ho7a2loKjwmJELYuKMRcSLW+U6CuL/pmBQACeKPatdzqdKysroH7NDDvTzDhLQ7QRkKEIhpl8uO1dLQZ3d3c37iSOdc3a2trcbrfdbs/NzWVv3ihKh27Wj8R/afzFf7ltwuJNHkHdFerv+Jyeno7Kt7CbaWZkd6T+AfR38f3iTvBqDLO3EVV7eYf4+eLi4pkzZ2Ckvnz5siGKRMZGmltHJPnLwRams4dCIa/XGzL7J7OKFlUTZrSyczeLxCmlnj59ahjGVuUf9qJDa/tlrkeiyD+GYGiftgdqWG0eu9p4BBMVMcV2u724uHh4eBi+IMn4Uc4TMsvbsrp/mG4ii1MyyRvly9HdG0URNFHRCaklumiMQIoPrasntUmEzNrIc3NzZWVluG4ciR67KKh78AdG97wFzI5xCMxQpuuJtbY5dTUzho+doaDphOmnkKfD4UApqEj9A7C9g8BxhxvGvOI2ZJY5H8fr9d68eROKMLOR8SrjqFFGkr+0NMqiZh6PhxMBNnRl1kHjVkDX9dXVVSyxkCoEzlemRBHvTcofZV+VUnCby21WdOxx+ccKIdEZ8Xvf+96LL77Y1NRkEf0aMN4W9VqxLW1tbZWGws3s77i7N8z8Y2XGjVGXRLCBdD2FQiFNNMFQ5pLAAjhQcLhdDQQCy8vLO9Ho8asbN26g66HT6WQ6+O4DdaawuXnnnXfUszxFTHpQ5h5LLqgMl8YJk5OTn3/+eRAHlHrGcUO2hw4d4pk10d5off8A3pistSudxmFliqng62YfEl3Xm5qaaPNpampibFUcNcpI8tfNdmlqXeAZzR3SqIgBz9QTaM3IQYWSjjNApF6vd3vyl9PKiBotkyjyjyH4vGEBwXscu2q6wZju7u5GezlN0y5evKhEkNYml32p5YFxVldXjx49iuEFPd3lculmUVxd1KzXNA22Gp/Px9pqXAN0szWKEt7z7b1IbBG4qjkcDrRYiQump6fR1zA5ORkVQ6M7x/BXUACdKN98840yhUNbgaz5jApc5HcSkGba08lZWoT+AcrsLUzWUKanZMPGI0q8LBZK6unpwaUzMzPv3LlDA8W3Jt1nI5L8+YBhjUf4PQ1opEt8YJorJIy63NyDGqYpf6vyxytWSkGdZ6XuKI+WEPKPISyijwaOhmAwODc3d+rUKU2UKQZTb0ZeYWbZx48fK6VkX2M0/8MBMGIaZjAZjklNTeXIw0XtdjvWBuyCZe/NbWc9yBAjsGFGRsbo6Oj2zrZzGIbR3d0NCVRUVLC/ZZTj8YFxwZj5hshBQ7k+WKVSU1O5Q8Ik10SkR1paGhLZWLBbj9A/gLRCtV2tzVJhDicXKmoG+KHH44H67HA4KioqGGjLHtZxQST5G6KFPd3+VNjZn4/PSKcI9HfY/TVNC5h9YmWg8MrKyjbkj3uTFdWjT8yEkH+sYJlunoEwU0BDQwMGa3V1NdRzDqboW0UcTM0Fugn9rhi7sI+z/JAy02WldgM3F6unaqKWN8pY0mQPBXPbT11bW4sA6srKyjjmB3q93vfffx8SOH/+/PT0tHrWBJYRF2wiCmmDymV0DThdFhFKT09nLS00CCRf62bv0/X9A5QIbKACq0SHGbnhk4sBJ9vs7Oz58+cRygk1AkpxbIu4bRWR5C/3skrY02SwI8SCEUsVXjOdIjDXBINBqDVqbajYVuWPa+FIRl5Fea5EkX8MYTljnwFwNITCRMHCwsL5+XkQMZk3+nlCZtVykLLMx2GhK+n7VebAxYA+fPgwWzcoYZ+h7RLOAya/6duNOn/48OEvfvGLt956C5Ozrq5ue+eJFZC+gNFZU1MTPUFMRrZgvQTLkMrxgVyjiZB57pAY54dUZMaN6GYq5vr+AUhk40LO96jMd0E6U0L9V+YCsLKy0tfXxztEKzvdzMLbm/KXdiqACxiNLUopXdcpfBohlVj5ZFI+/VhblT86BPClQ9RRFJQEkn9MYIVXPgPgU47Cnp4esIDdbkdKhcyM5b80hynR4kApFQwGGREMB1ekASpJgZNERSYyzAqb2bREnidM55KqJU35IbOsnS4i6MF6V69ejW/FDyRnasJFxj+FzDp8ynR+yvBKj8eDgA1tu2CnOkDSB3ZazPHBahESHfWUCJ811iX4cA0ImX3vfvKTn3C1hveb5Y9iWLRuG9iS/Lme4eYRaMDWImR5uW3dEJb8LQC7R/Tyv2BADNympiZmDLOlnBLDS5mxX0Gziw3LDvMkkbackYheRTBNYJ+LI1HW+MmTJzh+wxZrcvkJm3Iej6e/v5/8GDa3dxl+v39ubq68vByPlp+fPzo6SqOqYcZOhMwWu4TP54OhRhak3DnRy+BCZW6nWLle0zRd18EL8AeqCCn7Usc3DGNubi47OxsyLywsHB4eZrxQfO0GW5W/IcJgoHnIdsfUOfCrKM2MLPlbAHaP6EOiPuXY2FhxcTGG76lTpwYGBri1VEqFQiGm0Xo8HtrcqVe+8MILGMFHjhyBA8qI4ESKRPT8PszZ6PF4WMoY4z4tLU3aUgNrmybL+SN3HqFQaHp6+uzZs3a7PTk5OScnZ2RkJI62PBZjYIlmFt6BfQAHcE6y2rPMR922Ur+hRrmyskIl0TAT/Wn8SU1NlfVvoxfhYnDI9evXuU5fuXJFXjS+NuKtyp82HDDv4cOHqXQrpR4/fsxnj/5QlvwtALvaeETmtdJk6XA4UK3fMNOUeIyMrlNm5VXyjt1uZ1BapLCwSEQfKXyQu1FNOBvxE6QIysHK26OKpMysFqXUe++9hys6nc633357e33aYojV1VVUzQZlZGZmTk1NyUVRhnzouo4YbVlGQhbJ2iHR0yjEf1F8VBNbB7fbrUyzWKSyuvgt/rq4uJibm6uZ2UCNjY3UNGVFinhhq/KH3GBCZFN7ei+AZzYmteRvAdglosdQQOQiaLGvry8lJQWDvqSkZGZmJig6kIBV2YkCdIMhi1ABzVTMSc2hjRI9IhF9KEJCkCEq8GGCcWbyKkGzTmlIZILQ4okxff/+/bKyMhLlt1QFfktYXl6emppCNLfNZktPT6+srFRm2VXdTHjBfaIVlGbax+BN2R7Lb0g0wWBQVviDzFEnHXspVjnmD/mi1dpGGTygs7OTebknT568fft2yIxc3As5mVuSP4MLKEO1rt4Ani66AmHJ3wKwexq9IeImfT7fvXv3CgoKbGZJ1ZqaGhr7JKWurKxwxKenpyPUndZJZdZEi5S6HYnoI6X4w0JKVZ2XdrvdKBii1vYF5gjmFFVK+f3+9vZ2RJdrmpaRkTE0NKTiSvSkg66uLnC3pml5eXnz8/PrN+CsiILDnE4nM41jRfRKxMyEsUAgEJDXwt0akVvfYQA8ePAgPz9fM/dhDQ0N8lUqEZIbF2xV/gxkOnbsmCb2oEokFfr9fg71SNe15G8B2D2iR3aStP92dXVRZykuLn7w4AEbMhiGAS9oWBkyt9vt8/mYMi79/koYDbkniGK6iVS0y+v1ImYZf0VUDwIJEGuPn0AJkntSKmWzs7NvvvkmZovb7a6rq4t7uxndrBhx7969oqIih9le8eLFi36/n8skpjcswkkmSDrb9seuJxoupQyoRe4becTpdMJekZ6eLt8agVOBfVApD0cmJSXl5ubevn0bh9G3zP1iXLBV+VPUMvBMPjgTkVTU8EdL/haAXS1qxg/gx7Gxsfz8fJfLBa0BXceUmdGqmZUDMPqRvKebUcbrjZv0LIVEedVIRM8LhdaW4WWIPfcH/CHrQGlmypUy6V5G+CCUWDNb/Lz66qu3b99WZnDF7kh7PXhpv99/7do1psmcOnVqcnISz4ulND09PcwiTwfd9lh+Q6IJ86CEUYCu64FAgEYzVKqw2Wz0AVJXwA8Z0ILD0OcApwoLio0Xtip/m82G4Hdq8YaIBVDCeqNHLWVhyd8CsKvO2PVoaWmBNcbhcBQVFU1OTmLskiNYlXt77ZAiEf1WAdZmk2XNdM/Kq0B5QblKNiVA4hxnbBzBKTc5OVlaWqqZu2yEf2hmRoLNLOYcQ2xoOtgQTH/l7or3Q7GzeBF3XdKxf/z4cRjK9hoiyb+mpgZqDRUaGDNDW0lcioQoRO/3+zGquYTjrxzVIbNlFWdiQsv/gCPORL+4uJiVlYV6ZCkpKbW1tV6vNy0tDYo8VUtlFmXd6vljRfSILsBsZLkFZe4AcGOw5PT09DA0KDs7m13h49tAEpuboFn4t62tDU/BGHmUMbCJThdxIXogzESAk5DxccxXX32FI6empkpLS5kCihZO35Yct4tI8ofD3+FwwCqIkkFs3r35UgSREIXo0SLGITo+2mw2tdZDpsTESWj5W4gz0eu63tbWpgkTsAxqtNvtfr+f5Qy3MYBiRfRSCcKIhzaEvzL95OOPP87Pz2dO+ZUrV5aWlrDPjW/gAS0A0NcmJiaysrJk8U4AdM/mi7tP9LpZYoh9rOCixHkQ1CHFPj8/j/0T1OHjx4/fu3fvW5Xk9hBJ/ppomAXlhtbzrRYX2xCR5M/ac8izhVQxQegnk1WeEl3+FuJM9EgsKi0tPXLkCOO6mJvDIY5osG1sXWNL9MosoyarrjObd2Fh4bXXXtNMNe2VV15B7So6bONYAsEwGxJBtVxZWWlvbye5Q7NLTk7eYRjlzoleNv5Va92PsgckhgcqhbHGjqZp7e3tshjO3kEk+SclJR07dsxmdrukb2kb5YI3RCT5Q2jYRsBDhlp1iJ1XZt1/fIA8E1r+FuJM9EqpQCDATgXYQpKOA4HAysqK3++H2ye+Gr0S9XI1s9olOz8EAgH4YHn/lZWVslS3infCiCz2q5R68OBBbm4ulPekpKSysrKhoSG+hXgRPdJw8K4RKatM57xSCgWOqIFqmoaQPlRDy8rKGhkZUfGWcyRsKH/uYk+fPn379m3m7qktNgCJhEjyp9sDw9hhdpqF9YabCRzPoIaElv8BR5yJHqN/cnKysLDQZrM9//zzmpk/9eTJExlREz26IBJiRfS6mZ4eCARktUucEHVCEHjgcrmcTicGvWG2BNoLCSP07Hk8HsSPjoyMHD9+HHqcpmnl5eUjIyPr7Tm7TPTKLDevRFATPoChENrhMIGovtzc3KmpKWbk7YI8t4oN5V9YWEi7xxtvvDE/Px8KhXbS0i8MUYiektTMOqMpKSmyML3X65VNrxJd/gcccSZ62kMGBwcLCwtJDdnZ2QsLC0qpP/3pT8qM6NqGRhNDoscHDH3YkZA3y0hzzWxdkpubOzQ0xMaeam3x2LgA640MqMC9IdRPM221x48fn5iYiC3Lb4nolZm3CaXy0aNHsjIo2Ye9TTRNg9P+0qVLYbkUewqR5H/16lXcP4ZQXl4eutNEygvZ6nUjyV/TtEOHDsHh5HQ64ZvRNI0xlErMTVZvTVz5W4gz0UvuQ9NwpuQVFhZOTExsO7AMiBXRA8jh2jDKXjMjWDRNY684HhN3HYcWAP4LyU9OTqI+Cbn+xIkTs7Oz8SJ6XVT/Z34DQ1bgHpycnCwvL9dEN6tTp04NDg5uz7ixO4gk/5mZmezsbJm4UFxcPDY2piLkhWz1ulHkr5k2Om7g0tLSlHBHYQCzmmZCy99C/J2xytTXxsbGGF8Mus/NzYWCw16XyuQCasrRt4pbJfqwfYN0DHDEIzIEZ0aqCGyUiFf5y7/8ywSKI8a8PX36tGb6GzRNO3PmzOjoKP4L3ziD51hxCEcyIjNWRK/WFnJRQhVAxubCwgLMHbyu0+kcGhoyRNWjuC+rm0ck+YPrlZlSEDbIscElHW+vBMLS0hLfI6YGT64OjPwPDuLvjOVIXV1dHRgYeOuttzTTK+tyuVDVmrtIJXKpOZ6ixNdvT6OHPZRjHVo5v9HNogujo6NnzpwB37EvNqdoQgAVfoaGhlCCjfFz+fn59+/fp1Xq+eefp1mWvMDNfmw1enxgzhRSEGD0mJqagsCJwsLCn/3sZz6fT2q7CaRXRpL/uXPnBgYGZN0xZZaLCYlSfc+sFxZJ/mH1yML6vqoDI/+Dg/gTPQMt8N87d+6UlpZSu9E07bXXXpuenoaNUnY8WF5efmbPmq0SvWxhzFAH1qw3zP4ngUBgdnb2Rz/6EUPT7Hb7yy+/fOvWrQRVZ4aHh4uKimTZsuzs7Lm5OW1dLQS679in4pnO280TPYiMvMMNn1JqZmYGmi/7YmdmZv77v/87j+QoSsSoj/Xyf+211+DPV+sawmAEQs0PiQJ/6xFJ/nwFsMbQNHRg5b/vEX+ip4IM1n769OnU1BSCcJilWVZWBr3eMJvdkO6jj6qd2OjDbOtPnjxh+e+ZmRmULSPl5eTkDA4O6mYR5i1LIU4wzPqdhmEMDAwUFBRompaamorCPvn5+devX5+amsJW3WazJScnyxBYt9stl+SdEz3+hFbgtNctLi5eu3YNvvqkpCR4vIuKiu7evauUCgaDqBmHYPPtOS3jhUjyR2ZDTk5Oa2sr94h+v5+ZJZsMbokkf24L6EFlSXB1kOR/cBD/qBvpfOMQGRoagr0eOajJycnFxcWdnZ3j4+MMc1SmDhJlYG2D6JGLyHPKXHCl1OLiYk9PT3l5OUv02Gy2l19+GYNeTsWEgFyTdF0fGRl54403uIAxFGR6epqR11TkN0PxWyV6lH6jRun1esfGxs6fP4+Fh+XVCgsLqUsCNDXEvcHLlhBF/pR2QUHB1NSU9JFyi6lEKcoNEUX+0KvA+LTLHzT5HxzEmehldgy+4SAbHBwMMwjabLbCwsKxsTGZSKI2oSGqbWn0sBRhFiGecnZ29tSpU9xf05w9Njbm9Xpx54nVAZliZ2vQoaGhwsJC5NEgJ8DhcJw+fbqpqWlyclITzdOZRvtMxt9qrRss/x9//HFnZ+fp06dlkQBN00pKStCMVNd17rHYRPvbkdO3hUjyDwvbLSws7OrqmpycDKNRQ7QQ2RCR5I9rQaHBfx8+fCgPOCDyPziIv+kGkPVXsQEMBAIjIyMI/kO8B5j63LlzXV1d8/PzKysr4NYYOmNplJQVFwKBwIMHD3p6esrKylC71Wb2CMzLy/vZz34GtUjXddJ9AgHJO0oUz5qcnLx06RLcgyx9c/To0fz8/P7+/snJSeSFyQT6WBG9YRhff/311NRUX19faWkpovfAek6nMz8//5133vn5z3+O1ZQWYYZ+QyFNLGfghvKvqqqC9ZJVlVJTU7Oysrq7u0dHRxHmi+D66A8bnehxUVSiV6Y56KDJ/4Ag/kQvPf4cgiTcwcHBpqYm2C7R5gkjr7i4uLe3d3p6OrqpZHsaPSPlfT7fzMxMX18f9hbU5e12e2ZmZmVlJezy2GGwIVwCDXTpbTMMg12BDMMYHR2FVxwLG4uJvv76601NTePj45rpnmU5z50T/czMzD/90z8VFxdD1Gz5omna97//fWTY044s46BodKZqnBCIJH+l1OTkZE5OjlSlIfCcnJxr16599NFH0KYN0ZthPaIQPRoB4RtaTQ+a/A8O4k/0kcD+BoFAYGhoCLZLpvAB+fn5PT09k5OTyjQOMiKNk8cwDEwJ2pepQNHQL4cmzTXT09NNTU20mWLEI5kwMzMTRvl9DI/HMz4+3traevLkSfgG5VIHP+3g4CDTxOA5l7XjEYwEsmBHl7D6LbiW3+9/8OBBa2vrG2+8QSFrZuGgrKys+vr64eFhvEdEhsRRMruDDeVPr3hxcXFPT8/U1JTcDUDRlqqGJX8LwB4leqaVYkgtLS0NDw+3trbCkgNCSUlJQSG93Nzc7u5u5hPqZq8o1KVhfAKrBytRWFjq4Pivrutzc3OdnZ1lZWWo42E3oWnaK6+8UldXNzExsbq6uo+HO+IoQqHQ0tLS5ORkRUXFiRMnwDXf+c53yPhlZWXt7e2dnZ0fffSRJvKnDh8+rIn6bqigAlMD+IVV3oaHh/v6+np7e1977TUqj2lpaThPVlZWdXX1+Pg4S+ZKqjqA8mcGAz4UFBRcv369o6NjZmaGqrSs+WrJ3wKwd4k+rJCZrusej2dwcLC1tbWoqIhatmbGh2RmZtbV1XV2do6OjnJQKlO7X11dpZGB6wftLTgYYWR9fX2nT5+mTqppGmiruLi4vr5+dHSUJQb3/UB/+vQpvSBTU1O1tbWnTp2CGEHijKb/wQ9+cPPmzaampra2tubm5sHBQXyfkpLCitMQ1/T0dFtbW2dn57Vr13p7e0+fPk39Ef034OZ96aWXWlpa/vu//3vzWdD7D+vlX1hYCJcJxqRmFt4oKytrbW29ceNGb29vX1/f4uIizI+W/C0Ae5TolQjYCksJ8Xq9d+/ebWhogLcKkd10D7rd7ry8vKampu7u7mvXrjU3N1PTx7bX5XJRH3nw4EF3d3dDQ0NfX19HR8epU6dwKtocMPpffPHFioqKycnJJ0+eMOpfJijuP0CDw1rLkOpgMDgxMVFTU5OXl8dVEFUPuenBHqisrKylpaWrq8tmNidqb2/v6+trbW09f/68dGhzQYVrV9O0jIyM2tpa1HFk+KzMCJUpbPsVkeR/9+7d5ubmjIwMSBWecHblpuqTl5fX2dnZ19dnyd8CsEeJnsyOrSI+r6ysML8jGAyOj49fuXIlKysL20waClhoF18WFBS0tLT09/fbTHR3d/f29jY3N58+fZptYBFKiHGPviKapmVmZra2to6MjJDfYdnf98HCumiYrszXwfi50dHR2trayspKBAI6zBbS3GCxzD2NDFg1+Zpo6wdJwRB86dKlgYGBzz77jCUo6D4xBOIoll1DJPnjv/Pz83V1dZcuXTp//jzEC3UHbwFDmv1gLflbUHuW6GUalKxJIIt7IKhrdna2qqqqsrKyuLiY+gv1TQ5okhGGvs3sWC9NyeiyBIXo4sWLzc3Nw8PDS0tLYaV1ZOzzbspkl0HrmfRsK6XY/Egp9emnn1ZVVVVVVdXU1FRWVqKoIcDqu+gaJukG5JKRkXH58uXLly83NDTcvn37s88+wzkNs2IlXjTWVKawybewjR7CCYQN5Q8lA84kpdSDBw8aGxsbGxvxCjAFWHaJG1NL/hb2KNErpdAtlgZ02e9GNwuosu6SrutjY2P19fVVVVW1tbXV1dWnTp1iHAjoG9o6drvIA8KXDoejuLi4qqrq8uXLVVVV77777sDAgC7KwyqlAoGAx+ORwWTxEcouIqxSFSxpMiETMR4M8jMM486dO5cuXbp27drFixdBPZcvX7506RIWg/r6+srKysrKytra2snJyU8++USZ9eOUUkyd51VAcDAayETl7TWVTDhsKH/5X3xYXV3l7Jidnb1w4cKFCxeuXr1aW1tbV1dnyd8CsEeJnrYRqUHQPcuRLQt0UM0BO09MTFRUVNTX11+6dKm6urqurq6mpqaxsbGioqKqqqqioqK6urqqqqq5ufny5ct3794NCySQ+wlpqJFV1fbxNpab9GAwKLuAQiyoWKtMcYU1SvR4PGH90NmaLmT2+5ah34ZhsHiRBHVGnp+XUGujA/cfIslfmaOdvMzGLGEFKWUQpCV/C3uU6C1YsGDBQqxgEb0FCxYs7HNYRG/BggUL+xwW0VuwYMHCPodF9BYsWLCwz2ERvQULFizsc1hEb8GCBQv7HBbRW7BgwcI+R6ISPfI1wlr9KdH4mKVCmO7k8XiQ7sTSlcx0RYY3EkOQS4LOsWptChUvuu8zY5lcA6xPlsEHyh9AluzS0hITqZjdo0RemzLL5uCVrayshOWpMdMqLBXrAELmJXFII8VJ8sNCaAAAIABJREFUmWOVOX3ySyV6kiCdCjKXGeasYSBLS+ESLHrMZoH7cvwzKw3/BXXIVkhKDD88Nbt6IctMypN8Iuvm4q9kIZmJuZsJaAlG9Ky1xPLCSuRqg3eYIsth7fF4ZMEcJrVyPeBf+VsMaJkRitRcWWpq3wz3SGBxK/6X7evwJf9lvXJZcJTl/vFzVsWSS7IyX59cm+VkMBKqY1esENYMh+DCKXkBObEUGtNZWSlEqizsE8s54vV6cTm8F1A81xJlLuf7ePxjPFPzUOYaGTb91dq+RhzwHOTUbCBV/DYssVmtHd6obLELOcYJRvQEF0/DbGAmv1dmpUklNBGl1KNHj5S5WoQVTpBFF9D6Uok1nNc1BPaxpinXUTwsK/9wP6TWygcDGr/66quvlDk92PtleXmZy4CsTMdRHnZ+rha7+eB7CoZZX4xlsbH7hKB8Pp9sjQAinp+f7+np6erqamtru3nzpiZat7vd7qampn/8x39sbGzs6upqaGiYmZlRQrXk1lbeQFiR8H02/terEbJsohIdcUnisiu63+9HixhZ5pOl/6WK4/P52CfS7/dvOL++1Zq4CUb0WANZZUmWW6IZQdf1hYWFrq6u69evd3V1NTU1sWIlChGju0hbW1tDQ0N3d/fMzMz6HRzPiVcodwDqwNQ1A6TyyDnAGrYYnZgMCwsLHR0dfX19P/3pTxsaGlg61Ol0pqSk9PX19fX19fT0tLW1ob07LyGHOHqZrt/zHigYEbp8hJWvUUr9z//8T0tLC7qItLe3FxcXo+8Cy4iiYiu+REW/I0eOoMzfyZMn29ra2tvbMSPQElaZjE9FXomutvtv/MtKheR9jDrohbrZwrerq6ujo+P69eu9vb0sxP3cc89pmoaGFu+9915/f397e/v4+LhhGE+fPpXSW69Qhr3ib1WvTzyi5wfJy5999tmNGzdaWlp6e3vb2trOnj0LfsEoh1KDqq0oko7POKagoKC5ubm3t7ezs7O1tXViYgKnxaoL7QkqFe0YhrDN7VfASyH36dIjgi+/+OKL999/v7q6ure3t7+/v7S0FGVBbTYb5MwC6FhoKXNN00pKStrb27u6ulpaWjo7O6empsLmAxh/38t5Q0hlWTeLBkOpxNbqD3/4w/j4eF9f3xtvvMEFlR0XsLKyZDeVes1ssgbSxzGHDh3CayouLm5ra2tpaZmZmZH2NDjA9uX4j7Iv+fTTT7H+3bhxo7u7+8yZMxAsmrSwKxH+ZSlc6JSFhYU9PT3d3d1tbW09PT3j4+M0IVAZlYqpz+fbsK5cDJFgRK+U8vl83Ez96U9/Ghoaun79+muvvSbHMUY2PgOyUjGnRJIJFjS22WwFBQXt7e03b96cmprCFaWRmhy3Pwb6ZiAHpVIqFAp98cUXo6OjTU1NZWVlLpeL/cEx3ClhfgmxJycnszkJQOGnpKQUFxe3tLTcuHFjYmKCpY/j+tzxB2hdMlEgEPjd7353/fp1lv6nzDGA2VwhLy+vqqoKW1j2+0bJ4vLycrwR+S5Ysttms+Xn5/f29n700Udh26l9Of4DgcDjx4/ZsvHzzz+fm5u7evXqX/3VX0GYkBUoha0sNE1DTy4wvs1mS09Ph/Rklwv0AygpKeno6Oju7p6ammK1c7lt3YVSuAlG9PSUfvHFF9ioHjt2jJzudDpB6JpoYN/Q0EA2OXz4sM1mQ9Xi/Px82X2NLXjYZyozM7O3t3dubs7r9T5+/Bg3wIV3f5fk5liUxccDgcCXX37Z19dXVFR05MgRjnhIG2wCpSYnJ6empsbpdKL9iKZpL7zwwttvv11ZWVlUVIQGkLTqhCmb+fn56Hr69ddfs6FYPGURD8BuLtXAP/7xj7/85S+7u7vPnTuHbmiUGxrD5uTkoOh8VVVVdXX17du3lVKa2V2W3Y+TkpKGh4crKipqa2tRtbuoqCg5OTklJQWqD5dtqKUTExMej2e/jn/YzfFEv//97997772ysjLsbyhhjG2o85qm5ebmXrlyhSLFkXV1ddXV1cePH6eVWDZB0sz+a2fPnv3JT34yNja2YTXpb3XtTDCiNwzj448/hnEGMqWSzr45tbW1tbW1GPSDg4OGYdjtdnQHxE+wWoyMjNTU1NTU1LS0tFy4cKGkpESqojR0njx5sr+/f3FxEWOd43t/DPTooH3M5/PNzMz09fVBSlggob+AsjMyMurq6urr6y9cuFBfXz8wMBAKhUjlkKRSyjCMiYmJ6urqS5cutbS0XL58ubCwkBNG/pubm9vT03P//n1ZOf2gAUqfx+N58OBBV1fX2bNnpQ6Ozzk5ORUVFRUVFUNDQ0pEJTAsEsOeCinVUmrxIyMjtbW177zzDjq/g7nw1pKSkvLy8m7cuLGPx7+u61NTUz09PUVFRQ6HA9qGtMlkZWXV19dfvXoV/S1u3bqllIKOTzsYyHpiYgItHhsaGi5evIjJcvToUehAFHhJSUlXV9fk5CRbCOyCwyPORM/IMBlphz9JOyDM5bOzs11dXbTSUCvUNC0vLw9KyuDgoFIKzY9kp02O7zBLGVsxjI6ONjQ0VFRUnD59WlvX+DQ3N7e/v392dpZWe0KeUCXalpZx63wKAP/Fky4sLDQ1NdFWAL0GYkFP3cuXL09NTSH8gFt7/BY/cTgccihLn97Y2FhDQ8OlS5dwfnY0BRPBjAYbGs6MmAcZmJ/Q8d2R5I95EQwGHzx40NbWVlpays0TySU/P7+ysvL27dvRd/3aOkA9oteE+1r0aMvMzOSRpKeCgoLe3t7x8XE2n8LJZfDV3gm7ZFCQNHzJSCGGcty/f7+7u7usrIwrH/wW2NBUV1dfvnx5dHSUIZKSnfgTfCMjOJRSjx8/XlxcrKioaG1tzc7OxtqpCetxXl5eY2Pj7OysIRJ6KE8MiRiGNsVfo4ejKYwuGfKFPz148KC1tfXNN98M02hcLldhYWFlZeWHH36oxLSRPsMoRI+wJ+omCAYfGhqqr6/PysrCHIDeCpNORkbGzZs3FxcXdTO7yjCjj2XIYGKBOTUyHBjW2ImJib6+vsLCwrS0tOTkZBnOceLEicrKylu3bqGVHbf28KAqc8GLRPRKJPvg0hMTE1euXCkuLubLhcaERo+dnZ1wkvPlhsyOY4ke372h/JVSq6urc3NzhYWFmqalpaWBIGhURM962QEqEjYkes10kOAbGOJg5Jmbm6uoqEDbdyikmqnhFhcXT09Pc9Pw8OFD3ezpRkUt7o1kpe1bfskpDy1wamqqv78fURuauT3FI+fn51+4cGF4eBgEIrPJohA91UrqOo8fPzYMw+v13r17t7q6+uTJk3yJ+O2hQ4cKCgra2trGx8cR0i3vk0M9JsQSf6KngowAYUYX4Etd1+/fv//6669zMwXhHjt27Hvf+96lS5fu3r2LpAPaNMM8SBsSvQylDwN+Pj09XVlZeeLECbwVOtltNltWVtYvfvGL9ZY1Mk4CEQ2ynyBwTABlroILCwtnz56F/sihCaPKxYsXoebgeLmdD9vaRyJ6qlrodq3M1zQwMNDZ2Zmfn09WogZUUFCwsLDAM4QRiiGQQPHdkeT/5ZdftrW1nT9/Xg6/pKQkmBFGRkZWVlZkBmyUS2xI9BjJOCfmFJR37qjGxsbq6uqysrL4FmgpunHjxr1791ZXVzfcpe2OISISOAbWfwOFEkL71a9+VVBQwGANWuSzs7MrKir+4z/+Q61NdHr69Cn5l6eVRC/ND0ydVYIcfD7f2NhYRUWFvC7Z7Ny5c8hpAGTsQ6xMZHEmemm0CSNov9//v//7v//8z/984sQJ6b5zOBzZ2dmVlZUIVlWmOTIsGo+NMTckerV2J4HlQdqRIOjZ2dmrV6/m5ubCQwtDv6Zp5eXljY2NDMTk/kOttT4lBBhUw7j4zz//vL29vaysDA8Lyaempubm5v74xz+en58nNa+srJCqqNYpkd8QieiViFzGl8z2XF1dRUhPfn6+0+lEbAO5vrm5GcF/SmhY0haUQKsssKH8z58/Dx6x2+2Qf1ZWVmVl5Z07d2Qi5crKCgPqI2FDogezg2jS09NB/SkpKTIszeVy3bt3r7a2trS0VNO0tLQ0Utv58+dHR0eVyCdSSi0vL8u9WlwgiZirPufm6urqp59+2traWlBQwPBTrHAZGRmVlZV3797F2MZACoVCsiu1pP71Gj3JhHGo0Ht8Ph8z8w3DWFxc/Id/+IeSkhK8VvpOSktLm5ubJycnocFgo6xiZwqOv0av1to9uB7+/ve/h60mNTUVRoPk5OQTJ05cvXoVvj5d15nCSgNuWC6+ikz0gBwH8kueJBQKTU1NXbp0KSMjAy8GI97tdmMnC9s0CumoRCvMQisBaNrj8XzzzTdnz56lzQpD+eWXX66qqmJCjcfjCSsEpMSD+/1+vs1IRC/Fq8yddUi0Gvf5fMPDwzQZ086QkpJSXl4+PDyszA1EQsd3R5I/hEYTeXZ29tTUlNwthTWsj3KJSERP5Wk9v1PTxJ8GBgbOnDmD/3I3kJ2dPTY2xtlnRMjw2mVIi7y8H4joD3/4w+uvvw7VITU1FU994sSJ+vr64eFhpmE/evRIDm/UYpIOPxXBRk82p/6h1pZP4KII7T4rK4snwQgvLy9HuBSuu39MN7S3KrP0Er755JNPzp07J4emzWY7ceLEnTt3pOYOo41aq0QEg8Hl5WVpRlfriD4sqxv6lNfrpV0MPzdEfYW5ubmCggK+FYySsrKyO3fu8FmYSbsrwosBED2pm0VRnjx5kpubS7HTIowpHRIlPpQpt0AgIJVKabkKBAKRiJ7rsVqb3iyNb3h9Y2NjiAahhqtpWlFREcWuEjm+O5L8uX89efLklStXEOmhRJ0ypZTP58NeNroGvSHRwx4NFQpfMsJSE6YMzdxSjI6OvvvuuwgjwZ/cbndpaeno6GjILKGDy9FJExdIL7G8jVAo9OWXX54+fRprGJ8uKyvrzp07dC1INpeDEBvNKDb69ZtLACqR/Cs3o7quz8/PZ2dny9UXMTl3797Fz2MYXhxnosczQJp8nv/6r/86f/48XsmhQ4ccDserr75aWVk5MjIiBzr5hfMfm9CwGk+RNHp9XUUhLsjyxdDNqJSCjllYWCgzKd56662BgQEMlLD0lkQBlI6HDx/m5OTQHAyWaWxshBdEieJx+toUKmXq5vIbkG8koqfyHjShxLKNN0sX6/j4eE1NTUlJCVnJ7XaXl5dPTEzsj/ju9fLH0Dp16tTIyIgMLgizWQHRrVUbEn1ycjKYRea7aabJHnJ2uVzS/e5wOMbGxoqLi6W37Ny5cwMDA2RDY52HbJchiRgfdF1fXV397LPPaC1BHHZmZmZTU9PAwACHDUbO7373O7W2XAGivGQxA7WO6PkKOGjXTwe8Rzk+dV2/d+9eU1MTVnfuq0pLS6nR7pOoGwhOBg988sknb775pmb6f2w22/Hjx0HxUn/niKd+jfeHkOGw1VhFIHq5s5P7YvyQNkeSCIR+7949WO0RaIwXgyQIGul2TYA7BN0Yv/3tbxFXyuTV/Pz84eFhOkuZrSpFQeuZ5B3M9uhRN9yQ4Rv5puCTZK0VZb6pDz/8sLS0lM5hTdMKCgoSPb47ivxzcnLg8wxbwGT+mlJKKiIbYkOix4WY1Qkll/8NC7fnquB2u4eGhvLz81FZBG/h9OnTw8PDG06reEHy4+rq6ldffQW3NkZOUlJSfn7+7du3OcAYOOf1eg8dOoSHdTgcTqcTo5GaTRTTjVobFsmFYX0taAAOXqibU1NTSCTUTFd5SUnJ2NgYT7tzmcTfRs810DCMP/7xj/QBwkCZmZkJgywkSDs4FEYoI8y4AQuAfJ+p0W8JMlI4FApNTEwgEJCqfU5ODqLs+V7lUhzmso8LwoqFKeGw+uKLL8LC5LOysiB25nRs7+Y10w5ABQdKIsJVGU+imXVCIp0HV5+ens7NzQXvpKen2+32goKC8fFxJV5Q3MP7IkHqelznmG3A6Bc8XUZGBlZZJRyetPBuCZGIfqvgyxofH8/NzZVTLz8/f3JyMkxdjQvCjNo+n++bb75BoTeM7aSkpIyMjIGBASUMNbSQQPjSbu5wOGRThOhEv1WAxHD+gYGBgoICVKGAYOECxEpDTYh7aybEbRLxN91Qa2ZOmsPhgBEmJydnaGhodXWV1hgCGh9YAyExeJfMwg+aJaFjQvRKGC6UUj6fb3BwEMYEph3m5ubeu3dPrauibojY2BiIbFuQe5cwQxlVSDCyzWbLzMy8fft2IBCQeWcyqGbzQGyD0+nkJsnhcLCsAv4lNSclJUW5f/Dj8PAwc5gxWs6cOYN5q4TNZ6v3+W1j/atHJIZhGENDQ0eOHNGE4bi4uBh5f0okoNGAs1XEiugRy4+JNjk5WVhYiPo5qampNpvt1KlTc3Nz8BLHXaNXSmH0YvjhX4fDcfjw4T//8z/naFFCdVtZWWEItcPhQNaIZhZGfPz48XoH1U6I3hBNYHRdf/LkiVJqbm6uqKhI07TDhw9j/5GXl/frX/+aFiS11vawJTnHn+iVUoFAYG5uzmazwSEOERcVFX3wwQcMzJAuPj6hnPCcKrDEKVFbVcVIoweYYzU+Pp6VlYUgHJbWmZycxMFcw/YC73BA82bwCNPT05q5bYfb7ZVXXoGfM0z93J6yrJlprlxd5KvhzYCgbTbbMx9hZWVlamrqhz/8IccJQtNmZ2ep4yAOak8BG3+kifBBlFKhUKijo4OZ99i237p1i/5quPJoW9jGpWNC9IzDcbvdmGVTU1NZWVm8bbxopVQgEIjjpgrR/RDUgwcPcM+0fWdkZKA49urqKnVk2ljAGzYzbcputzO0FycPrc3b37lGj9WIp33y5Mno6CgiPuiNR3STEtsUxIxs1R2yJ6JufD5fb28v5AvtJjk5eXBwUDeT3ZVSXq+XPAWqDYVCqampLI7ocrmgnOIFhEVE7ZDoeV1+g8Su8fHxjIwMOtBQ8RUHcP2X/8YLkrJ5Y36/v7+/nyoPlDUkBywtLTHyT5nuim08AlmAp3K73V999RXP5vF4uAakpaVFOg82uTTc3bp1Kz8/32YWWAc/Gobh8Xj2Zv166U2lGD0ez/3791FFC2Ne1jlg4C/zM7dtPds50csKjuD95OTk+fl5+HWZTgUzWhxBp45Sqq2tLSUlhY5ll8v1wQcfPH36VJlaC+08WBvwmFT/aUKheeCZNvrNw1jbwE6Jfe34+DjNwk6nE+kOYcoiPQGbv2L8nbEej2d2dvaNN97QzNhh2ittNhtd3hjuT5484eN5vV4OQa695H15CRUL041aq9WS9EdGRpKSkuAKBqampmSnTYyP+IZdykujdVwgEJicnGRiTthkNkQuPlWebSTCoHg3TogNcmpqKs7JLBLa4hwOR6TzgB8x2TAS7t+/j9uGsdjlciEojSbXPQXGZWN+QrDj4+PwSHH0Yq1l5uQ333wTMmsxqbhq9FhKZSopa6+DSZOTk91ud15eHsoIxlR4WwMU3vv378O5TcrGUGGkBmCIEiY4hmkENpsNehung4wc3TnRK9Mcx6yIpaUlJu4wwAw3MD4+DhqU5Ta3hPg7Y2dmZn74wx/C1M4OIbKUPA6jKsR8cSbZS6pC8ipy2KJH3WwJsDxypiHUAY3EuDGEmz41NTUvL29hYUGyWNzZh0/N7L6PPvoI5eGwV6UxnVsi3LPfxE5Yxul0ymKK/Ay7P7IHQ6FQSkrKJp9ldXVVExsRXKWoqEiGf+xx+P3+69evyyZcXV1dzM/A+H/uuee8Xi9LI8SR6JlAh3o4oCHkHOGGSaa1tbUxldPWAJZYXFyUZeBsNhstTviXHk7DjGiC1sj4InI9/BC62WQxVkRP9yEd7GGFuTRhvUlKSiopKUGNBKhoNA5v/opxJvqVlZWf/OQnkClGz4ULF/Ayjh49iurYdrsdUvb5fDC/Pnz4ED/Hl6Cn559/HnIBI8tENRUj0400lX799ddKKYT5kxxZv7euru6Pf/yjEtFmcbfUg1Ixnp4+fdra2qqJzXhlZSVmLMs8uFwuw8z8hiqxjUdIS0vDnFFK6boOlxfOFlYVTikVRaNXSnm9XoYoJCUl4c7hWkAfArfbXVFRsWdjW3WzURSed3Z2FionDFCvvPLKBx98oJQKhUIYS+xrAZVl24lgMSF6qReDgDhONE1jaKDT6SwuLkbB5LgAb7+zs5P+G7fb/e6779pEeR/68JSITQC0tX4+nAFTBmtDDG30LFBKIzM2rFxvZNcqTdMaGhpgd9peCFycif4Xv/hFQUEB+8+dOHFiYmICkuVqBtKhwV3mW0M/hci4sSK/x5Do+TLI9bJVG24S0SAgoJMnTz548CBo9nRWe4Doyad+v39+fv61117jzefl5d25c4eCYnAFBjF+uD3bt2ZWgqPY4XE1RFKJrJcQ6TxcaKWaBiBQAd+cPXsWUaF7DXI7iKfu7Owk+2RlZaF0DJcBjCJa7dUOioXFhOgBBv9JtVcpNT4+npeXRzdmQ0NDzAS3ddy7d+/111/nkxYXFyMrCnnasuoDralM9wN920XDS7U2Yi2GRE8moYZOkXKZYfi/zWYrKSmZmJigrrZHbfTMO6CNFatTT08P6SYjI2N8fJyGjlAohA0s91M4FcOKWegmuu14S0QvzSywMMhlg5TE4c59q1Lq7t27bNKmaVp1dbVaO8Pj6Cdkagb+29HRQYEcP34cYTYYxxQ7zAgIpcByFeaRhks8uvefvMxJommasTb3mFE9drsdgx6GSOl9lelXcNfD3KTr+ujo6MmTJxHkp2lac3Mz7pC5SMzCja9Vh3GHhmH8/ve/BxmBTaqrq2m+xwewEoIX8UGtq9uxSZfJVome1mEMb0BWuwRRkgfx9js7O5nOUlhYGJY/GPNtFs+sRDQzvuzu7sb9u1yurKwsbi8wBZj3i3nKaDQIH88SZTxvg+h1s9ZN2GA2RMCPYRhMQsYmFTEdQ0ND2PbhmzCz2JZ0x93T6JF4Jm/u008/LS0ttZsNuysrK2XtDsMwVlZWQDpYgZ1OJ6MtcZ7NRFlsg+iV8ECqteWKfD6fnBVYhHhAU1OTZsYkIC4KY0h22Y4LZIjqb37zm9dff91mpuF1dHR4vV5pKwwGg2z9Qc82hiNmy9dffy2dhFEAOmZ4JXPcsB+SpXF5IcwExhQy+CTs+EOHDj1+/Bhb776+PryOQ4cO5efnz83NKTOeR0Yrf1vC3QR0USZPKfX+++/bbDaM7b/8y79E4rdaS9+GYcjMEjw4/Blhm6HouTNbInq+dFhmjhw5wkZ6nEGIO8BiDHOcruuoBMWqCVevXlVrq9dRLYshuChiw20Yxv/93/+Vl5czcffq1asy1hPHo3wYMnWSkpIwqr1eL+42+pDeKtFLYy/fLOmC+1QKn6ZUPldbWxsX3by8PJRuZePZzWP3iJ52DKjMPp/v5s2b8MG6XK4XX3wR3gYWjeEmAKSAAkwYRtgWIND4mQ+8VaJHsLMShW5wObhrbDbbsWPHoBc4nU60b8dvl5aWZmdnUb8BXNbc3Myco1BcO5PQm+rxePr6+pjs/tJLLw0PD+uicQcrEGC50oR5CksvTsgVdzMVtex2eygUgn+F9K1EFRHDMBDByWJnciGBjkNbGdRbrve6rk9OTubk5DDwqaKiQoqaky2OXM8Q0tXVVRT618x6YbW1tX6/n/dGizBmiiZi/hAsKJVQXVQJjoQtET0t1GR2FtG0iTRmOYmgsPv9/paWFs1csHNyclBF3Ov1IhtIxbQ6xXonnFLK6/Veu3bNZlZryMjIGBwcZPnrlZUVrDfBYFCW90FxN4hR1pjbEFsleozS5eVlFmWhBkn15dixY1KpCrOULiwsoD0DCKempoZjey86Y0nHlNQvf/nLnJwczdyqVFRUMKkkbK9nGAZNxgxL4H5cPeuBt0T0lDLju2nJ0dY2L9Q0TappeG2PHz9ubW1le3Ek6MtC1duVXwygmxX2UQwS6eDNzc3KLKDKxYCDUhOFJbS1BgRU6gDvR+Eakq9au2k1zEB+JSKIyQiyuo5NtCAH4yhRrpITpr+/n8tSWVnZzMwM9gRhzpU4gvOzv7/fZpYIfvnll5EOI+2/HP/gBclKiOx6+vSpdN9FH9JbInoEvFHg0OsxAMDyqampoVCIxjG8Bdztf/7nf2ZlZeG3LpersrISN4AZHXMth3sgBm5hbDPpsrW1FUdienLsYcDY7Xam3WDFJZlEkec2TDfcUEJJ520r8WroFVBKUdEMhUKYZY2NjZwFWVlZ6HC3R230ADUXv9/f09PDmKeXXnoJfUFx64w9+uqrr5TZnwxxTkwtsdvtm8x33xLRcw+oTG1xZWXFbjZ/wM5UM9VbZb4/Qzh+JyYmcnJysPNISUmpr6+HJhtfAzHg9/t7e3uff/55u1l/GJX9eXvBYBC+EyxvT58+RTidpmnf/e538SHMUqyiPhp+ImsbwGcOLzrXP7/fz50BlxzQCob44cOHoVEqs0SMVB28Xu/g4OCJEydg4nM4HI2NjWjkxuGBvXkspbkV4DaePn16//596DcYHtXV1Q8fPoSpincbMCvyK0H62lrrOc9MT0YkbInomS4UdiTDyUnZUtNSZnu4jo4OeFA0TTtx4gSqW3+rpkue9smTJ7DgIbLj+PHjt27devLkCbhVhrhwY2oXPdOh0DzTyrcNolfmLhkAw4D3sNKwAwzGAPUe7gbu378PpR52s4aGhmdWsluP3SZ6pVQgEJienmYhZk3T6uvrMdVDIhtY/kQphbFCMwIMl/hT9Am8VY0e90ATJJ2r2M+mpKTQqxYQ/Usx3zAtobLhh7m5uXNzc8baTje7DxhJkIfJqdvY2GiYhbaVmLTY4SqlDMMA7zNLEH2ImOYeDAYZ6rohkL9GYwt9KrJHFcWyurrKKaGJAHnMRqaKgAGxGHB50HW9u7sbrgW73X7y5MmFhQVD+LviS/RION9BAAAgAElEQVTUHjo6OpxO59GjR+12+0svvYQ8ZEpAZn5A8so0JyqlaEyDcAzRVjQKtkT08IRppnUewsfE4XIS5lSkcdLr9U5PT0OpxzNevXqVkyW229kwu41hGB9//HFpaSlTK1paWnCkIeI1OFuxVcKXGDO452fyw1aJXurdwWAQBM0gbKgvmqZhz0GK4LhlYEJXVxdfxPHjxycnJ9UeN90opTweT39/P5Sv5OTk73//+yzIqURwAhq7qLXltILBoLQVQlWMPoa2RPQST548Ab9DR8C7IV9QJw0EAixoDEV4eHgYfd+hX7S0tMglPS4AP/b394M009PTs7Oz7969GxbfIpU1bEQoWzKvzWZLS0uTO/Eo8ofaAhs9f4L0ZrYTYEwCP5CPGA2NI1llCFOUYbX41cjICKula5rW3d3t8Xhg9H+mfePbBkMv2tvbGVxRW1v76NEjbg2VKFnFXSBbs2Lg4bepqamwialNxLRsieg5rfgBU4aWSbp/abQJqyzU1tbGigiXL19WokhkbBUdw4zQRd4i/Nua2Vn31q1bUAV4UVb1kJF1sH3J2HmXyxXDqBvpolNm/i2tWxjhOPL/a+9Ng9s6r/PxFwBJcNGe1GmbmTqdbjNJvEakSXE3SW2WtyTf2k+dzjRNxqZJiZtEUtx3ykvsZjpNZ7pMPzRxmsbRYkokxUUSSUl208m0iZvWTms3TSNbokiRFIB77/v/8PzfZw4vCJAAIVLSD+eDBgIB3Hvf5bxnec5zoE9kllXC24aGhvLz80G15vP5GhsbY01ub5xFL0Mcra2tVJ2AIWK7uroy0uOTqwQYKZiWxHhFv66ORdETxQ+Xinal7IWNZyGiRgsDB/+Susfj8Rw+fFgLu2xTBJfGJsTj1NbWMigpAylyNzJkzzEknBQjKbvyrihy2OX44HIsieC1WCSCkQeDDREmjHK6tAZ/oaWlhT4Ehp0bzImLwiGxMjk5uW/fPpy12dnZp0+fxiDAumT0DB+WzLQYAewR8ve5YMeRJCZFT1wT61doZnL0SBcjD3s4eQhdFhcXs7JkeHh4PXUYUcQ2PYcxbl1dXXRHCOR3pbj18lMHX4SVzZp8pAMjXTSO0A2zRGp57FcZzDG9W6wBOdo8zBzHAfwGN1lVVSV9hbXIxil6rozp6el9+/bBydqzZw8KAvFgnAZ63DyTZeBSG6VDZB5sRm1AnM7yKDAKbZBT0qapqRUVr81Fg9xOrA87MjKC+qmUlBSwzm6uRRkKha5cuQKDFzgtdqeLSZRJzSnj1HMvuRK52rSFkVgCGWrgXGsTWsFQkzYZw74qqoSY3WAwODExge6mXq8X3WC0cfM3F3WjtXYcp7u7G8+VlpZ27NgxLR6fbqurVZazvICDKgO5dKoMx7TDlGk6Hs/hil6WPtHD4K8R5Oe6H1cETC5piSPs6uqi3Uro91qKXYik4g8y5CX1Gl/Tm7l06dKhQ4dwz6WlpW+//TY9v+jxDXkt2Af0CKnuCW2SfabgBxAEqE3lsxZmB75OlSJBDdwRtHiIA5Y5MzwgPjM+Po5GVKmpqXl5eYjerF02TtFz83d1dZH6ub6+Xi+nFlpxQzJkD8EH4L3C4aJpHw7vATaAuoOmk70SXpuAZe4Ev98fh452HOf48ePMZLa2trpqCDZYbNseGBigmVZVVWXFVUh9+/ZtqGMSdntMpStJyjCqzKmAx1yLbemIsCl0BxHE0DvycGXQY0WR5KZa64WFBTiLAD5By3DhbW7Bmta6u7s7KysL41ZdXU2/kG4r1znuFkNEGlGuW8dxsK4wULB4aLu4DPAVFb0yHdy4g3bs2IH/YtFqrS3LQmQJzoQ8wiGyBo2PsLi42NvbS3UpSSmir39ZRiQ1vhaNKCxTvypdScuyenp6eG5VVlayGxq+HiVwyvIOqmO/35+RkUFrg3YG9ksoFLp16xZCtWQl4geIvsOq5vmhRJUf9B5Glba8tZzIC9PNgLBloLQtLS3YTR6Pp6mpKSYPdUMLprCyUVUEaWtrW1paun79uhb9uhD1RrxSGnQyRIuEIba0JIVwTIZqbm7OEbhveKMIwGG2pBEh8dpKqczMTJr/Mlu4drFtu7+/nybSsWPHosO27rTA9SN86MiRI1rgGmOSW7ducfqYLMEMSrENTJhUCo4ogqW9hr6yyEqBwSYlJYVxPPmtSM+lRVgsEAi88cYb1GVQ9LhcfFw9iRIs7MbGRjxmUVER81I8HaGPXJEcCS0DUzeG2jHMbqRJ2Lp1q8TA8NIrKnpsFrRSIM9wSkrKjh07lFI8cnB+86dIuSNhnTSKuaFGR0cPHDiAq6ByatWAMu1uEpTKtFx4zpkaHw+LsAb2LBDDDJismp6Rx/+1a9cY6FfLsUYSqktXCeMGbcPhIjQD2SZge0hZo7Wem5uTkd7Q8o6G1HhY+Zh0vIOiX0x3VVVVlIcKlw1S9BJrAQ50j8eTn5//5ptv4gNcoxx3OT2O43zyySfSEuSI37p1S3Yd8Xq99KT4XegmUnNwVa2I12YUm8dMHAoiEAiMj4+jLQmWe6wxtYQLht3n8+Xk5Hz/+9+P736kzvV4PDB8srKytm/frgU6E9ZlIBBAKsXn8zFlZxt4u9Z6fn6eqG0mAOn5cvyjWPSOiXFrEwCZmJhA6wa/39/c3ExE7+YOvtYaFhke9qWXXtJmlGQIm12NMBTU8nzBoeAh7Tpx8YGbN286Bjm2oqKXSE1lSrd4RSnkzqXHpo1zRo5Yx4DKbAOehjGXkZFBi35ViAieTmKRVzzgnbAayWAw+OqrryIUnJ+fj5ikbXgRortxGFtqDJ5VUALo9LRlyxaqYygf1F6RbZe3xJWG/9JwpLfhCkrLWlkOER0yy7Lo4eHz58+fLygoQIYMqc21ywYpeub9gsEgySiQD6RdAIABrHV2QGfMXYsYGfIntNZv3LihDP8GFi6heEQ1KBN5pGO4Il5bFuKHL6mYxHGcjo4O7Kja2trQcp68DRbHcVi42NDQELfWw7yQRc+lZfgZvJAf0Gax0kOnciePCmfZZYVFOWil6oHtaVkWh/3FF1/Uopxtc3X91NTUU089hSWKXcrEMjvHYhnjBJUki3RusGIxhiyb2r59O2xznLu8oiQIcil6TJncMqmpqfQtoG1d2RGMHvQ+I048qCAhQ7kFhHFWVlZOTg76a+qo8xgytGJaa3rbenlL9KDouy2NX67t1NTUw4cPu3DoOsKB4ZKgEa314uLizZs3EX8nnlWHhYXZNRegYYbyHcchow4+4/f7tTFxHMNFyqgRzktLMDJJQBo8A5dR7/F4qqurYzJAN0jRU5vPzMwcOnQIh2F1dTXOcHt5mzoedHyTU+XicWZwDSX71Bpbtmzhh7FulCnylOBfvRJe2zF5Ld5MHEWV8EBPnDiByd6/fz8qwmMfucTI1NTUvn37tmzZkpGRgbwIcXtxCCcoGAyieJIQb4aSr1+/blkWjUctWGvALI2Sbszatm3b4KVSxcPaZb+96PcDR5irBRFbn89XUVExMzMDz2BzK2Nt2+7o6GAe4vDhw8y8kZxWhguQIsLgSFCgXkldXr9+3XXiKkH6H8mip/eA/UIdLX8fiz986HDSIyDD6Dn+BJXX0dFBd6GpqWnVfgY0BFnAEX7ey8FEHBiJYlBKeDyezMxMlOPixojZi3JpqhH817IsGJG4LrNQmAgcM9DCCBJgGPldxIQ5iUwiMmzIthYul4WP6YgyEZLBaBPGCQaDCAhnZmZWVFSAM2aNskGKniG83t5eLsrDhw87phQWdopHMHFDyMrt9/uxXWVshwSKWmvLspipUIaUhrYPf5PreEW8NqE7IUHDFJ+CdhwHzBu4H4TFN0s6Ozt5nlVWVq5H6xFOiqMiGAySl4KD7AgqD6xLsCxorefn57dt28YOJ0jDBky3PK01YtDBtTVLg4rnksB/CW5JTU09cuTIJobmpbS0tBDT0tTUhNXFujzJh4rzgIxm2pyRsHmhv6j9uUoZXMaJm5WVJR0Fl6KXxShalA1DJWGjySADLi1DyXJ2UKssJ6urq4u8m42Njas6x66jQq5PWgDazK8MlONQIdK0trZWC67cVStyoXNp9tGn0Vqjsnrbtm0SoKEEcTFnSotEOj9M4INloL2MPMuYEhQaQxdaQMyZHWR8IhQK9fb2ciOTZGItsnHJWDwAwpQ465qbm7leqRe0OWZtww6hDVAPv4O1yNgrFD1tcJYhKJOe/f+fUymwW2hBax6O15auqBzl+KS9vR1T7vf7jx49uomhG6CM8dSNjY14Mw4UCk8+ZzmejwYp7HRlciFK9HmwbZv3oEyZAsac5q0jagJxxeiDRmWEO8G//f39PF/xsMjmbaLGdxynu7sb6nX37t2IIzsGtri4uIjux8q4leTt8fv90G4YJamJJM+M1tq2bY+gPySaYEVFrwRxEKOUUo9rE16jo8x0IuP7WkBl8BVGYkdGRgoLCwHARUo8+pnNoXAch0sIkZPf/u3f/uM//uMzZ86QnINfwa0ymuHz+Wprax0jrh+PJFxv8pdlplcZVyktLY3hX8fwzSHyjv96TIWtMuhMhg1lDoPnhEdw3xOsiTc5ra48tmxDFhPvf5yKXpa9MEfBHRsU3AByo4ZCoYGBASydffv2Ecodrs1tgz3C6DiOIyHb4cKpnZ+fZ+8bht1hMXFl46+uwyA8s79OuXXr1vT0NBjEUlJSXnrppYSHbrh07NVYDLu7u7E4srOzh4aGXPszIaKWBx+2bt26tLREQ1WLNInHNNwgA4nUXAzvaEFe5glrB8FPSniG1vrGjRszMzNg8UZ4EH9N7CnLi966devb3/52eXn5r/3ar/l8vs985jMPPfRQV1fXz372M7o10F9MTSEzL38Kzqgy1RvM4BE+QKMv0v3IWDahgbRmZFM6vICW4YDLCIb0YpWJV/BCVKNAuEW6nyjPu6JIN93n8/3+7//+3/zN37z22mtdXV1f+9rXfuu3fsvr9ZaUlEiYNUejpaUFmdji4uKJiQkkGCR1SvRLRxIGD0KhED1+5jO0KQaEzc5AAurA4YdF2ZIcwBWHV/oN8q/BYPDcuXNQKcSmr1Hit+iZtJFeHnMm0vkiU2goFEKDgi1bttTW1sKdRzCRiSNL0A2ihN0yLNLRk3L8FsbXZRxJwwRQEFr0OI0SG8OltmpoaADZQ8JDN0SYIQIQPdDR19enlMrIyKipqeFhnEBFz31FigUmsmidQYsxaKCFmeOaWRKfaWOo8jdpq9IEoyPPe7hx48axY8cQOqisrOTiTOzBFggE3n///UceeYTAf4YZaU0z5xZJ8VmWtbi4GAqFgJKETef1enHzTG9AoitWvEBITSkFoCQPSCD8lIDJAwhIYIJE9ekNV/SQ27dvLy0t+f3+Q4cOAWCN0Zubm+vv709JSSktLQX4R66Z1tZW5K6//vWvk+2LuaL4Dnga9ajCwZ1wDHmCwrhmOQLrilc1vGJV9I6JbYRCofb2dqgv1NytUeJU9LS4Ya387d/+LZ72u9/9riTXpvLlF5GlUSaapo1BAYMFZKHctNKfYhAmijCYhaAbvS2i46UDm56eTk8Kn3exdqxH6LL19fXh6vX19evB8LhEKbVr1y6sqoyMjAcffPDo0aNoY7uiQNFzcciQa0LEMb4/IJW0H6HyGFXEmRcUhIKWZcEll7E4LaKxPKrheyEaAI8BFSUSmMsRPnHiBHZdfX29VIKJel70vP293/u9tLS0Bx988Fvf+tb169dnZ2dnZ2enpqYaGhoeeughecVVFR+elMWTKabfkG3b8/Pz1vKei+ESEmwqWuu5uTniJjkdjDzwrmSGUN6q3gxFzwulpaU9++yzjqgVwgM2NTXBO+fdYg0DcpOWlkYiM5lAjs+A42ByzDERWIHQ71TxiDXhTMXtYTFHuXQcip4WMAd2IxS9NmOBFf/UU0/h2vn5+Vq4S9x7MhmLbX/48GECRck8pZRihhoVTwS9kBl4RXEMFlMLfAI2j0TZKxMOU6ZElismgVoYgiRhZ2cnIhXHjx9P4I8zjsEwiMfjefrppyN9vrOzE+YhutYRy5XAW5LiEWwqCEF4TEMlokHkScMyHG2cM56U+BYtXGbalYFjBgXdP5Hp7JWI8pk78aQvv/wyjliQaevlAWtXtUckxQeDZmlpCd+F4+9iIMAn17I+LcvCqYCDAescignDSK0xPz8P64pmluv+N17R8wGVUvv37wegznEc9pGfn5/fsWPH4uIi/VeEWzHXONSDyymsrXXwXvCLgUBgdnZW3p4ysQGMLc9mWirWaj15YlX0TGLZBtGUmpq6oclY27b/67/+Syn12c9+9oEHHsjIyPjoo49sQeAlbxdZY+QrGGDCs2FBp6en02GXvzA3N+diTHQJFT1VWEg0KaVRjySwLFGRZqCLaGE9wt/s7u7GHnP1e1ynMMMJ7fbGG2+kpaVt27Yt0ucBdvJ4PM3NzXptWiMmAWwDGw/TxIbvjG9yQS8tLWFyaatK5U4j/datW4D0IKaBYcQPQoXR7KJnxsXW09ODGW9oaFgRILh+AZfRt771LTiCMFawkrkttYlnRlJ8rgTdL3/5Sy1iu3Ru4HFGX/+y1slxHJSG8MzweDyowufvu857V6Hixit6ok2UUs8880z4B0Kh0O7du3mo0zhjfhLRUamg13nAM1Fkm8pkvI8aQPpJSoTXWMjqGjeXxKroOQJaayAsPaZf4xol/tANkxWvvPJKamrqiy++WFlZqZTq7OzUyxelPGAJfSPuTRLL4QkJdHFErF+6nOFimTIzmQ9A8z8Yg1lZWTKkAJWEojjHcRJORMO8FhpOyedNiHgEbSEUTWpq6m/+5m9G+jwWByx6TNydyEkwUqcEMZYyqb/U1FSYnNoU/rkyyRI7ywpJZehH4LXg2Ni5cyeS8/TeXBsG3PRKqdraWmrSBB5vc3Nzv/Ebv+Hz+X7xi19okSJyNaznLUVR9Ph3dnZWFvHivORxyI9Fuh+6RJZlMZ3LDkoejwdRXZk8QLBbIq+kZtlgRe+IEJzH4zl06BDASFqUwmmty8vLHdMUkN8Ft4e0HfXy6Y5D3WNxUrPLYBe9VdSOyEoRnp1Y5AkM3WjDMmtZFqPfGxS60WYEP/e5z/l8vvfee+/s2bN+v/8P/uAPXG1DOIuO4/T29sLWw3FEawID5PV6OToslsHRnZqaGt2i0WZ3IWbCnBgNwIyMDFb3eL1eaSVZov42gRIIBNrb22GQxjQrqwq8IsY3jh49qpT6q7/6q0ifb29vh30nd10CaXuZM/caCkDSBcuyfqAR6FEBMo+0mxx8wJ+xbLyG7VktZ4bi1sJXGLrFgmlra8PHSBKZ8OgcHgeHE0vz8CfHdEXGfxFqiKT4wmHptkETyaeTEYlwYdASyz78lFUmXu/3+wEylgfkrVu3VnTBN9Ki52gopZ566ilneSo1EAjMz8/n5+fLMw93wvbZ9fX1IVFhy5GJG0asjcERCoXm5+cRGMC/rBKQECmGqfVqHc1iVfTyEdCEJFZ8x7rglVrr8fFxr9f76KOP4lZ+53d+x+v1zszMMJvPB9DGwqVPbQuaAUJluKvZZ0uJltCRxDEOsjZUFcjaMX5N+Brf9xpKRT5LAhWBZajswDAD4oEERooZ+CYA4NFHH/3v//7vSJ9nnVpdXd2dSEhogzhGpEUJfg+5E2BscnAckQPk/qQ/xz8Rwa0MaARzR5sAk4hNQneeOHrHoOwTe5B/6lOfUkr98pe/lNtbJh7kFaMoPrzmt2S/Fx7kq6oqXJ0JDK/XS9JQrH8uGCVInxAtIRGx9EI2WNHzGHMcBxY9jy5WP2mtWQfDbzmOQ1rWuro6163GHb2RlgEGnygAmhoyLMYKA/I32FHZUuOw6LVZFcxJbETohkGPr33ta2lpad3d3binuro6r9f7jW98Q5vKJjr1eAbAP3D86uWxeC26BUW5NLW5NnvJMQkAYjRRpiTReFAWksLbZ/o0ahPwgSsg923cyRzHBJ36+vqocRIYupGYRdpuWVlZV65c4Q1oATaVtwFT0RF4xHAJGZZQgjhpSd28eZODjw9jlpn0ZnpKVuQTOUNwJL4r51G+xjZjShPBB6KYXetKi/2A9dDa2kp7wjFl+olNyebm5no8nr/+678Ot4U5XBJe2dbWpgypHKgro9DnRhp//r42fg8GjeucNZm2bSONyQW/tLQkZwRvuuAlyGdQ5+KTPiMSXKhMTZzrtMably9frqioYPTMZZ6HC/M0WsTosXSRYHcM6y1rbjgUsKU41/hBAvBWPSNddh5xPpZoVqNMGMBlu7D3kdeIEo4mz35tvD05XBxbJRgv8OOyZoisX9qcxIODg1BuMaX91hW6mZ2d/fVf/3Wl1P/8z/9gYf3f//2fz+fbtWuXpISWrwmHKC0txXLH+7IaNnpsi+ZbSFD1W6Y/EYwXLGJwfyM6DNQHbBweyyxjw49Ltc48jF4HZuPixYulpaU+nw8sHAnkQ+dO01ovLS397//+75/92Z/5fL6SkhKahBI2197eDnevoKDARZC7othhVLFaHMBUXrgW9ThL1Vjso5TasmULmIczMzMJFsKuoEJhOYXrQngKuVVsQR0lTWZ+ZXFxcWZm5sCBAzC4QPsuE54JkaWlpVdeeSUrK+tzn/vcRx99hEcg7EcbzK70u9va2hDSzcrKam1tZUvYmMafzy4pWajlZZtpfBGW444dO1D7rY3OksWxriMwEAjg0gsLCzS8mDPn9pSmKP/EGWltbSWfV0tLi2uywkVuea/X+8wzzyDMbVkWcvIwEJ9//nktDlTcNowYn89XWFh4/vx5SZTrus9Igs/g10iZjmfHU1DFQ4dACNcmxB4RCKp7R3BVapGcd5mnNEToQGD62FZQMmxfvXr1ySefxDm9EQVT2HX/8A//oExphjIt5DG7f//3fy+dF5oMzc3NHkPocezYMc4Bd4UVtSGGNJq0ycFimJRSO3fudPGvKsFJBH3EGBHRIEjZM+dDy+L27dsgXIsjb4mt8vLLLzNSBCbFRAkiJJZl3bx5E4P88ccfw+zVgvVJG/cfzV5wBCIfG/2haEYBGKNNpT7L0Kk6uQ0QQAffg0dQgWKQMYw+nw+xF1ZvUpdBV6J6SBukIM91JnvwUFBzrqJrvFhaWnrttdew6+g4QlUl1qKfnZ397Gc/q5T6whe+8O1vfxuAmbm5uR/96Ee9vb1f+MIX9HJz4dixY4yc1NbWRk+QRBp/GXbDCxlPgCbipoOuhDYnxHtubg6KXlr3lumqIevDMdoruh1YBjTguGEt07UN7gsrSCQhZaTnpYuWmpr6xS9+8Zvf/OZf/uVfvvbaa3/6p3/64IMP+v3+L3/5yx9++CHTaXT4gKOHkm1tbZWzzGxHpOviT8gw0Xzht6A36EpSY3Dc0ORday3tGJiYXq+XChq0OdqQAtm2jaELP+yhM+GISI5028DzBwcHGRoll8laZF0WfWlpKcMgVKbYyX/0R3+kw2gFA4FAW1sbT0Jgul10N9HDx5apJMTKsEQrd96AMjBKnjpKICx5rqalpbE+BR3AqbxChohVr6PXpeM4zI+r5X7l+gXrj9m/xcXFjz76KCUlJTMzU4v2b9poQ4CdsL1feOEFvYZx5gZ2TNtS/olwdfxgenr6pz71KdYxyc0AbbJ161Z557KY0Gf6rUtubkLjcQ+cMiwkEhxqESKjlWTbNjvbpKSkHD9+nGdeYi16rfV//ud//u7v/i6nmPs8JSVl27Zt4MGm3kTxOs4/bNEooZso468NdsBnekzTxoTdjdUbMr0bMR0PPPCAXN6WZeGs5c6VgbjZ2VlbNF+Ul3bRFDuGi5E/TiQebN4vfelLp0+f5m1Hel5HcDpiJHfu3In18/nPf/6rX/3qd7/7XVlr6giqtf7+frLpVVZW6uUp3OiTLp1aR3R9CgaDiAcw1cSEH5Y00Ku4VbTKcByHhQvUKgwtAubEIlOaYqFQSNZp4gN8J2S6neD3Q6EQ6LN4gkZ5NJfEn4z993//9127dqWkpIRMXwL86dq1a9D1H374IUeT6+D8+fN79+7FVkclm0yiSqdmRSEOkkEVaTYiUMMNgFlBaF4yMcmdkJKSwlXi9XpdO4qaNFbBTSIliLDsuXPnEhijp9Nt2/b169d/+tOf7t+/Pz09/emnn6ZFLG32ycnJPXv2YPEhhxPdlbYN6tQRAO2PP/5YC7IKjKo8Xxk64Gag+tMiiWJZFiYIB21WVhYOb8dxcAmtNcx53ADzKFr0++UBTEOMPBZ9fX24dE5OzqlTp6T7nChhzPSTTz555ZVXCgoKPvOZzyilHnjggYKCgubm5h//+Mf8DE0H8H8opWpqauIbf2oKFP0zFKaUktYPNhHjyxgNWeWgDbWULGeToUtuWIlxlLF42li0t/hXgM2w2IgqZnx1RaHBB20u+ybKPYj5BaiPpu65c+dKS0sxDljbsp9i9Hm3DBKEmQkMC45PjE9WVha5Dciegsvhv9roLljoSFMx+A4SStcpi+wLB8S2bQZqbEO9YBnOZPnsAwMDCJPm5OTwBF2LxG/R/8Vf/IVS6g//8A/l+sDdfOUrX0lPT3/99dc5lCxwtW27ra0NkMfKykosIxr1PP0iXRTrnqEVWA2cEsTi/X7/1q1bqfFduFcuWVqmHtFwB5xzN27coJaMviEjCSgy2Osj1i4Bq4rM+4P4EHGbq1ev6uWhG23s4p6eHo8hTIbuWDVEhgdhXSJNZo4ngr8ejyczM5OMZvTYvKb+PisrC7YVnX38CKMHJPWmXiOKXJt4N17LDkSuDAojm3BffD7fkSNHGDxJbKmEExZ0hm6S6ShoXqJ4HZOPTUlJqaioGBsbi/77eOEaf8v0clHGP9uyZQujBxwWRsA++eQTAgH5g9rYOvLXsHfkn+COyEFjbpmdA2SgwzGx5unp6UOHDmEDQjePvnMAACAASURBVPOuBcgrg400U+i9sXiYWVZqyfn5ebAjKKUaGhrkwUDVGemi9B1xh4uLi4w9KhOcUCYgSZsS1fUEd7C5q2PID2Sox2t63mGCaKHbJtvEUeUEcfbRliRkGqwuLS21tLTgHmKK2+i4Fb1lWY888ojP5zt9+jQOHxkkPXnypM/n+/znPy/Nc1oTwF2lpaU9+eSTw8PDWpifa1H0+KvXkHxKxBjhmLQraTYy74oZ5RDjZ+FQp6WlEYrgCHKJ8P5qa5GrV68+//zzmBWguRObjKWW9Hg8W7du/ZM/+ZP/+I//0IYZCh+jEb20tPTqq69i2R06dGhyclKvZuTKIn42ccVISsotZZKrRLLiM1BAtINs0VvGNslV2eHI4/Hcvn2b+42Xljri5s2bVCuM2rs288WLFw8dOoTphpZhV6bEGvX4Qcu0LpBOOvYqQC/SzgVzOsZq1eT8iuPPeAu1jDZ14Hr51PNNCZLRwoHWJjKuBKso81X0C3F1hKF0WF7EleyBrfrqq68yjozearxcpIfFCSEDQdK3kOYgo0YMaGitT5w4gSuWl5fzBOVjRklHSSMVFgnXMNULQ/NQEcx5sFIESkmS2odCIXDwIbCplHJV3ctbYi0RDzOMOfnoafv/6Ec/eu6557CtmpubY1rP8VfG8g6kOc/tR03KHAvPf5QsY7AaGxtDgpAAPxjdpdWmvyuBTaiPl0EDzgEPZNes8DhlWRYja5JRfdX7iXKfzc3NuKX09PS6uroEVie5LoQXeCgJHOaL0HIuJOTro7PrSWQFjz2pyvFCVjARdub1euHeMpgIniK5Bjj4VFg4pJFh5kVp4jGGoJezv8rHxw8ODAzwDpEAX0voIG6BTnccB4eQI3Co8tL4l9UM8Dai/GyU8acdg+OTjgUXqoyBEF4JX9aFJeONyWMbKoxxZHlLtm1Le5PXtQzEC++g5wQ2HcpldFTOXr1SnxkGc5i9xAdcKVOYj83NzV7Djdre3g5kxxpzM64KHsm0oQzAxGfo+D3LGeR5gsoLcdDkeJIjXXJB4wUeUIYQXGNOFSq7Nr344osxeagb13hEm+lsbm6m3V1VVYWV6urvwUlymYH2anjtcGHOxGXX6MgbCbF+VmfgYww9wTuTN8aAoBbeYl9fH7vMvPTSS66g+cYLimOVSFHyTzKfxngr4X0wV2UsPlbxmaJBCNW3Nrgdai6P6bogAyNW5AIr7gHL9B18/fXXcQghYqZFRi5K8vNOC+7h/PnzBQUFSqktW7ZkZ2ezFZx0SqT9y6iCEq1I8GgkjbBXK3/jLnApaHyX0A4lAPLYUFRbLteKbd2kcaaNxhwZGXnmmWfwU8XFxW+//TZ3bgJDZ+Q7weM0NjbSXEA7Dkl+Ls0FeX5w5PHUCAIToBFFmbhEizqy8MGn/mEqBX+iiSwPZr28tQD/ivuEoocqO3r06N2o6Jlq0FqPjY0VFRXBlNu7d+/k5CQtC9f8uRojqKh47ehz41L0OoJrvGvXLum4ZWZmMpUXCoVc4TOqfonSgVy9erWkpAS/k5uby/7ImyWBQODSpUv79u3D0xUVFY2MjDCozWPMMvA4yu3btxnkjT7OUSRc0ctFrA3QglVgSinblETK1vDhlAnSxnQc59KlS3v27MGSKCkpOXv2rAS2b8RARxDcZygUAs5VKZWRkUFr1zKCwefJhKguvSjaDdDR2B2rIhe5C6Sip8NEiwqBAlhgYJP2eDyM/0BNX7t2Tep0vdwy1VoHg8GBgQFl/OzDhw+HQiEiRBM7BbQGFhYWxsfHsbZTU1Mfe+wxVopoEfHninJMMXAgEPCKrizM6tGCjKRMXBL9PiWS1ev17tq1C7lfhD3CQ20yZqXFHrl06VJhYSGwnrm5uW+//fZGhG7iENuI1rqpqYlD1tjYSKyFYwJw2NJaoNqVsTii4LWjzI1L0XOMXMku7DSZy/X5fIxOklTWMUVeMuJpia6P7e3tCM+lpaV9/etf1yKavCkSNISuhCTV1dXhT4jjE7ChRSIE5PLMdcdt1K9o0UOzOCKryWnCERsU/MORSNDwgwTnIFaLGQcPthyBzdX1uMPBwUHs/JSUlLy8vHPnzkENyYJBx+T02AqVUG6lFNEvQdP5J7pwF4QrZR6WXLeLi4tUfFu2bPH5fNpULeG7oeUcvEy8wVyYnp4+cOCAxxQwSx7dFQ3euIV7TRuFiAIdLJ7W1lacrDIrwHooLhum9Px+P3WxHOpIysQlUe6T1qR3eVm+Dkuey1uVM8X3EfHGDYOqL6YIwQYpet4WdCXSNYiGV1RUTExM8LzVy0/+a9euIX+F7REJrx1FVlT0dgT4Gi0pZVANCNIR54QVj//S4w4tL8SfmZlB9RpmBczACczExieLi4uDg4NEwuTk5ExMTEhkiyX4VWjc+UzbIzmGsUq4omdQiP+iqETOqd/v12bcItEa47v468zMDAIjyFgyW8XdksDQQRxiWdbc3NzU1BRcPaXUjh07SIwBg252dtZxHJBMyCpiZYBJ0sqjyxuHRa9FVgNvEjqiDTaB+QAZU0IqAt/i8aBN9K+/v5/AxJycnJMnTzIAndjQjQu+4RhQGQIveXl5Fy9e5JIDXkWL6BN9IyX6EbHr3KrKxCU6wjFGPY6h9hmuJ+wsaV3h6/RN7eUFPVrr6enp4uJibkMwBN+NFn1IdMAJBAIXLlzIzs7mKYfuSzyiAQ5bWFgIBoN055EQpwoIx2tHnxuXorciF6TQbOTpguVOH1mGLF2Rbq31wsJCb2/v9u3bcYcPP/zwuXPnQoadahNlfn5+YmICaHqPx7NlyxYYXDAnbVHBYFkWnHe5+uPW8ipC6IYRXm3woAsLC7dv38Z+YG5czosr9UpedbzZ1dVFPy8vL+/kyZPMOia2JjY+4Unf39/P4S0sLLx48SKdRW1ypEoEEHw+X1paGsxthjeDwSD4pqRPuaJwF0hFD+NG8gTAUVhcXMSbSgBLcKvSfuTGkSfNu+++yzNs27ZtIJ/QgrAs4bPAGwgEAufOnSssLMRw+f1+9CFwRfa04BmGlk9NTUVhFG4bq52R4UjKxCWR7s0RkDCGJbibVixwY75Qi+THwsJCe3s7yyYKCgqGh4ejU2iEy4YmY2WGDRhzTExJScnU1JQWiGnb8P54RcMdVH6uiNeOomVWVPTBCCXmWmvQHhDEKUH6Pp8PmUl6ZLKeExN29epVtKTAPgHRhzwhNkW4pbu7u1nxUVhYODU1FR4AkWU4eMEyxSjjHEVWDN04gvlL3iqAItKVVko5kVsPQme98847RUVFyujHpqYmzCbPBpoamyIc5MXFxYmJCRT4oPSBJA3axMpQDKVMrNwxPYH5axg6PlH0AA53gVT0tqFDkMpIKsRQKJSWlkYrB5VBQVPlHgqFPvnkEy2IwS3LQnng1q1bU1JSHnvssbNnz8q43KpJ41jF5aVZlgU+HMTusrOzr1y5wk0tVS1R1Bhk1vZjOqLHJyMpetpJrkM3JFgloNmoiLymZwD3Jk1JKnq8/+6773LBEDQcHcUULhuk6CU7MxYHrEuWOzU0NDAHdfPmTRbaeA1VkGznvSJeO/rchIduIpF2yZi7Foh1LIstW7bo5UEA27ZnZ2fhzC4sLPT09DDk9+ijjyIvRC6qOz/SK4tt6N1RRugzJB6VlZWBQID1Nbjtbdu2IWIDIXoy7nxsuKKnc8ptwGgYywthc5HNQos0D8cfAxsIBLq6uvDJlJSUgoKCkydP4mPMLW+uU0VjArYbKqcwnjk5OTMzM9jtZENUptU4ngKalM3/8JtU93FY9JYpZcf4Y6BsQ6iCu52dnVWCwApetTyVGawPBoM//vGPn332WW40OIv8NemyJEQckfGi0TY6OlpeXo6FmpaW1tjYyHy+NqRADEiy2BW7lb472FCiKxOXaJFOt8Nq+5nuRohCa01sD0HhriNQqvtf/epX3d3dxGju3r37zTff1LE3k9ggRY+HlyZtKBRix+rU1NTy8vKRkRGt9cLCAnJQiLTi+JXKekW8dhQtEwVeuSINLKtdeK7SrqfW4ydlXXgwGLxy5cqBAweo3Y4ePWqJOoNNtCi58gKBAHq/YFjKysrGx8ehLzCMKPSQI8bRjjLI0SVc0TvLK0tdKhiqjekE7AePx8McLHPF+CIBRfiY5CV3GUebJSHBqgaVVFJS4vF44I8jMS41EZcZrR9bFKDSwHcM5UuUS3MXSEXvGDSBFmlVvk8+A1xdJuTxO2Su50OhYhPY+dzc3LNnz+rlVmdiPapwikqYkqAsxqjm5ORcvXqVhjwjAWo5cy2LXZSJ56wnGcu1Tb2vTZieTpjjOErQSuM2eNbyd3BG/su//AtVijJtPPTy6MhaZONCNy7z+caNGzMzM2VlZV5TzY8SEk4GkV5UFvFpmUjwypgEtdGsv/X5fHRabQN0c0TjQKVUUVHR2bNnZbbzDtVMrVGo8sbHxysqKrj0oWWUcQw9guwzUbJi6GZFIcApZNr0eERzFWXaZXD/4GdZC+bz+bKzs4eGhu7sUMYujoGTaZP2BE+DjEwqw0OQmprKbzGQErdFzF0gFX0cPwLfGvFSvMk8+dTU1MGDB6kEY2qIkVgBdBu34fV629raAoGAx1T8KuOYRjcNo0gURQ9ojXwfAB7OryOKvKA0GIjmCaoFUQ/WNgJi+OW8vLwzZ864EtFrlI1T9Lw5LtkbN26AaJB+E7xvstZgpNDKh0dffHOzTkXvGPwfG+NlZGRIOxQK9Nlnn6WWlLQbkpxoU0QmfJDbkZADj2F/8whWiQTK2hU9xBWi4Tz6TGskrfWvfvUrfHJiYqKiooIuF1po3alxjFccgZPD409MTBQUFMBblXlvpRQAC+FIlfiei6O3HkWvjSkA75aYY6319PT0888/j/czMzOzs7PPnDkTx+8nRGzbbm1t9Xg8O3bs4DLGIIO4BoOMB4lD3UdS9EHD9KfDagvoUujl/BOIxXkExYJSyrZtthe3LGtkZARjq0w3cODOYTe4Sl6iy8aFbrjQZXB8amqqqKgIGlxmSFxx4ei4mrXMzfoteq01+kaSocXn8wH84DjO9PQ0IAdIpuXl5YFzQ4JzNj10YxmKmLGxsdzcXIYIKVD3RFInStau6OkesY8VXHL8DnHE+HAoFJqamtq7dy+NgOzs7E2vTYskTEtow9+CJjw7d+70+/1Y4bDlXZ6fCw8Wq3AXrEfRI/hA4Ae31c2bN19//XUl6t1QjbyJMjw8/MQTT/AmpQLBzSM4mVhFr011MV6H57fV8goeJmnxLdyJ9JZs2x4dHX3++edxEqSlpT322GMIboM9X9+1Fr2sfwkaQnPHcRobGwmAVYZjMi0tbfv27ay8UGFt82Kdm3UqelmjqwxACihAoBHeeOMNwHLghTU1NYHGiBjezUX4OQalizG/desWufLJqoptvJ5YfCRZu6J3jZU0abktwWKvlAJTm1wYHR0dqzLTbqIQPIflNDk5iXoLSHl5+cTEBKtJQoK+OyQIvGIV7oJ1WvTa1JcQ2QyU8759+4iPKC4uPn/+/CaOP9I23/zmN5XBLDHnITU7sz6xruQoyVhtzHbeCV4wGMCPsaheGwtyxd88ceIEj0+l1LFjx65du6aXK9K1j8yGxuhp1PCgs217cnJy9+7dytjy+/btGxkZwbOxSm09+cCEKHpm//BfjxFlziHgn3Bc5efn4+yF4Fsx+Vl3QngDeJZ33nmnoKCACLO9e/cODQ1FWc3rkbUrepRBQb9blgXoJHU34ApkEFRKISALCtnc3FyQod6FoRt7OY8NHnBubm5ycrK4uDgrKwt6p7S0dHJyEugacEZyp8StPTmn61H0LuOUjiABZunp6V/60pe+973v6dgBIQkU3OTY2Njjjz/OLV9WVjY1NUX7gHHzOPRJJEVPbS5nCuvWMo3AtFne2mS52apaa41C+pSUlO3bt+PGDh48yORwbm7u+Pi4I+BqrrDeqrJxlbErLlmwCABZTLxHRUXF9PQ0p4HQi01U9NrAYIm7pxuLWA2QiKmpqXv27Pn+979PynsCD6xEt7KLVRxDbLKwsIA44PDwcHZ2dmZmJtb9vn37hoeHw+M565eYFL0W7WVs0dQCN0+fyWcEeZ2CggKYw7GiETZG+Pi8N6IbOzo6ZDuE4uLimZkZftgV2Y9DuAvWo+iRbZqbm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<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα ακολουθεί;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Δεν μπορώ να απαντήσω</span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
1<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">
</span>Το σκιασμένο μέρος μετακινείται διαγώνια από τη μία μεριά στην απέναντι
και κάθε φορά ένα σχήμα προστίθεται στην εικόνα. Οπότε αποκλείουμε τις εικόνες
Α, Β και </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.
Σωστή απάντηση είναι η Δ (Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">).</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-54191600962403093682015-04-27T04:02:00.003-07:002015-04-27T04:02:42.722-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (21)<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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" 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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα ακολουθεί;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Δεν μπορώ να απαντήσω</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
1<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">
</span>Το σκιασμένο σχήμα μετακινείται κατά τρεις θέσεις όπως η φορά
περιστροφής των δεικτών του ρολογιού. Οπότε, αποκλείουμε τις εικόνες Α, Β και </span><span lang="DE" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: DE;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
2<sup>ος:</sup></span></b><sup><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> </span></sup><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Η κάθετη
γραμμή μετακινείται αντίστροφα από τη φορά του ρολογιού κατά μία θέση οπότε
αποκλείουμε τις εικόνες πάλι Α, Β και </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.</span></div>
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<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας 3<sup>ος</sup>:
Το τετράγωνο σχήμα μετακινείται κατά δύο θέσεις όπως η φορά περιστροφής των
δεικτών του ρολογιού. Επομένως, αποκλείουμε Α, Β και </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">. Η σωστή απάντηση είναι η Γ
(Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">).</span></div>
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<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
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Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-77356851446161814402015-04-24T06:34:00.002-07:002015-04-27T04:01:18.237-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (20)<div dir="ltr" style="text-align: left;" trbidi="on">
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J6Q2nsidgXXvLxcPzcFmamoKoUM06ZSVldGQokmX9IpNr1aH5p2k8AHF8WeffVZXVydjg/Pz89Hg4PF9s2dqiX73gLA/Nzfn8/mgY4UnnN/vn52dVWI+yEAHG4cMzW89XZD+YF999RWD8uAg/8orr8B9A/MRgoKVB2RyJxm3gW81PiE/GMJ7kokQ6D4vyYShKrjj5OQktAV8VHC95tYp86vvqU3STPQyBSj+3r9/H6pwsnxJSQnMgPtIgfJYnRpdrCjJSu8anCOXooSJiYkJRGzBLcTtdldVVQUCgSMuWtLdhU67VIsZZijgyZMnsXOShu795Z85QKJXZoxbZWUlLov5U1dXRyuxzfKHDygrNOVb2oGaE5jdkAyysrLy8vK+9a1vSaMaAE+EtbU1/EtGJmAXNYR5b1uJPplMer1eKUgpIVHxK3lZ+QBLS0s+n88QnmZlZWX379+nGYyJjq0qoMcizUQvE8ejKQ3T6Epr5wcffGBN8bxLpJbolVKGYdTU1PzgBz+orKx8/fXXX3/99crKyh/84AdwLlRCDCeJcM2fnJyk6RKCsM/ng4CpLMmN05tXnRKH1oxLS0skTY/Hk5eX98ILL0CW5/uyg/ZBowdI9LjC5ubm8vIyQhmZIq2qqur27ducNpql18YTRWK76jTpAnS5GCp37tzh2MbByZMnl5eXlVD50hok1a0QzJVSDx484IfGVl28xieY7NFolKdpPty4AqgDxj98hQfAyWtra7Ozs+B6mqOKi4uhw1FizdiHISr9qhtl5qT95S9/SYEa7/nCCy989NFH6AOotPaKFESPJs7Ly+NpoVBIairwlTV1JVQx6JvV1VUEczI/RkVFBQTMpOkVfoDhbfuGjAyUzzY0NGSYrmbgTYwqZmlGg0h/gz3hoIheiemhlBofH4dOE5txdqt0IrJxOEimrAaRFmCc9/b2ZmdnY1Yi0eH4+DgGNmXkpJmHnDOaY8ztditzSaCMn1qiV0o999xz28pDm5ubzz33nPxEI2sKgtTXM7O6XEvkC+6p2dMv0fO4ra3NEMjNzdWCXfexjqW2knMF1ticAVa0HFBvo8n1sVjs+vXrcFYxRJ4v9orm/JMuyDGxubkJb6KFhQU4nEkwF5CyFHvajxxxQERPUYixEcvLy+hQOFG43W5syRmrZeOQAQEo7Z4IWOxXVlYYYikzZrvdbqsosLa2Rv0kfWY2NjYwEajClRsXK9EjNkryvubqbRgGgwop0SvhqodFKBKJzM/PU6IH4OuBx+PF99QsaSZ6NnogEDh79qzb7Wb6ciqOccJf/vKXfVx/p44hcefm5oL1Hj58iDMfPnwInWNubi4NJtuKLVRNLiwsaBFG09PTcvGQRog0Qm76VldXyfJutxutjb9oKGX6loVCoX3rnQ5Qotcc5risslvLy8tlAlgbhwDNZzwYDKZXRQkevHfvXl1dnZyP5E2QPuQwGcuttiZfUuZ4MwyDy0AKYyynlWHqe+WZ1BLjE+4nEomEZlyVvmokwKysrKqqKl5tfxqC9KtuEH0K/ydDKF7xF5ltcOY+dK+PNcbKFVjzgtcEW6nOw5jAxTc3N9krsKJkZWW99tprMupBLuDpAnSpDIW9evUqJgDosqmpCY2DrSK5XpmyA4f7nnBQRA85fWNjA33h8XgwTpgwOScnx+v1Xrx4ca9XtvF1ILlPczlPCzA8enp6SCZut7uhocEQBXAwcnA+pzD+1WyB2dnZ0WgUkTdUZvKHVtVNPB7Pzc3d1v89HA7n5uZKesG0konMcCz53RCp18knDA7d0zxKP9Erpfr7+w3DeO655/BKV65ckR2DBj1YYyxF7JycHBlAL73y8ZXa6lyVFCFUuLgWuEtnoa6uLvzQGoVx+ODdsS3F/klmA/7ggw9wAl9BiyLe35b8ACV6/FBWKESHws8VqK+vpweOjUODNrrS+zA3b958/fXXOSQqKyuvX7+uzCQomKT4q41J/AtCh16eu5Nt5XSrKjiRSDgcDgglTOUEXRC/kicr0zaAycVnhjbSMAzsuZH/o6Sk5IsvvkiKkN0jraMH6/FvPB7/5S9/WV5eTjfH/Px8KFuj0ShrM2JWK6GrtV5zW+xyqyVXV5mnRbpUKuEOhXNYOYw9VF5ejgBrr9dbWFgIG4OWbDotkB6iSqm+vj4uoidPnkSDcw2jpQFiheT6ZDIpM87j1VLs1vdK9LgUnW65usiZ8Mwzz6Arc3JylFKTk5MlJSUcPx0dHTSvydvZEbOZh6RIYsqE5IODg4Zpajp58qT0jAB9S6c+ZYrzmgs12IYTf319HTSdQqLnEJXiOWNootEorik1unIiGGaWVsNMyaWUmpiYqK2tNUy5/sqVK0qIXEeR6Kn24ruhh+LxOMR5iJClpaU///nPldkEyFsgU3oqpf74xz/yCo8VM1NvtTY3N6kXIh2vr6+T7+SlUBJemTRECqNxXCk1OTkJ7yigq6tLvn7agXf8n//5H9ipMIB6e3uDwSDXThqiqa/H1lWJxvzLX/6irRw7Ya9Er0TiGm0fbWzdzD733HMPHz7EmfAdwvT2+Xwo9Y4MzDRLpF3StHGwoD+bMgctuL66uhojxOVyDQ8PWxMPYBTRV11tjRGJRCJut5s+mtoITC04wnSEK0P+Y21q7I95Cy1yiowBijcMIxQKQdMwMDDAb8vKyhYXF7G8HVEdPV6JKWiU2TdIek7tR1NTk8wt8/8/otlqUObwatC0pM4IkYLo8UOZrZRkQYV7JBJBGAW1NyyclJubK0OrKA739PQgV4zD4SgpKZmeniYbMt7h8EHSDIfDQ0NDbPC///u/p65D7grhj6SVvlQiqITOjqnXsL0Sveb+xDXV5XKhp/BI8lLxeHx2drakpIRdefHiRc1fSB1JL0AbXwdUgGjSBk303/72t69fv84RBSPTxsZGKBSiboRVR9QO6ZKCwSCdYVJ73dAjXsbTxmIxZrdV5ooi6zcYZq3BbTPnKKUCgQBkR3gSNzU14fO9BiEfKtHDjMD5FolERkZGWMGrsLAQXhMy3xuahlzDycwrp37bnTqGy0Ntbe0//uM/vvbaa2fOnHnttdfq6urOnj37+uuvV1RU1NTU8LdJ09/WsEApFY1GaSh+//33sdvCytHR0cErHAWiWVpakonmsecIh8OI3ZBGhUQi4TTBWaFMxsSGl8mNd7rdXokewIzCxQ2RUVaa0bSCPteuXaOuqaamZmFhAdfh7vuIbKpsHAg0flDmhvvf//3fMVQ8Hk97e7v1fCCZTGr+iy6XKxaLMTWhJpPJxPQ8sGoIeJp0G+FPZJrYhKjWQKAmEryflVKJRALBQ21tbUyiUFRUFAgEpJZ/lzgkoteSWGHWzc/PM5w9Ly+vo6ODAiM1bspsPqfTCYmeCftxZmoxObXxBA8Gx0q5nkuttExVxqKp3/jGN3As7xWLxUB/fX19TIVaWlq6urr62Oc8HECcP3HiBAZNYWHhhx9+KHeRSZFAOBKJPHr0iLLPN77xDRzsyeSwV6LHgsptEw3yWOAhecEpTV4kFApdv369sLCQATKtra2Y+dbAZhsZAE1xkTCT0Rpmbu1XXnkFiaylVY9u/hgMUNbDB4Q7RWmHw5xliboUhUdYnU3WGNnc3MRvZWZ5zC8ql0AUUFBDX6SlYtzY2Lh79y4TpD/zzDMtLS3kyd3jkIhe+gNxyz88PJyVlfXss8+6XK4XX3xR+iOSYSmRIS4ZfUMXTPW4ZS3FCpwUuXahxUN/yBT2fB6sLs8884zMiq7MmN7k1qDkqakpdAx2W2+99RY+T6NEj3Cnjz/+mP7FTqeztbVVCVPqtj7FGOtsOpqJQLXxeJymi22xV6LnfbmHYKfTQksPUbV1wg8MDDCrSVFREdZXnmCNcLZxfIEhpCUu/bd/+zfqJOnzpmWfVSb1oyCdUgoDDFPV4/Fgw6qlRpBlY/kA1oAp+XiaY0wkEqGoQQKh8KRE+kzoh3kjPGRfXx+VGYWFhUjksCc1/eF53ZCv8XwrKytICgY0Nzdbw1AZuM+skDB3cNuVm5srfTOs2KljMESwwmtOGsrUToD0KcjzjpogD2j9CtM/ZNKysjLUek8vNjc3h4aGMFzy8vKKi4uvX7/OEUytIg3maCI2oCzXwFAyIMUCtleiV6Z5gMs5fMvwlSz0qLaa4OLx+OTkJLye8HMYmZG8wbbEZhgYcKRMbfXc3BzVjAUFBbOzs1Sp4++jR48k7cqrcXZDpKAkSm7hwEtB9KRdJlfADNLUOFJmAj8o059bbd33S+vjxMREaWkpgoqcTmdzc/NeBZfDI3rN3a27u5vvDNKRJ2sJKNTW1zbMmoKU63dCio6xapaxCEleiEajXFQYPqqEbVYpxeVXVl6dm5urqKig0/elS5f22FoHDDwVvSrxSFwgd8pFLM2tMByxDaW3awrsleiZbp4pJZSwDyuztXe6GiJlkIPz/PnzmnrU9rDMJGi5X9555x2Oz/b2dojPlNisScjpm4B/DQGHw6GRg9V3y6oKlvK1dhepVsJyQk0RBV9lCi7YN0gFKa7W1dXFJzx//vxem+vwiF4LLRseHsZD5+XlnT9/XnNUTwFs3qUtRfIIdWFKBDig1bBcZ2VlSdU/vUdkRzIQmeQObRpXUWlC2AkDAwOS6NNriY3H43fu3KmursYI8/l84+Pj+5Bzja1pnA3Ta5iXkrtOuC3DjoQmpbpTWWg3HA7jgqjNK9eSx+4A2Olzc3OnT5/G49XV1U1PTytzGDwNLJ/YWjdNa7cjEqF9IJCiVTKZ/Oyzz+gxXFhYyETEdJjhDzk+5V/AMP13ySr8inKnnMXMY0j1Ly4uFwMlWF7LksLrMMUI1dTyaZU5X+BahnlRWlo6Nze3pxY7VB09Y1BnZ2crKiown/Pz8ycnJ6XX6m4GIpJNQydLZ3Z8heHObJfoACVii/GhzIYotw6AIXxgAZ68G8qOxWK3bt0qLi5G+t+ysrL5+fk0TjBYRCgm7ztVQCKRQFNjocVYx1fcomIlpgldKrvkvOKUkyGLXPsN4XSc4nlI37R69fT0oBqiYRiXL1+WT57eNCyHA1ibZDotaD6PgsfXAULj7mvXrnHwwNlG+gHjQKpQIpEIDIEYgVSYGKZ3NeVIq2/u5uYmLg75D64yykILmkYe6nhZzVTjHMgiXKfD4bDME47n7OzszMnJgeW2paVlT7LLoQZMsdH7+vo8Ho/T6XS73f/0T/+knZw60jVu5i9ErjgQBPzWDTOsmUJ6MBhkB+A0SPQcKFbTK0eM2+2Gzwn6klTCMfTYyQOfelytu7t7Vy31ZJBMJnt7e5E7iFu//RWlhA4drc21U7oBsFmSySTP4Sdqq+AZDocdDgfa2eVyeb1ej8ejeW2mWCDlUo2/7733nmE6UTQ3NytLqqKMROp9j9zv7ibM8FiAsnMkEkHEHPiEQgz3eZonLhlfRukDDx48oDhvbA3agPgijbQkCvrSKKU2NjaSZrxuOByGVCRlebVVEY+JA7kTn8hZGQqF5ONB9YprXrhwYU/NdagpECiwU9/kcDjg+6Gle04BjV6l0A0BX4bRA+geNFBOTg43RJubmwmRefjRo0cgpm984xvMmbXtrEiItBgpMDQ0RAfYxsbG9JoER0ZGMHbz8/Pff/99ta9gUW3ryqjgZ599Vok0zoyPczqdOTk5LpeLijvZnhsbG3SgJCSt70ZFJl0tY7HYzMwMXJ68Xm9bWxtjMjKD3VIjFotJQV6Jt8ZmOmMagcGuMJmOjIzAywAJVOQ+j7tGzamM50hZkBfHUIT8kZubix0A7wtaN0QIpwb0AiOEuD9Qlrzlcg7KYzwe5SdsKRYXF0tKSnBZuVvdDQ6P6OUg++d//mfqbW7cuCH96x8rJnP1gx1DU4FBJAwGg/icyY2DwSA5RVkSVSqlNjc3pXcNz8RYwclcftXjxGHohW/cuOHz+bATbGlp2UtrHTw6Ozsx7CDn7g9YMsHm2FEZIjMBzpGSOE7Alkj2Mr5CgzM9Gb6l4sQ8of0AACAASURBVFVtze23LSTFc1Xo7e3FZGhoaJA/zzD1hYQmtCrTPCj/5ckZQPfaMtba2oqRJq2UNAXJqWpV6QBQm2BgB4PBtbU1DE4mxlGWnSX4xOVywblLiZFPJsHyg6Af7rqgWJP2Yfj+cTGWEiTWGA5dZvs4f/78nvoxDRI9piLmf3Nzs/VxU2zVeTLFdqYQMrZmcOZP6FJiiNBKNBwacXNz0+l0Mg6LOmUqkRkJpUyDiSwAluI5k8kkMvk4nU5606cFqMOQl5fn9XoRRc0AvH2AYmMoFILyEcpKw/R2V2ZFMGNrxmNlEhA8l5ErwjCMZ599FvEpfCS6Tu6SnZE3H8f9/f2w6NbU1KyurmINyAB2SwG2Ej3H+BUaXGrt96eyO2pImtFJ//u//3vu3Dm4WnV2dvJNZSMwJ6X0HeBeUI4NGRci0z1xDOOm0s9bPtXa2hrFRLC8x+PRFMU0VSaTSWvoE65P9bKU/UOhEPy2c3Nza2pqkNNpl0hDmuLV1VUmCWhpaYGuTYrYj9U2YqRqWtfNzc3c3FxulwzDoHcqSQeyp3ZNmP6kMVCJycCODwaDuM5uYiwxu2KxGJyLvF5vZWXl4uLibtrnSaCnp4feYJBz9w3uminFMOuetmdSpmLN6/XG43EQcSgUys3NpdYS/SWzfyBQObq1mHCKh5EOahhLTJNnGIY0O2e2N70MqlRCfpTDVXOROr6Q1Cw1142NjfJbDFGoZKWSkC1AJtHcBJSpymfudI5VXpykgX8xbmEppcQJWV7KGZqRXJlrs/RlwIAnv1G5lEgkoA22ju3H4vCMsfRn6u/vpycp46QAGutSXMqa5oLKnPX1dZhb2cqS1vlJUsTE4kyG2kL/wAmDW3AKaVFCqYVE/IRepE6nc6/2kwNEX18fGtzlclF1s28hl7osFmAxRHyTjDbQpB6564K8I92ZZdAWb7QbiT65tewOE/45nU5ozKSbWqaCvfnw4cN/+Zd/KS0tRSD3iy+++K//+q9yD5oB7SAFPgi5oD/m/FLC7McxKXOoaAHh2uLHJgqFQnSjJLfgviQNDD8MORqukK5DCwMiX/OAAVmsZqHtgLUYl/7+fvIbrJu7xCERvZxpfFa3200Hc4a0fH1/Zymeo49xTcN0h1dKJZNJRuU8++yzWuNaIbfG/IR8J5ccafpLJpMdHR1Mp7dX+8kBor+/Hy+LDN1PQrIzRMSyYRh5eXkwxlLGN7ZW+dkpLoGkL9tcBh5zx60Z8OlTsby8jC2j2+3m4hrfY7a/YwcZvWkITw90Sk9PD7/NMC1Wd3c33tHn8yG/jdrqMUkphOsBhO7HLnicy1qxJ9icwMsoT8Rs6lwV1C4C9Cj7er1eXIHSWFZWlvXxYrHYzZs3UTrc6XTuiU8OVXWDR4efn8vlKiwsRI5cLVJgHxNSM1kYW1UxcFxlN4dCIS7R1nSYKR5ey60hJ8z6+vra2hp5n08yPz8P0jFMb7+0AFIPFPTbxit9TXD9g+iEVmWUg/YX02bbuASpFFJbqzEYIhxaejtY7ZDr6+tXrlzJzc11OBxvv/22vHLGI5FIbGxsnD59enZ2dnNz87e//e1bb71lGMbf/M3faDGixxpyP93d3Z2VleXxeH74wx+qrYp4CNoYLcgGjCVBht3sBAgfdJREnnrNSUz6Tebm5socXKlXU0q3kUiEF4Ghi4lanU4nNPgyOkwp1dPTg8fYk3/HYee6UUrBEuv1et98802WH1HbSc17hdT8oI/hX492YSc9//zz7OysrCzUDLHGTFmvjMvm5OTIzL3BYFBmyOPdcX40GkV1VmPvHlEHCBrrL1++vBv92D4AUVEGLcM+JicGvpKSuzUuQTKRjE6UGmc4/Gh+0LIHx8bGcC8obZVwu85IYL+i9Sm3OF6v9/nnn4f/2O7t20cc3KLBVzs7OxspwaVqW5nx8HKvyVi/Xd6CwwbVoekuyWt6PB7pQKm2Vq3a6co4iEaj8P4AU4HlmTKW58j3haBsmAWndok05LqhChUxbDKaQ30NyUtWCJEGE6zksuY1OZqk89jUCzSb8Lfob7fb7XK5NK9YOu3i38HBQexgpALxkNHd3Y2R1NjYKAfZgd8Iryyz2FOzqbnlSFjjEsLhMCJmlUgYK2GISBYKCtDvJxKJ7u5u3L2trU1lkBEyNSj0bWxssJ1/9atfGYbx8ssvJzOr2BYtZywFjkU9YUKZWixK35rYkfriSojSMLQmRBJ5xtnQ5oTMl/g5BmHqSGz61fDxDNNMaAhfNYx8mTynu7sbXoJH0RirRDIZEJ9hGC0tLdxnURb7mnkCtMzDSinEyxnCDAhJE4I88dgUz+FwmOXHpF4ISJqxuFrvxmKxzs5O2FjSKNEPDAyAeTs7O9UT8KSGtCgV69g/yZVVLjA7xSVQeMHBc889Jx1bmfUpHo/n5eVxNmrMFY/HKUy0tLRIn+VMhZZFi8cPHjzw+Xzf+MY3/t//+3/4UGYCOO7AAEBSKZfLdfHixcTWIjOxWExzzTAMIycnB2kgU1xZul1aN0BSnQjQyr37kRYXpdxA9EhMb1ishpRycJexsTHDMJDDcpf3UocfMBWLxfr7+6UvFMAN1773lY8ePeIiIYkMwcoQvQ1TfQxvP+kP/ljnYrrqk+Xz8vJox+c5yrKr6O3txWhLo46ezj/Q0T+JfAAUo6BXgfxOb1daqEDcu4lLePjwoWEp6clzEKgiO1qOHHqhyeKUmU333Eeiif7yl7+8//77f/u3f0sJAxS/j5oVRxByqCC7kdvtRvqXpJmUmEKkdLl+9tlnKc6naAotKFKuH3LNoGc2FUHoBQzv1KlcAEwWLa2WIRw35Zsi9oU7mKPodaPE9hl+r1lZWVKVITeVX1PeZKAawGIUVCZI71dJIinoT6toyOJ2XI25jMmqY/hwaGgIt06v6gapvqRe7wCJTzo5eDweyiZsJcZG8b47xSWEw2FKnYYoB4ZNg1xL1FbbCazxSTMJNu4rF9cMJnoOY9mYaIEPPvhAmQuqtns+vuCiLokPfc0W4EwMhUJMzQT5Y/fKKy4G6+vrrOVgpWZcX3qvptYGazsPLh7YauCaGK6a6kYpNTAw4Ha7nU7nEVXd8K0Qz+LxeEB8UteBTtrfQCR98F9DpItD2+Xm5jJwmUzBPdRjr08zLMNoYSVHGTCeSQ0GuAnGZ5lu6fDBQij0ujlwRS2mkwxOxgEHrtPpZGGH3cQlwJwuqVw+s/xKxvrjNLqTIiJPZirNVDBwjHlbMf7lbNIyBxx3IHZ9eHgYYwxjm6Z+igXSAZeKPi1+WINU9ONX1qRMHOrYsOIvI2/U4xKv8sp0/taKM8uH4VtgYePY3n1bHR7Rc6WFHz13lHJ/tMvZSFLWHKuVWCo111e65UkZ0xAxmVLfIq2p3ABSBUSip6uWw+GQgQLS/SORSGAH4/F40lh+hF437e3tHOIphA6GNaitQdjSp4gdJ9P9wwUY92IUibE1O4VhJhnlpaTOAb2JYyhSOR/kkoyYQ6tMID0xHA6HXNgyWKJXojs4hjF0tcRwmZH/QIoIFGKam5v5uVaMLPWl5AiX2lcZD0g/bGrPyct0fse/SqhweWVZMGcf2mnpqDYyMoJJdBSJXupJQXxOp7OpqWnbiZo6h4y1L5W5eMI4njSLv2B7BeqBaxQ6Q/p0Y/HULAQkOOuyT+aiYZarBX7F9Yxd29/fD5pLo46+s7MTIsnuSxYgtacypRt2iozh1hL900VMiYhwppnLycmRnpfGdvUD5BxYX193OBwaMX311Vc4MMy9LR+Gj726ulpfX4/JgEJaGaCseCzkKqi9r/wqY8R5Zb4RcxSXlZXNzMxoC1tqVuW3tP8/fPhQ+nlLQRviKdVfUvqmQ6TMAqJER8hdxdcZjffu3ausrMQM2pMq+JCIXjpIoGNcLldlZeXExISyJBFNgZhZWVF2p1R4SYdZtjhOZkSDMvmaJ+fk5MAwgrvQbwfXfPTokcxDLfcKrDqWTCaDwaCMTgTRBwKB2trafWy1DhZ9fX3Z2dnwerx8+XLMLLG9EzgWuW7FYrFgMCjlHaVUJBJBG1LeMbbmpueHWDW5+u5UPwAXZzPKCGceaHMJkIkx3nvvPU5O2CSwJ8hsuieVMHOLbCUO4ExSYeGlmPPc4/F0dnZqqqrHRgLTD1I20cbGRiwWg+UW/sFZWVler5cb91gslp2djcEMq1J2draW3oPMICNF9j0I4dIzMjLCENwjaozl1rujo8Mwszp0dXWpravuYxuCRl2sjTI0iWoZpFSkM4wyFb4yqRlJhN2TEBmyotGozGOnRL5M69OSZeDJJx3+RkZGqOFJb64bvuxugkWlJkoqPZhRj/oTyfJQpyhzs4UMf4Zh5OXl8cqkYGPn+gHKnKIyt4T8CneHkkfzgUsmk+3t7bi+0+m8evXqtpHMGQatDdEasCEp0ThozwyotEUbTyKRGBoa4tqPsS05QaUc59I6Ta95fGUIbzGMc4hHOFnm6ObVpAEPB1KcCgaDuPi+VYixWAwBMbj+EU2BQIIeGBhgWyCTIplxN46oiURCJvqh3YO6lG3jypJbqx1FIhEUKd1WZW8lbmWWmFFm6Uh0eYqFARsCKW7sKZLtYLG4uFhYWGgYhtfr5WM8VtKRdn9lJveXYSOM2EYIq5VBpOJShpCwwbX6AdLtlb2gVf7UNn+cpdSzDQwMoGfz8/M//PDDfTvsHi9IIxNVunLjmzEuN2ord9+6dau8vBwjCmOb0b+7lBrluKVORoojMl6Ps4aDnySA01ibGuIdXMikjmjf7xuPx0dGRnD9U6dOQR2ySxwS0cs49ZWVlaqqKrQFtBlJM7X0XsH8w4DX65Wuk6gjw4Wa3MRGx88Z3gZT7baqGCXGhLWrrKoexisPDQ2hy0+dOnXz5s19vONBgTarCxcu7CZqhu2Gl4IOB0OZDc7RzHwG2PbiCuvr61gDUKNHbVUEGVsttPwcB8wxorZaouBCo4RvCYmeQc6sAXDhwgUKuVoq2swD2wedq3kZrK+vP9YCf7wgy0i1t7dDmr5y5Yp8wcc6mGnjbWNjw+Px0MfxmWeekVaieDzOjMHYrWIvKy8IaYbaFRAOrsBFdx87Ks5BqEMMM63A7nGoxcF5gPQv0BdbKT6FCCa1XazXRb89cEcikUC5Fv6KocZU3bBeO4MgpPvUtsbVuJlRHdjY2KBl2Gq85d/m5mY83oULF9IoWoZCIRZQPnfu3NLS0i5/mDQzzECvJWNPoB8ztub3ICj4M02xpljYtn4AlfXWpAUwEmgvpSzpDVZWVr773e/C0RNKTOy9MtvlBi2jlc9ELlg5aLct5HBMERVlct955x0Moaqqqvn5eXnaY20zcpcpPSxAKVw+rWVbeKYyt/5cVxKJBC+Fct5WX4M9Aa9w//79733ve3jTtra2PW3O0uBeqYS3n9/vDwQCZExraRgrqKI1trqystFlADQOZLjTM888o8WL82rAtu6SvLumgk/hjvnw4cN79+79wz/8Ay575cqV9OqIZTmOx5aQT4ianBydhgCXTI1n0TjcO+NkKHbYSvF4fKf6AW63WypMqXPQSqFa88tzQWIMsMPhkFW9MtsYa3Xq0CR6LdQgHc94kJDvEo/HOzo6nE4nxPDu7m4tHCcFn9DaxPg+yCVer9daa1AJlk8mkywgpc1rnJlIJGTMIDUN+yaBWCzGxB4ul2uvFesOj+jlDmhwcJD1QqG9kal9AcjsklVlhxkW12z+itSjecjKxSAFkeFqMhGu1Ss2uTVTIEmTZ+JbmEDxnGknegaLOp3Ojo4OLUuEEgqoqKh2T/2jYfqZoWXgp8Qf8jS0DOcY72glZVIPGpzBtMbWQDYlyMsaYCUdBzG9f/rTn5LoYf2OWUr22DjuwErPYdbe3k5xAWnsINtp0gxmvWYBglKXKgHG9ClzYMuokZ34ZCdwKDIyn1eWAVnSfCUdFPkvxjmEGCqpjqJEry2qMFFi8bx69SqfGK2/bT0gbgiYBojhqYZhoD9wjrzXYzvGqprgiMGKjWsmdihxp/GX/DcYDI6MjFAEbm1tTaP2IB6PLy0t1dbWohHKy8unp6fxlRR/5E6fQ1zGErMBZXw5DiAcsQVwwk5EL5PIY6ZpldmVJdR525QJ8lLJZPL27dvFxcXoQb/fPzExITfUB9ieNtKOpIlwODw7O1tXV4dR9PLLL9+6dUuekzCTKXHmctBicEpPsG3vRbPTXoleKaUlpPzmN7+5vr7OsS33DdwKyJ9TLbyysuLz+eDQWVBQsCdLrDrkfPRco2ZnZ1EnxeVyVVdXX79+XcaM0aCklELBaJrm0CVIKG8YxrPPPhuJREBSzAEt9T8pOmZbY+Pm5iasMVzbURKM19GKVlu3w/T2m5+fP3PmjMvl8nq9JSUlJNa0AKzNgoKo7cVv4SAv/RS5MUKLUR1viAQGgDUXh1y2U0j0m5ubtHvjW5no3+12yy1giiRoGB54qmvXrvEKzGXIhzm45rSRfmjke/XqVdp7urq6ILfJTqeMz6hXjEwqD59//nmQSSwW29jY0HQ1ykyrwJvuhujpTWAIt0t4IWvPtlP6bs4mZPXAozY1NSX3WCnssCtMge6TZmozALXb1c6lBGl3ZaANFgnOf3j+KcE7mhxn7Zht3QfBF/F4nNkuDTP4Ta4f0pVNY3zmY6Dx0+FwvPnmm2knmkgkgh0GxkpBQcHCwoIcXklReTUejyPGFRoV1oPlyTKCgZ9QgJLpVrYleqs6DmunVGtmZ2fjK6461rTG0i3nzp07paWl0NU6HA5s4bX3OqC2tJFmUGsHQIjBcDUMo6SkZGFhgUNLCgQYCZDhcnJy5PadXnZSaONFGHWPf3cv0XOmGMIPxzAMuhFze6F5KyjBKqurqxUVFXza3t7evbbYIRE9owxIjiMjI5TgampqFhcX5XYeIhubQO7rYcWWeX9kfIRUbEHFj6+0jtkpIIgIhUKGqb2RqekA6Z4saYsf3r179/Tp01yQrl69qr6GHeZAEAwGFxYWiouL8VQnTpw4f/48voKZVD7etgHGVI4Zphpdejclk0lZgwUX3Ino0eAgbnYTRHWkrGCPb9touNrGxgblBmVWLsOTFxYWfvjhhwyItSk+U0FimZ6e9vl8GDPZ2dkI/1aCQzjHDRHWjjmulKLfJJ10lSmYbpuMa5dEr9mWOJtoVpRB5jwTcipvFwwGu7u7aUUoKSm5devWXusKHGoKBOkJMDEx4ff7mcK/qalp2+IJa2trkuLpuEpOp8fYtlH7O3XMTiH+mk3YMCN4EdcD2d+qxeY7sp9Y3swwjKKiohs3biila98OE2xbRqshN8jS0pLmm5Q0i/KguVCfSz45VTqUlOm2hBMePXrEMboT0Suz5WVfS80pwawVO5UexOf37t3z+/187La2NmsFmINoSBtHBVYJAL583LDeuXPHmrXUMI2ZOTk5ECni8Tj39JFIRAuewgEFkX1I9DQyYcCjGKwhSpnSS5jKAKnHViK/jWEYbrcbQWF7jYc4PNUNW5DJlaT2prKy8t69e0i5h9OYFUsmv4XqVkZyS48XUq3VMGvtmBRJu8gpSmy4DNPNVr6OtJ+wYwKBwPe//33DLGbd3Nx8RMr6RKPR6enp8vJyDDKv13vx4sVIJBIKhdDsWnEGUrxcp0OhEMauIdzFuPpKBx4GGW4r0WslqPgV+p3fMr+C3CvwUqzT29vby0iIkpKS999/X5m7dZyZAXH/Ngi5jaYsPDMzU11djTHg9Xrb2tow70Kh0MOHD5977jlJr4Yw+CtTv0ddJcc/88673W7pub9LoteYgTocmSbB2CE/Pk7+85//DO08Sh7l5+f/7Gc/U3vPQnqoOnpl+hKBDmZnZyHUY1fS2NjIjVjCzHDLSo8winIZkN5OUpWW3JoeK7VEb03DKzW//JxdQg2yMrcUuI7026MrN9btgoICVH5Ib2Sm1Pr19fVxnFVVVc3OzuJztDMWM5ldUommkOGIyuR3OWfo7yhjF6xErxWVlc6svD6qK3AMOBwOtrOWoXBpaamuro4qWpk8Tu66bMebjAEHgOYlMTo6apjlO/Lz81dXV2nnx8yV+VE4fqRWRwmjTkJkZOFX+HdPOnq1VXOghPhIIVJZEs9B6r1//z6VwIYoXrRX9cBhE72Gzs5OOtSXlZUtLy9jJZCyHtpif3m099Ex24JhFGxxZdEGoC9v375dV1dH5xZkWToKFJMwMTs7W1tbSzaH+w1XJq/Xy7J/yhKXoMTySSrHmdy1SLWmIfJ307XAMMv2Mrk/i/pquUeCwSBNwXKJ1Z6NgSQOh6OwsBCKMhtPIebm5srKyjjqurq6mOsQsgXjtJXgSkgD8K6Wn/AcWJs0gfLr8IlSKhqNYtVh3RJ8rgWNcmwbhlFUVDQxMbGtTfGxSDPR37lzp6ioCLqC7Ozs8+fPY1PPii2yKffB9QfVMZKhGPugzF6hJUcpBc8W3Ku0tJQB2elVHci7h0Ih1CuX6yhEHmxUNzc3d4pLALlT1UOJHgndpIoTiwqbghLNo0ePZLYJRopLtZjamo2SJ8vIOGh4lFKLi4u1tbXcksvqEzaeNiCNoMvlouSOOcvRruU1gSclf2sYhhRT1tbW+C1czg6KT2hlhWqajwplY9yshDUzMwMlsGEW8JBKYJlq7bFIM9HH43FGbCLpMzuGkuDm5ibTRu71+gfVMXTjIUlpyg2lVCwWg4cfLQoXLlzY2NjYtvJ1WkDd1PLycmFhIRuc8Hq9ZMkUcQlUNSpzCcnLy9P0VzgZTZGVlZU0EYlEnE4nTWGGGSqF9uTd19bWZF4zbYRwOVlZWampqcH+wDCMl156Kb2Z42ykHdPT0wUFBSRHzvpnnnlGKmyllz3NdZzRDCvhRhYsfIASPeeLIWLOsaXAc87MzLz++uuGueU9efLkzMyMfNo9Ic1En0wmFxYWamtrEZKTlZUlHfskd+wv697BrsDKDAKCL4qUEZRSgUAAEVJgzJdffhniPCk+ve6VCD1LmMkA4IxoGAaMVJgJbOSd4hIINqO0ZCjxjkwkJ2PK8SFXF6rCIH9lZWXhdtuOYypwWKlqY2NjbGyMV3M4HJ2dnRmTndHGPoC59u6772J00WzzzDPPPHjwwHo+xhsFfMMwuFvFJpWRPYjqOCg+kXVy1FY3M8MMWBkbGzOE2ba5uRn+ZtZ0ILtBmoleKZVIJNra2ri34j4L3yJcWHN72j0OkOilC4chsl0iDW8oFBoZGZEZFBobG6WueR83PVhIr1Cl1N27dxFehKetr6+/fv26thm0xiUg7QxVmTLlyMbGhgz5w285dtXWmvdsvdzcXDo2QE1JRxplOtoz1w3HPeawy+WCQhZrQFFREcKP07ug2kgj0PXz8/P5+fkce+Xl5VNTUzgB8dhyewpg1LGGVGxrDdFQKOTxeFLE5ewV0psAt3Y6ndkmcNm6ujq6nOXn5zOvAx9gT1yfZqLHS87MzMAJ+pvf/KZhGJWVlfPz83DHlifvQ/txsKob2jOVuQhTzPR6vbBwgozy8/NBOrGUxeYPGSzMBAl9dna2rKzM4XBgbNXX19+5c0cpFQ6HHxuXQDKVb8eAWHqdUmbH59woMPbVECV8ldnFsHlIJRLXm6ysLLnEZmVlYZ0oLi6enZ21xXkbcG/7+OOP/X4/hp/b7S4tLb17924ymeRghkyT3JrPw9iax0ltjWtVB8cnMk8ffRw4qg3hjeN2u30+3/T0NCoKSK/FPRFL+iV6pVQsFpueni4tLeUiXFZWtrKyopT66quvuOvfh2bqAHVqAAYKZFv6bJHuoW4uLi6enp6OmwV9SFJpVNNj7PIB2JIy7R+EYpYO3zYuQSn117/+lXEofEc6JMgKMxi78K4JhUKyLiCHNWiaWwQCt2O1Xk7Izc3NcDgsS9RiVly4cIG61yfRgDaOFyKRCJWTGCE+n4+JwFizjD7BjCPhLpzxg6BXRPAcIJ+Qr5l3nQ4OXq9XzkprCdKESMO5S6SZ6OWzDg8PSxu03+9fXFzEV/vzrVQHTfQwecvsuIlEgixPbdrly5e1EImjABlwhOGbSCQWFxcZOI6xVVZWNjs7u1NcArPN8ASZPt6adtQQCZ/l2gBoIxUNqwUb8xbRaBTsPzs7C89ihlOVl5djDssHs/EUAp7vGDa3bt3y+XyYlZj7p0+fttrqZaYEQ3h144f8OfSKB+vFxwxr/ATO2bgsvBW+853vINKFUejUo+7pjun3usFBLBabm5tDYBtkQIfDUVJSAkOznPwxUcUpsTVDixX7iGSTTCEVCBAt8S9X+5WVldraWgqYsMFOTk7uuSHSBHA9xhZXrNraWsr1XNVkF8iUUtK52AruRrWAqdSPJG+neQEFAoHKykp6uALQkqHvbAX90wwpGSilpqamULWUrvSVlZVQdsscq1rkVIpN4T6IXmo75ZUZm8kTlpeXKyoqKC/Cl+z69et7aoGdkH7VDVkjHA5PTEy8+uqrVIN4vd7y8nIswpzD1qUshalzfyswdAsaH2l6sXA4PD8/X19fT4pHDx0v9z5k2Lh58yaWWPgvOhyOurq6iYkJjXOTliJNmgBuxT6I3nplZqJeWlqqr68nxTscDp/P9/Of/xxl83Z/cRsZDNqHgImJifr6es59t9tdWVkJ8ZHF09XWrUCKIbQ/PtGEITkXOG5v3rz5+uuvY/sLJ7RTp0794he/UAfkXJB+otco9caNG9XV1TIG9cyZM4uLi3TGINesr69rdUqt2GvHyFUkaRZLCgaDMvUC+iYQCHzve9/Dc4J6Xn755fHx8WNKNNPT01VVVTJ247vf/a5ctDQLlcxPl0IC2ivRa5eSnmTLy8swd6O1PR7PqVOnfv7zn/Nka0S7jacQskIRDiYnJwsLC2VupcrKSqiFqXiUgkKK8bNXPpGlB9VWhQHzesVisZWVFSngGoYRi8V+//vfH+AOEUc5MwAAIABJREFUNf1EzyBjCOYbGxsLCwvM1gbFMTdc1vZST2AFlg9GrK+v05y4uLiIWAZKwaWlpR999BG+PV5EQ5dK5BOlXtLlchUVFXV1dUFFqLbGmOxyPdufRI/C61TQra6uDgwMlJeXGyJmqrq6enx8XIngRlmcZNdvbyNjASEdVD47O3vu3DkyqcPhKCsr6+vrm5ubS5g5UGU81E7YH5/IrTCtu/g3EAj09fVVVVUhQwNY/sUXX1RKQb7MEKLXgs34+dTUVE1NjWG61WdnZ1dWVvb29rJjWPojNavuo2MSIpOR2upSgtjX0dHRuro67jmcTud3vvMd5FeR+dmPBaQ+KpFITE9Pf/e736VQj/zMfr9/fn5e09Hv0ha0V6KXeUmVUuFweGZm5ty5cx6PR0Y5QmOjmW130uzZeHpAvY1Vrr9x4wbkGG4K3W53RUXF1NSUNpBSOOnuw+bHAy2rOcikqqrqxIkTMsHfd77zHZTA3M/774wjYYy1enEopW7dukUDtHTFmZmZkWmtUl9/Hx2jdQYXfGXWedFiuzBWGFBHX/JjAbaP3OeWl5fL1NCGYUD8mZ+ft7o/xWKxFNy6V6LnafF4/OOPP+7v76+rq5NlIrC9m5qaYkyAfH6b5Z9ybBtGBCtoPB5fWlo6e/assRU1NTV9fX1LS0u7ce3bK59IvxoiHA7fvn27p6dHpqVEEO8rr7xCV0OmTjkQ2THNRE/rh3S/gZosGo3eunVLhj7i73e/+93BwcHl5WUt9mFb7LVjJPFJNfR//ud/9vX11dfXS/9Wj8dTXFz8H//xH3wRqc0/LuCbxsxamgsLC5cuXcKShsp8hmHk5OQUFRUNDg7Ozs7CyTKZTFoLO2jYh+rmwYMH8/Pzw8PD1dXVMqLK7XaXl5e//fbbP/vZz6TqM2km8FEm7x+vTZWNgwVdM+LxuJZvXCl148aNt99+2+/3w1OOufAqKyv7+vqmp6eR+WAn7ENDIKP619fXV1ZWBgcHKyoqMLaZCKCkpKSxsXFqagp100gjB1XKIv06+qQJTTmAg8nJyba2NlQS93g85Nnq6uqhoaHZ2dkDV90oIdcnEolAIDA0NIS1F3eHDiE/P//ixYvU2CixAh8je6xseYZgYIM1NzdXUlIit7rwJi4tLR0YGLh9+7aWHX5b7JXol5aW3n333draWtgJWCLY5XL93d/9Hd0olVKxWEyKYHyFfYdc2MgMkE+04G3pm7e4uJifn48iB3KDXlpa+pOf/CSF49w+NAQckMvLy0NDQ3Abow8lg1euX79O/QGDVw5wh5p+ot8JTCcUj8enpqagO6Y+Ad1TVlY2ODi4sLCghECqxDqBhsOqSI6miQPJKzQZnCwfCARaW1tpdAXNYR1+5ZVXjpcb5T4QDoenp6c7OzuLi4uZHpLpRSsrKwcGBhYXF6XJhKEGVP0bwosAl5VObGT/cDh87969rq6u1157zdiaR8gwjMLCwpaWlqmpKev109AuNo4haNhnaaOZmZnW1tbKykomPiOqqqq6u7uhQpGR3mpr3A+CurOysuQOkipEOTgXFxdHRkaklyfv6Pf7GxsbD6GCwhElem01Xl9fv3nzZkdHB9IkIOsAXNfdbndxcXFfXx+dQwDYRaXZmuKhspQPhCIMWRZisdjy8vLAwEBtbS2zWjOY6Dvf+U5bW9vc3ByV8hkJbhg3Njbm5uYuXrxYVFTEuGUKQeXl5WNjY729vYuLi9K7kaOca6RSKhaLMcOqDGkZGRkZGRk5d+4cL8sANJ/P19TUNDU1JQs0Z3Cz23hCoEghLaKhUGhmZqalpaWwsBC+FfQ3g56wt7e3v79/ZWWFuQrwQ+RiovSDy2LKSFaZn5/v6OgYHBykrRFV6rKzs10uV1VV1Y9//OOpqSnaKZ+ohemIEr3aLmppc3MTdA9NDuF2u7OysvLz89va2np6erQ0b2i+UChE6VIJopE1Q+7duzc4ODg2Nnb69Glm2jLMGqo1NTVtbW3T09NSCXgI7ZBG0LAciUQWFhaam5v9fj8mA3PU4N+qqqqOjo5r164NDQ2NjIysrKxg4FITyqT2t2/f7urq6uvr6+vrGxkZOXPmjIyZyMvLwwVffPHFjo6O//7v/5aqOS3qxJbobewSMvxVAurK5eXl7u7uU6dOcRxCoMEgr6qq6uzsHB0d7evr6+rqWlxchGoILC/TNH388cejo6NDQ0Ojo6Pt7e3wFnM4HDL1umEYp06d+tGPfvTJJ58o4T34pAfz0SV6CuNaQGYkEpmYmGhpafH7/U6nEzQBL5G8vDy3211WVtbZ2dnf3z80NNTd3c0aT7ArIpUucP/+/f7+/qtXr46NjXV3d8N5n+YRbq9eeOGF8+fPz87OMvliIq0Zyg4BNHTTMI7jqampjo4O5IBl3ddnn30W6k7p/jg0NITkRfiku7sb3QHJnVVHOK+4eTp16tSVK1cwnaxVA5Wp97Sd5W3sCbDNStGeDi3JZPLRo0dLS0stLS3l5eWyIpUh1MWI4aiqqhodHR0YGOAuHwvA8PAwPML5W/I7y3OeOnWqubmZWl+591VfI6PXbnBEiV4W65BJ+qliU0otLi6+/fbbzMklU0jKfvL7/VevXkXVYHze29s7NDTU1tZWW1vLXkTGOFwkOzsbDJWfn3/16tWbN29SrYygoYyX5QFrwhmlVDKZDAQCV65cuXjxIp3VyNqyTBhJnII/P2QHkd/z8/MvXbo0MTHxm9/8hqEMaOpdBsfZsPFYaFFRWorZaDQ6MzNz4cKFN95448yZM4aojSNLTbjdbhKFYWoUSDgulysnJ+f555/nCS+//HJbW9sHH3zw6aefSv0PlTYyM+ATwhElekKb5KCApFmcOplMLi8vX758+eLFiwymldTDFAUgbvpy4Jh+e9rq7ff733jjjStXrkxPT6Mwk9rq4m3N85V5kDmY5PRA5hl89V//9V8dHR2tra2XLl1qbW1F8Cqdo6DE5K7LMHfE0OecPHny4sWLb731Vmtr69TU1CeffCLvQqcaukxYt1B29nkbu4Q2eCCxaV5bmv/eJ598cvny5ebm5ubm5paWFplv0dgBubm5KInz7W9/u6mp6fLly2+//fbU1NTvfvc7mawFxU9wHAqF+BhPo0SvlIpEInxzaVNl/hPaLtBDc3Nzra2tly9fvnz5cmNjI7LWsQPkeotlQFbH9vl8Fy5caGpqamxsbGhoYMY43iIWi1lpJbOlS00Jji6wOilhuUVDBQKBH/3oR+fPn29pabl06VJLS0tDQ8OFCxcuXrzY1NTU2tra2Nh46dKl5ubm+fn5X//610r43simlh4OWsgJ9DnHy4fVxlEAR472eTAYZCAOhzd9QBhisry8fPXq1R//+Mfg/Z6enubm5kuXLmGct7e3NzU1/fjHP25raxsfH//000/lLZjWJhgMSrdATrF4PH5Q/vI74YgSvWQTTmnSPYVN6RtLlyZQBnxF2traGhoaGhsbW1pampubIXteunSpqanp4sWLzc3NV69ebWhoQGJhSW1a+iHe5SmhGDkEt7VGUPzht0zdzL9ahmEmpAyHw7JJk1vTSPEK9EFmTENmb6FsPFFoUgsUA1ryAznUtZy4VCEy1a70eacvGSsRWieINA/wsrIw0YG96nY4okRvw4YNGzYOCjbR27Bhw0aGwyZ6GzZs2Mhw2ERvw4YNGxkOm+ht2LBhI8NhE70NGzZsZDhsordhw4aNDIdN9DZs2LCR4TiuRC+LIikzPlOJqAcGIDBygWH0WrZ6VkCV5egYIW1Nnr5TDFEmQQuL1YKVZKICeRpipjY2NmQXyHomartMEkggKsNGZGYhlekRyI+FHHs84ChVIkqcscTy5wwkZGI4mWIFJ7PWsczEIg8ydfxbx6TaIVqTx2wrtLmM3md3sMGtLCRDMg8zAPCYET1C2mTdFiWC05hQHp8ziYJMNMGE1Na0CmprOlMttxzGOsM71VNAQNZM0UqpSCTCKEG2JHlB9gvrhGiX1fJuW+eS1sJPYUBs6qGlVddhRWz8EM2O4c3uiEajDF2WRCbpBv0iy2rLOOeMHP8cYMiztG2ROxlvb00Zz9Qg8iekqZ1+Ih9AKxr+hHDMiJ7QWlbLByQHKE9LJpNIaqHJqlqGMk4VwlqyTl42IyFHJyZALBZDs2hfKXOZlJ//+c9/xoEsHb62trZT4gRA4y8lNltPLTA+Qa8go2g0ioZCIRcOZhzcvn17cHAQGaHfffddlOhBTqcTJ060t7ePjIz09/f39PT09vbeunWLzcvdgIzsB+QWIfPGv0ay1v0KWxv/ImEOmCQcDmvSDDpIWwLxITPqYNGFCCXPfEoLj2yLFDmt5J4oEAj09/cPDw8PDg52dHRgoKMIgGEYSFXf09PT0dGB6kj4oZZxBSyjrSj8NgPEmV1CywfCF5fZQsDXaPahoaGf/vSnV69eZZ4/j8eTnZ09NjaGsgzd3d2Dg4O3b9/mZbV6A2qrdujJv+KRw7aKMvk5hY9PPvkE1RcGBgZ6enpQG48p/JC5Lzc3V+bRzcrKQjWMqqqq3t7evr6+9vb23t7epaUl3gg5Sqk9y9TxL7OYSb0N3g6FwvGyc3Nzg4OD3d3d165dGx0dxdj2er2oSjQ8PNzd3T02NobKFjMzM0rkRJOtpynWrNvZJ4RjRvRqOwVxMpn85JNPxsbGrl69Ojg42NPTgzzpKDdoiBqkOJappbOysioqKrq6ugYHBwcHB7u6uliSkNmLlElwUu2T8QSkJW5FXUbtrT///PN33nnnypUrQ0ND77zzTlVVFYsBWFPPaxmky8vLe3p6BgYGuru75XILUG7NDLFxr9AWV8j1VNGEw+HPP/98bm5uYGDge9/7Hgczyp+iqIs1m67b7UYFDLkS4DSkki4qKurv7+/s7Jybm5MiKjSiT8P4l3qtTz75pK+vb3h4eGxsbGBg4Ny5c4aZ9hxFFNiMKKRjmGWlDcPw+/0jIyPgk7GxMRa0UKKklKQv6v2fHI4f0bM4ejQa/cMf/jA5OTk6OopucDgcyHUu886T3w1RH4OjHIUyWArV4XCgVuR77703Nzen3VompdNW5gyDZimSasREIvHZZ5+hbvjZs2fZ5hpI9Fxlc3NzOR/Y/vjE6/ViuR0dHZ2dnbUTzRNWRdb//d//Xbt2ra6ujqXsyPKy/VFuFwMeE8HhcDQ0NLS1tRUUFKAiG3kKv8XJHo+nvLx8cHDwzp07mjIhI8d/NBr961//inaORCK//e1vA4FAS0vL97//fVk8hysi/0XqeZ6Tk5PDHpHV1rxeL2WahYUFqoWtuTOfqKb+mBE9xfkvvviit7e3srLyueeek4IJhy8a/dSpU+3t7TjOzc3Nzc31eDyXLl26cuUKKhFqHSl7rqCgYHBwcHl5ORQKMVu0ZgHLVEj9jCyh/vvf/350dLSqqgo7VoIrK8iipKSkublZyvLf/OY333zzzcbGRp/Px4JTkp5YWtPn8w0PD9+9e/fBgwcZKTbuEprV9E9/+tP9+/cHBwfr6+tZlppUYhhGcXFxc3NzW1sb6jF88MEHSil+i37Bpebm5lB9AVm7y8rKWE8DSjZc1u/3Dw8Pz83NBYPBTB3/0q3riy++wApqWIpGUS7B+Lx06RI/xObpypUrzc3NBQUFXDu136IXzpw58957701PT0ux6XD2rMeP6O/evdvT03P69Gn0BCrVGWZ1EVRlxFhvbW2dmJhQShmGceLECTY6LnXr1i2c1tnZ+fbbb7NQCaYQiqAahlFUVDQ2Nra8vIyxrtniMxuUMmD2GBoaQithxFNadDgcp06damlpaWtre+utt1paWiYmJhKJhJQT2ezz8/ONjY0XLlzo7OxsaGiorKyUddghDblcrtLS0qGhIQiVT0NTa5BK8M3NzY8//ri3t7e+vt6wADVzGhsbb9y4oYRbJJ1ntGEvfdJwcOvWrcbGxsbGRur3PR4PSz/6/f6MH//z8/MjIyOoj4Z1jupHl8tVVFTU3t7e0tJy4cKF1tbWDz/8UJkrKJdbtMb8/Hxrayu2TW+99RaKUoF5pHahpqamv79/aWmJBXakYeAJIc1ET8sbizfi86RZwlGetry83N/ff+7cOXAH5fe8vLz8/Pzm5ubGxsbJyUnNqwmXMkzhUX5IW1MkEpmZmWltbb1w4cLp06dBTxjrUOiXlJS88847i4uLiR0KPNIp4nhNAO5Y6VqjBL+j/VdXV9vb2+vq6tDaqA6IIV5QUNDV1dXQ0DAzM6P55OAAIzs3NxfXZ+PQDfzGjRttbW2XLl2qqKiQdE+hsr+/n+r7ZDIJrQ674Lj7d+/U/qzGfv/+/a6uLoiZGMAUQcrKyi5fvjw+Pp76FmhJh8Oh+efIyUWe2mn819XVtbW1LS8v87Kac84RHP9gFfk8GsnE4/FAIDAwMACTHtUy3JWibBGqEmlvl0wmuRnlJ/Iu6+vry8vLDQ0NPT09JSUlaEZKpei+9vb2lZUVZeE9aR47qPZMv0TPAqQS0jU1Ho/fuXOnu7v7+9//PtqIu0un01leXv7mm2/OzMxAjwxVA0hHFh3ViF7aRngMEgH1FBcXOxwOlm/HmvzKK69cu3ZtdXVVCa6R44b99ERb7GBhjUiA8S2RSMzOzg4NDZWXl584cQLTnoO7qKioqalpfHwcjcatPQVJNAvnj3aO9H/FAywtLTU0NECqYi+jo8vKyvr6+uDJoCwly5PH3L972/ZXSgWDwUAg4PP5sFJKbUBBQUF3d/fk5KTV4dWKnYg+Ho+HQiH0tRKOsDuN/7y8vPLy8qmpKWUpCsaLKEthpsPHtouN9KjB0y4tLY2MjJw7dw5DGqoVKCRffvnlpqamGzdurK2tKeFerMTQshI9G4SbHgz4cDj80UcfNTc3FxcXk7Xw2xMnTpSWlnZ1dc3MzFBHKsM52TVfv1nST/Qc6JFIBE5dmgHq3r17r7/+uqR4LLnFxcUXLlyAcoY+CQCCLXG8LdHLwCgNGO6Li4uXLl0qLCw0hFWdev+7d+9ag60oXR4jR5FIJEJfDsZA4qvV1dX6+nrW9eYY9fl8DQ0NU1NT2xZL05qFSzLtq3/6059wEA6Hk8kkF4aHDx8qpSYnJ3t7e0tKSuRNIcP6/f7l5WWSu2awPab+3Tu1/5dfftnT0/Paa685nU4paRYXFzc1NYHiNTFwJ2xL9HJ1CYVCGg8qy/iXe6zh4eH5+XltcSUSW2OqDx9WopfLJ8j3/v37Pp9Pjm3IMa+88kp7ezsUj5qlVG2NoExB9JpZiwe3bt3CzhXaTt7a4XCcPn06EAhoEgxwUIM5zURP/ZTmzIcG/fWvf/3Tn/4UJg5Shtfr9fl8jY2NU1NT2jhLJpNra2vkDqn50oge37Lwo9q6sWA3Ly8vt7S0+Hw+9E1eXh6eoba2tqOjY35+XntgdTxdjGXUXyKR+PTTT/v6+mpqariVQbOXlJS88cYby8vL7KlQKIQQG8iDcqTiWEr0SizqMtJHbRUDo9Ho9PR0R0eH3++HIMkp4ff7u7u7FxYW5G5PvshxbHy1XfufOXOGbw0+KiwsvHjx4vXr16V8Fw6HHz16lPriO0n00Wg0GAxK+iOs4x+zj7qjsrIy6tP4POzTI6JA466Rw3JjY+N3v/tdd3d3WVkZXcUQXlNcXNze3j4+Ps59+cbGBoLAlQiDSkH0lFATZjw5mjESiUhPm9u3b7/55ptVVVWaZ2B1dXVPT8/s7Cwml7Yz/vpIM9GzM6RuFx3z6aefQpDPycnBWM/JycnPz29pafnZz36mhG5xbW1NNse26n4r0fPbFNSARp+ZmTl//jzWG5fLBeqBR+DCwgIC3oLBoBZheyyAFwyFQniLUCj05Zdf1tfXay4HL730UnNzM5SVyuR37VJ8cSnRaEQfj8c3NzflOqGUwq2ljzYuMjk52dHRAaEShgGs99XV1Tdv3lRmtfHkcfbv3qn9JcUbhlFQUDA/Py8NoVaFz07YlujlpdALcougPd7MzAw0SIYwrZ87dw5qnLhZaPsg2uPrQu7jpYIen3/xxRdnz57FopWdnQ1CePHFF1taWn7xi19IJTvHpDIbgVYTXt+qo9caQZNCZJT49PR0U1NTYWEhLkK3hdraWhh7lVKhUIiuEF+/ZdKvulFikpO7f/Ob30ihBjh58iRcC5TFoERYZb1tiV4b0yALCPiUStgrmFQrKytlZWXaI1VXV/OReJ0DbZsnC+jKcBwOhx88eFBaWsq3gwPMyZMnoR+3rmRwrLbmS+C3dHtFkCERjUahPdNUPTIyCJednZ2F94L0W6iqquJ84GPwygfbRE8UO7U/X7awsLChoUG+LFU9ULKrramcrNiW6HFT7gZoW9pp/M/OznZ1dZWXl8NDHKZFv98Prlei2dOro9fSyPA4Go1++eWXjLbhclVUVAShQW3d4jPtARqKLgA7Eb2WPkjeF9CeEE0dCASKi4ulZszlclVWVrJVNZn16yDNRI8m0N7kV7/6FXw8nE4nlt9Tp05dvHgREUwyixBEHun8zhmSnZ0t7SdWiT5pZlNI/YRkqGQyOTU11dLSUl5eLgN/Xn311YmJCYZxHiMFMYFe+Oqrr+DkzrjKwsLCtra2Dz/8ULpYQHLRhDjmY+EnYBPDMDwej8vlohQp3SXl+Yy5V4IswDszMzNNTU3l5eX0vvd4PPX19XNzc5nh321tf7xmRUXFzZs32Vxa2BoOHjvetiV6pVQwGJQU43a7t206jH98NTc3B+cowOv1njlzZnJyMmlCpVtvo70jEAwGP//888rKSjQs4lpPnjzZ1tYGU5NM/cbfgtypUta8jDSil0OaG03twRhgLD+fmJhoa2uDUYqRm3V1daSUg8KRkOi5YCYSid/85jff+973OJhcLld+fj5W3XA4LOX0RCKBVmZPcPRvbm6CXFRKouex3H4ykZZMQiTPn56eLi0tlebZ6urqubk56X7zhBrqwMG3/vWvf11XVycDJn0+3+TkJDWPzImIH2quShooqHIB5leGxXgFedzhcOBfekxpvDM+Pl5bWyv9L2GePdb+3SnaH8LmtmlBlZDKNfW6FTsRPY1ePPB4PCrl+I9Go4FAoKKiQroAVVVVaRLoUegCjs9wOPzHP/7x1VdfNYTPmN/v/+ijj+jGrkw1oNrqFgw9vsvlUuY4T6G6UUJNr4RRmh2nLYHYToHH5ufnuYKibSsqKmACPChVcPqJHrIeGujLL7+EG69hGklOnTqFYSTFGRzHYjGn0yk/USJxrmEYqY2x+wDVC3Nzc9IR0Ol0lpSUwDyl+a6oI6O15waf+3Qef/bZZ3V1dTJHTX5+PppdG9/au8h0H1x0pQrY2uzxeNzlcrEleZpKKQxCYJybm6NhEJ5wfr8fuYnkGv+1mukJQyp8uak3xK4Ub3fy5MmbN2/S326nHLm7wbZEj+XE7XbTJMhoW6VUOBxGM1qHilJqaWkJKnvk1XE4HD6fb2FhgTSXdqKXMsRXX33FoDw88CuvvAJXPcbQ4GQ+tgw8hkGOUkhqot8T6MmDp52cnESsPh8VXM8JJT2j1N7HeZqJXiooZVg82regoGBycnJzc1NqcilogM0TIjf92toav8U6rA6U6IlwODw5OVlZWYlnxpbQ5/NBXw/NkmYNTm31PTRQ8UUS8Xg8Mm8ElPIfffSR2ppQnpI7WjgajfInUKDhIrwLfugyQekJ1+HMwXXU45ZDMg6anePE6XTW1dXRSnxkWZ4MyDHA9pyamoIygb1QU1NDGZlje9/5f7YlekO4M0m/puzsbCru6V+A0UJaTCQSMzMziOHiylRZWbm6uhoOh49IWulYLBYKhWROw6ysrLy8vG9961vSqAagbBFkR0NAJnHKysqSipevT/TKMqe4grJHysrK7t+/r6n496cwSL/XDWZ4IBDAG1K08fv98HbCmfL1Njc36b2HT6Q0wa9Sq2728ai4BbtnYWGhoKAAvZKVlQW5nqnQ4luj8tILRl5oj7S0tEQi8Hg8eXl5L7zwAlhG81LlJ4yE0lzsDTMLBbTwAL+SVkelVCQScbvdVL4BKZSS7NbNzc3l5WVmJ8WTV1VV3b59m/3yWG3G4YMmPi2wKBaLDQwMGKYlA6/z/vvvJxIJTH5ZSWqfM3wHosftmM3C5XLl5OQ4HA5ZrErtUOkhFArNzs6Wl5fLvLBZWVk4J4056aDdRSPfuXOH746DkydPIriXSmBSBFVk4HdMatpLsBKrg5Poac/gMFBKra2tzc7Ogusp9RYXF9ONO2kGBGgp8neDNBM99WIY7oaZGiIrKwtiGjUhWNYw+mUeD4Z70GqEM7Ozs3HOgRC9dDiJm+mLo9Ho3NzcSy+9xOEOEWAnRUcaoe37kqbP0tDQkGG6mmHmY1SxQgt975KmczGugPaE/gRuDDQhStUnlbny7rhIPB6H5i2RSOyGGhBghePx8XHoNMFQvIW2nBwdcFeUFF5JkUjk7t27tbW1Un/C9lRidy8vsldsS/SSv+SajX2wdkdGdcmv1tbWIJzht3hySDlpH/YYab29vchJjrZ1Op3j4+Pcj8rqoXEzaUE0GiXDQmrBz/GOqQOm9grNBMWdEPX1TMVomFpoYh9ul+nX0QeDweXl5ddff51kIbNpKxERLn+FNc3r9VLkkbJqKBTyeDyyhMXXJHo+qpVHZmdnja3736WlJSkOJ7bW6kwL5JhAYEs8Hl9YWIDDmQTWKpwpH5hej5gqbE+mXpHJyxhpYpgpidBu0skSZ/JeqVVbUbO0KRXWy8vLuC/1HtiSazGNRwTSc0OZDTs/Pw/PUbk3Yhi2YRhfffUVzo9trZC8J2xL9CQppHTFMeQV+cDoFDaptlWSz4xXqK6uhvo7jcBiv7KyAv9s2Z7Z2dkcigRmKD9keKCcFKSOA5foldDGcA83Pz/P9QaAr0fSEhC+e6Sf6O/cuQObuGGmQpRimmxfTfetTJqQu0tPVt9ZAAAgAElEQVRaZSWDqK9N9DJtjjIt5pFIZH19XSYqcrlc2dnZfr8/EAjgTM1EvL+7HxSSIkXJ6uoqWd7tdtM6JxsKnsXIiIJf8ef4ISsw0F0kNzdXJv0whDREf7X19XV2ayQS8Xq98a0ZLHZ6eB4Hg0EuLZxv5eXlMgHskYLUInIwDw8Py3E+MDDA6Q16eu6558LhMOh132rAbYlemZsthqEZwuSIdBTKUjaZCAaDTCwok7YbhtHU1LS/5zwQYIrdu3ePJgSADYunxXSWSqqEWWDdEG5IWVlZZHyv17uxsXFQRM8oaBI3lavK7DIKu1lZWVVVVdhqJ83wwL0KNOnPXjkyMiJf7Ec/+hE6A2oBUAk6hi53XAOpUlTCPwTiqtvtTpHUbH+Q+25MBiia2OUc9FeuXPnDH/6gts7t9AJiC0Mxr169igmAGdvU1IQnh3wn2wotvLa2RmPU2tqarKpD/TIGJfUnUMGjPoOMm4Ubn4wvhw4nhcSKYb2xsYGf8I5UMSN8+uLFi0+yCb8WOJPxmisrK4yAdblchYWFP//5z3GmdH9yu91q68DbK3Yiet6IEr30DgwGg5pfoPQRkvtXwzDKysognCHehyFIhw88f09PDxvW7XY3NDRI+qZzkdqqHGMtOZwm6d7YKjWqg1DdWK0vOJb8LimltbWVeux9DIY0E/3du3erqqpYdCI/Px8eRcocoMj0lpWVpaXQAq1LksUVmGRR84j6mkQfN2Pr6RurmaEMw5C52ouLi+/cuUMJ2hoocciQZoNkMhkIBM6ePSszVaFOhRJJC9CS/KFVS8iNF0vqeL1ebWFjE+HfYDDo8XjwDNJZFubB3byFrFCIDmUhAcMw6uvr6YHz/7X3ZbFxndf938yQHJKSLLmGHRRoCqRJEbTxIrsSRYqruEmyrch2G6R96FMfAqSIbS3cKYo7KZJa7CJNUKN9CFAUTQu7sWWJpCjuu+zUKZICthsnbWobcGwtJIcz5Mzc7//ww/39z3x3OOSMRqSkznkQqJk7dzn3fOc7y++cc7cRBRjMaWtrY4lmXl4efBFE+QB/5KJQIoCZAEVV9MbblCeX6SjoPqOnBdgug6tjY2PskeB2u+vr6xO71aTQlStX2ANRKVVaWnrp0iU8i7L9S/xrlLBqUR7FzgQSS5Zc1A33GO6vvGfmTuBzQ+YrKipGR0dDoslHXCplkxQ9PRTaBQhIdXd3034BdlgLQcQyYK9UhnGxsyG1pdcrhoxL0TPSYon2O8T2kcWyQ4Wyfd7Lly+j5gUf1tXV6ciQ8RYWbYbsBjL4b2dnJ++cjSUMttNYlrpevgJUOUk+4DC8a1l44na7jaLZte4TvyKowMBccRngillZWVrrgYGB/Px8utjNzc1UT/JyW14xSxSWZVn/8z//g3AlMhw1NTUSQKy1Xl1dxfKm7WxFNvTX0QDgUSmqoo99q1L+ZbqS4RqGffhVV1cXLuTxeA4cOICeGWtZCckiGRclNwjrSE9Pz83NpWzryFgitQFXKHVobPQX/9i4ojeS21SG8kUoke7C1F+tdX9/f2VlJXV9Q0ODjla0uBHaPIs+5Gh+hDodPmFVVZXUEaFQyOfzSesSxqBcsc76SSfFpeilcuGtylot2AUkpC75k8bGRiyArKysvLw8Dlneci0Dghy///777CPk8Xg6Ojqkn45NVIl4PavSuBNI3Ii2JY9+JfFtxNpvXNFr0bjGkBYV6czu2rXrxo0bOBLYIbyOwsJCJEiAFaFTtbUeFR8ft3H+/HlK9VNPPUUvRBoTwWCQFj10E9hIkKs8Msal41L0Rv0zVZLRqVvZ2Cqt9a1bt0Kh0PT0NFqDYC3X1dUZZVZ3AvPKaBhELhwOf/zxx+Xl5ai1hLHlfPuQIu6gWvSI1jG1vI5f0YdEXxCZR5UFgwwWUcUrpfx+P9QO9y2lFJqGIiUbb2Z+8xS91KFoPf/KK69AbrKysp544onx8XEtBILVOgiSEHYJIcMZ9AagCPGGbqRaX1hYoD3o9/vBbkypVUplZ2dLHI7f75+amjp69Ci1W1tbG5ZlWPTq2hKi0gwEAj09PUTIPPbYY9QytHq0raON0Zc4jDzRopW5jHLyijp+iz4qtgoLAHuq7IWp7X1lZGQkPz+f5S0nT5408EL69sLct0/cIH0+3+zsLOoAEJyRyog3SQQqnoiGDhLXWuiIdWEYcSl6besjhmtkxMNQbTIHhqwPgQmolYVbAKhVcvmPHdGwyfx+/5kzZ7g15uTkXL58mZY+kkxLS0t+v5+xEXgnXq8XDyubVkaleBU9T2skfvkU1GxRO+dorTl8BpFS5rrjLdPZJEVv3JNlWe+9915eXp6ybcaqqqpVu2ehBIeAU+QC8Zf4diPGWlyKnvdgdEjXwsjlHzKwQPxZe3s7fVv4sHcVDmRyclI2mm9tbdVaBwIB1G4wbqC1DofDbpuoLHAS2pXcPLTQ0UYOPC5FD0LUnjhOdpSVaTSJ7dFaX7hwgbGmiooKGA3EJ+g7Fj3YIEmRRrgSd/vkk08ODQ3pSJ+PtjAUpZH59Hg87CNvgMGiUryKHgYj7oHtwXES4i9Rs2OJ+mqt9c9+9jNOjElPT6+qqsIJZSPM5BK3RnBvcnKyrKyMSry9vZ03YNhYlmVJ/KLL5crMzLQE5DHGFfnHBkM3tDMQGpLhJhVJACmwrX84HAa679SpU9xB8/LypqenecDGebWpyVgWpK2urvb29mK6rtvtfvzxx+UQD6qM69ev84c0QpkhYZY89kXjteiNENji4qLH4wEyQXZp5zHSENNaj42NFRUVAWqSkZHR2Nh49xRqwpx/4IEHIDS5ubkXL16UXqRlWbzblZWVW7ducdns3LkTf3DR4od0vFhLxQ+XlpbiVfSWZbGMXgnkA3SN1+vVthkrT+L3+y9dupSbm8sCmcbGRhiSXLd3Q3cEn883Pz+PgSp4nJqaGsC3pH6RiVACzJQIpnHH1RtoCxyvopcIWgKrqOIBMeTdypDmyspKR0cHMTz79u0bGRnhs9yhQjY+y8LCAiJ42ET/5E/+5M033+RLZ9oGzMTnXq/X6/VyUaenpxtQghiX27iip9cltTPjYEjI450aiH56A9euXaPMbN++vb6+HjMO46JNteipUyYmJvLy8sipxsZGuIoy8Ic/WA/JSktWZ9CuT6JFT8wfLSYZJ3W73du2bVtdXSVuhCqepczLy8u9vb28HEPGYTFmb/MJgaN33nmH+GK3293Y2KhFFkvqYgZhoL4lfhSAP9optP5ItPd1/BY9r0v1pOy4ATO0RIjqSP3Y3d3NriZ5eXlytK/e6j7pvI329naPx7N9+3aPx/Pkk0+iIxu/lYan3Dgpw7L7it5Y7ideRc9fYcvMysqSzc7kMWApJX91dXV8fBz99L1eb1ZWVmNjIysZne03bocoTlxT8/PzBw8eJH86Ojr4sBJYoYXXzsCgEv3dkm7RS4Ja4xuk8aRFVAB3ywvhJjs7O/loubm5aORwN7ZAkDouEAj09vYCwZ2ZmfmNb3wD3iu/xUNK05KGM7sOMUONz2NcOl6LXttidOvWLZfLJZeWx+OR1bY0EIxxbkNDQ/v372dde3Nz811iTvb09OBxtm3btn///kuXLhFZwdpL8tOo03GJcQ1gI4P1yJeAG7JEniHmuEI3sl2asmdL4SvGo2X6l9HPgYEBTMbgUl9eXkbzhq3NxGqRoOro6GB7wrq6OkNy6NrzSZmLkiimjIwMdl9ZV9fHpehv3LiBFBSYLyHkWgSgJODSsC4RusRFjx8/ru9kRwTI2+rq6uLi4rlz5/jq9+/f/+abbzqLHA0QgbZFSLYmhCW31hXjVfRkTtguyGIslM1KtUjCy91dbqv9/f0FBQUMgdTV1cVruGxe6EbGN1paWigNQN2yC7n8iRxAIT9nCtcQxLWuq+MP3ShHAkqGI1mIrwVQQQa4z549S51YXV0tnfEtIdwtUZVKqaqqKgNc4Vz/0pdC4gicB2d0JCKbQTnpu8Sr6InbozaUZ9Z2Cmets6FSBtiP48eP8yv5araQJicnDx48iLBeTk4OWoTCCKBsEEMpgTqrYo4oF05GRoaRmo5KcSl62AEul4shOy2sNAOAaMyQwUK4evVqSUkJwhGlpaVXr15lDCq52y2DWiDgO6EQmpqa5I3pyMndBhMQ4pOV4Wx866TEYvTOJB9fnERPgYHATUiwPH7e2trKxYsdNC7a7NBNOByem5t7+umn8Ur27duHcgZL1BZpR6B8dXUVUk70iDT6WFEF2w1qS6IRQqEQy0+0yA458dp8JW63G8dTqcVFw8PDKORxuVx3QwOQUCg0Pz9fXl5OUMRbb71FjWnkyuSHxuYkhRWcYQwHB8jFD4seeSSpIKJCTgOBAE5IbBwi0WtV4ZOwtWh7TgDnGRw8eBCeItyULdfyWmy0Xq+3rq4uAcXHEnl2QMO/MituqFSqFScyio6pFvEEWXioI9eR5KERipG+IDH1Sqna2lockNx8LHdBMGR2dpb9PIqLiy9fvizNDt45Q8eWAAHLvpXSsKMfqUWIX1oYaFhL5sNml+6jtJNUZIZPiSTfBlFhgJbhDgsKCtgld4O0eRY9paS9vZ3FdagqgjAZtqFTCxtOIod0U0B1NKsNOyojD3SOouK1+TKIF87Kykogtm5ZVnt7O/ESp06d2kJzXtudVWgms1UAH83n8/EOQ6EQpV+uT8TQwBl6u1wPDLWBsTib2+1Gdg5fSdXALUEC+EDgm/MGnMTXjcv5/X6EDvAeqWW08J23hKBiurq6WO2VcLcGWTvGHjUej4d9RrXQGkAn470TKAV0MlQSz2ZUestqLPR0YphOPpF2+Ac+n4/Qb5fLdfLkyTsRujGaxLGNitvtPnbsmIyvalFfSUA28wpGIaGx20k7htfy+XxQRNASUDvaEXUw0lQIx+PVw+4xoGuxCce0tLSglbTL5aqvr4/LdtlUHD3+aGlpIUPhg1DF3Lx5E1FL2XBZWvc0NllOJWFSGA4AJuJlcHgCsXdavGkS0zIuuyEiE1CJhdeDwSAgvQSB6MhExSaTZVkdHR3oUmCwne3GQHwXUOs6Uu9rO4Zu1MHLPVjGHFTkQBLaPmRFIBBgoAAzTDIyMrAZ8642gmvmnv3qq6+S7TAjZEB/qwg8QT1dWlpaQUFBwg1hJE5BiUb2O3fulJF9Ho8X9MADDzj1Ak7FlnaZmZlIm2lhjcrtX6okIx3KdxQKhYaHh9k5sqGhwbqNnotrkVxKKysrUClQBadOndKRfp62V7EBY5dNTXiHSpTiy8gYzBdKEfNPSqlwOEwrB6gknC0QCMhUB0hH9lpnEHgj6h4eIc554sSJuDi2SYqeKtuyLG6/eXl5w8PDsijJ+bTgrM/nI18Mdenz+RhZU2vE1/x+P4GoOnKKoxWJ11aRlQvswx4vhcPhkZGR3NxcqDCpcbaKwHa3252Tk/OTn/xER0LTtMMZkmsD3y4vLxuuK1tm79ixQwu8DXMSKBL2eDxscC+ZsLS0JA1JkFTrxhCMqCShlsFgcHh4GFg0r9d76tQpttzYWuaDmpub8Ywvv/yyTihLKavz8IehSsAxvAVI7/bt2yn5AODDuUGszKhQoVkTjBxETnC3FotCltFK4QmFQnjSjIyM2traO1rHAIfj/PnzsGDy8/PRtYkmhew3wNCWFrVRRH9Y9vgRIj6weLOzswnGQ9gHal1FNnaWxLyrssviqFLADQLH2R8/tjDApZiYmMjPz8dppbe6EdpURQ++M4RXU1Mj7WX2nQdpMf4CB8jyQonhu3XrlrL9fcg9Y0FsuMq3QgxTVLw230dSYL8dHR14x9XV1VsbutG2I4XydH4os8paa7SHpOekRapQBjTx4crKitQR3GKlJY4D4N5KGxBfYYdmezJ8Kw0cw6VzklTx3BWIbDl27JiO9AgTZV4SaHp6+vDhw3C9Ud+YgIzJJAfnrO3YsQPxMfZIAcmqHLfbbbQAYqyMbhlfMQMjVEP4Ce1WmTo2ipDxUOfOnYOKzM3N5VjEJJKs4dC2bHs8nhMnTjhfd9CeP2pFNjmnoMqKP/y9sLAgG9MjXWS8LygN1K8xOoSvyFIkt4FIpiErm37LxHuM0CKfhd0+jh8/HtfeuXmhG9zr3NzckSNH0tLSMjIyuA75wBgY4vwtHCXtCBHKXmnKDhlD6Wuxc2gH/CMGXpvbO8+cgDEC/BmwN16v9/Dhw2jztFWEOQzbtm1DkY4WBXgUvhghDqxwpjdka2gEHxGsVDbaXQvIsAF2wmJDoQonzOzYsQOr0YirMny0LqFvPv7u6upCRreiomJubg57wJZb9O3t7bS74/W7SQaYBLSwsCBVNhjO1Kvca0FyA6Y+YixeC6CIsdwQ1DaUrIyQMGqBIAMWY319fXJB9Lwc3imrQ7Kzs5H5kAB/Hsz/StVhaFifzye1rWz3RBnmyZVIWZP4LqjlOQFJslG2TpFeVIxHBm8REM7Ozq6oqODQi43Q5uHo8Riytxx6krBqTipfbY9zotGtbXdSjpSTeN5wOGzUr+7cuRPBooWFBW6/8rc4TOK1+SaMUs8EKBwOM0iltnogAxPgtHNBlH4WuEojOio8hvg/WjGsaaBjxDPgv+jQQjRUdnY23xGWkHyJcMLk/hpD1+OGZWLQsiyJ+pA5z+Tqmnipo6MDT4166YRLK9DIj49MK5spaGgfj8cDvsnuXVrADRhY0JG7uwThYCaEPB5nIxAQP3Huo+3t7SyRBdgx6fBKUDgcbm1tpeAhoCGFmcIDMZOBPniuAOwZoSdtM5aNrcgBCR2WkDzILTKlsleKwR+p9Ok6y/jEWo+Jf3t6eriQ48rnb55FDz3e0tLCBlWnTp2SYRn8TbDw/7/FyFQeh5BIcBiDvww7cjfGb132uDswdy28tjOemHASz7Ks1tZWGK3p6enxZsmTS52dnSzTYOgGjykTZbRfsO0px1BWELnNmhS5XzL7CstRWj1KBArkfF2Ze5fW37qYM+Mww5hgb3QO9Lk9Lt4WdXR0gJ979uy5ePFiYiehZFqONtoh0YNXiRy4sqtbacizYZTcYmVmEgtEO2a3aeFby9C8088Amh4iUV9fn3QVLw2R7u5uqFePx4MGO84XTbND/jfqJ5Y9wgn/9fv9jBOkp6eDaWALsd0QP/KWtSZaGOky5haO7GuvI9GfUYnHd3V1casGxGODlKCil0l2LdBOdBj5SNIVCofDBPmVl5e/9dZb/LkTtkUxpVcY4374rc/ng9HBfQ/NjZXInMhvqcKSjr3z+/3T09OlpaUQkZdeeim559eRuc3YwIauri6wfc+ePQMDAxL8Lv9VjuZ52jaT3W537FegRCgAph+SseSwipzy43K5DBCnxG/EO1hGC0NsamoKXbzT09MZJEmuRSkVwWuvvVZaWvrwww+73e5HHnnksccea29v//DDD7XQm5ZlcftJDEG/wftZXV3F0BK+CIRJle2z4kMw0FBDZFE4HHa5XDCJQvYQAiZvXPa8sBhPkcDzhiPr7DjpzOv1fv3rX//Lv/zLN998M+p52tra8ICFhYXDw8OyXlpHihb0AD9UYq4Oj3d2YA2FQsawJ8TBlN2QPBgMgp9KRI+1wxW+fQoGg1euXMHocLfbHVc+NnGLPhgMMikn7QJp6/FDyMrKykpXV1d6enpmZmZtbS0OdsZhVldXiYTBD+FGxbbIGP+h78kYmWHFYLKrsquidOR+mxTigmlsbISTwWZ+ySICkAgniEEI7SFAbwRkkqLoKQAwJMF5Mtn4F28hariZSwuP5trAqEijjaXWenFxsaGhITs72+VycX9Num4NBoMfffTR7t27lR3QYEaUJgUDBXda0csaFMTlt23bZlTogJAN1lr7fD6+NSxheZLs7OyoQhUIBLKzs9dNeCTwvGyPvLS0xGZWKrKipaKi4osvvtCRu0JbWxs2s7/+679mIGutwDc9EiXabvMGZIk4BI9AyZWVFSguyUzJ4ezsbNr4OjIqkBTiQmhvb8dtxDXJK3FFLwvtfvSjH+Fpf/zjH0d19/Bfy7LgwCqlqqur8aEEaYRF8zav1wvzHP9d1+IOi5kktAdpzrAxrHwxvDHsK0lsM0lBZJa8rq4uKUgekBIN+rOzs7/85S/X1tZ+9tlnax3P26itrZWJfp08ix76d3V1VQ5ilsOvuelKU8Dv98t+IFb8w99ldTt/e+7cOeKd5FPEuP+4CLC8r371q+np6V/5yld+8IMfLCwsfP755zdu3JiZmWloaHj00UcN5txRRU9UG/4LHJqyLXcUKDBhzuAYzCwZApKlQ9oRRmNdLj6J3RMmrucNOvr3Mnu8sLDwH//xH52dndhNy8vL8TltRPQGyMzMbG5uxldyG5DiRL+ET6cj0ZY6EsAdEiPVtNY+n08JuCTlPCMjQwIotQOanBTi86IgRtkDpzZItxujh6PEMccFBQU6MkvDu8Qf6Oyo7EwCfQIpCjBJ8MnS0hIC6OvWXBg6AqeVjUGMTZg1hHcoR4cMDLqvuN3u5ubmJHoM8lmoTI8ePbrW8W1tbfDoq6urJTReJ0/R82AtOjcpEdk0YDmSwmLaBgiHeb1eVjPKqwOdxa/omOOwcDjc1taGq6N8RoaqkkWvvvpqVlbW7//+73/22WfOXIKMuoKBd1TRkzBeA38b/VuUiMj7/X5n3IwWAICzPCcbq4GUUuuioRJ4XmlmQZEFRSP75eXlzz///Etf+tL27dv/7u/+TgvgAEeBV1dX4yeyAsDArYfDYdR8wO6Wk0YomXybNO2RaJVwVY5up/mYkZEhN8VwUiuxpf/d1taGUMRmJ2M/+OADpdSXv/zlhx9+ODs7+9NPP5UPKe1Hvn6Px8NMAt8KMdrp6elOEKSOaUHIcgYrshKP07mQDZdpXh25696JxvHd3d1QcMlF3chKjdXV1R/+8Ifp6enbt2+PcRvQvC0tLTryqZOi6DmGgm/TqD5TAq5ARA1sefmuZdEg7odDrNB8igAJFHDqaFt1KBSilqmvr0dnzRjMTIzQy+hv//ZvieJlctsIYUOH3mlFT+klKkGJJq9KKcwh0ALIIIN44ciBtLt27YqKA/H5fLt27Vr3ZuJ9XpljWFxchP+NT6St/fd///dKqWeeeUb+qru7G74jFJ88lbT8CLPW9htRjkysrOvUQqsYdyu5CqJHdUcBF7JGAT0sN/7bxBU9BfqVV15BsvHFF19U9mAX+cAyGsu+TihtoGXByiZC3VnqjRp9vvioFLJrtY3CS2VHTiVQjC9mcXERdrf015JC3Oeam5uxzSTQcC4G4SnwNyoVMzMzf+/3fm+t4+lIIUYvoUTJsuhpPcEeZMRMRSKRoT6oRPArViTiQ5YC8RlpttPaUkpZkXW2ckEShSbnbidxES4tLT300EMZGRkff/yxPLksutaR8bE7qujZblrbW6wSCBxGG+SILtQ5G04w0x6UBJl+o5A4+6MZFO/zWnYZDS9B2443sLCw8Nvf/jY7O/vBBx+Ut43uRgC2yROS+Wx5IiVQ270O8TfKStia2zA0JRhPCeQY222xTg04FHZgjP3U8RJukh7MZqBupEXwta99TSn1/vvvDwwMpKWl/eEf/iEZxOAAfVgMLE1PT0fKWO4B8idRZWjd6M2q6KuuxJQGZggR1wb8QBosll39nFwKhUKnT58G4iqut7IuYQPD38FgEE1UXnvttbWOh7uXlpYm43pJDN3Q7IKKR5daadGzNorXXV5exl4uXwSLGLWdNwuHwxSGhYUFfotCXCk/CL/iE4ZupNWT3IVHZbSysgLJ5INY9tw4XncTLHq+QYyWpU3DwmN4tPjK0O/Ly8tycVmW5fV65RrXwinnV7FvJt7n5dtBLdLOnTu5JLkBrKys4P7lDkrFV1dXB4tNbvlGakGW32uBw9GR+BwSE0iLi4uc5UDzkcRYExmV3PY+UnS7u7sRmdiM0A0FZXx8PC0t7YknnsBq/NrXvuZ2u6empiyBDyUxZq1Er4aQXYUfEqOdtBAsI4IWlSxRkQEtz2FDeA3G3EvYmDqyliGJy4+2EuGknAGdFGLKwWUPU3388cd/85vfrHU8hyYTdSPjiToZFj0aCtHYcfYB5WgwvlO5II0EGhjIOJuRrMMeII+X1VWWZRFOChC3LLJLFv3O7/yOUurTTz+Vbr4RR5KidUcVvdFqWNkuLD9ESpZ4cFiyEliiRccVrCC5Q/APWeAWI0wf7/MaKGFuonQTQR988IHL5frSl76E/yK319vbCxlzRkclIFBqcKlwYL8TEc6BB7w0FIuzKRNFHWzBv1ELbpNCXKcc7bIZqBtsdKFQ6Lvf/W56enp3dzfuo7a2Ni0t7Tvf+Y6O7KlPLksUClaFzIHAJtpI4QDImV5fXl6W6BqJnZcahyoSb5EF3/I96duzAXE/Z86cwYXiCqitSxKnSMrOzr527Zo8LGQ3niTbm5qa6IM7G/dTarGRyDg7nFOpbY0wBYPCvKuwXUUiVwW+NexE6hct9vtgMMj+OTzMCQsxOGMJJAa6ynBjS65Fj+bg//AP/8DT8iYppbLkEk6Gy+XKzc1FM/EYRh9xxtqxJctjZNGJBBAr0cKMWfGVlRUpMFgOIXuQjrGONogQkzENLYLac3NzlZWV1L+8ykbOCadB2YY2IY+hUOhHP/qR1+utqKiQ2p9GTF1dHT83hpHFfgTJYfn4sh6QliJbepCxcmKUFEuJIJADcxIAZUigWl9fH97jJsErtdY3b958+OGHlVKffPKJ1trv93/22WdKqUceeUT64/JvwitLS0tl73zZYHrddxMMBrGEDO9S2dYKFR92gmAwiPeUnZ0Na4UWCqOWxiqS3VkTDt/PzMwgZZeZmVlTU5PEHd5lj1HUWgeDwU8//fQ73/lOWlpaSUkJQvYSsaC1bmlpgdY2Rhas1QKBpaoUVoIZJJIKf8uCb5YysSIcnYeXl9ZlGIoAACAASURBVJezsrIk8pIrGe8IYRzpXuhoWS+6zOnp6c6yda21z+ebm5s7fPgwFgMGaSUR2AoKBALnzp3zer1/8Ad/8Jvf/IaJaKn0paWstW5ra8PNe73e06dPr9tgg4kKmJa0Y/CJBA6oSKifEjUK+BbOh7Z1Fi10HmyUF2nRCklvQDHRmeZPWltbseLcbvfp06dj/xwkta0S8Epy9X//93937Njh9Xr/5V/+BV/hc84ELyoqGh4eNiIwsW+e34bs9j43btyQwX3qcWyiLpcrZJf1Ue9rrTmQS3YB0dG69t+mNL777ruowfR4PHHhOxJU9NDd//zP/+x2uxG0koi6tLS0f/qnf9JiX6WkNjc340gkT/j8stFzjOsa38qSWuoCt9uNztrSceML07YkyePxOacr0KjEckrgxUBFQheAIUlPxiKssbi4CKX829/+VtmF1yDugsFgsLOzEwMoUFAXFHPYqcdDkU3NZBTC2ZWJn0NZyMm6sjc9P7Tseb9QdtyPZRyJkES+5Zs3bzrLMuSj8StZQvHqq69SFJGTgCZKrrr/4osvvvKVryilHn300ddeew1Z2YWFhX//93/v7u7+oz/6Ix0Zb0QeBS8OQMAYJ5d5aX7ClLWhx+XemZaWxtat+IN7gGXjleXoGGqlVXtAmxaGrd/vB9gpBhlLEo8MjwoXqq2tZWAkNnGo2UMPPURdubq6+t577505c+ahhx5KT08vLCzk8WAIZ+xlZGS0tLRIxuK9x1YphAhKyV9aWgoGgwh/AR+clpZGsC/WVGZmJoQ5EAgsLi5mZmYa7T3oi8hKkYSFEBteX18fPezNSMaCDhw44MSnY3P7i7/4C20vSJm8lh2IqqqqGHvdODQCytcwl3BCQmsyMzMhoJAwxBDocyFdg1aOch/GCSHlMuKfAGfwUHLMY3LhlWC4zFZ9/PHH6enpwAgbiTXLsgh2ks0YsAY20qZY2yVC7CEMtss6WGW3cOINIKum7GaiIKpgsp3LW9tLnal7cpIhNZmbDdsz4bRQ+pZlNTU1UaWePn3aCCwkhXAPH3zwwVe/+lXlILfb/eCDD8Ik59pG+xfstViiMUI3sjmPDDpRxSMjoiILv3XkHqztZKNS6pFHHpEstSwL9ilboTF6FgqFsMQkMioGK4x4PW71lVdeUUplZ2fLxj4xIvXGA3LrgrRwOm55eblclWBvT08PVQpk27iZGNelea6FxYOvlMhJQM5hHuFg2aObZ+PdcuOR2gyRNH0bAeFgMIiCGJx/M1ogrK6u/vKXv8TGiyenK/rZZ59h5X/yyScMwZP1o6OjFRUVEtMtnRojl+UkuevqyJIoqcqNIEk4HKbnQVWFBJ2KRF5qsbq0DUFLgD/4FQcW79u3r7+/P4kpOHYKsyzrxo0b//mf/3no0KH09PQjR44w3yC3qImJidzcXKWU1+sl8IaKL+rgEbrMVmSLhbAoG+F8V2a2jfuUgcuwqK6gbmJghzfDV7ywsGB4VCHRMIN4XK5Smrrd3d0cwH3x4sXE3uBGaGVl5fr16+fPny8oKMBaeOihhwoLC5uamn7xi18YR2oxM3YjbYrJf66s69ev09BGowWpWTgqz2izzp0Y3zIEhz0AvVlcLldaWprcWamSNphHlSN6gsEgMBfp6emcQb+Rdc0kDbG5GRkZmZmZv/u7v/vtb3/73/7t38gWeTbsoHgWyDafcV0rzQCAaBGTkeaIjLNRUCn8TJbgMKN/g9G+JTFrg5GGvr4+nH/v3r1xTaJO3KL/wQ9+oJT68z//cy2GReAdfPvb387IyPj+97/PgyUeFlljj8fz8ssvG03dcEDs1+Pz+fh6KMRsGqdtUUDkl1kgqcqNTgmyDQsOkPHixAi9lzk0MeEBoWsRwTawm7Bcs7Oz3333XRzgDLAyZ3XixAkZ4V2NNkpQ6taQ3XiO2Ecyk9LMfgaWPbFLa724uAjGYkaPjvQPVGSG1rgBA2S1tLTkxN3KW6Vpz8k2brf7xIkTPD7hYWFRybl5UI3yE0Rj5ewO5GPT0tLKy8vXnU9ghNRYVa8ie0tgHoCO3Kf9fj8e/ObNm0bU2PAS+CqhW402n9LZis0KaRRzVLfL5YLmXdey1g4fXTuGmhlKmYcFAoGmpias34aGBinM0miLSpRz/GppaQngVLAXA36NWco4J7xVKB+DGysrK4yugLHSWzV86A0SZYBDypqamuI6Q+I4+scff1wpNTAwYCBVlpeX3377baXU17/+deNXYCvWocfjKSsru3r1qnYkPGMoem6ejEjKZF3UNwouZ2ZmAvwn43G0NThNBt6ijhx5wdKtuGh+fv7555+XXSmSGCNGkoNZtR07dvzVX/3VL3/5S20rbgNE4ff7L1y4AC49++yzk5OT+FbmMKVAy7uVyToJWIKKoaAbhZQ0/Ol8GOUnPp8vOztbnpBRDqNzhlPROC0svvqZmZkjR47gXSNCgi3qTrQSpAUK94JQGdwwd1Oqwvb2dswjxSa0kY0HxyAKFAwGZZcVzpNi6e/y8rKz+aI0cRDrMKAgSvQExSpgeGTd4hInaD0QCFy4cIF+XlVVlbFtRCWGs6Pi7tipcFVMKZB2/fnz53HFsrKysbExg4Gx1530Mtm7X9nlZgTeONtbSsbiFXBfQWQY36KLHHRIws4lHuG9996jSjl16lRc+uS2CqYMyJpEHbDEjlqD3gdKliFYzMcy6LaRBcmOz057kGtP9hViNyIlADZyDA1ClnxzsrQn4cDu6dOnuRvV1NQkV9E4oVrwYGRZgNHWUY7jYHN8A0jDUxlBAO1waRkUNvQsgm/cJnEwK++Zj6EqZCccsN3tdtOBwAnpLGp70YYjwZ28rtba5/OxBtjlcr344ovygKRjb7QINDFpaZgsjEaGw2G+AnZOX4uojqUmVZEE3JFULmQv3yAxZmgrIuPphr8LWaVfy6fYiJUTEjPEtdatra1umxhH3rgZy8SesRGGRDceCaoJhUKAeOAR2trajN0ixoZKDUYYHvY8r9drCJjhUFqWxea4ToQIbkzWDBIwmrA+CQaDLE3weDxStjdCmzd4hCutubmZJgmmJGtHYkr6XNxU8XO6oggsoju2fAE6Wk5PKnodcyFxYgkQLBQvI2DtNDONbMSZM2fgH2RkZCBHlMRkYALEYlF0WJM3I5U19lo5dy1oFxbKPmUb3Ah5RcPu06ItLcNuEgMuwRJEpMmTyNAcXg2W9/e//32KB0Lh3BvuRPHzBgmycfXq1aKiIjQxz83NHR8f57No+y0Yrpi2lbUBgdcixhXDTrQsy2UP/yJETdrCFG8JwjFMIhwvIZjS8eIN478DAwNHjx7FGYqKit5++21nFPH2SS5wrXVTUxP5gzZ2lC75K6x6mRENihIQ2Bk4CZ0zedsyg0jGKkdMTF5R6hMl5iCttTHL88iUCZgMI4ZBqs2w6OMlOcFrZGSksLAQGPaKiorR0VEqGkit5DJNy0AgICuh4LcarpyOrKEHRVX0xrd0jRmOgNwAiY8jDUiiXGBOa+Wdd94pLi7Gqfbu3XvlypUkMPE2KBQKTU5OVlZWggklJSVDQ0P4Spo/Ml5P/cgpjMoGQugNh7ZiKHoQ3qCyuy6TtOiUgCOjtkwwECmzs7P79+/HuysuLu7v75c2723wLwmE+AONsuzsbOBctYgMGKgMPDvDIMqOVdI/XnepI9qDN+jcOMlbLhnEA2lLGRv59evXDX9LRzLWsiyMz2R4Cie/E76UZVMgEBgZGcHY2PT09KeeegoBYR4Ttpsp8Vko5OCqtB15ftYx4CROz1Uqeo4Xl9zAGmHgYdu2bYSZxQi1Gdsh7cuZmZnCwkIAOgHuiItdm2fRa8EmuFp4/sbGRtkFVK+RdVFKZWVlMSjv9XopplBPwcgSISritRR91GQXzsDKAKgMI3krEWyGPctmRu3t7VhgmIeAb+8c/GNdgtbmQEHAIfgtxvNKnCK9Y7wj7n8qzmT1WooegQ75vpaXl+UIJM4V0SIQp6M1QbMsC2ZEMBi8cOECz3Dy5El50aTH6OMiGU2G9LpcLhSvMfqMA2gsMzigBGKPRfZa+JSxu67KF7e8vCxLuqT+JW6E5tTOnTsxY9kSSHBGVKj4pJcwPT399NNP8w1KSHHS3VluTrif06dPM9/T2tqKpzMS1FqgQtALnfV37BiB8AA5w6sEg0FZRGYoeskTEEN5uAdZYwQMdNTkuUHyHaGrBzRSTU2NtV59gEGbpOgZKsHjYUEirFZaWor8CYwvp/2FlCOFHjskhNtAjPGHsiv3Woo+KnyNyA3asFD6NFqxz3O3B9HCwr8zMzOoXsNbQX48uU2OEqCVlRVYW7irffv2jY+PS/GyxOTVUCgEtmNnpTmv44SfrqXotc1/mkJa69XVVRnWZCNi7jrOtsayZen8/HxBQQGEyuVywYU3nispnEyYFhYWxsfHMQpOKfXAAw8wRwUZhpjdvHkzbOPfqXYRSKSshiO7CscgyrCOXFbcO53j1QgcpCLTNhvxK9wGK7N4/729vQzEAdvKFEtymW/AN2DEQFyVUvn5+ePj43xYaRDgMaFD5AQ6ZQfQZf6fpo/RdF1HC92A4AOBS8ZQQxXptq4Fh9XRsJhzc3MHDhxgeKqjoyNejm2SojfgeuPj43v27GFKtq6ubmVlhc8pIXFyRBETgFIofT5fRkaGXA9R03SGol+rIEUStRvWm4EqCdlkyJPf7+/u7sYcO6XUY489duXKFWtjQ67vKC0vL4+Pj+/fv59ahsW68H7kypERW0oz2bXxgrK1FP3Kygr9IQn5xxtnq0slAg6ScLalpaWwPYFA2901cOe5ubkXL14M2QWxW67itWBUb28v2VtQUDAzMyNvj/4rVzXSRaxW01ovLCxAyPnHWoTJfyoyCKlErYmMOyulWNAgjSrZyExH7hYyN/bTn/4U9o1SaseOHfSomEJbd+BlAkQHaGhoqLCwEFfnpFIdDbXJRU0QJKxGp6SFImvFb968GUPRO40eaY/DRsE7RWRCrVHgpoXJS3Oqra2NIaD8/PyrV6/GOzxjs0M35AWrRtPS0oqLi6enp7XYPAEgYSnTgw8+qEQEDUuXEgmXn3xHfaZRWmUoevLXWWIObwCxDpkBQ3keUPx8K1LR436uXbuGydTwszjeTG+pRUkp5yAU9AaZnJw0oMSW3R8C7IINYrhHVNDrtohYS9Hzrvj3ipgyJjcYlkdEHT3Iz999910kRQg+MxInW6vrJYhodHT0wIEDqLrMzMxEtzsG/SDACOZigJGOzILIJK3xR1RSNm5Y25Z4yJ6byojB8vIyF5eBOWbFBge9IWggg29hUR64bds2j8eze/fugYEBHdnaJbnRG+fZ0PSGDuv8/LwTusN9KysrC6JFXzwQCIREqwwjtAvWxVD00lj84osvqNyMGQCGYBstK2QClkuG/W0gEsBqxxsh2LxkLP+GbI2Pj+fn53ObIuBP2wNDjMGMsoyCkE3WRiu7MId81AI6qaOFbqI2jZKEK/IGcKuymp9048YNXCsQCHR1dbEh+5NPPnnlyhUJCtpaWl1dHRoaKikpIT715MmT6NkJlhKVTzZKmZMs2mDTt7UUPR0Io0LHsiwkbNg4kyG7qOANhh06OjqYUsvPz//JT36ibW8dRyaxo1zChM3MsiwioJRSeXl54+PjeCjUvuFztuUI2RXjCI8ouzRfapAYJFeEthUWItTyGG2vCC60mzdvqsguRtIt0GKjXV1d/fnPf/7MM89wlbFXKxV9cse3SUeEIjQ8PFxeXs7VeurUKbZLuXHjxq5du6R6NVgn0fGE/BotDaQQRo3Ry6kMWVlZstmf2+2mOuLwXhWtCZ3B3s8//xzRecwSyMnJef3113X87tHmWfThSIx8MBg8c+YMsQSlpaWoFfT7/ZjYIhmBnxhojbCNVDUg8FToMZKxEtgjX54WzXshTMD/yUpUvtrV1VWjcmd2dvbQoUPUbg0NDUYkMelc3SDJqF9nZyflrKysbGRkBJ/LnIShRMiieNs4r6Xotb2pyGtJXgFkRfFA2N055hT/nZycPHjwIEO0sn1rUEw33GBQ+04QGMUbvnr1Kox6aHOoRQq81CCGiCoBf6Lkx5CrcDiMFYECBWPbVna7XVafyCWg7dSrdJdh+MuMLv5GEThUW25u7uXLl7Vjc02iRU8BIGcgG2fPnlW2B5OTkzM3N4eHxXblcrnYZlLbNgpNeJyTqkPmq3CJdRU9D5OlIdx4AATX9i4bta00T47DQqHQe++9R5WiRMuseJXJpuLo8QcYt7i4ODU1RZckMzMTRXRKEFWzs6cr3opsmSkbbMHhlbU2hqKH0P/Zn/3ZoUOHDh069Kd/+qeHDx9+4YUXjh49evDgwWeeeebIkSO8bWRXcH6qnqDo48iwQ2trK6EjRUVFAwMDMlG8tXZ92KaRkREEl6AsAL/ho6F0k4yi6Z1YmoElxwS/slDZeMtS11NBIKTA/dWpZXA8MYsul4ta5m4jI1pIo16ygpgoLnUtkC1ghcfjAVeZmooxZdNaA0evxQxVIz0TlSgtsuifGE32PMDNVFdX3y6zEqXR0dGioiIKVWtrKzP80BXScOSDs0oDtqOEjUh4Lr/Sayh6RJ6xl7jsSS8yy2iAKXkktlJ8LrWWFrKtlMrLy0PLrAQgZJun6I1CTa314uJiS0sL6/iVjXZiBxUcRkZji9N2QyvsCvTxZa875cgdqWiom8OHDyu73SaJC0kpJVPEOrJoiJgQ0sjIyAsvvMD3KhvQyybXW0LStvL7/S0tLRLvxQUM/vt8PhjCUEm3Ywgr4SbTTpRKDQGxzMxMIkNA0gznq5EeN5uaTUxMcMZFWlqanD5xV5HE+2utJyYmCgsLZYiAjmzI7o0uf4V4JokV9gbfDIqNo1f2TB4eHOP+5VtgAbPWem5u7ujRo1h3WVlZu3fvHhwcTJRJt0uhUAjGllzUErYra+tASOlrO3eqIo1rGZlUa1v0WuubN2+SqyCXaC+KRgg4UmZZpfbD+RFHRThheHj4hRde4HqpqamREbB1RxpI2gJFLxucTU1NoXcri4/py8D6k8KHNwF9wc58xpQll03sjxFV0ePDysrKrKwso70ceH3kyBElzH8OBUUCjcmAUCi0uLgYDAZnZ2cxYwRqKy8vDyGRrYVvG2TZZb1TU1O5ubnosi255/V6yQf2kDBMjLgIIu62JwIC34bOi0pEP7GzpqWl8eoLCwvGi8YBuGHuWzMzMxUVFWzyhaTI7bDozpERvAqFQjDqMUyDtoUWiG9puwUCAa/XixQimICfrBup58vVAkcPI4m5mdhnAK2srGRmZsp+akqppaUldCTm2zx27FjiPEoGDQ0N7du3j8qRanT79u0yYBsUPYd1pBVCsC8R95C3rKystRS9XOb4ECmBtLQ0mTiU9brcS5S906MdqbZ33OHh4eeee07ZrtuePXsQ3Daw3RukzVP0siQHwHO4Tk1NTbLkVdmQYQm5Y8iMp5J5Dxg1GDaiHLZ2VEW/sLAQDAafe+45hI+l74YDysrKMjMzGYKUxVnyPgGQCIVCqLyne1FfX89pi7K6ZwtpaWmJ4Zfl5WWO+oJEYiVQ3K9fv85faeHAxkvc+eRKoOMlswJYFbhc1GtRv3BS1dLS0rlz5yQMsaWlZcvrFWIQ+M8U8fj4OI0Dl8tVUlIyPj5OOWGVcjgcNpqGEsIAu1X2enKSioajp7usbW67XC4DQOy8eSn8QAS53W4ZQTbml20+gXvYexAWh3hs3779iy++cB4vsQDhcNjv91N7cMmH7X5QKqZFD4vE5/NJ+B/+AGhQCTylUYOpIglv59y5c0oYQ3V1dVApznYgG6FNjdEbViH0/sjIyL59+5BWVkodPnwY1fmWqF3WDouSgUu49tQC7DEUDAbBl7VCN1rrb37zm3IBsIHG4uLiCy+8gFpzeWkuQuUYSsAV63a78/PzgS0Dsb9bcviYKMneBlrra9euobwIt3348OFLly4ZzuBq5LDGBIArRMQT+Y73Rc/aGFClI+t3uFnSKWbPKQTrEJDF28/Ly4PkJL0I8/YpFNnHBk/n8/nGx8eLi4u51VVUVIyNjQUCAalzia1WIqCfnZ1NU1EW7hu0Fo4e0DUyFo7pAw88sNZ5pJmiRFqFkPDs7OycnJw33nhDbynACRweGxvLycmh3iwpKWE0yefzEcVIrDCrgrXWbrf7xo0bfFOsnAqFQrt27Yqh6PnUmBZALrGRDlQZnFqJJsAlECoA4bQHDx7kusjJyWFfB95AXLp+kxT9WuATaJ/h4eGioiLW2ZeXl+PF0M0M2R02QqEQlZGR20QdP/6W88+iKnospIqKCm6zhhMnQzeW3Q9H243mtZiFrWzIPEAU+fn5r7/+OnKwMtiq7wKEH27G7/fDQh8ZGSkqKiL24/Dhw/Pz81rrQCAgmSlLDeK9IpFq2hZxLWbMAoLGQITH42F+T3pXLD1HZQNXAtgORbZ///6RkZG71pw3kNHaNhiBx1ViAEhhYeHMzIyObLfHyCwzq8r29xkWW4tUNBy9cYw0dKISu41KGCI1HfC4LS0thue9JYSGM2g2RSVbUFBw7do1y26DrCNrjLWIN0hb0ID0qJgWvdba7/fLijNZ5i15C2y+EUUI2t1hCffAfzE9cWhoCINOIRXER2ycLZuk6CUIGvdq3CUiCfRJKysr33zzTS1mAcqDscHS9JOCe/36dQMuuZZFHwgEjh49unPnTmJmFhYW+D5o7MuwWtjRZVCJyAPOT2wfDiZYMwlMvA0yxomQn7LtH4xiut7Ix1JDxfbr1yKeWV53ZWWFwVMqfYZQQbjcrVu3iD7Gt+ibL8HdWBUnTpyQ/QjvZoJrS405ODiYm5uL+d0Qp6KiopGREYgim3lAMVEdYHtbV8vrNXD0ckHFi3APhUJTU1MAbhGMu2/fPuC79V1g0OAeGJyEhBQWFrIRGJhg1HBoe1SOdHS0iOFwCJdeo6mZscypoGQUiDYoFRfNQaoUiS9X0eaRhUUbzg3SplbGSlAqdT0+HB8fB9SSur6srAyJtbAorglHFqNSExmKDLIbIxkLHsFsN3YRXOK5555zuVyym4e8f+QYpqenEaB0uVxAK+/bt+/KlSvIcRliJPt3bglJpkHXhMNhYD+4GJRS0DLGZpmwDlUCBCWjMQjgUN1nZWWR1fJ10NjBPUD7j4yMkO3Q+CUlJVjDTgPiLiH5UHxGSvLY2BgQONz2CgsLUSuuI4fkgDaOTw+vjaN3vtPYxjhxECMjI88//7yRxsdS3cJG0KCwPV1Oa3316tXCwkI5U+XQoUNGrl6aMviDdePG0AucJLZFTwaGIhv0g9jbkiBjmQ3GJ7Ozs2jDqexq5N27dwPWwbeWWBx1UxW9k6QOHR0dRWEbqmOUUpWVlePj40Z02xCmdcHpa1n0lmUB/KujdcPHV3SvuEh45PDw8DPPPEN0FMIIly5dSogNW0bQ9ZAt5jkqKytp1xNeZqgqidWLoVtxwhhtiqPekrycgQKanp4uLS1FoIMrEKH5sJgVfg8Rbhh9EZTA75aWlk5PT7M1Ap8rXvmPqqR0tJwZ7wc8p6XPQMHKysp7772Hmc90qvLz81G4wBZ1W5iOkpaB1npwcBDJMy7S0tJSBLtl0pu8Xdegia3oY/8kJLpBaNGVjwdMTU0BqKrsujmXyzU0NJQUkd5iRa8jO8b19/cjZsJ9tbKycmRkhABHCt+tW7dkUUkMihGjh0X/3HPPfetb3yorK/vmN79ZWlr67LPPfutb33rmmWcMMAMuDVUyOTn5/PPPS4umuLj4H//xH/Xd4bdunMDYK1euYIsFftHlch08eLC/v9/QuZajB6FhgDspAUXvPDO7nk1OTh4+fJiqEBHtN954Q3bfvTst+nXJ7/dfvnwZ8RBuugcOHJCYdMAE8PfG5X8tRQ9idaglerzIt4w2O2AvXVgqo4KCgn/913+VMr/l/GeUFdTf33/48GGJhGERvuwTJ12BGI+QgKLXDmNIrgXK7ZUrVwCmJBUWFl66dClZVZZbr+iDdo9f0OXLl6F0WPVaVlbGpqOGSG3EdoiButFihJhSKjMzU6ZYlZ1CYWti/GR+fh47hNTywBvorS5/TZiGhobKyspk7caRI0eknyufS+auY/eGjFfRG6eSSDLGhYnO3Lt3L9muhXe45QCnjZOMBWutBwYGDhw4IJ2VysrKrq4uzqJKQP6jKnrpMEmTU3ajXFpa4uXm5ubOnDlTWVkJzxVxm9zcXA6QoqebWC4nicQbIHMGBgZyc3MJfYa3NDExoUUHY2koxOBqvIremHwnuc3yz2AwODMzAwNX2WmPsrKyH//4xzjyPrHoGa+ET7q0tDQ+Pk7TBuU2+fn5fX198LmcicHYRnRURR8WcGYtnFPsvfzcMFdHR0ebmpog7i6XC72I8/Pz33rrLQLmksCRzSXCD/r7+9EAkoMe8/LyWltbESLUjhlbGzl5Yhb90tISjSDLsubm5rq7u0tKSpSomSovL3/rrbe0KKqQw0k2/PRbTBR+itzFixcxCEwmnPfv3y/nDsYl/1EVvWFdGSRjx1rriYkJ4NOUQBWXlJRcvHiRN8BuDXfPLgsjHQ8yMjIimzS4XK6ioqLOzs7R0VEm+daKZUlKzKKXThKuQt09PT3d2dlZVlbmtiktLS0nJwfRMAO2dzu0xYpeMldyeWRkhG1wsLCBRuBEHkbM180QrmXRy86xOnLArBZaA+Z8OByem5srKSlBnYhcgRR37t53j6yvSxKnFQ6Hh4aGpLPicrm8Xm9xcfHY2JgRo99ghCpeRQ99x5MHAoHh4eFnn30WbUq5tBCxMdK2zNjHxYEtJwPGurq6CuEnchdeZllZWXt7ewLyH1XR68i3wOF2xtlmZ2ebm5sPHjwoG90ou90/jpHZGvyxhfJP5jjt+suXL3O6JytgEBwzBCkGpQbhUwAADEpJREFURi5eRS89J9lfT2sdDAbn5+fLysoeeOAB6cPl5OT09/fz/pMlz3dFMlZ6NCw7vnLlCseSMZZy4MCBrq6u2dnZjfd5WEvR02uGgjaArvjD5/MhAdXZ2VlSUkJTFzeTn59/8eJFiR3SSfKzNo3IdunnlpSUAEdE4YP5g1oe4wzByAmOBsWr6CVu4Z133unq6qKW4boqLS0dHBxkTYC8/3tOy+tI/4N/Dw4OHj9+vLy8XAbTEpP/GIreKOACgaUzMzOtra0HDx6UXemVUvv27WtubqYmco5e2lr5t6KVESELitQaeilLqqio6OzsnJyc3EjQNV5Fb/hGoEAgMDs7297eLhMeKOItLi5+++23eZh2wMcTpi1W9Mx+SPgNIX0DAwONjY2FhYVGj4S8vLyenp65ubm1RsNIiqrojcthp5FgA4Se33nnne7ubnRTcYmhyUVFRVVVVYYtHwwGMZYk+Wy6k0RZ5BY7Pj5eVVWFYDFxZllZWXl5eWfOnBkZGSFE0jnYwaB4Fb3W+osvvhgbG+vt7S0vL5eVQenp6SUlJS+99NLrr78uQ5+WwKQbQ33vfqKh40QZaa3n5+fz8/OVQPslIP9rKXrtUCLQ3VevXu3r62N8kvzPzMzMyclBlNLILrKvVPguGL0g+5ExoMRvL1++/NJLLxUXF8M7YS+80tLSzs7OoaEhWWvppARCNximhr8XFxdnZmbOnDlz4MAByDYbruXn51dXV2OOAmv+kxgK3voYvWWT4ddo20xjjwQJqkNwXOapYpxfr5GMNcwihtICgcDMzMy5c+fKy8u5x9CV3rdvHyJojEgaRsQ9ZFdKzlt2CQa2vdHRUWgZLnXgvQoKCrq7u2dnZ43u8FEpXkU/OTn5yiuvVFZWwnnidAGPx/PHf/zHhFFqAUYG8RG2XNEkTDJuzpTP+Pj46dOn0aVLdmHcuPxHVfTOMMvi4uLPf/7zjo4OtEtkSxLwPy8v78SJE6xroRcrl61MqySXM3ER9Qmf0bJbRfKYiYmJnJwcWG9kqcfjKSgo+Ju/+ZsYffESCN1QIKempnp6egAbYwcbFq9cunSJAmAAHJKSc9p6RR+VpKwsLy/PzMw0NDRA7zz00ENc/G63Ozc3t6urCypAtkmRfbhCoRDNInZT0EJlaDuIprWem5vr6ekh+IEdRbZt2/aNb3yjpqbm6tWrxhyJ+5ICgcDQ0FBLS8v+/fvZs5AdpEtLS7u7uycmJiQPsZbCokRb2bWvErZMpcwXFAgE3n333dbWVuCIZZMDpVRubm59ff3g4KDz/FvAl02hteSfbY2pZcrKys6cOdPT0wOoAjddCicOy8jI0LbAU/XA0IGNeeHChUOHDsn2LLhQQUHBsWPHhoeHjVHX95A1o0W0KmgPkBgeHm5sbCwtLWXjM1JZWVlbWxtgOUa/aBkJYE91qZQZQpRvcGJioq+vT6I8ecXi4uLq6upNmKBw9yp66c9qrT/99NNr1661tLSwXREAGIDlFBcX9/T0dHV1jYyMRG0vo+zxp1prv9/P+agshpqbm7tw4UJHR0d5eTleIeu2lFL79++vra0dGRlhcOYeig8kQMRrLy0tjY6Onjx5Mi8vT1aHgS0lJSXnzp3r6OiYmJiQRiKlnOaktkNbzpKWvr6+vr6+Z599lqdl0q+wsLCmpmZwcJC6KVkhy7uc1pL/2travLw89HST6h4qo6Oj4/z58+fOnevs7ESp8OrqamZmJvZabe/EExMTzc3NfX19Z8+ePXv2LDNhtOKxMezZs6e2tvanP/2pFvJwO42PtpDISZkR9fv9w8PD9fX1ubm52NuYhEOcsKOjo6ura2Zmxki/oRcTrR8tShzCYijp2NhYc3PzmTNnWOyKMih0ey4rK3v55ZcHBwcZvruje+ddquhBVmShI6R/YGDg9OnTxcXFMlVNy/HQoUO9vb0tLS2nT5/u6uoaGxvDb3kYzzY/P9/V1dXa2nr+/Pmuri6g95TItYKefPLJjo6Ojz76iAOa7wb/dHOIj7yysjI+Pl5XV1dcXIzFwF4r+G9ZWVlzc/OFCxd6enr6+vpmZmYguIyEMuw4Ozvb2tra2dnZ2dnZ19f39NNPyyrzbdu24YRPPPFEc3PzL37xC7ltS56H79ZuB0kkp/wDc11XV7d//34w1phpzJ21pKSkq6uro6OD86l7e3s7OjpaWlqee+45I+m1fft2eq47duzYvXv38ePHnZ6r3GXvLUUvy18lIVw5NTXV1ta2d+9eyUAKeVlZWUtLy9mzZzs7O1tbWycmJhAaYiyXZ3vnnXfOnj3b09Nz9uzZpqYmoMVc9qQN0t69e7/3ve999NFHWkBC7rQw36WK3ognQsJkkc7Q0FBdXV1hYSE681Fw2dIPbdYrKira29s5ti09Pb2zs7Otra29vb2srIyBCM5wYL+RtLS0/Pz8mpoaYxwgKRw5Avc+IxpuyEOwa9Dg4GBzczOcKla07dixA96PhD/29PT09vbyk7a2tp6enra2NljunJ7BdcXGxXv37m1oaMByck4N1Hbc8x4CyydAseV/YWFhbGyspaXlxRdfpIFCA1/+S+0PD0COLczIyMC3PGb37t11dXVvvPHGf//3f+tI6C2wVTJjfM/xH7lZadozFG5Z1q1btyYnJ+vr60tKSmQuRIm+ewghlJWVnT17tru7mxYhNoDe3l5UG/C3cg/Gh3v37q2rq2MOQPq++g7XWt6lin6t3J0MflmWNTY2dvLkyaqqKhTT0uWX70m2giN+wyUmkRrH5+TktLS09Pf3//rXv5YuG/wJAAzuOSlPjKJCQSzLmp6ebmhoOHnyJMFq5DALmuSgVxr+/JAMp37Pycmpqqrq7+//r//6L26iMMSkANz3VjwoRu6aECl8/uGHH3Z3dx8/fvz48ePQU069L0Wddih4fvz48dra2tbW1v7+/k8++SQsml4YA7h5S1Ehg/cKycIdbS9tifQbHh4+ceLEd7/7XUS0ZLpCtg4GG7FxstU2OZyVlYVhIzjgqaeeOnXq1JtvvvmrX/1Kxn8YtDGKeO4E3aWKnsRgJY0IGQXTtjh+8MEHp06dOnbsWFVVVXNzM8TdOXaZHQ5oae7ataugoKCqqqqpqenEiRPj4+Pvv/8+MzZGQNm4sbhmNt5zJE1IuTzQeQZf/exnP2tubm5sbKyqqmpsbATbMzIyqOthHEm7kvvxnj17Tp48+eKLLzY2Ng4ODn700UfyKgTVEDLhfAtb3vx5E8gp/04+fP755/x8cnKyqqqqurq6qqqqrq6uoaGhxqaGhoa6urqWlpaampra2tqLFy/++te/NlAJIZti3w/+vofUvXGrCIIZqC3DQf/oo49qa2vr6urq6urq6+vZb9GIeknKzs5G+uTRRx8Fk1966aXBwcGPP/5YAiUx/AR/+/1+3sb/RYs+arcso8SDuQsKKH87OjpaV1fX2NhYXV0NET9+/HhVVVV7e3t9ff3x48erq6thyLz++utGIJjhPHkDVPr49t7F8G2cjCA4u18ZWgDtl/Eupqenv/e978G0rKqqqq+vP3bs2IkTJ06ePFlTU4PXAQU0Njb24YcfaqE45NuUoWHDfkQ8J3YF/31Aa8m/1Edycj1egSX6QWGBGIAQGEnOznT4QwIQ6b/inHj7hp9xDyl6LSTH+Hx5eZkWG8UbT41x0FrrYDA4NTV1+vTpl19+GXq/vb29rq6uqqoKct7U1FRTU/Pyyy+fOnXqrbfe+tWvfiUvwbY2y8vLHFmlxRILhULxTgWIl+5SRS8Jtgw5oiNz6DrS3pQ7gZHosCzLEGVnos+pPmSkSEeWd9/HMXrJ8Kjrmc/Obwlk4r98TZwzTnif3CnXehHEINOT+z8SMTNIyr8kGuNshICYL6PqOIyqKuyoP5d/kNU0aHgh56WNLeSeIMNqAa+kRBmhAqMdNNUIW+0SJayFS8R+Ks4FEtUToslyp2X7HlD0KUpRilKUotuhlKJPUYpSlKL7nFKKPkUpSlGK7nNKKfoUpShFKbrPKaXoU5SiFKXoPqeUok9RilKUovucUoo+RSlKUYruc0op+hSlKEUpus8ppehTlKIUpeg+p5SiT1GKUpSi+5xSij5FKUpRiu5zSin6FKUoRSm6zyml6FOUohSl6D6nlKJPUYpSlKL7nFKKPkUpSlGK7nNKKfoUpShFKbrPKaXoU5SiFKXoPqf/B3axlx5/XWhpAAAAAElFTkSuQmCC" 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<w:LsdException Locked="false" Priority="9" SemiHidden="false"
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<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα λείπει;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Δεν μπορώ να απαντήσω</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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</span>Στην 1<sup>η</sup> εικόνα παρατηρούμε δύο σχήματα ένα τετράγωνο και ένα
μαύρο κύκλο τα οποία μετακινούνται κατά 1 θέση σε κάθε <span style="mso-spacerun: yes;"> </span>επόμενη εικόνα όπως η φορά περιστροφής των
δεικτών του ρολογιού. Επομένως, αποκλείουμε αμέσως χωρίς να κοιτάξουμε τίποτα άλλο,
τις εικόνες Β, </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">
</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">και
</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
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προστίθεται στο τέλος της τελευταίας φιγούρας άλλη μία η οποία μετακινείται και
εκείνη με τη σειρά της όπως όλα οι φιγούρες. Έτσι, αποκλείουμε για άλλη μια φορά
τις εικόνες Β, </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">
</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">και
</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.
Σωστή απάντηση είναι η Α (Εικόνα Α).</span></div>
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<br /></div>
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<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-71463438860058228892015-04-24T06:25:00.002-07:002015-04-27T04:01:09.890-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (19)<div dir="ltr" style="text-align: left;" trbidi="on">
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f/313XffHThwYNeuXcaYhx9+eKzf1Iyh62ufSprLGL8zxFj0ZTVCfCdPnlxfX7/hhhuuv/769fX1U6dOBdSRiGa4DvU47JPxAHasvTnr0qVLhw4dMsZs27bNs/notI7JMGRKtdIt4MMPPzTG3HLLLWfOnGlOt95Ol71+RTSzsub266+/3nzzzaZxeaCEeI3N3SuXXLnw6PRlNUIRb775pjHmtddee/XVV40xb731VkAdAqgTkGPtrVmbm5vGmD179ng2T0dwyBlzXtqyeuSRR4wxhw8fDmsOfTSz6svt8OHDxpiNjQ33YpIYp74dF2qEK+/LaoQi7rzzTmPMsWPHvvnmG2NM612tZx0ChNmne7+gcMErZ128ePHAgQPGmI8//rg53oz8JcIwwkLO2CuaZTen7N692xjz22+/rWzLiH4Qzazqv1vvk86cOWOM2bVrV7dJLroFdCu3FilceV9WsUVUcr/77rur/95xxx3GmKNHjw6tQwB1AnKsvVvkvn37fvnlF8/m6QgOOWPOS1tWW7duNcb8888/Yc2hj2ZWzb+b37S/cuWKMWbLli3dxXJhLaA50XGopqqpZ3X2UiNf96WXXjLGHDx4sNpDb7zxhjHm5Zdfbi7TvVAeudIwPHXTvVifpdrlQNEbY3bs2HHs2DGf5unwDNmKcKndsptTrrvuOmPM6dOnw5qDlda7n743nadPnzbG7N69u/pvCfE6jkTHXPesFPRlFVXE5ubmtddeu76+fvLkyWrK8ePHjTG7du26fPnyoDoEUCcgx9qbs/79999Tp069+OKLxpiHHnrIp3k6gkPOmPPSltWDDz5ojPnkk0/CmkMfzaz6cqtuLnjiiSfci0niKMBdm3DlfVlFFfHFF180D9TmWPjLL7+slinnO4TqBORYe3fW+fPnjTFXX321T/N0BIecMeelLasPPvjA2O668WwOfTSzsuZ24sSJm266yRhz5MgRx2LCOI5Ex1z3rBT0ZRVexGKx2L9/f+tYrV3/5JNPDqpDAHUCcqy9O+uPP/4wxuzYscOneTqCQ86Y89KW1d9//33bbbcZY/bs2fPpp5+ePn3633//PX/+/Lfffvvuu+/WH0r1NYc+mlk1/7506dKPP/74zjvvVBfNHn/8cWuTXFgLaE5s/r3yE9p09GUVXsTZs2e3bt26ffv2ixcvNqefP39+27ZtW7duPXv2rH8dMmi3j3XW5cuXf/rpp6eeesoYs3///mpirltBAhIuNuoffvhh79691lLrzwmbzYt68HKxNKPu6wmPPfbYhQsXrE1y0S1g5RT3Q3IS0ZdVeBHvvfeeMea5557rznrmmWeMMe+//75/HWJoUc/SQ/Qtrrnmmu+//96neTrMf97JBiBcaqtsawEXLlx4++2377///p07d66vr+/cufOBBx44cOCA9QYnRO9DM+rm3t+2bdvevXufffbZQp51063B8V/HdOHK+7IKL2Lfvn3GmK+++qo768iRI8aYffv2+deRCMejkkv2TrNOx6yKLVu23HjjjS+88MLx48frBTKO6LsV+kSdN/DIrArpMCoIyCpjvNZvQrmLMT2nBPWPQBiljtRYPxMu2fLLVVmV+UTo1vHgafklop8NukTfrKH1x8qFJ3LpZtw65Cnc8ssx7CP/tV7TGc74WL7bUJhRRM+lm5Uo+oWplY8p9qTVUOtjirX8ZmxFWMq5DuChWbUeF5ol6pVm95G+PKOIfsR6Jow7K+svUZcgjZUF9FnCNEb3AqQSfR+OzeaQ8AT7iBGQVfbHCikl4N1PCT1ZywhGWvRD64AukVkVbh/r2C0X/lGX/EvIKgjIKmO8/Di4L0W9C1sWYxYfGNGLEZxV/b6eqD3RJfoWrdGJ9ccJrNPFYESvD0QvBlGLoVr05YPo9YF9xCBqMRB9UhC9PrCPGEQtBqJPCqLXB/YRg6jFQPRJQfT6wD5iELUYiD4piF4f2EcMohYD0ScF0esD+4hB1GIg+qQgen1gHzGIWgxEnxRErw/sIwZRi4Hok4Lo9YF9xCBqMRB9UhC9PrCPGEQtBqJPCqLXB/YRg6jFQPRJQfT6wD5iELUYiD4piF4f2EcMohYD0ScF0esD+4hB1GIg+qQgen1gHzGIWgxEnxRErw/sIwZRp6b+LQ5EnxRErw/sIwZRi4Hok4Lo9YF9xCBqf0woa2trS0SfGESvD+wjBlH7E7Cl9S/rLhF9YhC9PrCPGETtT72lPj+B3VwG0QuA6PWBfcQgan+CtxTRC4Do9YF9xCBqH+orMD5j+S6IXgBErw/sIwZR+8OIvmRKFH31h3t0MOcdjH3EIGp/EH3JlCj65apOU88Ne6uonXHt4/NSsz2cEL0/iL5kShH92tpaq46+XdiaPkPXj24fY8xisehLcs7HEqL3B9GXTCmiN//53kRr4sopM2R0+ywWi5Wn1RmeUJeIfgiIvmQyi37lky58LjLMzUEpRL/ktGoD0fuD6EumoBG9e1DJHq1JZx+f0+qsQPT+IPqSKVr0zfG+dfo8SWofTqtNEL0/iL5kihZ9PWtp60az1X1q+3Dw1CB6fxB9yZQuei4mdBnLPtYzJSP6JojeH0RfMkWL3mfKDBnXPt3HSzX/nu3bpgpE7w+iL5lyRe++kjNnEtmH02oXRO8Poi+ZQkXv3n+z3bv1fZCj26c7pe+ey1kxNOrWG6BZmWh00a98NzmreCMpUfQ+O2/OO3h00XNa7YMRvT+M6EumRNFDl9aV9BHts/KlHN+bnTyI3h8TCj8lmI7V30iVrYd9NoDIrLqPFYI+EL0YiD4pZYke/CFqMYg6KdXIo4J4k2LJMLhzh5E7AX0QtRhELUZYvM1TBTiwZBjcuQcx89u0YcLQtwMgNGG48gUACuDcEEMG0bPDJCHtFDRTJeEACFAYRK8PAgSAQXDpBgBg4iB6AICJg+gBACYOogcAmDj/B3GlZ6qei14IAAAAAElFTkSuQmCC" 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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα ακολουθεί;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Δεν μπορώ να απαντήσω</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
1<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">
</span>Στην 1<sup>η</sup> εικόνα παρατηρούμε 3 σχήματα. Το τετράγωνο σχήμα μετακινείται
αντίστροφα από τη φορά περιστροφής των δεικτών του ρολογιού από τη μία γωνία
του σχήματος στην άλλη. Επομένως, αποκλείουμε τις εικόνες C και </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">. <span style="mso-spacerun: yes;"> </span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
2<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> Το Χ μετακινείται όπως η φορά
περιστροφής των δεικτών του ρολογιού από τη μία γωνία στην άλλη σε κάθε εικόνα.
Οπότε στην 5<sup>η</sup> εικόνα που ψάχνουμε αποκλείουμε τις εικόνες </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> </span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">και
</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
3<sup>ος</sup>: </span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Στην πρώτη εικόνα στη μέση έχουμε ένα
πολύγωνο, το οποίο στη δεύτερη εικόνα το περικυκλώνει ένα τετράγωνο. Στην 3<sup>η</sup>
εικόνα χάνεται το πολύγωνο και μένει μόνο το τετράγωνο το οποίο δεν το κυκλώνει
τίποτα οπότε στην 4<sup>η</sup> εικόνα έχουμε κενό στη μέση του σχήματος. Στην
5<sup>η</sup> εικόνα λογικά το μοτίβο ξεκινά πάλι από την αρχή οπότε αποκλείουμε
τις απαντήσεις </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">B</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">,
</span><span lang="DE" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: DE;">C</span><span lang="DE" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> </span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">και </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">. Σωστή απάντηση είναι η Α (Εικόνα
Α).</span></div>
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<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-62693677312477353302015-04-24T06:16:00.002-07:002015-04-27T04:00:59.701-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (18)<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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" 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<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
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<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
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<w:LsdException Locked="false" Priority="20" SemiHidden="false"
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<w:LsdException Locked="false" Priority="59" SemiHidden="false"
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<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα ακολουθεί;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Ε</span></div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
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2<sup>η</sup> εικόνα έχουμε τον καθρέφτη της 1<sup>ης</sup> εικόνας (δηλαδή
μετακινήθηκε η σκιασμένη πλευρά ακριβώς απέναντι), στην 3<sup>η</sup> εικόνα
τον καθρέφτη της 2<sup>ης</sup> εικόνας κ.ο.κ. Σύμφωνα με την πρώτη σκιασμένη
πλευρά αποκλείουμε τις εικόνες </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> </span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">και Ε.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
2<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> Σε κάθε εικόνα παρατηρούμε ότι προστίθεται
άλλη μια σκιασμένη πλευρά η οποία μετακινείται ακριβώς όπως και η πρώτη σκιασμένη
εικόνα. Έτσι αποκλείουμε τις εικόνες Β και </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">. Σωστή απάντηση είναι η Α (Εικόνα
Α).</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-67956492802604776422015-04-24T06:05:00.004-07:002015-04-27T04:00:51.819-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (17)<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
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Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Ε</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
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</span>Το μαύρο βέλος δείχνει ότι η κουκίδα που βρίσκεται από εκείνη την πλευρά
μετακινείται 1 θέση προς την κατεύθυνση που δείχνει στην επόμενη εικόνα. Επομένως,
στην 5<sup>η</sup> εικόνα το μαύρο βέλος δείχνει ότι η κουκίδα που βρίσκεται από
την αριστερή πλευρά (όπως κοιτάμε τις εικόνες) θα μετακινηθεί 1 θέση προς τα κάτω.
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</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">
</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">και
Ε. Συνεπώς η σωστή απάντηση είναι η Β (Εικόνα Β).</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
2<sup>ος</sup>: </span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Το λευκό βέλος δεν δείχνει τίποτα. Αυτό
είναι το τρικ που πρέπει να προλαμβάνουμε και μπορεί να μας μπερδέψει.</span></div>
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<br /></div>
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<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-26559823429744052182015-04-24T05:54:00.002-07:002015-04-27T04:00:44.703-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (16)<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
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" 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" /></a></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα ακολουθεί;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Ε</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
1<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">
</span>Το τετράγωνο σχήμα σε κάθε εικόνα μετακινείται από τη μία γωνία στην άλλη
της εικόνας αντίστροφα από τη φορά περιστροφής των δεικτών του ρολογιού. Έτσι
αποκλείουμε τις εικόνες Α, </span><span lang="DE" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: DE;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">,
</span><span lang="DE" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: DE;">D</span><span lang="DE" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> </span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">και Ε. Αμέσως,
με τον πρώτο κανόνα έχουμε βρει την απάντηση που είναι η Β (Εικόνα Β).</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
2<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> Όμως η κάθε εικόνα έχει και άλλες φιγούρες.
Το ορθογώνιο σχήμα μετακινείται όπως η φορά περιστροφής των δεικτών του ρολογιού
αλλά παρατηρούμε ότι σε κάθε 2<sup>η</sup> εικόνα αλλάζει χρώμα. Επομένως, με
αυτόν τον κανόνα αποκλείουμε </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">,
</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">
</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">και
Ε.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
3<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> Η γραμμή στην 1<sup>η</sup> εικόνα είναι
οριζόντια, έπειτα, γίνεται κάθετη, παραμένει για άλλη μια εικόνα και ξαναγίνεται
οριζόντια κ.ο.κ. Άρα στην εικόνα που ψάχνουμε η γραμμή θα είναι κάθετη, οπότε,
αποκλείουμε και την εικόνα Α και απομένει η απάντηση Β (Εικόνα Β).</span></div>
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<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-71591371653803405662015-04-24T05:42:00.005-07:002015-04-27T04:00:36.196-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (15)<div dir="ltr" style="text-align: left;" trbidi="on">
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GXh+FAohMEExgHLlJeX371712CRTAIH1+izs7PlGaxW69raGjazLNdVUFCwtrYG/d0QaJzeut4M+TeIcXl5Wd5jVlZWTk4OXK+wxdtsNphlZYGaRJESome+7urq6nvvvaeEHamsrOzx48ekQoOn9ygglvyXlpZYV5V7KYQLkzQ5QZKg0eSeV3zMzMzIRIdjIX8T6Tfd6EhN1P/5P/+nEpEASqm33nrrwYMHGOjPnz8/yE8cnOgZQaiEzXp2dhZcj+manZ1dXFyMGAlGhRvyqtICyDC6meLIyAjVSdzR/Py8ihhGVJTFNjkcnOi11j6fj1+8d+/elStXVKSUBX5F7w5iOVKIJf/h4WFpDbdardDlWSUb7OnxeJIT2kGemgFU6u12++rq6pUrV+CQPxbyN5F+jZ7HHR0dcmBlZWUZkl0P4tA/INFzlDP+7OzZsxjojx49crvdDodDunCpzktTbBoheXZ7exspS0tLS6gXJB3U8LPhRdaZQChI0tI7ONFzk8SeR6urq7hgRIk4HA7EuRoK/B4RxJJ/VVUVBIv9E4coPmlo9pTE+E/6ke0JXCpCaaEQHBf5m0gz0XP9X1tbe++99xwOh8EUzkGPEMmkkRJnLOLKDTE5NptNGkCgoM3MzMgq9tIJkUYw3EVrvbGxce3aNVyz0+lEGAbLZtH7aqggnxxSotHLb3k8HhXhHV5bSUnJzMzMUWaZWPJHzUgV2chiv6i1DgaDSPZO2u53kKdmgKwagr8oiXOM5H+akX7Tzfb29vLy8gcffIDhYgh/RIQ7PnkQ298BiZ7maSQQZmRkIHtQ6jhK1L7/8MMPGSbEYmfpJXpEoDIV88aNG/LKP/74Y05mupdl+YHMzExD06L94+BEDz3x5cuXUHJZY53sgxz9+vr6FEostdhT/rz+zs5OCEquXvgiWP7FixdJcGhyz2tP8Okj8RDHx0j+pxzpJ3qt9eDgoIpwqFKqra1NiUwcDPq0O2P5dZA+jdeGbifU93t6esDsjBxNjbCSvX0cIAUJ+ydecF5e3vT0NCOvkVAmsweOgo0eX5QVMXFtKNEOVFdXMwLkSCGO/J1O54ULFyYmJgwtADHMZLmIJH73IE8tGoZNHob6sZC/icMmerAe/4ZCIRQsI60UFBQ8ePCA0xgeKgwjnIEKstfr3b+OfECil9n8hrfkKyUlJbCBuFyu3Nxc+BhkOZeUy3OfkMkKWuuBgQHeFxKjdKTWmI4EXOK+sKmKde/7xP6JHtorg27JbjjA2c6cOYPHkZmZqbWempoqKCjgRXZ1deHrvNmDO3hSArnej4yM4GptNtulS5emp6eVoHhZiMlut/MMGPmy4jyGVhzDTnLPC8u8zIBj9ScVmQs41sdH/qcch0T0mKiyuB2Dsbq6ujDEMzIyLl269ODBAw53/kXwmd1uJ2ExlOX58+f7GUMH1+gNFmHEpbBXQ1ZWltZ6amqqqKiIX+np6ZG3n3aAF/73//7frD9ss9n6+/s9Hg+9x3AtYJLTdHPmzJmkYytVgho97RuGmFo+Agj8jTfe+O677/BJ8mZmZmZRURFavaMCMM3i6d1RSZ/8119//eGHH3IsNTU1KVFaQJYJkgEtbEuitf79739vWLljIdEnZbPZWAIBETUOh4OeAzaY5VUdF/mbOCSix0CXJWhAKE+ePEH+C5ilpqaG5EL3lKF7Pd36hsiW+Dgg0VO9VbsrhAAul4vqcF9fH7ya2J3MzMxwNiJmLi0gafp8vpGREdpYf/CDH3CvLYtHokyKoThldAXz/Utvn0Rv6MOOR6x2h/Mr9f8GLcQ+Pz9fUFBArqyvrzfEq+jd1b7SAtB0MBjs7+/Hddrt9suXL6PtoqywhHvkgOcSq7V+8eIFzsZg0/g6RHLPi0H9hKxhh00Gl67jIv9TjkMletSYlE1qhoeHaYs/f/781NSUNMIa9Mrvf//7sgGp3+9nsN0rcfDMWGlCpelARfQaOoo///zzyspKzo2uri4d1fQujVhZWZGFzrHn8Pl8gUDA4/FIp4KOoolDMN0ASCzCuqhEAQYIH5/hRYJHbt++TcdgRUUFut+h+N1R6AZDBXxxcfFHP/oRtGabzVZXVyd9UdSdma7BojTokaAjjInkKRY3jvW7iT4pOOdlb7Xs7Gx2GsArBnkeC/mbOCSiNxSxwlNfXFyEJwcju7e3FyPJZrMZ6qFLuwH5WrZfeOUFpESj33PiEYFAANNvYGCAHyssLNzY2NBpVecJqPPnzp3D7eTm5t6/f1/2iWUBYY/HA6mqiCJvKEScqPT2SfThcNjn87EjGEkQLONyuXCprEoNeL3ehw8f5ubmsj5Xe3v7H/7wBy0cJOnNzuftI+4AyM3NRRcXbluJOIpFQi6fpB8ZZ5yhoSZOa/ANHH35mzgkomeFVS1MBDdv3rTZbG+88YbVan377bfv3LkD5Z0sqQS/2O12g7qRkZHxr//6r/u/gIOXQDDMAR3J6ZXx0Vrr6elplOuBlfPjjz/G62nU6JFu88UXX1RVVeHirVZre3u7FtM1+vK4CzmI3FQiRC+7xKjdtjJ6aBmhqHdHrA4NDWFhsNvteXl5WF/5AYNR6PDx7Nmz9fV1FG/ATbW2tspNks1m49CKZSpEFpuObI6DwSD4NBaSeFjSQIefRhEenpO/KN0G+sjL/5Tj8KJu6D7Fs19fX0daJtDR0QHlhYF92dnZsie9rH5O831mZuY+NYWURN3Eco7pqKYQw8PD+GRGRkZxcfH6+nrK5Zkotre3R0ZGsExmZ2fn5+c/fPgQLM+eRLCZhMNhShX0GgqF5OqbKBIy3ezs7OBbHA9WqxVvcesmK/fiFoLB4NTUFKKe8HU4mVE84Ih4AmGdB5sXFxd//vnnlA9l5XK5QK97Ov+BrKwsKc84CkSiT4pOAg51DBi5uGqtt7a2uCQfI/mfZhwe0RvCrXp7e8kdZWVl/+N//A/28+OAkwFectBTqcdb+wmyTFV4pSHcTWvt9/vDogU5/i4sLFy5coWzpaGh4TVINAHgqhhViUui2TROLVxpYE1aevsnemYnsK693h0bCmnHOltfX5+KlKmora3lWwbfQ1oQCAQGBgbA8jabraGhgUUmAPZyUbHDefm6xWLZzx0l8bBYmBr/6oiEKUODc/W4yP+U4/CInnWa8O/Nmzc5tmC4RFcjlVR0hxZGQENnNR1hCozgV56c7IwDtEzCPoPbT2oxce53aGhIEn16PbHBYHBzc7O8vBzEUVRUdO/evST0LEqPCWKybcCeQDFhTHXuD3TUtPf5fNBkUY9BCS575Q4AJwyFQgsLC++++y5+t6qqamZmRke2KellGb/f//TpU15bTk7OzMxMEpqHoQJdZmYmDDgUEdUOrXUwGIx1Hj472eqEG+WTJ/9UgaIgFTBKTQtCMGz3jwIO1UbPFoDz8/Not22z2d566y30uHC5XOg3n+joB7Kzs7Wge7jstGhYzIVEdr8zgEMc5nWZ9C+TG195v4FAYHZ2Nj8/H6EUxcXFi4uLaXz28IhQTT5IqrpkHKmExiIUeFbwXUkZpCSfz6d2W6LhDuHH4lwM6QNLiNfr7evro6GvubmZnwyFQumtFI2afdAbEDt/EBhUey0KhMCNwcjUPSGrTsrd6gmWf0pgYHCZ07e1tWVghiPF9YeaMEW7HvawMAV2dnbKVEA54PYPGXaJdsmQssfjofSVUoYak3vOH2kbzcjIyMzMRAYmhzJjmV/J+Iipx5l7e3tfi2T3h3A43N/fzzTX2tpaHVUxf//gSmmwI+8JCJyXoSMdwPGKz+ezWCwMN0QFIUPUYJwJw5WDOVaffvqpimisLS0terdBP4349NNPITeXy9Xc3MwScglBmuzxKPGXY1KLYRkOh+OcSuacnz17lo7fkyr/lMPQpJcwhBsdERxqCQTq9T09PRxwzc3N7EmfnZ2dXFaODFcgfzE8AEMWG9X9hAnyM06nc2trK3rXiQf8yojJkZERS6S9amNjY3pdUqOjo5BPTk7O559/rpNKVoTaCHnKPuCxYLVaUQ2Nhjtp73r58mX07krOkP2YyGSoZSAQmJubQ8iTy+Xq6OjY2dmRDWnThUAggApOVqsVdrPExncE0LWjbWVnz57VWjO+nhmFsc7Drg9yA40XT6T8UwWMfGTwyH7oshOqjrD8UcibIQ6P6OWT/tnPfgaOyM3NnZiYUEIlj2NXiQNZ5TUjI4MiZnFjj8djyPPcEzLJ3uVyGQL/oTcZ8nL3BOySExMTRUVFSCJvbW19DUJNAN3d3bh36FkHBEa2JIg4cDqdencWBTJv6WyPLtYoHYBxOEJSDFmpv78fVFhTU6N3W04PfuNJY3x8HCOwoaGB9fuSgKyph1Achifhh6QmHuc8hhiHM2fOyOj4kyf/FII3wnbQWtSgJjMcKbdEGjR6ZoE7nc6amhoZbBOdmJco+F0dGbLYM2Ibux9TA0mHE8br9UrTfygUwjnj7M4YmQA/s9VqZTR9WrC+vn716tXs7GyXy9XU1KQj7S8SPQ+jY3Xk9l+5Q5IkrrUOh8OBQADGfZovzp49GwgEXr58aXB2+f3+fbID6rbjeHBwEB7FioqKjY0NcFB6Ncq5ubny8nIIBBWJkXyX6PDGAMZeil9HJ0ssAGQZdGSLdR4YTpWogC/5XZ84+acK//AP/zAyMvLRRx/9+3//79Er5o/+6I8KCwtv3Ljxhz/8QYacHjWHRBrKFG9sbLBIQHNzM103oIykg7VJ8excrCOaNTRxtbt5QhzwUqVxxuPxYPLsJ3IfdBYIBBBc5HK5SktLl5eXUy/N/aGvr4+8AD0raRg6I/72t79FFf44cLlcwWAQROD1erOysvgIDAGyoVDou+++01HNhONcjFx7ELIts0+l2zmNprPPPvsM1+NwOGpqarCJSbq+v4qM9nPnzsnMEhkTuZ+IWG4LmDlxUuWfKrS1tTkcDngyZPOGjIyMP/qjP/r7v/97j8fDMOsjtbYdnjOWabGDg4Os5tHc3IwBIQvjJRfwDj8qxro0Yv6/W91fbKWOdPbBtxAvHG10kx7FPYGvMIrUarXW1dW9BtHuCwMDA0ypp+kmiYGIDU20Cy6OSLHu4vNqd2igisQyMetV7+6gvc8CQfwYzjA0NESZw2KGuZdG00FPTw8qQSqlOjo69qlw7Dk+5diWZRL4l97v/Zhu9O6YV31C5Z8qdHV1/Zt/82/+7M/+7L/9t//29OnT3/zmN5ubm/X19Qi/fvPNN7lRPmrO50MievmkBwcHmQ9VW1uroqqpRJeHPAiys7MR6stZYWjHrCJR4SlcgWm66erqor1IRpsdMgYHB3GnFy9enJqa4uWl8Cf4TGW3OdlLQAmVM4m8hFiQYeNa662trdXVVWwZHQ4HF1cZbH744Ji/fPnyxMSEdAWlBLH6NzC3XFrY2Fjm9Mg/Vfj7v/97xCOw2zvWtv/yX/4LZPtf/+t/5etH6n4P1XQDokecn81my83NnZ6eRnUwtT8DeqKQRQvk64jZl59JbTgUlZfFxUUMehWJNksLUJIBBvo985UOCKTVIOmJyTikFcNfPOiE8hLi/zQOZERzW1tbVlaWxWK5fv06XkzvrGNOcn9/v2EJTBX27N+gRECaxWLJyMjgv6dK/qkC6duQMPXy5UtItbOzM7oK01HAYde60ZGKHy6X6yc/+YnBtohovBSOfiZJ4RfxQ4x5kNH3sL+n/GZ3dnbQHVTtzh85ZLA1RHNzM4PZU/sTGNkvXryg8NnZVb6ilJJJFQnlJewJEg0r9mitx8fH8VuNjY14Jb0VV0ZHRzH2YKuMLld5cOzZv4HLiSwoL7OUT4n8Uwiv1ytrcmCn4vV6Ifbu7m66YU+jjV6LAUETHlKluKmkeTG1oAIlLUIMb9fCbbKfcsf7hCwDMjw8jB0Mwl3Sgt7eXvRCaWxslPG/qTq/z+eTw1o+RxpzDGEhEvvMS9gTzE6EKwX2Ypa87ujo0MKSltzdHRwMM2tvb5clw1KIOP0b8OhlNX8DTrz8U6g83FoAACAASURBVAWS+O9+9zu+GAgEbt26hftdWFjQUa6so4DDJvpwOAziU0q1trZymMrifKnd1SKMD8fkd4x+elllhZDUIhAIdHd3w4SaRo1+aGgIN97d3a1fm67BUA2k6sjtlIoo8vJj+89LiINoVTEYDFKZaG1tRU+7g9zXwUHTGQohcDSmapDH6d9Al4mOyIqazemRf6ogpcTA+f/1v/7Xm2++mZWVlZOTw3dZkeKI4LATpgKBwODgIEZkY2Oj3W6nAqKUysjIOEiDi2jIGA8cY0rgkuReNeWNEchrNMum0UbP4B/Y6F9HSAAzJF++fGm1WmX4k9w/Qc6J5iXEglyx5NNETjLu93XsYBLF6OgoFI4/+7M/Y/p3Cok+Vv+Gc+fO4UWG4kBKp03+KQRD8rBk3r17F8vqv/23//bbb7+VxXCSXjtfBw6b6MPhMBxTdrsdpZ1kwY2Ue6iUcEYpsb1VYg9rqLWdKjDdf2RkBPeVXtMNvHNtbW18MbUTD7ta5m2y5Cd5h1yD300oLyEWpEcRtUdYBBu/KxfXNBJNV1cXrgcOm9dhvdmzf4PaXbPM6XTKlKjTI/8UAuIKh8OPHz8uLCxUkbIW33zzDSV5BPuhp6EEAvIpnE5nU1MTa25wvBr2+ykBzimr2xvsldGVtQ8IbodRTUwp5XA4DlIz8oBgIxRG3byOUaiE048PUTYBxnYK2WQ6wbyEOJBFBME1DCdtbW1FOFB6Z93Y2BiE0Nra+jqiy+L0byD748WMjAx6TU+P/FMFKTEEamdlZQ0ODvp8Pr7FlSA9lxgDh0f0XO4QUwybtSG2nVXOk4As5sdBT5bBv2wzzblhSOiniZlsKKsX7R8y1RM7GKfTmcb2I4y66ezsZIhYnE2M7BQRnT5jsOriwzQTU5cMhUKxHpaO2z+AB7iAOCaF6LfwRVTNQ0FgPso0apRY7G02GzT6pOMOWDpbtgdhYKUhD0uLkGL+HN6V1Vr415AqpU+Q/FMFWeQAkvyLv/iLY5EIdqhlirXWOzs7ID6r1QrTDeRlCIlJdAKg7Dv/leW2QT3b29tqt3ZD87EWUbEyxhyKZ9IrM3shDQ4OYpql0Ubf3d0NUigsLERgwCuxvb1NFpCWRxk9hmPZjQS6vNYamfRxHlms/gFoWsCf3qdhgQNse3t7Y2Ojuroa4wqNtNIe1IzSoUqpS5cura2toSxz0hGW0aXkpcJus9kY/4fC1E6n0+PxZGZmco7IHS10eYYXn0j5pxB0aeAJ/uQnP0n3Fe0Lh0T0XNXD4TC0S5vNVlpaOj8/L6Ni2Ggt0aFvGMGyBKaOcBNqPymh6chW9ywxqqPKpicRYo+zhcPhtbW1yspKbmNTJ9HEMDAwkJGRAettc3MzW2zHAmcm53kgEPB4PKxSgBf9fj8rC1HgsjZ6rOcVp3/Anj/9yhvk7Xi93k8//ZTEB58Egp3TSDe9vb0gXNR3wrUlodAYJgi83LJ0q1JKxrPzi7h9FfHWYklWEdWe+vtJlX+qQEdjMBj8j//xP/7xH/9xd3f3UbPS7IlDDa+EmOCYwgC9fv26Ia1GevASApKtZLY3inQDMCOAX/CKwciDQc8KTTs7OyxnnwT47EdHRzk501vrhje7n2RFWbJCbrpZ4xCvQHRkeYfDgY9BN/d4PPEJS8XoH8D2dbiAOIUA6fHm9jkcDqM8JE5+48YNKptpTGChj0Qp9cknnyilzpw5cxB/LMJpaK6hzdOQ9owPY/MESNMo9CGIV4aInDz5pxDc7lDIpulmF7gYDg0NcZ6jm7CKZHnIWtsJwdD2TymVlZXFkls6UqaYgR9+vx/5+nua7CWvvbJnZixgQ8AWK06nU0a8HDKWl5dzc3OVUi6Xi5cRf+KFIrW2mUeD4v4Y1rwpCNBqteq9GCHW83pl/wD8KPuRxgEembSzDQ0N4cnm5OTcv3//KMzD2dnZoqIilBdubW09OMWrKLsNf4vVA71erywBEhLN/JQwmcKwg8FwUuWfQphEHw8yT3p9fb2srAxD7c///M85gqEYJq3Oq4hek5WVxTFNmvb7/fik0+nkg4FNhv0F4aqFNhoOhz0eT9IxlyzhNDIyghl16dKlR48eHViQyYNKZV1d3X6yOSg3UAA28pj/FDuLczGfPhwOc2HY2tp65YOL7h+AH6ID4JWrLImG6c3sAVBXV0dF1ePxpHeL3d3dDXWksbFRJdtgR+12d6tIpCZ+4vnz5wb2UZGKZlK2OlLYUnpoeZ0nVf4pgWm6eQUM3nxGEzc3N8MxtefkTw6Gjpc6wiBKmG5gQOfoVLsnntTrk4syplbV0tKCsMK6uro0rvxer/f27du4u2vXrq2srOzzi7gROGYDgQA92EopNF5QEV3SICip+O+JWP0D6ADc5/wxpNevr6+///77sGm0t7frSA2W9IZ8BIPB4eFhECtcUyqpnSt7GjudTtges7KyMOApNFlwWIky0eRc5kyh9hkfKB7xiZR/CmE6Y18BSQSM9isrK5uamlKiIk1yGj2j73F+w+AD6eOTZ86ckd2/9O6ueCriJJBG6uTG6Hfffff06dM//dM/xWnb2trSa6OU7SBaW1vj3xQzX2QHZIPAlWhwIRdyOKJfSfTx+wfQEx7ed0l0rfX29jZzgC0Wi+zqlV5nYDAYROANjF2NjY3JhREb/K5aBATzb1A048bHYFhj0DBzO7e2tmR/N9nG/YTJP1UwwytfDcpIajdWq7W2tlbGVuI4TgIIjcJwusquOjpqgEoC4hKi4xIZfhqnxeuvbIhB0uQn8S5coLiLtBM9kxWtVmtXV5e8GEnWMM0z3pTeafkgZI5r/JtKgstcLpfcjcHKFCvBR9YRhCbBXk4WiwXebz6O9PaCoDtKRfJjCdmPYc/qCAiXMnxe71v+VqtVik5Wp5HNSaRBPyzauDM+8ljL/5TjsE03AFyUUEzgo5exNziIldKdkZHBhYH6YKwtZyyiN3xAmib4Q7AtxG+xZpg/8l+Px8PoaaVUe3t7GnevwWBwZWWlsrISQigpKZmZmcFbuEFaq2RradwOhMwGRvS7Glwde+JVrG4E6xHhAhi9o2Ok7MuIIGSl5+fn4wm63e7JyUm6E9NrSH3x4sXCwkJVVZVSym63FxYWPnz4kDGOanf5fkMKCD+GqhJJyD8W0XMkK2EU4hxhpQp85ljL38Sh1qOnzjg/P3/lyhUMqerq6nv37sGPasjfU1FFmmRiiCHYYE8nUhyi39PZuL29Tesn/8rzGJomS9LHAaPNFhcXr169arPZXC5XQUEBiTUtAGuzoaDD4ZBpuoielnFy3BhBYjTHK1G7fz9TN1GiVyJxn1cejnQ01XsV4UJ4CSwDt2/f5gipr6/fc9eVRiCwGDwOBR/KhMvlwosc/wbDjsPhkOaaROUfTfRaBFPJUBy5aZNb8JMh/9OMw+4wBboPR0qbAX19fRjo0Fmos+9ZdpXVLsEF29vbwWAwVlhYHKLfM3wQ4zUYDDocDpmWokUIud5dL8HA+CziSOenxWL5yU9+kvaB7vf7scNgT7ulpSVD2dVQJBU+GAwixxXOD6rzenddII/HE99AmQTRSzACKlZZXWmV3tzcLCwsZJ88VEI33Ffqxbo/QP+4desWCb2goGB2dhbHUoXnKEWQAi2ThvKTCck/mugpQ5rOUWBdWkczMjLwea76x1f+Jg6J6Fn2neQ4OjqK/Can01lWVvbo0SO12zS5ZyMFWvDtdjtsKVKviU70iEX0sRKCCK/Xq3ZHfMphKntsSosnX3zy5Mm7777L2Xvjxg39qrj11w2Px7O0tJSfn4+rOnfuXG1tLd6Cm05enlxZKTSKCyuBXPNiIVFmz8zMxDok05ijfyIUaZRBvUGL5h5Kqdzc3Pv37zMh8yhQjN/vX1xchGUDt4Z+DAjqlaZLtkLj2HM4HHw6Scg/mujpmpLKisfj8Xg8tBfhu3sO2uMo/1OOQy2BICuITU5Out1ujqeuri7YB1CsQ4kAA9kajaSjBW++ePEiVup2LKKPleLv9XrllFCRQCDklRgCN2nF5j0ySgdOCEzXvLy8iYkJvduXdciQ7b2YlVZcXLyyskJRUH2WFIP0HJn3qCOS9/v90lO6JxIleiXMFwB4UMdufYfXnz596na7edkdHR2G7K30cg299Cw65HQ6S0tLl5eX5Y3LQc6lzul06ojNMDn570n0PFt02XQpfy63x1r+Jg7PdMMHz16LsN7Aip2bmzsxMSFHWKxmx4z21bupds9iTHFMN3GKdnFMaxF9ryKLjbwd3AvPg7fW1tb+5E/+REUy1FtaWo5Iu5mdnZ2ZmZmSkhLMXpfLVV9f7/f72QYTIpLdvuStybkqDbhxdiqJsjwWIbTmOHPmjCR9PkrJWbiMUCjU399PLbigoODzzz/XEfMxPhknj//QEAwGl5aWCgsLObbb2toMA15FjDkYdcFIux6DRT4h+e9po6eFHS+CvsPhMDbKrIvJdIcTIP/TjEO10etIOCOG5vz8fHFxsd1uZ5c7hk4yoJ7vKuF3ZbA2/jWEUWpRXjW+Rh9dhldaHvk6OYjzU0fMRCzFxWtjKDEu+/Lly3fv3tXpzgyUvuKBgQFaZsrKyubn5/E6g51UVL1+Q0YCz/ZKx0OiRA/I8A8EesPsSzlL05nWemVlpaqqinEjsnicVAXSKH9473EB3d3dlHNhYaFU6tVuN6yMkdciDClR+cey0evYu0yfz8f6OSdA/iYOm+gNYACixWJxu90rKytqty7PaZ9cX65XhlfuE2BGGe+vo3aj2EM8fvy4qqqKwS2oIHYUhngogvn5+crKSrI5wm9IMS6XS4YzhRJMnDEgOaLfE7gqhsPiqvCXHUotFgu2himUW6oQS/5oF47rl2W0+a2Dy39PjX5P0CiEfz0eD13xSqg4hms7FvI/5Ugz0U9NTbndbpomGxoaEE8Jjd6gyyfB9akievy0ioQ2cypiSsjgByxd+K3CwsLFxUW8nt6tq/x1r9eLfuWQBtZR7NAh/O3t7SRS4fdEalkexhy6VaBgLi8vV1ZWgozsdntLS0safSGxEEv+spS/EqE1qZX//omekGo4n4Is/goLjz4m8jeRZqLXWt+6dUuJeHlsGGm60Vpvb2/LOpQJIVVEzzAeGiINxg2tdSAQQIQZZ29dXd3Lly+T7rycctA2tbq6mpubKzsBAC6Xi7M00eJWeyJVRC/3UlLs6+vrFRUVrF16/vz59FaOi4895W+z2eget9vtr0P++yd6fuzFixcwE1HFUZFoNxWpbKyPm/xPM9JM9OFweGFhoaCgQImsHCqb0vadXCHJVBE9z7Ozs6NEqVilFJeftbU1ZEiBmC5cuAB1nhSf3vDKly9fcvvv8XgQDKeUeuONN3Bw5swZCjmJcrV7IlVET65nOpvFYtnZ2RkfH5ddsLu7u1Pe5D1ViCV/JbJhwaqBQCC18t8/0ePn9vwtGnDYqerly5fHSP6nHOnX6HUkApc1b6WyvLW1hQ5EyZk+Ukj0MoRAiUwWVN3xer2jo6OygkJjY6O0dSbxo6mFjArVWj958gTpLbja6urqhw8fMncM2H8DilhILcvL6EO0XS0uLlaR3VVeXh7Sj49mg4s95c/RUlBQALVADpVUyT8h0w0DaXQkFIe1blQkLArl5m022zGS/ylH+on++fPnKysrFRUVKmIphmn7+fPnBs0iCetHak039KfpyBSSSS7wsGEy5OTkYNAfpOtsyoHNh9frhYaIqCeLxYJFq7q6enNzU2vt8/mSbilnQKqIXomSjXa7HTsq+Etg9MvPz5+fnz/i6mS0/HNycjIzMzMyMrKystxuNyKgQqFQauW/f6JnFBnHOS6A6w0LjqqIrekYyf80I/2mG631zs7O4uJiYWEhZ3JxcfH6+rrW+ttvv2VRmiR2r6kiegKzDim+zJsl3cM6n5+fPzMzY4iAlqH6hw/aBPAvJdnZ2SnN9Hl5eWwdvmdeQqJIIdErpTIyMgyNJzlg6urqGFN7cHGlHLHkPzo6KmseFBYWTk9P460Uyj8JZyx+7vnz50zUwsVvb2/7fD5Dx4ijL38T6dfomezX19cH7QBD3+12Ly8v4zPJxVbqVBM98p5kddZQKETeocrZ3Nz8yjjlw4dMeIElKhQKLS8vFxUVcboqpYqLi+fn52PlJST6oylkebq4V1dXq6urYcwB45SUlExOTurdGRVHDXvKf25urqCgQBaFr6ysnJmZSa38EwqvNCR7a5F0Avafn59HeQ+mUx0L+Z9ypJnoac4LBAILCwvl5eUqYn61WCwFBQVzc3N6N11SR8ZUiW8QTJToDSNVbmCh2uBfVgtYX1+vrKykggMf7NTUVMKCSBPA9SifyxWrsrKSej1XNfkIZDYmi67siSQInTo7mZ0rqNPp3NzcLCkpwVskR1jJ8OyOl4H4cOSfkEZvSPM2RAGtra2VlpbKNMZjLf/Tg/Rr9By1Pp9vcnLygw8+oAbncrlKSkoQsMUxFO2SiuPqTE6jh5nFMB9keRBc7eLiYnV1NSkefHS8wsuCwaDX63306BGWWMTPWSyWqqqqyclJw5wPRzUJMiiA0UiU5RlGCb8rV1Bs9ZaWlkpLS1ENCR8oKir6xS9+4fF4DF3DjgsOR/5JmG7kmf1+P353ZWWlurpaNgI67vI/PUg/0RsodWJiory8XMZNX716dXl5mcEAHOtbW1uvNFwmSvRyFcGOAcXOqKf4fD6M6bW1tY8++gjXiaF/4cKFe/fuHdOBPjMzU1ZWJquHvv/++3LRktYzWY8wfm3CRIleiShbjgGsoF9++WVVVZWs2H7x4sVf/OIX/C0+o7RXhE4Cr1X+iTpjDf/iu6urqwg3wGh3Op2XLl06MfI/8Ug/0Yci5VKhmL98+RKKG8YotuelpaWzs7NatLuTgzXOwD2Ijd6gK21tbTGoYHl5+Uc/+hGvED2DHjx4gHeP10BnSCXqiZJYbTZbXl5eT08PQkG01gHR4nmf61kSRE+7DbtNLS0t/eVf/mVFRYW02OTm5sKsFwgEZHdsfZT8IvvBIcg/UY3+5cuXtAiFw+GNjY2hoaGSkhIlcqbKy8vv3bunj7/8TwnSH3Vj8DsB09PTCLhE77SMjIzS0tL+/v6FhQXpIAoGg/FZNQmiD0UakgCG2t+bm5tjY2NVVVXUN61W6w9/+EPU9/D5fMcr6kDao0Kh0MzMzPvvv0/ORX1mt9u9uLhosBHvM6Y7CaJXIk3aYrFsbm7ChC3x9ttvLy4uymugt+Z4VUk8HPnvn+ihyvDkPp9vbm7u2rVrTqeTyeoqYjEzuG2Po/xPD46EM1Zq6CTK2dlZznCOMLfbPTc3J8sqxT9/Es5Yg+M3JIpub2xsXLlyRZagslqtV65cmZ6eZqXfOA08jyBkxi8OpqamSkpKUGCZjFNcXDwwMLC4uBgd/hQIBOLM7UQpnrI9e/bskydPent7r127hldkGf1Hjx5Bztxj4fqPHcscjvyTKIEQDAa/+OKLwcHBqqoq2R9CKVVaWjo9Pc2cAHn9x07+pwdpJvpQpGmRDL8Jh8M7Ozs7Ozuzs7My9Q5/33///eHh4dXVVW4VDfmcEokSvZx40gz6V3/1VwMDA9XV1TLq3Ol05ufn//f//t95I9Kaf1zAO8Vfn8+3tLTU0NCAJY3Z+ZmZmXl5ecPDw/Pz86xdjl50cU6eKNEjGefLL79sb28vLi6mFgnWKygoaG1tvXPnDs+PHSHpD7xzvDZVhyD/hEw3z549W1xcvHnzZnl5OR4H66+VlJRcv3795z//OQV+AuR/SpB+G304AsPmFAdTU1MdHR3oJM5uU0qp8vLykZGR+fn5lJtutNDrQ6HQ2trayMgIAofx62CfnJyc+vp6Wmx0JPjnSKXCvhJS8uFIiX9ssFiDiFMdXWQLCwuHhoYeP35sqE6+JxIl+tnZ2du3b5eWliLrVXY0dLvd09PTtHVEt/fSomrYccHhyH//RL+ysvLTn/60srISkkeUs1LKZrP9h//wHxhGqbUOBAJS1MdU/qcH6Sf6WIBSr7UOBoPT09OwXcqgC6VUcXHx8PDw0tKSFgqRFusExh8SncjRDOhEU1mDDk6WX1tba29vp9MV0ww6zjvvvHO8wiiTgM/nm5mZ6e7uzs/PZwEi1iMqLS0dGhpaXl6WLhOmGpCOITq2sJAWCVmvVCm1ubnZ39//4Ycfqt11hJRSubm5ra2t09PT0edPp4BeM1Ilf4iXWjbro0nVyufzPX36tKenx5T/ScURJXrZCllrvbW19ejRo66uLpRJQNUBhK47HI78/PyBgQEGJwDwi8rUEqonOqp9IGLUUGUhEAisrq4ODQ1VVlaeOXMGI57JLD/84Q87OjoWFhZolD+RYO/Dly9fLiws1NfX5+XlYalTwpJeUlIyPj7e39+/vLwso+tIAdKDJxmEL37xxRfDw8ODg4N5eXmkfobPFxUVNTU1TU9PU098ZYrcyUCq5E9pa60DgQDbZ3LkT09Pj46Ojo6OXrt2jac15X/ycESJXu+VtbS9vQ26hyWHQAZ5Tk5OR0dHX18fAjEJbGy9Xq/a3dgB78qeIU+fPh0eHh4fH3/33Xcx6PEXPVQrKio6OjpmZma4ZT7xI56OZb/fv7S01NLS4na7salnfxj8W1ZW1tXVdfv27ZGRkdHR0fX19VAo5Pf7lVJcLCH85eXlsbGx8fHxkZERuD2wiGINyM7Oxgnffvvtrq6uv/mbv5GmOUPS8onXKA8uf1C2zWZjUfvHjx/39PQMDAwMDAyMjo5evXpV5qyY8j+pOLpET2XckBDo9/snJydbW1vdbrfVamV1cofDgabSxcXF3d3dg4ODIyMjvb297PEEv5bD4eCpvvzyy8HBwRs3boyPj/f29iJ4H7E0SmTYv/XWW7W1tfPz86wSnt4KZYcAOrrpGMfx9PR0V1dXTk6OirT2xUKInqIy/G5kZAS9c0Hx/f39o6Ojg4ODbreb2yMq+Eopl8sFgV+6dKmtrW15eRk/jcuQimQoFPL5fCc7WDtV8ucrvb29mA7Q3Nl8nCo/12NT/icSR5ToZbMOjjav14vXoZ4sLy9fv36dNblkCUlZiMPtdt+4cWNsbIwaen9//8jISEdHR2VlJU3GIBpql5ghOTk5N27cePToEc2aSFo58bo8sGdptnA4vLa21tbWVl9f/95770F6ZA0m1PBxYD8ETkdgOLpIyyhVh8Nx6dKlurq6ycnJX/3qV0xlgKj3mRx38pAS+aMlJ5Ow8CKFT37PyclpaGgw5X9ScUSJnjAMMgxBvOj1esPh8OrqanNzc319PZNp5dBniQIQN2MJcGzo28ljt9v94x//uK2tbWZmBo2B9O4Q4+g6UycPbDehd+e1ofIJ3vrrv/7rrq6u9vb2hoaG9vZ2JE8yOAp+FPk4pKgrKirq6+ubm5sbGhrm5ub+7u/+TovHzaAOvCLrsxMnu/p5SuSP7SmfAmYB7DkXL16sr6//+OOP29vbp6enf/3rX8tfMeV/wnB0id7v99MFJH2qrL/BqDJoHwsLC+3t7c3Nzc3NzY2NjWVlZeQUevmo1EiN0m63FxUV1dXVNTU1NTY21tTUPHz4kNfAH40e1idbuzEYYfEIooOUsNxCUGtra3/xF39RW1vb2tra0NDQ2tr6ySefwCL8n/7Tf2ppaenp6bl+/To2SX/7t3/LM+vdDZgYbaV3JzToiCnjeMWwJoeUyL+mpqaurq6+vr6pqam9vb2xsbGhoaGlpWVxcfGXv/ylFrE3cqib8j95OKJEL0czhxTpnsqOrFuJWEkdGbKIVejo6KipqWlsbGxtbW1paYHu09DQ0NTUVF9f39LScuPGjZqaGhQWllNLHhvqSZ2GIc7bl3qlBO1pfJelm/kXDLKzs0MS/+677/TuDHv5rwzaAwHJtnaGpOWTjRTKX4s+40zzlkNa2uK1Kf8TiiNK9CZMmDBhIlUwid6ECRMmTjhMojdhwoSJEw6T6E2YMGHihMMkehMmTJg44TCJ3oQJEyZOOEyiN2HChIkTDpPoTZgwYeKE47gSvWzKoyP5gVqUG2NyB5NBmMZtqFbPDpyyHRpTwKOLd8fKYTlJMKRlGpJlZKK8/Bhydl6+fCkfgZStFtlnTH9DAVGZ4yMrC+mTnoH8SsixxwOOUi3ExQI1Mm1K766gwAexs7Mj23kzPwuvMBURByd1/MvxpiO3v2e2Jo/ZFxqPgIUiWJcFH4aco1lIpmQeZgLaMSN61Dhjzh5AjmBBebzOIgoc0Fq0gY0uq6AjVZx4HF1ph+mF+hQQUHSlaK213+9noStKkrwgnwtXVryLGuvR9eCi55JBwqcwITP+0DJ010HusYGz+ERYLCQYDKLppuR9FI9CVjkeFieLYcE4keOfAwwy2bPJncy3j27mBRoxVPkHYvXRNSwkhl5prwnHjOgJgwJiaGBm0GiYW8+Bzk+y/qocvrKyguHkew6Fkwc5OjEBAoEAxGJ4S0fGt3z9d7/7HY8hPanIy8VYVhAy8JcWm61TC4xPCA1ktLOzA0GhkYhhmZyfn79x48bt27dv3rw5OjqKKmaocZaZmfmzn/1saGhoaGior6+vp6cHFbylwGX/KfmivB4en4zxbyDZ6P0KpY1/UeoHTOLz+QxVWPTuoY4DPDW2tsbCDBVKyvm1DvVjRvRxaipJJWVtbW1wcPDmzZvDw8NdXV0oXuZ0OjHuUaq+r6+vq6sL3XnwRUPFD7CMYUXhuydAndkn5EyQJh1ofHgXfA2xj4yMfPbZZzdu3EBDGNZT7O7uHhoaGhsbw3N5/PgxT2voN6B3W4de/y0eOexpKJOvk01+/etfQ7B9fX0/+9nP3n33XVYeNhTy4ywA6Vut1ry8vL6+vsHBwcHBweHhYbSEBVAjk2r+SR3/LBLHA1lw6Q9/+IOO3OzCwsLw8HBvb+/t27fHxsZQh9XlcqEK9+joaH9//+3bnmQyNAAAIABJREFUt9vb2/v6+tbX17Exipaeocd19Hb2NeGYEb3ey0AcDod//etfj4+P37hxY3h4uK+vD3W6WSZXNrjIyMiwWq2yfveVK1d6enqGh4eHh4d7enrYkhCPh5Z6uck6SWbKWGBRcgB9GQ13/fXXX9+6dautrW1kZOTWrVtlZWVsBiDJRYk66dnZ2XilpKSkr69vaGiot7dXLrcA9daToTYmCsPiCr2eZl+fz/f1118vLCwMDQ199NFHhhYilDZbq9vtdofDwQUAr1utVtQrxutOp7O0tHRwcLC7u3thYUFucGERPQ3jXxYH/fWvfz0wMHDz5s3x8fGhoaFr166pSNlzSIxNXWQLRlBNRUXF0NDQrVu3enp6xsfH2dBCC+qX9EW7/+vD8SN6mBRx8C//8i9TU1NjY2N4DBaLBWNX1p0nvyvRnwGAymm329mK02KxlJSU9Pf3f/rppwsLC4afZgVXHbUynzAYPEXSjBgKhb766iv0rX7vvfco8z21SAgWxzabDU9BtojBscvlwnI7NjY2Pz9vFjonog1Z/+f//J/bt29XVVVBdFxWsYJStm63+5NPPrHZbPLptLW1NTc35+bmcsxHw+l0lpSUDA8Pb25uGowJJ3L87+zs/OEPf4Cc/X7/P/zDP6ytrbW2tv7Jn/yJbN4CMpE97tFCh5/53ve+J8VIqnG5XNRplpaWaOoxuARet2/2mBE91flvvvmmv7+/tLT0jTfeIKdbrVaSOx7ApUuXOjs7cZyVlZWVleV0OhsaGtra2tCJ0PAg5ZO7fPny8PDw6uqq1+tls2bpAUuPCA4F0j4jW6j/8z//89jYWFlZGXaskh24cCqlCgoKWlpaIF6n0wmRdnR0fPzxx+fPn8dToOR5gBeLiopu3rz55MmTZ8+enUi1cZ8I7y49/6//+q9ffvnl8PAwuuzKDZPL5bJarT/4wQ9Qdx716Kenp9lr8Ny5c6Qei8Wytrb2ySeftLW1dXZ2NjQ0lJaWOp1OLLpOp5PbX7fbffPmzYWFBY/Hc1LHvwzr+uabb7CCypEsAYooKipqaGiQhO5wOFpaWj7++GMYEshFcinFVuDq1auffvrpzMyMVJsOZ896/Ij+yZMnfX197777LgcuRjO6i1y6dKmlpQW9R9rb2ycnJ7XWHOsATjU7O4uPdXd3X79+nY1KqH7iOeXl5Y2Pj6+urhqCRk6GjTI+qGXA7TEyMgIpYSizaZTFYrl06VJrayuovLW1dXJyMhQKyS6m7Oq1vLyMbhjd3d01NTWlpaWyDzumh81mKywsHBkZgVJ5GkRtgDSCb29vf/HFF/39/dXV1SoK6JnT1tZ29+5d9sLk2snesLIDuBKKv81mm5qaQouY0tJSNmJj60G3233ix//i4uLo6Cj6c2Gd4z7JZrPl5eV1dna2trbW1dW1t7ffv39faw2RSmk7HI6pqamWlhY0L0JTazKPobfa4ODgysoKG7xIx8BrQpqJnp433KrsnaaF1oCPra6uDgwMYMk1LLN5eXkY7tPT04az4VQqojzK89PX5Pf75+bm2tvb6+rq3n33XbAYTZl2u72goODWrVvLy8uMGDE8FQZFHK8JwB0rQ2u04HfIf2Njo7Ozs6qqCqJGdzoM8cuXL/f09NTU1MzNzRlicnAQTUyGZzc9Pf3xxx93dXUVFhbytFBFHQ5HWVlZb2/v0tKSFmZrGHb4FI51fHcs+UPygUBgdXV1dHS0qqoKqybkA+378uXLra2td+/elR2S9w/q+zSyzc/Pd3R0XLp0ybA8K6Xcbvfw8PDS0pIh5FxGQBy18Q8ekNdjIJlgMLi2tjY0NARNnGYZrJfnz59vbW3t6en5+c9/Hm1UCYfDBtvXnvJsamr65JNPrl69yo9RPYV9bG5uDieE85bhntFx9wdE+jV6NsCU4BPCcre5udnb2yutZipiE/jBD37Q0dExNTUlT2JofqajiF76RgwMMjEx0dHRkZ+fj07WnEUOh+Odd965ffv2xsaGFkQjx81xjPuOzkiA8y0UCs3Pz4+MjJSUlJw7dw7LHgd3Xl5eU1PTvXv3IDRu7RmFDbHEYhlppsejXFpaqqmpgdi///3vy4lRXFw8NjY2OzvLaHEtVpTjHt+9p/zx7/r6eklJCfmdRuEf/OAHoHglWh8nBANJwRCHPfHa2hrsOXiLpn+LxVJcXLy0tMQB/+zZMxxgwODYEJp8+NhzsZERNbjalZWV0dHRa9euQRTY8UAOFy5caGpq+vzzz/FdegQNETJShrHkmZ2dbbFYHjx40NjYiB2D2t3OuqSk5ObNm3fv3jVcpBb6VkrUl/QTPQe63+9HUJfBAfX06dMf/ehHUo7wL+Xk5MAWiS9qodMFAgG+uCfRy8QoA/Ct5eXlhoaG3NxcpRQ1Tdr9nzx5Ep1sRe3yGAWK+P1+xnIwBxJvbWxsVFdXG7b8Vqu1qKiopqZmeno6upudNDjGJ3q1ezPLx7q4uNje3v7WW29lZWXZ7faMjAxa8ysrKzc3N/ETCFSQN3JM47tjyf+bb77p7e29cuUKgsRUJNLjwoULbW1t8/PzECBDmJIArGRcJKSf3G63owNzXl4eZo1c4MfHx2dmZrDAR+s0hpzqw0c00cvlExrJl19+WVRUJMc2htk777zT2dkJey+/u+dw2lOjj5anith/LBbL0tJSc3NzeXm5/BYEXlJSQtVev57BnGaip33KEMyHZ/PLX/7ys88+u3z5shyIDocjPz+/vr5+Zmbm+fPn/IrBrcGHvSfR46d9Pp9U7SVh4fXV1dXW1taioiJYojmvKisru7q6kG8S/XPHS6PUu7P+QqHQb37zm4GBgYqKCtwsQ4YLCgp+/OMfr66u8kl5vV6k2GBllS4mHMdiGelOPHv2LB1feEarq6u1tbWFhYW8gMzMTJfLVVhYODAw8OjRI/yKQSfQx1P4ei/5X7161WKxyLDgH/7wh93d3dPT03yFoWLRS+Z+wBUUijxmlvyAxWKZmZlpamqqrKxUu2OUr127Jp8CDpi9dUQMaDTPcli+fPnyn/7pn3p7e4uLixmMhPSa/Pz8zs7Oe/fuSVsClQmcxEBQBqLfU558kfacxcXFurq63NxcyhOWiYqKCsR241cMO+ODI81Ez4chbbt4ML/5zW+gyGOS4+DixYvXr19/+PChVOi2trZkD3toRgZjuooiel5AHGqA0Ofm5mpra7HeMI4NEYFLS0tIePN4PIYM22MB3KDX68VdeL3e3/72t9XV1YaQg/Pnz7e0tKCFuo7wu+FUvHEZqPNKomFQGqKnoBC5XC6n0zk7O9vR0VFcXCy/Zbfbq6qqVldXdWQ5Odbx3bHkT6rFQUFBwc9//nPqhiqyqTXwb0JwuVxgdnkGOmBATJmZmTab7f79+1j1QWG4gOLi4tnZWR2pSnJE1ldpvpMGerz+zTffvPfee7jfjIwM3Mjbb7/d2tp6584dfphmwGg7IRFN9HvKk4OWiyiobHV1ta6uTnrX7Xa71WqtrKyEs1drHV3W4iBIv+lGC0M5Qyx+9atfSQ8GcPHiReoRerd5XUemffQ835PoDR8DWUDBp1bCp4tFZX193UA6Sqny8vKJiQnDeVIml9cP2Mpw7PP5nj17Rj1aRcI2Ll68iH1l9EqGwOroegl8NxbLYDLQQA/Sh2ojg5eVUo8ePSorK4PhgvvivLw8uZ06vvHdceQPORQUFPT399+/f1+GwzMU2BBmkyhkDi0MZWp3hDGQlZU1Pz9fW1uLEClGW1VWVk5PT+PiZenA9IhSax27HtnOzs5vf/tbZttQj8nLyyOlyC0+lXp5cnlr0US/pzylJDm2sV46nc7p6WlYchj3YbPZSktLKVWD9/ggSDPRM7pAvvh3f/d3iPGwWq0YfJcuXaqvr19YWMDnPR4Pn4TBeoMDj8cjt116L40+HKmmEP8KkQaNz09PT7e2tpaUlMhsoA8++GBycpJpnMfIQExAqt9++21RURFmMqgkNze3o6Pj/v37cvRjD2RQ4mRpJwBrXnyikUZS2jc5W7KysiBh7KjgHiTfffDBB3Nzcycjvjta/pj2+fn5MMfTS6SEb4OGxCS4HmKEdYjmBTIOTojCFZLO5ubmGA6L169evTo1NSXjbdKr6BgMtoDH4/n6669LS0shWAywixcvdnR0wNVErsCDMAxsn88XPagMRB9LnkrQOuQGPy0f2V/91V/V1tYiBoGh91VVVaSUVOFIaPQMmAuFQr/61a8++ugjislms+Xk5GDVxZ3zw9EFUgwvSnpSexE9j+X2k4W0ZBEi+fmZmZnCwkLpni0vL19YWJDhN6mW0OsC7/qXv/wlYvjII0VFRYhlCkaKCeuoCs96d1UygopqLKKhVoW5IeNGZFi9ioQoOJ3Oqakpug0Qm1xaWnrc47tjyR8sPzExAQkw6oZrAMUSS8KvBItV8F+cM3rZYAIzwmELCwuxQuPzZWVlBg30KDwCWRTo//7f//vBBx8oYQpzu90PHjxgGLsW5hpuTw3kznJvQLRGH0uechjTMslcQry4vLx85coVfBJvXblyBXvWVJmCjwTRo5yb1vof//Efr1y5AlUCt52bm8vKG8kRaHwbfUJgmPPCwgKDpfBsCgoKUK3FELuij4zVnu4dGQOK46+++ur999/HvcAKnJOTg9mL55L01E2cf2ICgckQO4eH2+1GbSIKWZakPoJgyXj8xYESBhNsYQsLC+/cucNkDhqU0wX8Ohh/amqquLhYhl0WFRUh7PKIEL2MB/v222+5C8GS+c477yCu5iCbjz1NN4kCyj7c6VNTU2VlZXKpKCsrW15ehqeBpgJyYKLjPM1EL81essSSUurs2bM5OTmTk5MHrHySQqInfD7f1NQUcsdVhHeKiopgr8ezMSR/HZGAEIwYeXlUGKm4vf322w8ePNCRpxMS9SkTxQFnAkFmn5ubKy4uliUYq6qq6CU+sixPBuQYoDynp6cx5rmXqqiouH//PvOKZW2yVMkzCbDoBaJg8/PzwfVYmUpLSzc2Nnw+3xEpKx0IBLxer6xpaLfbs7Oz/92/+3fSqZY0UkL0ANf4R48ewT5J+w/1eiJp43D6NXoYZJaXl5XYsCul3G73/fv3MXVDoRCtsYkiVUTPiFpO0aWlpcuXL2O4w2leUFDAUmiGrLz0gpkXhktaWlqigwjCLywshL5D0kxaidAp1eiJmZmZgoICOU/KysoeP37M55L0UHl9gPxlOC8W0UAgMDQ0pERFIIvF8vnnn6tIPBKrklmt1oMYag4IkhqStpRSGPwywsRut+PW0liTzufz0QizublpuPiLFy8iXgsfO8gPHZDouahDWVGRqLPZ2VnacLCuV1ZWIrpJi4QAQ4n8/SDNRM852dfXh+XX6XRiZN+5cycl+UcpIXoZcMLyxTs7OwsLC+fPn+dwx5UbgrqOAgz7vnCkwsTw8LC0hlutVujy7NCCSUvvd6JIeiZEQ1aWXl1dvXLlCmzWtCnr3UEsRwrcFcmoJL/f/+TJk8rKSpaEI9dTfTZ4LNIFWYUUyMrKevz4sYp41PEWtJy0D3uM8/7+frp/YEC/d+8eBrYhVCwJHJDomQPBV1Db1W63P3z48P3332fmGt41cGASYZfp1+i11gsLCxUVFfK2UT3YZrNtb2+HIo0Dk9MUUmi6YW88CcRFyBzFlZUVqQ4zkyuNTlo5JpDYEgwGl5aWqqqqMJigP3Ls4pOGFOUkAlqSngl7ApcKyybEriK2PofDgS356y73mhwMHUQh2MXFRUTXyegjmYaN+z179qzsoJAWMKwe/xr2FlarFbdQXl4u00rTAiz26+vriM+WAUsZGRkOhyMlqsDBTTdsA4CioXgR9rpHjx7xXxwg1oOKVxJIf8IUHwnGCv6C9DMyMlwuFz6ZNEumhOjZAhj/IqbT7/dvbW3JvGcsy263e21tDZ+Ua2/ao3HCkf7RWuuNjQ2EFStRUhUDDo9AR2LLvF5v0urPQWaCAbJkJv6iJA4nQ0lJiSwAe6RAPw3/BoPBmzdvSh15aGiIE57eVxnIm0bwOlGagseSRnGRTU1NaZQzptjTp08NpQ8NGaqYzgdR6lOi0RtkK1Mlvve978kKo2VlZTDWMz0wUYUm/dUraT3ATO7s7FSihYhSym63YzVL7sGkUKOX++7vvvtOa404Pz42Ppu2trZ/+Zd/0bvndnqBbDKmYt64cUMJ9oTYqTlKWUHsL168SIJDk54J0aBss7OzyTW8fqRP19fXp1ZoKQTdJNAo19fXmRhps9lyc3N/8Ytf4JMMEZHbRCSpplCeCUFqnTiQDQmKi4ux/0a+j8xqPGSA6Pv6+njZDoejpqZG7S4+ow4clHFAojcsPBkZGXzW9IJgbGP/qpRqb29nRF8yM/GAN3xAPHnyBCXO2XTizp07FAf0Gox7nSxdpspGLwsq+Hw+gxtKKSVrtefn529ublKDPgqVnnCAK1lbW3vvvfcYzHvhwoWJiQlDC0A8EZkXnsTvJj0T9oRByYWo2UhAKVVdXc0InKMGQ+HZ3t5eJhPk5eVhL8KSbSx1EG3MTSNwwQwHwsVrrRcXF4uKivAZq9Xa2tqaRjk/evRI1kAsLS19+PCh1trn86ndZoODbP4ObrrhZoiOWXmA2SfHdkVFxcLCgizykRClHBLR07TE2GF4RRByoJRyOp1vvfXWzMwMVjYaE+AhxGd4Ns6ZFy9e6FdxUEJET0uL3EAw8JwiNpT0s1gsWuuJiQnkvODFlpYWvdtknN6kTZn2NTIygou02WyXLl1CqSy5B+ddMJRCR+KIZFUiVvOP9aPJzQHQnGzeJsNYDSwzNTVVUFBAM3dXVxc25gZiTXvGLKOwwuHwN998gxQe3GlTU1N0MVQ5umSPF9KE2m3OSglQ64b/cu2XnnAV8Uhh2OPKBwcHeYYrV66gZsYBtYRXQtpFOQhJKQ6HIzc3F54bmstUhOXJBpyh5ND9pKQenOgN1RFwQFUG825ychIV5fCBtrY2KcwjarqJLn701VdfYfeK4QXrASHJFNZAu90ueZMRO/FvOCGilwUReamyqA70AgL2JX6lvb1dRdou5+XlMdUr7Swj06O+/vrrDz/8UAmjqhL2QSZzy/Gnd69zv//973HLr7yvJEY/EylgDaB2w4Y+5HReANetzMzMoqIiOEhQAZibqvTuqGSxLa31rVu3VGT1unDhAnchhmJNdrudN8tnAdXH0Co25cAwOHfuXHSJLrxCNnz+/Dk6eKA0CJaulpYWOeT064l5pTUMIQ+hUOif/umfysvLUZBSKdXS0hL99A1N6rWoEa33x/I6FUQvOV1FVnH+6/V6QTtct5RSxcXFy8vLcMkm6lI+PKKXHIpi8T/96U9xA3a7/Y//+I8nJyfZw4iCYJYsw9WVUgyV9fl8ryyilKjpRtL6ixcvqA96vV5cLSJelVJZWVkyDsfr9a6uroJDlVJWq7W3t5d5AMlFraQQbD/f399PsV++fBkufhnOBRLhTKA9UUe2UFprn8+3Z+EnA5KbAwzqJ2TbEyg75JFgMDg/P19QUMC1qr6+3hAvpJO1bKYKDM/d3t5+/PgxWhpZLBan0ynJiBfJHTAogGxr8IXyOSYn52jgVJmZmXJXx6JDLKYmbw3DAF4fGlqRK4v9H6pFpVb+WBENOpnX6x0eHsY1u1yunJyciYkJavpwMr18+dLr9VKZwJLpcrkwO2Bm2A+HHpDoMd1kxVZpt5DL0traGsxi0Hvo6040TeeQiN5wTeFw+Msvv8zLy+PtdXZ2GjxsLLRNxmHjIavVmuhPq/0RPaac3++X6wfz1A3WNI4zLjxbW1t9fX1UuLCHPQpxIFTAFxcXf/SjH2Gg22y2uro6kogl0p6btTjgF8JzefPNNzkKQVg6MjHihHwlOgFAXjL8IDs7GxfDFw0hTDi4ffs27RgVFRXoPsj4BJ3ukCcZ7zQ0NMSxff78+ZmZGb17b2SIksZdy1K3rJBl2OKkBCzAoqIqcCmlMjIyWOSLtg7I9q//+q+ZyOZwOBoaGnD9shBsyqUaFpXiV1ZWWOhUKdXX18cLMOhY4XBYRoii4FJCRdlSYqPHAadbZmamFmX9Q6EQovs6Ojq4gubl5a2trckqJvvEoTpjmZC2s7Nz8+ZNGstQfUKJPECZhSFzAh0OB4s+85zxfzRRjd5gAtva2rLZbCAgqTrxM1IR01ovLi4WFxeDIp1OZ3t7+1FI1OTl0ZaqlMrNzZ2dnVVi20TQVit3V3g0CfmCkp4GfOKS9Cl2g2/A6/U+fPgQzRxw2e3t7VAkZVuMlEo0GWxvb29ubqJnNAZ5U1MTwrcMxfhwa/Ka8Qio60D7MRTSOjjoIdvzXdmLQ+/2P6H4QX9/P/cZly9fnp+f5877NSWycRC+ePECFjwsou+8887du3cpQLptMLvxusvlYp04CHP/MXIpCa+UZzhz5gx7+OAnuMl48uQJx8yZM2daW1u5sd4/DlWjZ1Gw5eVldCmDlFtaWuQCiwwxHMv9aVZWFnMI8aLex1NJiOj9fn8w0lhSa+3z+XhhWHizs7PxPEDupHhmtHs8nps3b/LnaDIO7W6Adfh49uzZ+vo6jAa4ndbWVkNuHm9WlqKVCiPdREjyDAaDLOO8J5KYA7LPEX4aKaM8J3/RYNEeGhpiVZO8vDzZ2lenu046L6Ovrw9+CJvNdv78eVRk47tS8WRTTB0ZPJgLtGEauvimBDzb2bNnZYCKEhMHU4PbOI78nZ2dpaUl1NN3uVyZmZnt7e2suhFdfuMgMKSeaa03NzerqqqoFvT39+N16GFyS8FdO9ifow7yPByNnvoTtFhZCRFXS1nhIgcGBnhrubm5KORwFEsgSI7z+Xw3b96EFmm1Wt955x1EfchO3Eqp7OxsavSGzEDq9WofXJ9EeCWG0fPnz2U4Px6P7ENLBUHWxNdaz8zM5Ofnc03q6uo6Cuqk1hrWeVxYcXExaqqo3Roc1By1O8RF7Y6bzsrKktvGOFvIRCcAnQSGLBKG/+O0W1tbstWw1joYDE5NTaGVNr7Y39/v8XhQvCHteQw0KPf39zNMvqWlxTBy6B+Sc3hra4sWEkwZ2enpNeVSGSLKcFXYfOjdnlWDdgnTJb5bW1urE7QwJAT4vXZ2dra2tsbHx3nN+fn5d+/ejU5ylMUncACGlTFd0ORe+dMHN90AcA/wIlkaXe+2VUxOTqI6NLbaLS0tiSouh2e6kfaN7u5uuiCampok0WD3TU+0EjTECBx+GB9LLdFjQqrdYVgqstSzmIFhrNBeiVEyNjbGi2xsbOQGNnnxHRiBQGBgYICdJRoaGmTYnBLlzuVdG3bxhvmf8qgbFVmH6DnQu7eDXFw5nOTTR6YMYj9qa2tl3NR+rvZ1Y2VlpaqqCma9nJwclBWCEsCxIbeJcphxueJz4UqcQuuNIbI7MzMzHKnlxyukx1IG0TFwZXZ2tqSkBOH2paWls7Oz7MmT2uXWUMcRNknIpLOzU16YFo/eEHSrIxtE3DKDQV756wckeoSPa7Fkco2HVKWBFNfc09PDr2MFTQiHbboJhUIbGxtXr17FI3G73Xfu3LGINhTJjVpITepBUokOBoP0NGrhHWIROEN/IiUcA6wHkBDm5uaQ7GCxWI5IAZCnT5++++67EFdOTs7MzEwSIzUWEXDayF0nwpb3BJd5i2h1wjgr6qpatOaIBXaECIVCCwsLvMeqqir4OaExpZ3ltdYDAwO4NpfL1dLSkgTxsZ0LK6DJv4YQ+PiZtExVUbu767GOZmZmJrwF+7lOCBmflH6g5uZmfCC+P5bfNbgZ97ROhHe3q9RaP378mPU83G73xMQEfYH7ib0G1G4nnIz4oIlfZk3K9luxFFOraJrGk8vUXFp0XxmVhNAynLawsJBVcveJw9PoOdP6+voYrdXc3Iybp3NJJbUbldo6c7IA7O84lLk5oi9eUonhYWC4J2FbD4fDfX19jBfq6OhIrzqvte7o6FCRyDnEzh8EBtVe79ZN2J4t1tdl1UnDbFGRwYCzxScIPmiWvYPpAKciy2jh4UwLQBCDg4NnzpzB/SZdrYE7ThXZ9+CEGRkZKMhhcF/vCVmdCQrN97//fclQ+w8INiwD29vbDP22WCz19fX7NN2Q6w2JijqyXQ6KXpWGInGjo6O8r5qaGmlf1XHdM/gMOQHSo71eRSLrJAt7PB4Y3FSkUgvDkaNNzVwMGB+Ff6HyQhndp+9Xa93d3c3I19bW1oR0l0ONo8dBd3c3B9yPf/zjzMxMRu+qA3S1N3C9jkRJ4lEx9k5HXKby2shKOAl8ZThbcub1QCCAkF4Ggeh0R/h9+umnkK3L5WpubpbheokKWUU566ShViYHxTmVzHk+e/YsHb9Op9MQtRnH6cRJwjX7008/pdiRnBwUrRDTBcgE+XR2u72wsDDpgjA06yN3Dwo47ZlgAUyl+PH1pHj5XQwJLSwJdFrGQnB3A+tgMDg3N8fKkW1tbeF91FyUHdJ11L5QLhXR2Rt+vx+Ugtvp6OjQu/d58X9a0uWzZ88gChnbzivc2dkhG4RCIfnJWMEjkCrj5WUuMU5F69x+6B47QlBTXV3dKz8vcUhETwN3OBzm8puXl4dis9jj2Gy2g0QE87uY0lKv93q9FlEzhwMX+03QitqtH+GTSddhD4VC8/Pzubm52LVJxkkLAoFAW1sbRltRUdG9e/eSE3Ks8LuzZ8/qSEKQFn02Yp0HhMLeA/LF6FbA8eWG+B/e5tzcHGLRXC5XR0cHh0HaS4dqrbu6unCnn3zyiU7KSymz83AgTTdwmMuiEbEgTXC0mCml8Phoo5C+wViIzpEOBoO4U6fT2dzcvM88BpR7k27eWBqrnJKIUbl16xamf0FBwd27d7UwAb1yjfF4PIYHQRLH5M3KymIwHv7iIpXwJ8UKBwdQdF0JC/Dvf/97HLA+/itNTAhWLCgowPOVu9X94FCJHnJEWtaEAAAgAElEQVSnCQ8GBKrwUlgHBKXGOAH+ED14bHumorYROq4WuX/09/fjkTc2NqbddDM+Pg4JNzQ0MLk3CcRKqKELS2ricc5j8LGfOXNGRsdLB2wcjpAUz1WBkS01NTXy6+nNXFtbW6uurqbpTCc1xjCKcCNo1aC1lgFRUrZxqiNEZ1o5HA78hMEZuL29HUf+hqBhhiSMj48rpbKysnJzc9k6PD74KCU185HJH2IFUO7SoNEjATD6ce9HznDyY53zeDwvXrzAKsiIjOjzgDRkRHJ0gqfT6cTHIFIuGPxR6ZOIY1rkvbDaR21tbUK6y+GZbnCtGxsb77//PqKAUT6UaX6UV3Jcz0aLUN51RCPAaODJDQEweF0GjBuSJhjmkRCgEyH2xuVyVVdXo8xTujA3N4ceFypSCJrmwoQQK0WedgBZAkXHttHzodPjvadd1e/375OdUTcfx4ODg/DoVlRUbGxsRE+wtKCvr48b/ET33YQhmAR48eIFR6/L5SLvx3m+tNqBhpCtIwuK8Dm+0uQlLSS00sDIgEfc2tr6yiB6VNTgjtBQLFZHLdJyl/DFF1+g+nxWVhY8H7hmXnmcIRRtCJJ5IdzxSBsObhAFUaT5cc+SLYDhMra3t2XpFJqD4i9IkC0MwllZWRUVFWx6sR8cXhw9bkPWlquvr5c+WPWq/WYcUNxMgMbjgbHoxYsXGNA2m00yOD5JhdRqtTJLBWUxDnLLoVCIRiqV7oYMn332GcVeU1MDc+FBNk+Golf0B+JdvdtnGP+pnT17NhwO0+aDTZhcX+NMVORMyVi0cDgsoz6kzzO90fT9/f2gAORLJ51agQoEvGXaOqR7fD9PUGZCyYuhD4CBla/k+uh1tK+vj9ZqBDvuP7ySSi4PDHlkhnIRPT09HHgwaLCpvaxbtSewnhkstNA5IFi598VwlaUpZGayTGtgEUZonHxGWCSYKsHUYq5wscCPjYyM8Pkm5M8/PI0eMu3u7madA8SBcED8f+1dWWzc1fW+M/Z4SwKlETxBW0pRRctiaOLY8XhP7IQQArzQPvWhqmipSEK828HxvsXZQJRKVK1UqapKq6CWkNiO13G8JqFUgkqQEqgoREoDWex4xp7x3P/Dp/l0fGc8mRmP7ST/OQ/RZPyb33J/55577jnf+Y5RlhmWwGbRykvEHq5OPiwMLpMtzKVokfaRWhtxEs/r9dbX1yPnabPZws2SR1fq6+vBBIlhj5jediEaW/mvTOgFOZWRMpEbbc66G2LOjMMMZ8Lq40bH1F3Z0A2q1eLj49etW3fs2LHITiJpvCQ6BWaUCQ9JDhhQZN4V4l87GkoHaoMbkiMMND1uoKqq6oYmnhsCt9tNNxmlYd/5znd++tOfHj9+XIbvSRKntW5tbcX+EtUhOswX7V+NIc/gdDp5P4C0WiwW2GvZ7My6AK26XK5wQlK84b8svdShgQ5aWlo4bQHxCFEiNPQyya4F2okqwiWICoSfgB5AKZWdnX3s2LHQTUxkQmtCtpaZmRnl5/XoxfUVCyhOp3NkZCQ/Px8qsmvXruieXwufS9+ooS71Y8OGDSdOnMDnKHYsWkjRmZ6SZW6IzlksFi6ioSRdgwwCPjBRNjw8DBZvm83GIEl0C3akIXjzzTfz8/Pvvvtuq9V6zz33PPLII42NjefOndPznVMuP5Eh6EO8n9nZWUlbrwRZglykYRkNrEsUo1vhPq/0geLi4h588MHf//73R44caWlp+eUvf3nvvfcqpfLz87HbMM7W0NDAtkV9fX0M+uGvi5nXTONzvhDOpAVIj+Mp9V8vnEyOWNxu98mTJ/Py8jCJwsrHRu7Ru91ubDfYgEKL4iOZe+SXc3NzDQ0NGJeqqqpoWZkgwjfBAhN8wF4P+XHt51QuXjjD9+7di2g4yfyiJawMRGI5+MEs1WEAIbpkWGqBrasSGzWLxcI8ihL1zIscdk4n2qnJycnq6mqQ63J9jbptdbvd58+fT01NVb6ALBYzapcWiKClNvSSyxNgJ9lwUQryK1rr69evc9piCq+goYe4XC6Xy2Wz2bZv3w7bAvfl6tWrhw8ftlgs2dnZiNTJ3GxDQwMWs1/96lf0+kMMfAcRSekD4Abx9VarFRZfVkghU6Xm92OJonDFamxshIKF1ckrckMv93d/+MMf8FLfeustw8Rr3zPjRpuamjA6ZEVfakEViZrfKAcvhi8D4fgo0kxSEZklr6ysjCKBH58LcN377ruvoqLi4sWLCx3f0dEB5UCFmj9d5eIlYDKKy4lk4HKLPj5Op5MY/Mgsvqxu5wgfPHiQeCd8w3qcqIjb7Xa5XA888IDNZrv//vvfeOONa9euXbp06fLly6Ojo9XV1Q8//LA8fqkNPVFt+O/Vq1f5UhDTAE0KebuYhPT6dVKLikTwvLz5+Pj4p59+2tioeTwedDmWSxqOATdAUlJSbW0tTyUhOhE/BS7BO7l+/boSBKJykyp7NmiBkY/40gvdjNa6qakJ8wgNp0KUxcbosVFim2O73a7F3JM6hM91dXWgzfrFL37hDwtbCpEYMovFwmw4GeOWKEeHDBXYV6xWa21tbRR3DHgEIwKzY8eOhY4nndnevXsjxjUFl4DwMqN7jlqATAIjE1n2W+4XYcK4cVS+8hlufSI4/0Ly6quvJicnf+tb37p48aJ/LkFGXaFjS2roKbKHu8HfokSNgtPp9I+brayhp1lUShUVFXHDiiZFWuvJyck777xzZmaGKU08DluBl5WVAWElQZmRTToZuJ+ZmQFAAF+qBVq+JCQkGLmlKEaDJUVPQ0MDQhHLnYz9+OOPlVL33Xff3XffnZKScuHCBfmQMhcxNzdHtq/S0tKo2xp/wSsx+rHJm5er7lIQx7e2tmK1jy7qhsEBrfXs7OxvfvMbm822evXqhY4HKgs1RBycqNDvQYIUjDBnpQVnLIYdvrwBeA1X/Jdqj8dDK1NVVYWegpGdPIiAy+jXv/41VJ012E6n08jvwYYutaGn9uI2+Eb4lu+44w6AQNgdbE4Qfs1FtX99BM8rEc/bt2/neaT1/NGPfiR/wmQsaOxg+GS6ImJ3XsIujaUCST7GcBCp445qSQEXskYBHJah/zZyQ0+FPnLkCJKNO3fuVL7GLvKBGab0irLYpqam6HbGCSLS7sjyy8nJSRgdgwlv8cJ1rra2FpYuAsK5IIJnwWeAw5KSku69996Fju/o6EB53s9//vNVq1ZFzCm0kCxUAo74UkpKCjEeLPbBjcHnIqd5uOMg35qckEShyb7bUZyEU1NTa9euTUhI+OKLL+TJZdG1vKWlNvTQN9yDUYGoRO8w6eigIjSK4UQpETwvp4xSatu2bRJxSMLhoqKi2dlZmRTUPmJkANvkDYRVMGWI4XwQjOdyubhzlUMKP0b7cCgsMA73usEFzae4g1kO1I30CL73ve8ppT766KOurq74+PgHH3yQA0T0FSdbVVVVYmJiUlLS4nm1QhR2u2bUGBB7CVz1er1LwYWCwCIIvMJ6KzcUpVRKSgo+u91ukKi8+eabCx3P4nsEOpcierNQ/wDJWSa3tySHWgxZv8zoAh2Lbxi6kV5PdCcezq+1ZjCBDwKFp31BAeRSe/ReH4lxQkKCdKEIiAKkEn8ybN/09PQNqQLCvZnInhf0A9u2bcN/ZQLG6XRmZGTwMF6Ihq+yshIem1zyvaLKNwJhAmlychL8ZaRHZGdjbpvk6h7d8ZSq29raCvz+coRuOHYOhyM+Pv6xxx6Dcf/e975ntVqHh4clPpTicrkOHDhAdG3U84EBRVo0ZslZPStrPaILvyOclARbUTQ0EsqCZ3z00Uc///zzhY5nxIzDHkV3Xi1M06pEPAdfJiUlcU8tJ+TcIjpwScQIbH1LSwvLMoFKirpt/eY3v6mUunDhgtzmG3EkqVpLauhJr01BAkyL2m/CK5Ey0X69oqKonxHAK2UhEjx6/JfLp8fjQVdVCRbyer379++HjvlHRw3fP3SZ84n2Rd4MIix+kITbVqtVlkRFF7HNuAhbuywH6gYLncfjefHFF202W2trK+4DtIgvvPCCFpQUECh9W1sb3kpFRYXFYoF/YYRWoov8Y8bS6muPJ/ug4i2S7VK+J7041cezt7W14UJhBdRuKAZnHiQlJeX06dPyMI/Hg50KkrFxcXHw6FnWFK4gGKrmtweRDqO8Ky1MDy+Hv8p0Gf81SqV0CIUk/n+SSAywyjBiHl2PHuTgv/vd73haPgufQjLrEVicnp4OMvEgTp9bdEoxxkQew8dXIhfCwZ+enp6ZmeFsmpmZkQqD90hMiwFTCdE+GgWGDGqPj48XFhbS/kpGsCCPjMmolHr66ae1yCXgT1Bdg6BY+/JPmGKyvkHeUvBHkCMsH58hIyXIn8mSy4GVZYNKMGVJfcaaJLU9LJGYdYRh1bLBK7XWV65cufvuu5VSX375pdba6XRevHhRKXXPPffI/Tir20FrhyDX1q1bBwYGqHNJSUmRmZ7ggmWW8AM0ylDCNjFqacwiRp8WE74fHR1Fyg6hqiiu8Lh/ToMLFy688MIL8fHxubm5CNmT5AvC1Mj69etHRkaMTgjhij+VvHTY4+LiWEaHtRxdMZOTk7mi+/deYOV9WKXhFL6j69evj4+Pb926FU9XWloqoyjREpfLBZK47373u59//jkGXObi5gRvIr5saGggNGDfvn03hBiRswyjIWm85ubmJHBACVcJH6QyK6Ww+dA+m8XqHh7sX16EcDCfJfitErHDn9TX18MyWq3Wffv2Bf+5cQml1NatWxlKvXr1qtvtPnz4sNVqNXBlGFj2BM/Ozu7r6zOK74LfPP/q8ZHvX758WQb3pW6DXN7jo2XmFNBasyZfsoBosV7KzPxitPHs2bOowYyLiwsL3xGhocf0+/Of/2y1Whn7liPypz/9Sc/3WfC5o6ODeN7KykqlFNkkaJGj69HLeHFCQoJ/QwxWsk1OTspt+MzMDKZTBC8G3hYJI+Pj46OejCWNBp7of//7n1IqMTGRxzCP4na7GxoaYHDBHEsdDXcwZQJK+dZRaTWUUhLtwB/CFCpftpbVmxKgMjs7GwHZE0RSUr/66qtUIWCNYYmia+6/+uqr+++/Xyn18MMPv/nmm8jKXrt27R//+Edra+tDDz2k50OJkEfBiwMQMMjJAw4CU9aGHYcwK4iJ5vF48MGoUJuampJ7Moj2JRJor3EDTqczePN37ecy45Gxo+LenaXyC4kEAiUkJKSmpr7++uu//e1vjxw58sILL3z7299WSu3YseO///2v9utLzh57CQkJdXV1RhRBJggDCiGCXFq8Xu/U1JTb7Ub4y2azAchA6j3MqaSkJCizy+WanJyUrioWOdyn1+uVlSIRKyHciI6ODpbgLkcyFpKXl0d1oTHF4vaTn/xE+yawTF5jAxsfH5+cnAyGdAjLEOSCERVhkMHwIletWsWclUQrQsvppEQc49Pz2zxGF16JMaRqOp3OL774wmazgRderq+YvdzeKqV2796tRHOVyARwGoZrGHCTiD3tM0OrVq3i/ciXi2GXbR0hodO3chrL7BzoOZXPnTQCC1ER3O3HH3/8wAMP+A+O1Wq966674JJzboP+BeqNKRokdCPJeWTQiSYeLRao3qQ7l/FrLajV77nnHi3Wfq/XC/+UbhCjZx6PB/6NREYFGQoj3YJbPXLkiFIqJSVFEvsEj9QzhIIbhhmx2WwPPfTQ888//5e//EXORF50bm6uvb2dfjQKoY2bCXJduuc8TIJ/yFtJqB6dGIAslcDbaJ9uy92VjBYikqYXERCGx8blZDkoEGZnZz/55JO1a9cqX66ZW9GLFy9iQfvyyy+9vup8/NXr9fb09IBTVClVVlbGenGMJvuFRktwJ7IsU/tUCk6E8qWtIHp+rYR/U4IQBb9iw+INGzZ0dnZGMQXH/rder/fy5cv/+te/tmzZgtpx5hvkxOjt7c3KykL5e1VV1eJNvPKL2/Ba9AqdTqcMXMrqCuWzTQzsYMqF25BBi1lKV7e1tZUNuI8dOxbZGwxFZmZmvv7660OHDtntdsyFtWvXZmVl1dTUfPjhh8aRWhBRhEJTzEAQZ9bXX39NRxsTR1oWp9NpJFe5ecUswF9ZT4Q1ANwsQJL4L643bNirRQMvHul2u4GEsdlsCJ3pG1l5IBf1fCY13AljejzJtWvX5NmwguJZsIHjM97QS5NF+7x5Q+GTkpJknI3uAo0VkyU4jJt4pVRcXBxWTRkjCn5LAYWRho6ODpx//fr1YXWijtyjf+ONN5RSP/7xj7VoFgHNeP755xMSEl5//XXjJ5i3LS0tiPaUlJRgKEl8GF0rb9gjaLwWrgqmBPPmOEb7dGsxdtnlcrndbjZNjLhB6EIiAS0pKSmYrikpKWfPnsUB/gFW8IbGxcWVlZWpRbRsNJgkgNTEJa5evWpkJpWP0QwaIgMRan6Glo8Wbos1GnrWK2F9tVqtxcXFklc9uqgq4xuaUX6DaCxXLO3Lx8bHx2/atOmG/QnoYHrmd55TIiWulLrzzjuVH4WW0+nEg1+5csWIGhu7BL5HrBYGzaf/ZmuhoZBOMVt1WywWWN4betZaWECUwjLQxC+xkHOEZbvgmpoazN/q6mr/viVBritLhXE5gFPJhmuxWGS6jp7f9PS08q2gxmjMzMwwuqJEuJjJgwhyddQB4qRramrCOkPkOPpHH31UKdXV1WUgVaanp999912l1Pe//335Ez4eizMLCgpGRkYwWCy0geJGS6xWa1JSkuwrgrtF0IO+BrvJAJyj57e8kD5F6DIxMfHss89KVoooxoiRz2BWbc2aNT/72c8++eQT7UMcGyAKj8fT1taGx8zPz+/v71cR5UIIIiZYOyUlBbORnY6NXBY3H0b5yfXr14lEZrzeHWbTZO1HbzA6Orp9+3bElBAhwXZ7KagEObYokSdUBk/KfClNYWNjY2JiIqI3xcXFoTwgjkEUyO12YzCZKcECydLf6elpIwKmhSnXvliHAQVR87e8iYmJDFresLjEH7TucrlAQAYFKy0tNZaNgGKUQRgjYCSuOc48+NChQ7hiQUHB4OCg8fPg807uMmW3EKg3gTc8zOhZpHy1FNx9YgrwVNhGw4ZEvLnEI7z//vs0Ka+88kpY9mRRBVMGZE2iDjAcRnsmRAAZL7ZYLPAuMdsZMY86/IbmSYmeGLINDUKWPJ5lnJG1l4Ls27eP+bHy8vLoGhp/qBamiiwLkLSO2PRhSmPYI0uEGHlXPR/4JdlujcZeWpBXc58+OTmJTJcx7HwcPX/lCD4gWuvr16+TB9tisezcuVMesBRVoDSFTFoaCs8MJ/ayuDcypy8kNHnSkhrvwmazGcaFw8soGdZaLHvMFvAwoh6VX7kDnyIUL4cvFFJfX2/1CePIwd1YuSHQvgVDBpHY0dDoACyxfHiEhoYGOAr+iBd/oQUjDI8tz4x9jFH57PWx/yckJBgmggBQyecK46YXkShyu90sTYiLi5O6HYosX+MRzrTa2lq6JIQiUJaIF4EBHNxMkIlEegAgWJiV5fZTGjUpBtcxKgZA/IIcUXRZFsIVFhAqX30sBY9MPIzyA+QYGfLQF0L+3PD7ZDyXp5UBfQmWICJNngQzXE5+TG/20rJYLAiFu31thpai+DlEgW709vZmZ2eD5DY9Pd3hcPBZtKBpxJe0UxgiLoeIcMoYS3AfgqMhzaj2q5bynyw8Er6zhGAyIannh1y01l1dXTt27MAZsrOz33333dBhmqELlzH8t6amhuMDGjs8lzEymPUyI4qbJ3E3o7gLXVeOoWFSAgrHkzz1dJEDLsxahJtkygT3CSeGQarl8OjDFRJza637+/uzsrKAYbfb7WfOnDE0LOKGgkFkobdibI0ZOGKVswxESPCDRIz5eytnzpzJycnBqdavX3/y5MklGtgQ5dq1awMDA0iDx8fH2+3248ePyw4VsvqDBhfBAR7G6kodcmiL5wxo6Gkj1PxdlxJBZ1rngJQJBiJlbGxs48aNOE9OTk5nZ6f0eaM1mJEJWgDSKUtJSamoqKAnK0P8fCI8O8MgHBxZTnXDOgPqvzRS9Drpx+BaeNcM6xsL+ddffy1XVp5NfsbGkeEprTWgiosbvADi9YnL5erv74du22y2J554ore3Vx4z5yNT4rNweaO2U+eDr5rhGnqttVGhuXbt2snJySChNmM5pH85OjqalZUFbwzgjlBHSmu9nB69FsOErRYevqSkhKn/CK14COL/VgImuzDTWBkAkyEx2no+gs3wZ0lm1NjYiAbw6IeAvy4d/CNEQSYHagcHH9tPZp8YNDMCO2y5oMJMVvNshqHX8/NsPJjXtdlsMgkWhAQN8B7sF1FWgzOUlJTIi65gH0ctxurQoUPK15ndbrcPDAzgxnh7dJa9ojWgZLwgOjtEghr+0PDo5YAw0Do1NUUduPPOO9Fj2SuQ4AS8M7Am8TkjIyNPPvkk36CEFEd9O0v9wf3s27ePJqW+vh5+m5Gg1oLSEu1ZED8wjEOQ5HO4hp7BTPkSbTabXiB5bojE3YPVAxapvLzce6P6AEOWydAzVILHw4SEcd+0aVNXVxcHXQZtoyj+byUgfI3IDeUziDD6dFrh+7NqEUJgH/4dHR1F9RoeBPnx6JIchSsI3x86dIgGPTMzs7e3V4neW2o+8AlAZgl+VeHDT/Fbf0M/52MHZEDv0qVLWoRKcWkcz3i9P62xzApMTEzY7Xarr08htvDyckvhV4Yl165dczgcaAWnlLrjjjvYTxU7JKjZlStXiH+n2UUgUfry2pcDDL7iUv8NQ++dX+Mi41oGypm/Yp4cU4aVWbz//fv3g8JPKQVsK6FT0R18o159bm6uubmZm8LMzEyHwyHDg9rnEEATYGq4jrKMZmZmJjgtUgQePSOHSuBw1MJwWB0Iizk+Pp6Xl0fD2NTUFM5oab1shp6vGW/I4XCsW7cOCpGYmLh3796lJjgz3spCBSlS5J7OZrMZe2SPTwx9cjqdra2t6GOnlHrkkUdOnjwZYkZxSWVmZmZwcBCRDfLKQcuRg6K5B72oHDebzUad84ZTUIaT+Bt6z/w+7IyhT09PM16E3wZ0W3D81NQUHAjcCZurKKXS09OPHTvGgtgVN/FaDNT+/fvp3Nnt9tHRUXl7hMpI+k/kBhEcp62/Yc0qhCeRRgqWWhp3DCYLGqgJyrfNCpjblMnJ9957D/6NUmrNmjXcUc3NzS2U1lq8cAPU09OTlZWFqyclJTEs5k/ZxknNIBUeP5TVKFxDb+SWaI6CFLhpHwydzvH09DQq2/FbuGjhNs9Y7tANnxlVo5jPGRkZvb298J2XIkCv/Ax9kBJz9OjBOmx0kLFarcj+861IQ48Zcvr0aXSmxj6L7c30inqUbh/LUl1dHZQ7ISEhPz9/aGiID2iz2SS8jD0w0VaX8CQdDkUEThXQ0Gs/p9L4FYT1zAu1HsT3Z8+eRVKE4DMjcbKytl764AMDA3l5eai6TEpKAtsdg354EXhHNpsN23wjC8I0HYYxODCG+m949FrQ6UgxMMes2ACUE1Eyj8eDZUaaJ2CKwFadmpra1dWl51O7RDd64382kN5gzm7YsGFiYsLfPVe+dSs5OdlQLUqQpH0EHj3PhldMdsWAlBUyActXQ34bqASw2uFGCJYvGcvPGFaHwwH+v9WrVyckJOzZs8cgAo2u+L+VgKRRUjA5ufBgRZXV/JTLly/jdbpcrpaWFvRNtVgsjz/++MmTJ+nRrLhgL2W32xkhkSwUHCIEczBhWCNuTJgQSd9wwoAxegNRB/Pt9XqBSacycH8dELxBpFNTUxN3IZmZmX/729+0b7eOI6PLGRuZIPLu9XpJl6+UysjIcDgceCjUvuF7OpseX+dSJsCZoPN/L/7ClyuNlMfj4XqJjCsaekiE9JUrV5SIb6j52AQtFtrZ2dkPPvhg27Zt1CJytdLQR7d9G7dxWiw2fX19mzZt4mx95ZVXcFGn03n58mVwatG8qvnpOmZKgjsE4Rp6fwy0vhEJnfHbS5cuITqPXgJpaWlHjx7V4W+Pls+jn5vfZ8vtdpOyODExEcxzktY8uhLQow9IAwvTgNUVGgCrrfzwf0he8Yk8Hs/Y2NiWLVtwjNVqra6uNiKJSz3ICwnmMB4Q9bpw3u12u3Tq1fw0rMTIa63dbne4NM48Z8AYvV54TFwuF/lzEGuyWCz+bU7x31OnThUVFTFEK+lbGSHVKwq8MdDfvb29cOphzWEWOfOlrhoqyjfCqGPwhVYH9egRQJP3JqeA9iVRJFACZI2y/hmfoVSYuenp6SdOnNB+i2sUPXr/PrfQDfRdALggLS1tfHwcA8XuQ6SZlPfD1UiWsAaUyGL02o+hTy1AKy2v4nK5PB7P+++/T5OiBGVWuMZkWXH0+IDxnZycHB4eZlgtPj5+165dpDalVZXt0EK06QElxLeykFy/fl0ya8bHxzMYon2emta6vr6eW7Ps7Oyuri4JQ1xZv37OJ/39/QguYYTRLhyDI6tm+KuwCpcMwWkDevQBhUEh/Hd6eprotIBWBscTs2ixWGhlbjYxooV06iUXBSm0+CvufiIOPXFk/A19WCfBW5BF/24fczI5D3DzZWVlkd3q4mVgYCA7O5vzvb6+HlzZyof4ZJ22jsjxisDQLySzs7NYdSw+Clh8bzB/ULeVUhkZGaDMigBCtnyGXhZq4sPk5CTrGBkrIJSeKUHyGC8mfL/ItwJRwuElJoTS39//3HPP0SpJAnpJcr0iIp0Up9NZV1cnafn4gdCaCKgIAgrtV4iGniLdcL5EueNGhEdrPTQ0xB4X8fHxsvvETSUGA+XQ0FBWVhZLdZRSiYmJDJchhmC4wJE9F/V/MYZez08kWq1WCQjZsWMHpmdycnJqamp3d3cE54+KeDweOFv03JVoOqR8UOmIu1dGy9Azy0oWEwiCjQzW9fX1Pffcc5xE5eXlMgJ2wwJB6GMAABW3SURBVJYGUlbA0MtAWF9fH1ZgCOIJ/mwEZMKJWBZp6NkUFAk03o/H45mcnHS73WNjY+gxopRKSkrKyMjo7+/XKw3fNsTrK+sdHh5OT08HyzbbAyB7TGsSLrlYQKGOhmjoedi1a9cw5rJ/AG5Y+bi3tNajo6ObN28myReSIhHc5zKIfzoaTv2aNWsSExO54mq/PJuxFQ5XqP+LNPQzMzPg+pbUp1NTU2AkVj4/7OWXX47g5FGUnp6eDRs2UPEkXFgGbCOjP4qiR89AjfKt9KAj1b6tUl9f3zPPPIOBtdls69atAxFewBT6DWX5DD09FGQ+GQogI4KswExMTAR7sFSsxZDrRuutABcBwfxMSkryeDyovGcKsaqqit0WZXXPCgoAZAQyAozI+YCxJUlsBHTBAYXnD9HQ43IBr8W3z05VU1NTBw8elDDEurq6la1XCC4Yf6aIHQ4HnQOLxZKbm+twOPwxKowgL2atXbyhR8SAOgNEkNVqlRFklIBFcPJoCQYKaw+q0qAeq1ev/uqrrxZ//mgZeqMG0zBWoIM9ePCgEmGMyspKmBR/OpBQZFlj9IaGYYva1dW1detWRiqLioqOHz9OS6qihMOJSuiGk1D5NSXgjLVarZmZmcCWQVh2uJhLL15oAfEUp0+fttvttJKZmZmg/ZPYstAbgCwkHJPQQzeSMoiLJVNY5JxC7B7bQawBGRkZPT09eqU5hQKKwWMz5+PvdDgcOTk5RLVu3rx5cHAQKVAA5xd/aer/Ygy9dFPkbEpOTiZZSFpa2ttvv61XFOCEER4cHExLS+Pcz83NZTTp+vXrRDFGMA7RMvQSTQCFR6gAQktIyFNaWhp5HXgDYdn6ZTL0C4FPMHDd3d35+fkIV8FHGBkZMarwFxm9WbyhRygDRPPaV1zH7CWQOUlJSZmZmUePHkUO1uNrRAlZcYQfbsbpdMJD7+/vT0tLS05ORjAqJycH4SYUzgQsNQj3iuEaeub3kDfmDXC9iY+P50zAsEMxNm7c2N/ff9O68wbMTvsWVOBxlWgAkpWVNTo6ysMWvxGMiqEn26gk6eWcwua7rq5OvrWVEjQeANkUi+3tdvvp06e9Xi+VOawANyVahl7y9LFsm1qtRPjaZrNlZWX19PSg0SmAUhIiFaIsk6GXIGiPH/G0JHuCg5yVl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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα ακολουθεί;</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Δεν μπορώ να απαντήσω</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
1<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">
</span>Η αριστερά σκιασμένη πλευρά (όπως κοιτάμε την πίτα) μετακινείται 2 θέσεις
σε κάθε εικόνα αντίστροφα από τη φορά περιστροφής των δεικτών του ρολογιού ενώ
η δεξιά σκιασμένη πλευρά μετακινείται 1 θέση σε κάθε εικόνα αντίστροφα από τη
φορά περιστροφής των δεικτών του ρολογιού. Έτσι, αποκλείουμε τις εικόνες Β, </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> </span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">και
</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.
Σωστή απάντηση είναι η Α (Εικόνα Α).</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-79633397875946848662015-04-24T04:36:00.001-07:002015-04-24T06:38:07.300-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (14)<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
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" 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IkTW7ZsiYyM3LFjx4ULF169emXQ5ukkSaanp587d2737t3Lli3bsGHDkSNHHj58aOj++xYqXdRhQp8Bb9DlFLvS/euvvyZMmODu7k78Fy8vr1mzZj1//hxdQr8F9J9Tq9WXLl3q378/TBenExgYuH79+uzsbIMygbJk6dI76gsLC5mcV4HA0kVg6VqcdI3L4Sot3fz8/Pj4+EmTJrVq1apWrVoCgaBu3bpdu3ZdunTpo0ePmCvz1atXy5cvDwkJadiwoYODg4eHR2BgYHh4eEJCQklJCcNAKMuUbnFx8Z07dw4ePBgZGbl8+fLffvvt0qVLBimHfeneuHGjT58+MP5Nx8bGZvDgwX/++WeFv65UKg8cOBAUFISutbKygswXCASzZs16+/Ytk1TQsUTpkiSZnZ19/PjxCRMmtG7d2s/Pr3379jNnzoyPj8/LyzOo9GLpYunyTbpM4mBEJldp6T59+vTHH3+sX78+veatXr1669att27dmpWV9bELtYKNjo5u0qSJVg3u6uo6duxYtGKSCRYnXZlM9vvvvw8cOLBx48YCgcDR0dHHx6djx44bN25kvikS31q6L168qPDXUUsXbZisv6XL5FZaonTT09M3bdoUHBxcrVo1lAP29vbdunXbv38/7PGiHyxdhEVLV6FQFBYW5uXlFRQUyOVy5kfQ81m6en7LuH9F36m60r169Wr//v3p9QXg4eExc+bMly9fMozZtGnTiPIIDAxMSkpiGAhlgdJ9+vTpN998o9XFamVlFRwcfPr0aYaBsC/dDx8+bNmy5YsvvqDfejs7u86dOxs0pvvzzz9rjem6ubkNHjz43LlzVWRMNykp6fvvvxeJRFolv06dOvPmzWPyBGHpIixUuiqV6ubNm9OmTevataunp2eLFi1GjBgRHR1dWFjIpJlocdL9WAQMim2Vlm5YWBgcEkDH3d19xowZzKWLTnepatK9ePEibKKkRfXq1WGHByawL13oFD1x4sSECRO++OILHx+fkJCQadOmnTt3jvnsZbVaDbOXhw4d2qJFCz8/P5i9fOfOHTgSGNUmTEKjLFO6V69e7dGjB/21A6hWrdqwYcOYFH4sXYSFSvfs2bOdOnWiv79aW1vXq1dv5cqVFXZ1WIp0YWWgTCaDg58LCgoMGjfUokpL9+nTpzNnzqxXr55WfREcHLxlyxbm3ct79+7V7V52cXEZM2bMp929/DHpVqtWjc/SRSGUlJQUFBTk5eXJZDJ0aLxBqFSq4uLi/Pz8vLw8E9fpWqJ0oaUrFAq1CgBu6RqBJUqXJMlff/3V1dVVqwBYWVn17NkzNTW1wsv5L12FQnHw4MHw8PBmzZq5u7sLBILGjRtPmDDh+vXrBh3LQY9t1ZIu/ZO8vLz4+PiJEyd+9tlnNWvWFAgEderU6dKlS0REBH0iVYWpffXq1dKlS9u0adOgQQMHBwd3d/emTZsOHz780qVLn/ZEqqdPnw4aNEi3e/nzzz+HjRiZwLJ0OSm7TLBE6aanp2/cuFF3TLdr1654TNdQLFG6Go0GNrXQxdPT88GDB/ovtwjpisXidu3a2drawqm39vb21tbWNjY2QUFB+/bto9fwDCNc5aSrhUwme/LkyfHjxzdt2rRmzZrt27fHx8cbsWTo3bt3586d27Vr19KlS9evX3/48OEHDx588kuGZDLZqVOnBg4cGBAQABOpvL29+T+RynToP22WRd6UZUpXo9FkZWUdO3Zs/PjxwcHBvr6+sM0Inr1sBJYoXZIkFy5cWG5Lt0ePHp9GSzc3N3fSpEnz589/8uRJTk5OcnLy6tWr4XSW0NBQI0paVZcuVZYFSqVSd18L+ndgA3E9B06htaoMD6XSxeKkS1FUcXHx7du3Y2Nj16xZs2zZsujo6IsXL+rpmdeFQ+mizuH8/Pzi4uJy37To9YLWP0ml0gcPHhw5cmTTpk1r167dvXv3lStX3r17Z9Bm/QhLlC6g1VFv0IaaWLoIS5QuRVFnz57t2LEjfWaMlZVV3bp1V6xY8WmM6ZIkKZfL6S0ojUYzceJEgiCaN2+enp6uFQ0mAVZ16epHqVSmpaVdunRp586da9eu3bx58/Hjxx8/fgxeNC+WKF2q7I0E3losYnMMuPz9+/dr1qwZNGiQt7d3vXr1+vfvv3DhwufPnzNUZk5OzokTJ0aNGtWsWbMaNWoIhcIGDRr06tVr3bp1ycnJRnjXcqVrCli6CAuVLsxe/uGHH7p06VKrVq1mzZqFh4fv3btXJpMxafDwX7q65OTkDB48mCCIIUOGMFnsoAWWrj6USuWTJ09WrFgRGhpar149gUBQs2bNli1bjh8//uzZs1Kp1OiQy8VCpWsinEg3NTV16tSpLi4u9D4xW1vbYcOGVTgQBb9+9+7d77//vmbNmvQQYC/JmJgYOLLCILB0sXQtUboAbEkmlUrz8vKKi4s/1XW6sGZhwoQJ1atXDw4OvnDhgkEDkQCWrj5ycnJ27tzZtm1bW1tbet1ap06dH374waDlQEywROma/hOcSPfSpUtw9KYWDRo0QAcj6kGlUp06dapz5866IdSrV2/JkiXMh7QRWLpYupYrXeOwLOlmZGRs2LChRYsWTk5OXbp0OXv2rHHDiFi6+khLS5s7d26tWrW0KlZra+vevXtfvHjR6JDLxRKlazqcSHffvn26m6LAnUUn6+kBS9dcYOkisHR5Lt09e/ZABfvTTz+9e/fO6OytctI16F5i6TLElPqdq5ZuYGCgrjLr16+Pcq/ceKJfv3v37tixY3W7lzt37rx//37cvcwQLF0Eli6vpKsbgejoaBcXl5o1a96+fdvEkKuWdA0iJydnx44dISEh9DPgCIKoXbv21KlTcfeyWeBEui9evJgyZYrumO7QoUOZjOlSFAV7Wo0aNSowMNDDw0MoFNavXx9PpDIULF0Eli6vpKuLUqksKioqKioyMWOxdPVRWloKE6m6detWt25dgUBQo0aNoKCgcePGnT17Njc31+iQy4VD6XL4fHIiXY1Gk56evnr16q+++qpRo0Z16tTp16/fL7/8kpKSwnwOiFQq/fPPPw8fPrxx48bIyMhdu3ZdvnyZn0uGeCtgLF0Eli6vpKsbAVhhWFxcbOKKfyzdClCpVGlpaRcvXtyxY0dkZOTGjRuPHTuWlJSElwyZC06kC8Cra15enlQqLSoqMnQzE6psuRRan21KhuOWLpYuli5/pKtLdHS0k5OTSCTC3cv/n8qQLmD6xhdMwNJlWbq8AksXSxdLlyfSLfeno6OjHR0dhULhrVu3TAwcS/f/2itGb+9A0Vo8pmwHyKZ0NRqNQqGQyWT5+fmG7iJkXjiULkmSpaWlhYWF+fn5Bp0DqhUTWKSYn59fWFhodE5y0r2sVCor3JOrUsHSRXAlXVT7mb6VqaHwVrrlolAocnNzpVKpceccILB0KalUevXq1ZiYmJUrV65aterAgQOJiYl6eo+1AiRJUiwW//HHH7GxsRs2bFi3bl10dPSNGzcyMjIMrXzZkS5JkhKJJC4uburUqSEhIb6+vm3btp06dWpcXJxEImH/1nIiXZIki4qKEhMTf/rppy5duvj7+7dq1WrUqFExMTHp6en0QwD13AW49adOnZo0aVKbNm1g5+Hp06cbdEQgguWWrkajefPmzfLly2FUu379+gMGDFiyZMnLly/ZfP3C0kVUqnR1g4JPcnNzr1y5sm/fvhUrVqxevTo2NvbmzZsymcyklDDGsqRrLqq6dMVicXR0dPfu3X19fZ2dnV1cXPz9/fv06XPgwAE9G07Rg/3w4UNsbOywYcMaN27s4eEhEol8fHwGDBiwbdu2f//916D6ix3pZmZm7ty5s3379vQdP2xtbTt06LBr1y6Dtk02C5xIt6Cg4OTJk/3796dPYLa2tm7atOmyZcsYHqWckZGxfft2rcntdnZ2HTt23LNnT3Z2NpNAECxLNzk5edy4cU5OTgQNOzu7kSNHPn782LgIGAGWLoL9lm52dvauXbu6desGtZ+rq2tAQEC/fv0OHTpkxJo3I8DSRVQh6V69erVLly5ap3BXq1atZ8+eTEbLlUrl1atXw8PDRSIRPQRHR8c+ffqcOHGiqKiIYfIotqT7999/T506tUaNGsR/qVmz5rRp0/755x/mETYLnEj3/fv3y5cv9/X11coEZ2fnIUOG3Lhxg0kcnj59OnnyZA8PD61APD09Z86cmZKSwiQQBMvSPXPmTEBAAKGDt7f3sWPHjIuAEWDpIlhr6aK/ExISOnbsqFv79e3b9/79+6amhwFYuogqJN1du3ZpLdYEhEJhbGxshb8ol8tjYmKCg4N1Q/Dz81u/fr1By4rYke6dO3cGDBhgbW2tFWFra+uBAwfevXuXeYTNAifSTU1NnThxolY7jyAIKyurNm3anDp1iknO37x5s1+/fuXm5KBBgwyttlge092+fTv9ZBiEjY1NZGSkcREwAixdBPst3aioKN1HgCAIDw8Pdl68sHQRWLqfsnRxS5cyX0t30qRJn15L9+jRo8ZFwAiwdBHsS3fr1q2Ojo7lSlf3CaoMsHQRn7J0tT65evVq586dTexeHjZsmFAopIfA5+7lzMzMHTt2tGvXTmtMt3379jt37qxSY7phYWHOzs4oE4wY0922bVubNm3o2zijMV1Dz/xiWbr//PPP999/r1Xn2tnZffvtt0+ePDEuAkaApYtgX7qXLl3q0KGDbu3Xp08f3L1ceVQ56epesmfPntDQUDSRytfXt3fv3jExMQwbqR8+fDhw4MDQoUMbN27s7u4uEom8vb379+8fFRXFz4lUJEmKxeLTp09PmTKlTZs2Pj4+ISEhU6ZMOX36dFWbvXz9+vUFCxZ06tTJz8/vs88++/bbb/fv3//u3Tv9d43eZ5uTk3Py5MmJEyd+8cUXkJPTpk2D3croX2OSIvZnL6elpS1btmzgwIENGjSAE4UXLVr08uVL43bUMg4sXQQnE6l27tzZtWtXHx8fmEjl7+/ft2/fgwcPoolUlVohYOkiqpB0qbIlQ/v371+xYsXKlStjYmKuX7/OfMMpcNjdu3cPHDiwfv36tWvX7t27NzExkbdLhgBYXVpQUJCXlwdLVKvmOl2FQoEygfk5oFoxQTkpk8lKSkp4uE73Y5i+J5eJYOkiOFmnK5FILl++DEuGYMHkjRs38JKhSgVL9/++Zq7NMbRCMKjo8GFHqirS0uUhlS1dg4oia2DpIlhep0v/JxNrP6PB0kVUOemaghnD54N02cdSpFvZmYmli6XLfkuXW7B0EVi63FCp0uVtPliKdCsbrvZe5rZgYOki2JQuT2oDLF0Eli43mCjdhIQE3NLF0tWSrkWUAQpLF7d0sXSxdNkHdy8bJF3dgluhdPmcIbrSRfURw2jjU4awdLF0sXTNCJZu+VRB6X7MoLilC9JNS0ujLK3wY+maXbr8B0sXgaXLDVrSZUgVlO7HQNI9ceKE7q/wXLrPnj2rgufpIswo3aCgIIN2guMJ27ZtM4t0p06dWjkRrFwGDx5Mly4TUP7AH2lpaSDduXPnVlYsK5OwsDCLlC7syDhu3DgWImR2wsPDjZAuAkn34MGDZo9bZfP27dtGjRqZS7q///67GePGDi9evPDy8jJduv7+/hkZGeaNGwvs27fPaOkipkyZQhBEYGDg8+fPpZbGqlWrQLr37t0zIu1IumPGjIEA4fBXPpObmwuRzM3NHTBgAEjXoF386KCW7pQpU7hOmT5yc3MlEonWhzk5OT169LBI6UJLd8SIESh5/C95COhgMbR7GZGQkACb72/btg0CtIi0QyQfPXpUv359JF2thDPMByTdffv26f6KbkHnFXfv3q1ZsyZBEBEREcxvOj1/QLo+Pj5//fUX16kxGOhctbW1NV26NjY2AoFAZGnAlpzu7u5GS7dly5YEQdjZ2XGdFGOAXWlDQ0NBusZ1Lzdu3JggCHt7e65TYwxwQmhYWJiFSbd169aWXuw6depkXEs3ISHBwcGBIAgnJyeuk6etmPgAACAASURBVGIwbm5u8Mbwyy+/UBQF6/SZpx2+HBcXB9sgOzs7c50gg0E5YKh01Wq1XC6nKGr27NmWqxw47sbZ2dl06Vo0pkvXokHSZYKWh5B0LRpLla5FY4R04X4kJCSUe2aIZVFuS5chSLoWjYktXYvGxcXFLC1dNzc3oaVhxpYuChNeaDhMFHOgnWeQdLWgt3S5To3BCAQCy27p2tracp2HxmB0Sxe+f/nyZdTS5TopBuPq6grtPBPHdEG6Fp0DRkgXAOlaW1tbrnLM0tINDAxMSUnJtTTMOKYLAUokEm5TVCESiQQiKZFI+vfvT5g2posmUk2ZMoXrlOlDIpGIxWKtD7Oysix7TDc8PBwlD91X/qM1psscmJdLH9OFAC0i4RDJhw8f0sd0jQON6f7222+6v6Jb0HnFnTt3jB7TBUC63t7eT5484To1BrNp0ybCTGO6lj572UTpWvrsZSOkq7VkCM9eNhcGSPfTmL1sxEQqPHsZpHv69Gkzxo0dUlNTy529bOjmGHj2sqWv0zVRunhzDLxO11zgdbrl88ms0wXp/vTTTwyv0rM5hiWu0zX7NpAWAd6RCoF3pMLS/dSky/8iaPrey9C9bKHSNWhzDP3S/ZR2pDK0pYuli6VrxOWcgKWL+DSly3/wNpDMpWvcNpB8zhCuThniFixdBJYuli6WLttUzZYulD98ytDHDjxgDpYuli6WLpauGcHSLR/c0kXgMV0s3U9GuoaWWCxdLF2zg6VbPli6iE+spWsoTKSrv0iwX2D4Jl0Tc8CUCge3dLF0sXTNgEERqCLS1UoXli7AWkuXV6WCb9I14kfNBSfSVavVJSUlMpksPz+/sLCwtLTUuHQpFIrCwsK8vLyCggK5XM5wD1csXQSWrpGY+FtVRLpaYOkCuHsZS5dN6Wo0mvfv38fGxn733XetWrXy9fXt3LnzggULrl27VlhYyPynVSrVzZs3p02b1rVrV09PzxYtWowYMSI6OppJIFi6CCxdbuBKuhqNRq1WK5VKlUpltJmUSmVRUVFBQUFBQUFRUZFuufkYn550NRqNqgzmP8qydCGSJt50FBS9taRQKAytLilOpQsnRhQUFOTl5RUVFZWWlhoagXLDUSgUBl3OsnRfvXq1cuXKZs2awexLwNnZOSws7Pjx48y3Cjh37lzHjh1tbGxQINbW1vXq1Vu5cqVEItF/LZYuAkuXG9iXLkmSaWlpZ86c2blz59KlSzdt2nTs2LHHjx+rVCrm0Var1f/888+mTZsGDhzYrFmzpk2bhoWFRUZGMgznU5JuSUlJSkrKmTNnoqKiIiMjo6Ki4uLikpOT4RQg/bDZvfz8+fNTp05FRUUtXbo0Kirq5MmTKSkpRjwpJElmZ2cfP358woQJrVu39vPza9++/cyZM+Pj4/Py8gwqvZxIlyTJvLy8nTt3Dh8+vGnTpl5eXt27d581a9b9+/cNegRIkiwoKNi1a1d4eHhgYCCEM3PmzD/++IN5OCxL9/bt28OGDXNxcSH+i7e3d0RERHp6OpMfJUny119/dXV11QrEysqqZ8+eqampFV6OpQtg6VaMVsgkSarVamjcqNVq436Ufek+f/584cKFrVu3rl+/vr29fc2aNZs1a/bdd98lJiYyfN9XqVT379+fOnVqnTp16E9drVq1xo0bd/PmzQrD+WSkK5fLb9++PW/evLZt23p5eQkEAi8vr5CQkNmzZycmJhYXF+u/nB3pajSax48fz5gxIygoqHbt2vb29l5eXkFBQdOnT3/06JGhWZSenr5p06bg4GD64U729vbdunXbv39/hQ0dimvpZmZmLlq0yNPTEx4coFq1aj179kxISGAegaysrIiICC8vL61wQkNDL168yDCQypauVnmIi4tr164dPcKAo6Pj+PHjX7x4weRHNRrNkCFDiPLw9PR88OCB/suxdBFYugZAkqRYLP7jjz9iY2M3bNiwbt266OjoGzduZGRkGFqFsSxdjUYTFRXl4+Oj9bQIhcKpU6cy3L9XLpcfPXq0c+fO9P4leNUNCQnZt2+fTCZjEv9PQLppaWkrVqxo2rQpvSKzsrIKCAhYvHjxq1ev9F/OjnQLCwuXLFlSu3ZtrZteu3btxYsXV3iztEhKSvr+++9FIpFWaHXq1Jk3b97Lly8rDIFb6f7111+dOnXSFYZIJFq5ciXzCDx79qxr16664QiFwmXLljEMhOWW7q1bt4YOHWp6S3fhwoXltnR79OiBW7rlgqVrMFoBfvjwITY2dujQoY0bN/bw8BAKhd7e3gMGDNi2bdurV68MquhZlq5KpRo7dqxuTUEQRHBwcHJyMpM4y2SyTZs2wbbJujXvihUrmIzrUJ+EdB8/fjx69GhnZ2etfHB0dAwPD6/wrZ8d6YrF4n79+pV70/v06ZOTk2PQL169erVHjx66raVq1aoNGzYsKSmpwhC4lW5iYqJQKNTNCisrq9GjR3/sV3Qz9tatW+7u7uWG8+233zJMBcvS/ffff1esWKE7ptuvX7/jx4/n5+cz/N2zZ89qjelaWVnVqVNn+fLleEy3XLB0TUKpVF69enX48OFaj66Tk1Pfvn1Pnjxp0DFVlihduVx+5MiRj7V0f/vtt6rT0rV06fbu3Ts7O1vr+/oLIbR0db1VBVu6Xbp00Q2Hzy1djUaTnp5+4MCBkSNHfvbZZ35+fp06dZo/f/7Vq1eNmL38ww8/dOnSpVatWoGBgcOHD9+7d69MJqswECxdBJYuU4qLi2NiYlq3bq37vPn7+69fv96gcz3Z717eunWrbveyQCCYMmUKw+5lGNOdMmWKVo9lzZo1x44dW6XGdNPS0pYvX96kSROt7mV/f/9Fixbxp3t58eLFcIYgHS8vr0WLFhnavZyenr5x40bdMd2uXbta0JhurVq1tMZie/ToYeiY7pIlS7TGhm1sbLp163bhwgWGgVSqdD8WFH3GtUwmM2jmOR2Yvi6VSvPz84uLiz+9dbpmVAmWrknI5fKYmJjg4GBd6fr5+fFcuhRFPX/+/JdffgkODq5Xr569vX2NGjUCAwNHjRp1/fp15gse1Gr1s2fPNm7c+OWXXwYGBjZu3Lhv375r1qx5/Pgxk4VDn4x0i4uLb9++PXfu3LZt23p6egoEAk9Pz5CQkFmzZiUmJlbY58HaRKqkpKTp06e3aNHCy8sLTaSaNm3aw4cPmWQRPViNRpOVlXXs2LHx48cHBwf7+vq2a9duxowZFjR7WSqVbt++fejQoU2aNPH09AwNDZ05c+a9e/cMnb2cn5+/Y8eOYcOGNW3aFMKZMWPG3bt3eTV7ubLrQ0OxIOmaESxdk4Du5WHDhmn1sDk6Ovbp0+fEiRN87l6GL7x+/TouLm7Hjh0REREbN248evRoUlKSQTUOoFKpioqK8vPzYbGmHt1qpeuTkS5FUXK5PDk5OS4ubuvWrWvWrNm6devp06f/+eefCqcuU+wuGUpJSTl58uTWrVsjIiK2bNly4sSJ5ORkhk+KbrCwTpfeWmKe1dxKF1Cr1cXFxfn5+VKpFNYZ6/+Vj2Usw3A+Bpvdy4bWimhVt0FLM5jUPxYhXegPkMlkeXl5eXl5+fn5WosADY0tlq5JfPjw4cCBAzCRyt3dXSQSeXt79+/fPyoq6t9//+XzRCqEGfdJMIJPSboobkbkJ382x2CzPcQH6fIElsd0Gd5lpVL56NGjo0ePbty4cenSpbt27Tp79uzbt28/dq2h+uG/dBUKxcGDB8PDw5s1a+bu7i4QCBo3bjxhwoTr168b0TihsHRNhyRJsVh89+7dAwcOrF+/fu3atdHR0YmJiWjJEPMI8HMbSFP2G2LCpydd48DbQGLpsildJigUimvXro0cOTIwMLBGjRr29vYNGjRo3br14sWLmcySqxCLkK5YLG7Xrp2tra2jo6Ojo6O9vb21tbWNjU1QUNC+fftKSkp0Y1JhbLF0DUDP+x1sjmFoDwwdvkmXJMmsrKyjR4+OHz8e9hvq0KHDjz/+eOHChfz8fHNlLJYuwOGBB2QZWp+rVCroLzVxf0Q9WJB00a9U0tsMD6Wbnp4+ceJENzc3rQkr/v7+u3btMjFwykKkK5VKJ0+ePH/+/CdPnuTk5CQnJ69evdrb2xtiCyXNoKzG0uURfJPuu3fvNmzY0KpVK/pyIAcHh9DQ0JiYGDRHTM+vfKzSp3/Of+lqtfWNPolFP5wf7YeqP8ir7Ozs9evXDx482M/Pr06dOr17916wYMHTp08ZTkxliAVJt7LhoXSfPn3asmVLojwmTZpk+lusRUiXJMni4mL6G6dGo5k4cSJBEM2bN2e4i4hWgFi6fIFv0n306NGYMWN0V2HWrVt3wYIF//77rymBI/gsXY1Gk5GRcejQoTFjxgQHB8Naxrlz516+fJnJMkSD4FX3clpa2uzZs4VCIX0NTPXq1b/66qu7d+8aF2a5YOkieDiRyjjpMi94FiFdXcRi8eDBgwmCGDJkCOwng1u6WLrmke6VK1dCQ0N19xuqXr16eHj4kydPTAkcwWfpvnnzJjIyskWLFvRdexwdHXv16nX48OG8vDxDA9QDr6R7+/ZteJS0qF279s6dO40Ls1ywdBE8bOmmp6dPmDBBd5dHf39/sxQDi5OuWq1+/fr1hAkTqlevHhwcfOHCBebHqSGwdHkE36T76NGj0aNHCwSCKtvSvX///siRI3UrnQYNGvz666/gNnPBK+mePHnS1tZWV7pWVlZz5841LsxywdJF8FC6JSUlV69e/fbbb5s2berh4WFvb1+/fv3g4OBFixZVnYlUiMzMzA0bNrRo0cLJyalr167nzp1DVYqhscXS5Qt8k+67d+/Wr1+vO6bbrVs3+pguw+jp/wI/pRsfH9+5c2fdtr6dnd3o0aP//vtvQwPUA6+ke+vWrXJbul5eXjt27DAuzHLB0kXwULpU2ZKhI0eObNiwISIiYufOnWfOnHnz5o3+vutPsnt57969UBX89NNP6enp9Ohh6WLpmke6Go0mMzPzyJEj48aNg/2G0GmpMHvZ0EdLT/z5Kd0//vjj22+/rYIt3bS0tFmzZgkEAq39EQcOHHjnzh3jwiwXLF0ED8d0EQYtPf9UpRsdHe3i4lKzZs3bt2+bEg6WLo/gm3QB3d1ZjZ61WG58+CzdtLS0NWvW6I7p9uzZ89Me04X9HdetW/fNN9/4+vp6eXn17t17/vz5f/31F569XEnws6VbqViWdJVKZVFRUVFRkYkZi6X7f2g0GnQKPVcLOjmULrzJqlQqoxcZUxSlVquZLK3RShefpavRaD58+HDw4MHRo0e3atXK19e3Y8eOc+bMSUhI+LRnLwOwTjcvLw/2NdRap2uW5GPpIriSLkmSarUaWrG6j79B5oNwmO9VYFnShcehuLjYREFg6VKlpaWpqannz5/fvn17ZGTkli1bTp069ezZM4O2TTYLnEi3oKDg8ePHx48f37x589q1a3fu3Hnp0qW0tDSDZuVpNJr3798fOHDgu+++a9WqlZ+fX5cuXRYsWHDt2jU4JsxCu5cBc53Eoh8OpcthhxBPpEuWbW4D4jE0AghoDBUUFBQUFBQXFxu0TSAn0s3Nzb1y5cr+/ftXrly5evXq2NjYmzdvGnrYFIRz9erVmJiYFStWrFq16sCBAzdu3IB6TA+WJd3o6GgnJyeRSIS7l/8/RkhXoVDcv39/4cKFHTt2rFOnDpwM07p162nTpsFaTPPEnRnsS1cqlZ49e3b8+PEtW7asVauWSCSqX79+aGjoihUrnjx5wty7cCB2YGCg1oHYYWFhx48f1//ssS9dDh2jB843x0BfYDNzOJcudGZcv359796969at27hx48GDB+/fvy+RSD6WD+VmkVKpfPDgwYoVK3r37t24cePmzZt/8803UVFRz58/Z2hx9qWbnZ29a9eubt26+fr6Ojs7u7q6BgQE9OvX79ChQwYNneTk5Ozevbt79+5+fn4Qjr+/f9++fWNjY6VSqZ4LLU66jo6OQqHw1q1bpoRT1aX7/v379evXBwUFaZ3B7u3tPX/+/JSUFPPEnRnsSzcpKemHH36oU6cOPe22trZt27bduXMnrPtmwq1bt4YOHap7fru3t3dERIT+TVv439JlB/ZbuvS2nYmPtFKphA0j4ThV5q9r3EpXo9GkpqZu2bKlf//+3t7eIpHIw8OjSZMm4eHhhw8frjAQ9LuwtGbkyJHu7u6o8FtZWdWvX3/mzJlJSUlMvMv+ebqXLl3q2LGj1uT8atWq9e3b9/79+8x/+vLly506ddINp3fv3vq3UrEs6SoUitzcXKlUatw5B4iqLt3k5OTJkyfrbi5qa2v79ddfm9iNYCjsS/fixYu9e/emN0+BWrVqzZ07Ny0tjWHM4+Li2rVrp7u0xtHRcfz48S9evKDHVitWXEm3tLS0qKgoLy+voKBALpeb+CCZDpt7L+fm5t6/f//gwYMbN25ct27d3r17r1+//v79eyN6VjUazbt371auXPn11183atSofv36AwYMWLRo0YsXLxiezgt/cCJdmUx29OjRXr16OTo60sutSCT69ttvmR8jk5+fv2vXrlatWmmV/2rVqoWGhv7+++9Mtq1mX7pbt27VSjjg4eGh+wTpYfv27U5OTrrhuLu7HzlyRM+FliVdc4Glmzx58mTd/R9sbW0HDRqEpcsw5pbV0lWr1UlJSXPnzu3Vq1edOnUCAgL+97//bd68WU+PIguw1r0My8DCw8NhxwORSNSoUaN+/fpt3rz5xYsXhno3JSVl4sSJWrfezs5uxIgRSUlJFV7OrXRzcnLWrFnj4+OjK4w2bdocPHiQ4Zm42dnZixcvrlmzpm44sHkTkwOV2e9ejoqKKle67u7uRkvXysoKvXxj6ZZLVZfu+/fv161bp9u93KhRo3nz5lWF7uWpU6fWrl2bnvbq1auHhITs2LGDefdyuWO6Tk5O/fr14+GY7s2bN8PCwqpVq4aiamVl5eHhMX/+/Hfv3jFMstlhR7oqlerGjRujRo2id4QSBOHg4NCjR48jR44YOo/h/PnzTZo00a24GzVqdPjw4Qovt2jpot/Ny8vbuXNnuS3d7t27nz59mvOWLvqE/uGlS5c6dOig2y3cp08fQ7uXy+2m7tWr16fUvWwuqrp0S0pK7t+//8svv3Ts2LF27dpubm41a9YMDg7+4YcfLl++XOHsO/PCvnRzc3PPnj07bty4oKCgGjVqCASCunXrduvWDSZSMT/KTaPRpKenx8TEjBw58rPPPvPx8enUqdP8+fOvXr0Ks5crjD+b0t28eXO5jZI2bdoYVNeYF3akq1Aojhw50rZt23I1uWrVKuZvWsDu3bu1XlgBa2vrlStXVng5H7qXe/bsqdu9PGLECObdy2i7RK1XmXr16vFkTLdcsrOzd+7c2bVrVx8fH5gA5efn17dv34MHDxo6kYo+IcvFxcXX17dPnz6f2EQqc1HVpUtRlEKhSE1NPXfu3LZt29asWbN58+aTJ08+ffoU7j2bcLVkKCkp6dixY5s2bYqMjNyxY8fFixcNXTIEGLe0hn3pTps2TXf4mSAIJyen8+fPM/n1yoBz6TZs2NAI6Z4/f75x48blhnbo0KEKL+dWujCRavPmzWFhYY0aNaJPpDp06FBGRgaTHwVKS0sfPHiwfPnyXr16BQQEBAYGfv3111u3bk1JSeHt7GWKoiQSyeXLl/ft2wdLfWJiYm7cuGHckiFYeoTCSUxM/MSWDJkLLN3/w6B9zioJzjfH4CT5/GnphoSEfPItXeheHjlypEgkoqfdwcGhe/fuhw8fNrTCTU5OHj9+vNY8Gjs7u/DwcP6P6VJlS4auXbu2Z8+etWvXbtiwITY29t69e8YN8CuVysLCQpjFXVRUxM91ulqfk4ZvavGxYD/hzTHoUTU9KCxdvsDPbSArG/ale+PGjX79+mmN6bq7u3/CY7r0vzMzMw8fPhweHt6kSRN3d3eBQNCwYcN+/fpt2rSJPuWY+dvq27dvV6xYMXDgwAYNGtSrVy8sLGzRokWpqalMWnicSxeFoGdXJnbA20DyWbpmBEuXR2DpsiNdtVr96NGjOXPm9OzZ08vLy8/Pb8iQIZs2bRKLxRyu5WV5ydC9e/diY2PXr1+/du3aPXv2XLt2zbglQwDsxAQbRhYVFTGfDcAT6fIBLF0sXSxdtsHSZUe6gEKhKCwslEqleXl5hu7YVxmwvDkGbDZueqeiiWDpIrB0sXSxdNkGS5dN6fINHh54UCGm/wSWLgJLF0sXS5dtsHSxdC1LunSM+zksXQSWLpYuli7bYOli6VqudI0DSxeBpYuli6XLNli6WLpYuli6WLoUlu5/sUjp8r/8UR+RboUxx9JFuYSP9mOyZIgh7GQRli7CdOkGBQVVcen6+/t/MtKlJ5/X0v3iiy8Ighg7dix8AnHVaDSlpaX8L4Ig3c6dO+fn51Nl90apVOqPOfrXixcvwtbHMTExWv/EN9ATpdFooPylpqaCdH/99dcKr0VFEP4uKSmBPXJPnz6tJV3Y9APN1OVthlAU9ezZMy8vL4Igli9fbtCFKFEg3YCAgLS0NIq7B5U59NdKkK6trW1iYiJFURUuXkIFgH7s/JQpUwiCaNWqlSVKNyoqiiAIV1fXe/fuUbSiSzEzUGZmJjQ5Jk6cCJ9AAeDnKyYC1QODBw8mCKJr166wPYsR0X7z5k3Tpk35L11UF6nVarRwoLS0tE+fPgRBhIWFQW1WUlICX0NFnf37yEi6ISEhBEGMGzeOhQiZnfDwcIIgOnXqJBaLKYqC+2FQSxc2fEDStSBevnzp6+tLEMRPP/1U4ZdRVaJUKhUKBbLLsWPH4LXj9OnTlR9lM5OamlqvXj2CICIiIuATQ2tM1NJ9/fo1CqFS4mo+0Cv/rl27CIJwdHS8cuVKhVdBhQXvUvT1TjNmzCAIomXLlhKJpBIjXTls27aNIAhPT084JABuPXgXUqr/8oyMDGjpTpkyhZX4mhlo6Xbv3t0g6dK/lpaWFhAQQBDE/PnzKzeulYBGoxkwYABIFza+RvUblHBO3qErlm5OTk5wcDB0L8P6y6ysrMzMzJycHIlEAucP5/IS2FXgm2++obd0S0tLS0pKmO9XEB8fD8rZvn27VCoVi8W5vEyyVCrNzs5+//49/K9YLJZKpQ8fPmzQoAFBEAsWLKgwpVAcVSoVlEVUcZ88eRI62KOjo6VSqUQiycjIyMrKyi3Lh8zMTIlEws88uXv3LnQvr1q1CpIDXmF49ymK+vHHHwmC8PX1ffLkiVQqRcnkYXoB9FRKpVLoXLWzs2PYvUySpEKhgDKAKqOpU6cSBBEYGJiSksLbVOsCObBq1SqCINzc3KB7GR58jUYDyawwQ9CY7tixYyFAeLLgWeNtsYeISSQSUE7Xrl0NOmuBoijUH/Dq1Ss46Gny5Mn08s8rsrOzs7OzocJHFZRUKs3MzOzevTtBEH379i0qKqLKegFR68LojWtMgZF0W7ZsSRCElZWVs7OzQCAQiUQuLi5ubm7wh7OzsxP/cHFxEQgEzs7O0E4NCQmBYqdSqaBO0ZNkeOWH71y8eBHOe7Gzs4OU8jnJbm5uzmU4OTk5ODhAz/CcOXP032X0+k/veIGn7vTp0yBdyAEXFxfIAThBxc3Njet0fxTIBMiBJUuWoJRSFKVWqxlu3DF9+nQIwdHREVLt4uLi6urK2zKA7o6zs3P16tWhe/natWsVphS9bGk9IxMmTEA5wHX6DAYefzSmi1q68O5VYSsnPT0dOletrKwgQMheKPm8LQOopoInt1OnTjCmC30YetILdx/VABRFpaWlQW+ZjY2Ni4sL14n7KFD7QQzhIYVMgBzo06cPbOiGRhbg7kNRZ1IPmJGKpSuRSEJDQ4VCoZubm6OjI6p6IKmOfAWy3tHR0c3NTSgU9u3bF02kYtKthLhy5Urt2rWFQqGLiwsEC/eV6/SVAxQ1etycnJzc3NwEAsGKFSsqTKmWcVGtdP78+Ro1agiFQqhrBAKBbnHnZ4ZAGRAIBEKhcO3atfRkKpVK/TMSUI38888/C4VCDw8PZ2dnBwcHVK54C7ojDg4OQqFQKBTWr1//5s2bFEVVWL/ARA14/UL5M2fOHIFAIBAIuE6ZMUCJ9fHxefjwIUVRqB1fWlrKZDpCRkZGjx49BAIBvFyiYHWfNf4AcYO/ofYbMGAAwyM3VCpVaWmppgyKot68edOuXTuhUOjq6srP9DqWKcmx7JF3cnJydXUVCoVQAQqFwqFDh0J51hrR52n3MkmSBQUFOTk50LMKQA+zRCLJysoSi8USXoJiK5FI8vPzUW1bYdWDXvlh81t6P4ZEIhGLxfxPMiAWi9PT07OysuRyOcMCAU1AKJFFRUUlJSWlpaW5tE5LCBb+C6WCt2UAYiiRSHJzc+F0GtStxHD+l0ajKSoqgqAkEklmZmZ2djYqCfwE4paZmZmVlQWfSKVSJnMe4RBJ1McD76YkSUql0oyMDD4nWQ/Q95iRkQEuQamDjvSSkpIKC0BBQcH79+8hB7TgOnH6oMczLy8PxtTIitb4wdt2aWkp+nJpaWleXh563rlOVvlA9zLEEN0XqKzgb5lMplarCwsL4WhU1KiosAaoDCqWLsBJM9y8wOtthX3LCLlcXuEzaSkwmTiGppip1Wqojz6WV5wMhJiOSqVCVQ8cuWhcODxfmkwZG0P0rolagfyfMmYQqHGDWvNMngt24lbZaDSa4uLiCss8GBfKD/QGsRI781NuHQUKQBOYKQb97ZUBo5YuxEypVMKLMHxOf23kJ2i6BOpSRoudmNRKqI+F/u7P3NmcoBU3rVd7/RdC0lBLVyuvSJKEtxD6HASyjEpNlClAd0W5S0QMfRGBbIGpj5UbadNQq9UlJSVodBbSjuaP6LkQFW+FQoHSSH9q2Ii9uUEJRy0bWA6H5mnrv5zeKtLKPZ4Xe60eCyYFAEDfKX4r3gAAIABJREFUoT/dTDoIOYSkgc6RVKvV6D0DVWj0Xkw0UZ/l2DJt6QJ8LmflYnER5jM89+vHsMQ4m4iJSbbQG82cTzt1GISeG81hGTBMuhgMBoPBYIwGSxeDwWAwGJbA0sVgMBgMhiWwdDEYDAaDYQksXQwGg8FgWAJLF4PBYDAYlqi60iVJUiaTwREO0v+Sl5en+yFP0IqYTCajr6vjNksZUlRUxFXuGQTKanqew9/5+fkWsUNIaWkpN3lnIOVmNYLnC6PlcrmeFPEQiJtWqebzMtxPjKor3fz8/H79+olEIpFIhHaTdnZ2hr06+bm1NzpvAI5zEIlEvXr1ysnJoSgKtjbkOlPLB63Nh//9/vvvRSIR7ObKzy3jnZycYKNpONsAxdPZ2RkKTMuWLV++fMltrpYLfRMYiqJiY2MhwrzdnR9ApRry3KnsSYTI79+/n+t81cfixYuhPKNzJiAtXGdq+aDDANDJDSKRqG7dunDisqW8uFs0VVe6Uqm0Xbt2cHwKetTheAAnvu7rjR6bGjVq2NrawimncLQ4n7fKgt3XUHvlf//7H0EQ1tbWtWvXRqdo8BAnJyeoTNH28S4uLnBuT/369V+8eMFtrn4M2JGKpB1iTxBEjRo1PDw8uM1P/bi5ubm7u6NTBGD/eoj87t27uc5UfaBzqOzt7R0dHeHVgePc1IsT7ZASOIXJxsbm/PnzXGdkVaFKS7dbt24EQQwaNEhStk18dnY2bJnNW2DPcalUOmrUKIIggoODxWIxRVGwXy7XmVo+WoeiDx06lCCIdu3avXr1SsrL4zkBiUTy4cMHODYAnXOwYMECgiDq1q37/PlzbnO1XGC7StSpANKtXr36qVOn+JzVubm5WVlZGRkZkNVwosb58+ednJwIgti1axe3uaqfefPmEQTRsGHDx48fc52LBrNlyxaQ7pUrV7jOyKpC1ZVufn5+x44dCYIIDw/nOi7GMH78eIIgPv/8c5AuJ5uIMgcdmEGSJEi3e/fuPB+rK5clS5YQBFGnTh1+Spcq224a/gbpOjg43L59m9tYGcGdO3fs7e1529JFL5EgXR8fn/fv33MbJSOIiYkB6V6+fJmy2LNMLIuqK93c3Nz27dsTBDFixAj4BO2XDfvFcxu9cqFvijt69Gho6WZlZVEUxfPDJ+g75kP3cpcuXfLz87mNlX7QMdfo3BWKohYtWsRz6ZK0U0JRS/fq1atcx0sf6FwBOFQOPrx58yZIl+ct3VmzZhEE4evrC8P8kBDe1iEqlQqOt4P/hRJiY2MTHx9P4TFdVqi60s3Pz+/QoQO9pQutMYYnrXICnPUEf48ZMwY6aWEiFZytwWnsPgrkJ2rpDh8+nCCIbt26MTxYmyvAuFqD5b/++iufx3TRiVJQTqKjo2Gs8fr16xzHrCKgbNNfK2/cuAHS3bNnD7dxKxcUTxhx8PHxefXqFVX2rsbbOgTFDf67d+9egiDs7OzgtYy3dcinBJYuMXLkSChq9IOfuI5d+aAHRq1Wg3RRS5e3cQborwvQ0u3evTu8LvATsuysQ6VSSW+1QEu3Xr16vG3p0g+ghHaMs7PzxYsXuY6XPuCVERqIaO3KlStXBAIB/1u6c+fOJQiiSZMm//zzD0VRcF4vb3ueyP8eJr17927oC8FjuqxRdaVbUFAA0h0+fDh8QpYdu0s/KZZX0E8ABem2bt36w4cP3OWiAaBDbVH3MrR0UcuAh1C086QhFTxv6QJkWWc+asdAS5fPWU3+9/BXiqISExP53NJFgHT9/PygpUvR+hv4CUVrpkNfCJpIRfLyReETA0uXGDZsGHzC/wKHnhmqTLqff/45tBfp/8RD6NFD0i0sLGThd80bDkiXz2O6FC22aEzXoO7lyi5L+gNH/5qYmGhnZ8f/li5MpPL29n79+jXF+ycR+Jh0MSyApYulywZcSddcVCnpcguWLgtg6XIIli6WLhtg6bKJ6dKFgWGlUklf9WscGo2mpKSkoKAgLy+vsLCQPnW2XLB0WQBLl0OwdLF02QBLl01MkS5JkikpKadOnYqKilq6dGlUVNSpU6eeP39uROkiSTIrK+vYsWPjx49v3bq1n59f+/btf/zxxwsXLuTn538sQCxdFsDS5RAsXSxdNsDSZROjpavRaJKSkqZPnx4UFFS7dm17e/vatWsHBQVNnz790aNHhjZ509PTN27c+Pnnn9vY2BBl2Nvbh4aGxsTESCQS/ZHH0q08sHQ5BEsXS5cNeCJdkiRh8RL0mjLPsSoiXZlMtnjx4tq1axP/xcvLa8mSJYber6SkpLFjxwqFQq3Q6tatO3/+/H///Vd/5LF0Kw8sXQ7B0sXSZQM+SFcsFickJOzbt2/FihVr1qyJjY29desWxKHCrKsi0s3JyenTpw9RHv369YMNR5lz9erV7t27W1lZaQVVvXr14cOHP378WH/ksXQrDyxdDsHSxdJlA86lm5WVtW3btq5du/r6+sJxUgEBAWFhYUePHmWyGyWWrhHSffTo0ZgxY3BLl4dg6XIIli6r0jXxJ7B0jebChQtt27bVanXZ2toOGDDg4cOHFV5eRaQrk8kWLVrk5eWl2728aNEiQ+9Xenr6hg0bdMd0u3Xrtn//fjymyyFYuhyCpYtbumzAuXQ3btwI2xtp4enpefr06QovryLS1Wg0Dx8+nDZtWlBQkJeXl729vZeXl9ETqTQaTWZm5tGjR8eNGxccHOzj49O2bduZM2fGx8fj2cvcgqXLIVi6WLpswAfpQg2OpasfjUaTnJx84sSJLVu2REREbN269cSJEykpKUaXLvo6XZlMplAo9MsbS5cFsHQ5BEsXS5cNOJdufHx8SEiIbvdy//79cfeyLmbcHMNQsHRZAEuXQ7B0sXTZgHPpZmVlRUVFdenSxcfHByZS+fv79+vXD0+kMhoQM2BGMWPpsgCWLodg6ZpZuiRJolaC2Y/3wtI1hZycnISEhN9++2358uWrV68+cOAAWjKEIvmxa6uOdJmUopKSkpSUlDNnzkRFRUVGRkZFRZ05cyYlJaWkpMToOOtGAEu38sDS5RAsXfNIF64tKiq6c+fOwYMHIyMjV6xY8dtvv126dCk7O9s8McbSNUc0YHMMQ1+Jqo50K6S4uPjmzZtz585t27atl5eXQCDw8vJq27btnDlzbt68WVxcbGL4WLosgKXLIVi6ZmvpFhQUnDhx4ssvvwwICBAIBE5OTj4+Pp07d96yZUtGRoY5ooylywbl5mQVlO7HitPr16+XLl3auHFj+gC5lZVV48aNIyIi0JmyRoSs9a9YupUHli6HYOmaTbpPnjz56quvtKbIWllZffHFF3FxceaIMpYuZ1RB6VIfeSIePXo0atQoJycnrXngTk5OI0eOZDIrjeGPYulWHli6HIKlazbpnj9/XnfTWpgiu2rVKnNEGUuXM6qIdJkUISxdLbB0MQaBpcuGdFevXm2OKGPpckYVkS4TXr9+HRERodu9HBAQsGTJEibdy/rB0mUBLF0OwdI1Z/fywIEDdbuXW7dujbuXsXTZhIWJVLNnz27btq2np6dAIPD09Gzbtu3s2bNv3rxZVFSkJ1ZMiiiWLgtg6XIIlq6ZJ1INGDDA399fIBA4Ojp6e3t36tRp8+bNaCKViT+BpcsVWLp05HJ5cnJyXFzc1q1b16xZs3Xr1ri4uOTkZLlcbnrgWLosgKXLIVi6pkqXfhUsGYqNjV2zZs3y5cv37t2LlwwBWLpsUnnSpd/HStq1CkuXBbB0OQRL1/ybYxi3EpRh4Fi6nFAFpYtKMnOnllsIDQ0HS5cFsHQ5BEvXSOly8mhVZelW0qaDDKlq0v3w4cP58+f37NmzbNmy9evXHz58+M8//1QoFIbG5MOHD/Hx8Xv37l22bNm6desOHTp07949/RtXYemyAJYuh2Dp4r2X2cAU6epuOmjGEUSGVCnppqWlrVq1qm3bto0aNXJwcBCJRE2bNh06dOiFCxcM2nDq7du3q1evbteuHQqnSZMmQ4YMiY+P1xMOli4LYOlyCJYuli4bGC1duVx++/btefPm0TcdDAkJmT17dmJioumbDjKkSkn3wIEDzZo101r55uzsPHLkyJcvXzIP59ChQ82bN9ddzvvtt9+mpqZWGHks3coDS5dDsHSxdNnAaOmmpaWtWLGiadOmuqtCFy9ebPqqUIZUKenOmTOHKA9/f/+7d+8yD2fBggXlhuPn53fnzp0KI4+lW3lg6XIIli6WLhsYLd3Hjx+PHj3a2dlZq+J2dHQMDw9/8OBBJUf8/6hS0p07d+7HZImky6SwfUy6vr6+WLrcgqXLIVi6WLpsgKXLJiZKNyYmRrd7GbqF6d3LFZa3gwcP6nYvOzo6jhgxAncvcwuWLodg6WLpsoEp3cvLly9v0qSJVveyv7//okWLcPdyuZg+kWrlypUhISENGzZEE6D+97//6Z8Apcvbt29hQhYKp3HjxoMHDz5//jyeSMUtWLocgqWLpcsGRku3uLj49u3bcHor2nQwJCRk1qxZiYmJejYdNC9VSrokSb5///7cuXO7d+9eunQpLPW5f/++niVDHyt779+/h6VHS5cuXbt2LX3J0McuwdJlASxdDsHSxdJlA6OlS5W36eDp06f/+ecf1qYuU1VMuoBGo6Fv82J0HLTCqbCUYumyAJYuh2DpYumygSnSBSpp00GGVEHpcgWWLgtg6XIIli6WLhuYLl1uwdJlDSxdFsDS5RAsXSxdNsDSZRMsXTbB0sUYBJYuli4bYOmyCZYum2DpYgwCSxdLlw2wdNkES5dNsHQxBoGli6XLBli6bIKlyyZYuhiDwNLF0mUDLF02wdJlEyxdjEFg6RLh4eFcx8UYxo0bZ9HS7datW2lpKbexMoIlS5bwX7oIJN3bt29zHReDuXPnjgVJ18fH5/3791zHxWBiYmJAulevXuU6LlWFKi3djh07EgQxaNAgqVQqlUpzc3Ol/CY3NxdFcsSIESDd7OxsrvPSMEC6HTp0SE9P5zY/jQAOA2BBuoa+QqHvkySJ9qDYvXs3SPfs2bNc55zBnD17FqS7c+dO8+ev+YAi0bBhwydPnkj/+5DyFhTDrVu3gnQTEhK4zsiqQpWWbqdOnQiCsLW1FVkgUB+1atUqPT2d67w0AIVC8c033xAEUa1aNaFQyHUuVoy7u7u7uzv6XwcHB6hhedvSLSkpyczMhK77LVu2wG7VLi4uHOYhc+hZ7eLiApHftGkT15mqDXqz0Wg006dPJwjC2tpaIBBwmHXG4eTkRBCEg4PDwYMHuc7UqgKWrmXTunVraOnyvHsZgaRr0TRo0IC30gUfKJVKiqI2bdrEdVaZgQ0bNrCQacZ1LZAkOW3aNK5zyFQcHBxiYmIqJ2sx2mDpEra2tkILhOWWrrmMTm/pCgQCrnPRYOzt7YlKli5DAej/DuyWjFq6zs7OXOecwaCW7saNG82Wuaahm+ckSaKWrqurK9d5ZjCOjo4EbumyiwVIV6ugm6v2RxOpBg0aBMMwEokkl99IJBIUyfDwcMICx3RJkkRjuu/eveM2P5mDsn3OnDmE5UykQmO6Z86c4TYDmYOy+mNjunzr1EFjuklJSbn/fUh5C4ohvJZVq1YNj+myhgVIt5L4xGYv8xbd+hHPXmYNPHu5QtRqdX5+Pn2SUV5eXkFBgUwm03OUIR08exljEBYmXYVCkZeXJ5VK5XK5iW+7eJ2uWVCpVHBH6HVWfn5+UVER/Tw4vE7XdDQajVwul8lkeXl5kMkymUwul+ueu6e1TtfW1jYxMZHl2BoNy+t0U1NTg4KCRCKRm5ubk5OTs7Ozu7t7o0aNOnbsOH369Li4uJycHP1PFl6nizEIS5JuRkZGRERErVq1hELhyJEj//rrL1NCw9I1C/fv3/f29haJRK6urk5OTk5OTgKBoEGDBr169dq1a5dEIvlYSxdLlzkajebt27d79uwJDw9v3rx5jRo13NzcatWq1aJFiyFDhkRFRf39998qlUr3QgvdHANymx3pJicne3l5waCsIw17e3tbW1t7e/sOHTqcOnUKJqaVC6+kC9PoVCqV/hMwsXQ5xAKki8rHpUuXWrRoAXMratSosX79ej2XVFju2Zeu6eHzULq3bt2CuRg2NjaowrK1tbW2tvbw8Jg+fXpubi5l7pZuuSktNwcqzBOGmcahdOVy+d69e5s1a2Zra2tra+vg4EB3g5OTk6Ojo7+//99//60bWwuVLvzBjnRTUlLq1KlDEMT8+fNhmPPDhw/Pnj07duzY2LFja9asSRBE/fr1t23b9jGH8US6KpXqzZs3ly9f3r1799q1azdv3nz06NFHjx7l5+frfhlLl0MsQLqAWq2OiIiwtrYWCoWenp5WVlZfffWVKXOIKkO6BoVQriH0h8BD6d65cweku2bNGqizMjIyLly40KVLF4IgAgMD3759S5lbuuzDlXTVanVkZKRQKISpOvPmzbt58+a7d+9ycnLevXv34MGDgwcPhoeH9+zZMzk5WTe25pWungKmv/gZVNS5ku7SpUu1olFSUnL37l1Y49CuXbtr166V610+SFelUj179mzNmjU9e/asX7++UCisWbNmixYtxo4de/r0aYlEovV9LF0OsRjpJiYmdujQQSgUfv/993PnzvX29m7YsGF0dHRJSQllVEFns6VrrueQz9Lds2cPPZ6TJk0Cs3748IEyk3QrI418bulqNJr4+PjWrVsTBNGpU6c///xTd+oZSZJyubywsFBrBB3+wC3dCkHSXbx4se6/ajSauLi4Fi1aWFtbz5gxo6ioSPc7fJCuRCLZu3dvhw4dIMcQXl5ekyZN+vPPP7WihKXLIZYhXZIkf/31VysrqyZNmly/fj01NfWrr74iCKJ///66jV2GhR6P6ZoFeksXJlKlp6fHxMQEBgY2adLk2LFj4AmjpVsZ7yt6vlPhP7EpXblcPmPGDBsbm2bNmp08eVLPEJ0WZpEuSZIajQZGB9VqNfNf/1hoHxtr/JgPuJUuikZBQcHgwYMJgujZs2deXp5uCHyQ7rt3737++efatWtr7XphZWXVvXv3c+fOfSzPsXTZxzKkm5KS0qNHD4Ighg4dWlxcTFHU8uXLrays6tevHx8frzt7kwkGSVetVsvl8oKCgry8vKKioo+tdSk3BN2HEOoypVKpf7KD/qD4I13o/LSzs4OJVI6OjjY2Nra2tqNGjXrx4gUkkIXuZdNzgG/Slclkffv2JQjiyy+/1Ooh1J9SU6QL1xYXFz979uzUqVNbt26NjIzcvn37+fPnX758acQqL6VS+erVq4sXL+7YsSMyMnLLli0nTpx48uTJx+4+T6RL57vvviMIom3btjBBQQssXYxBWIB05XL5qlWrPDw8mjRpcvz4cfjw3r173bt3d3BwGD16dFpamhHBMpQuSZJSqXTbtm3Dhg1r3Lixl5dXz549Z8+e/eeffzKRve5b/PPnz0+ePBkVFbV06dKoqKhTp049f/6ceScnb6Vra2uLZvc4OzvDfJ/g4OBz587BzE8TpUuSZGlpaVFRUUFBQUFBQblLZQxCoVDA8hsmobEpXXQr0aZpw4YN0725TF4RjGvpymSyy5cv//DDD8HBwZ6engKBoE6dOp06dfr111/v37/PcPUqUFpampSUFBER0bVr17p16woEglq1arVq1WrSpEnx8fH65/jwRLr5+fmwh1qvXr1429KVSCR79uzp0KGDra0tXbqenp4TJ07E3cu8wgKkm56eDlXP119//erVK+jDzMnJ+eWXX2Aas3F7qTCU7ocPH3755ZeaNWtaWVmholytWrVevXpVWEx1G7hJSUkzZswICgqqXbu2vb197dq1g4KCpk+f/ujRIyZNXn5KV2siVW5u7tu3b3/77TcYjGzfvv3Dhw/plxgqXRi2vH379qJFi0JDQwMCAoKCgoYPH75nz560tDQjuj1VKtWtW7emTZvWtWtXT0/P5s2bjxgxYu/evYWFhR/LQ65aun369Cm3pasfE6WbnJw8f/78Ro0a0atvGxubli1brl+/HgbpGZKVlRUVFdW6devq1avTQ6tXr97MmTPLX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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα ακολουθεί;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Δεν μπορώ να απαντήσω</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
1<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">
</span>Παρατηρούμε ότι οι εικόνες 2, 3 και 5 παραμένουν αμετάβλητες. Στις εικόνες
όμως, 1, 3, 5 παρατηρούμε ότι οι μαύρες κουκίδες αυξάνονται κατά 1 σε κάθε δεύτερη
εικόνα. Οπότε στην 1<sup>η</sup> εικόνα έχουμε 5 στο πάνω σχήμα, το οποίο γίνεται
6 στην 3<sup>η</sup> εικόνα και 0 στην 5<sup>η</sup> εικόνα, επομένως στην 7<sup>η</sup>
εικόνα που ψάχνουμε θα έχει τον αριθμό 1. Έτσι, αποκλείουμε Β, </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> </span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">και
</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">.
Για να σιγουρευτούμε παρατηρούμε ότι το κάτω σχήμα της 1<sup>ης</sup> εικόνας έχει
2 κουκίδες, στη 3<sup>η</sup> εικόνα έχει 3 κουκίδες, στην 5<sup>η</sup> εικόνα
4 κουκίδες και επομένως στην 7<sup>η</sup> εικόνα που ψάχνουμε ο αριθμός θα είναι
5. Επομένως η σωστή απάντηση είναι η Α (Εικόνα Α).</span></div>
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<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0tag:blogger.com,1999:blog-6993142631431806023.post-4691189790273664022015-04-24T04:26:00.002-07:002015-04-24T04:26:43.136-07:00ΛΥΜΕΝΟ ABSTRACT REASONING TEST ΓΙΑ ΕΞΑΣΚΗΣΗ (13)<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ποια
εικόνα ακολουθεί;</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Α.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Α</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Β.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Β</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Γ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Δ.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Ε.</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
Εικόνα Ε</span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">ΛΥΣΗ:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
1<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">
</span>Υπάρχουν 2 σειρές εικόνων: οι εικόνες 1, 2 και 3 και οι εικόνες 4, 5 και
η σωστή απάντηση. Τα τετράγωνα σχήματα στην πρώτη σειρά είναι σκιασμένα (2 μικρά
τετράγωνα και 1 μεγάλο), στην δεύτερη σειρά έχουμε 2 μικρά λευκά τετράγωνα άρα μας
η σωστή απάντηση θα έχει ένα λευκό μεγάλο. Έτσι, αποκλείουμε την Εικόνα Α, </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">C</span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> </span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">και
Ε.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Κανόνας
2<sup>ος</sup>:</span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;"> Στην πρώτη σειρά των εικόνων (1,2,3)
η 2<sup>η</sup> εικόνα είναι ο καθρέφτης της 1<sup>ης </sup>και στην 3<sup>η</sup>
εικόνα επαναλαμβάνεται η ίδια εικόνα με τη 2<sup>η</sup> αλλά μεγαλώνει το τετράγωνο
σχήμα. Επομένως, στη δεύτερη σειρά (4,5) η 6<sup>η</sup> εικόνα πρέπει να είναι
ίδια με την 5<sup>η</sup> εικόνα αλλά με μεγάλο τετράγωνο, επομένως αποκλείουμε
την απάντηση Β και σωστή απάντηση είναι η Δ (Εικόνα </span><span lang="EN-US" style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">).</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 10.0pt; line-height: 115%;">Πηγή: <a href="http://www.epsotraining.eu/" target="_blank">http://www.epsotraining.eu/</a> </span></div>
</div>
Lina Mylonahttp://www.blogger.com/profile/10172298696938972127noreply@blogger.com0