tag:blogger.com,1999:blog-58234187514943985322024-03-05T07:19:32.837+02:00electronAnonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comBlogger83125tag:blogger.com,1999:blog-5823418751494398532.post-46364300014495778152013-07-02T10:48:00.003+03:002013-07-02T10:52:14.879+03:00Ιστορία των μετρήσεων<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: #ead1dc;"><b><span style="background-color: #f7f7f7; background-position: initial initial; background-repeat: initial initial; color: #333333; font-family: Calibri, sans-serif;">Robinson, Andrew</span></b><span style="background-color: #f7f7f7; background-position: initial initial; background-repeat: initial initial; color: #333333; font-family: Calibri, sans-serif;">. </span><b><span style="font-family: Calibri, sans-serif;">Ιστορία των μετρήσεων</span></b><span style="background-color: #f7f7f7; background-position: initial initial; background-repeat: initial initial; color: #333333; font-family: Calibri, sans-serif;"> ,
μετάφραση </span><b><span style="font-family: Calibri, sans-serif;">Γεώργιος Ζαρρής</span></b><span style="background-color: #f7f7f7; background-position: initial initial; background-repeat: initial initial; color: #333333; font-family: Calibri, sans-serif;">· επιμέλεια </span><b><span style="font-family: Calibri, sans-serif;">Άννα Βλαχοδήμου</span></b><span style="background-color: #f7f7f7; background-position: initial initial; background-repeat: initial initial; color: #333333; font-family: Calibri, sans-serif;">,</span><span style="color: #333333; font-family: Calibri, sans-serif;"> <b><span style="background-position: initial initial; background-repeat: initial initial;">Polaris</span></b><span style="background-position: initial initial; background-repeat: initial initial;">,
2008. - 224σ</span></span><span style="font-family: Calibri, sans-serif;"><o:p></o:p></span></span></div>
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<span style="color: #333333;"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Οι μετρήσεις έχουν
παίξει καθοριστικό ρόλο στην οργάνωση των κοινωνιών, στη διακυβέρνηση των
κρατών και στην πρόοδο που σημειώθηκε από την αυγή του πολιτισμού. Μήκος,
επιφάνεια, όγκος, γωνία, βάρος, αξία, γλώσσα, και χρόνος ποσοτικοποιήθηκαν και
συστηματοποιήθηκαν για να σημειωθούν τα όρια της γης, να αναπτυχθούν οι
καλλιέργειες, να κατασκευαστούν παλάτια, να ξεκινήσει το εμπόριο αγαθών, να
επιβληθούν φόροι, να δημιουργηθούν αρχεία και να διοργανωθούν γιορτές. Με την
συμβολή της επιστήμης οι μετρήσεις οδήγησαν στο σύγχρονο κόσμο των αυτόματων
ταμειακών μηχανών, των τηλεπικοινωνιακών δορυφόρων και των σαρωτών εγκεφάλου.
Ρυθμίζουν, είτε μας αρέσει είτε όχι, σχεδόν κάθε πλευρά της ζωής μας, μέσω των
εξετάσεων, των επιτοκίων, των ιατρικών συνταγών και των σφυγμομετρήσεων της
κοινής γνώμης.</span></span></div>
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<span style="font-family: Courier New, Courier, monospace;"><span style="background-color: white; background-position: initial initial; background-repeat: initial initial; color: #333333;">Η "Ιστορία των
Μετρήσεων" είναι η πρώτη πλήρως εικονογραφημένη επισκόπηση που καλύπτει το
συγκεκριμένο θέμα. Σε αυτή την επιστημονικά έγκυρη μελέτη διασαφηνίζονται οι
ιδέες πίσω από τις μονάδες και τα όργανα μέτρησης και παρουσιάζονται οι εφαρμογές
πού βρίσκουν στο σύμπαν -στα ηλεκτρόνια, στη Γη και στους αστέρες -αλλά και στο
ανθρώπινο σώμα και στο νου.</span></span></div>
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Στο βιβλίο αυτό, που εν
μέρει συνιστά μια γοητευτική ιστορία και εν μέρει έχει επιστημονικό χαρακτήρα,
διερευνάται οτιδήποτε μετρήσιμο -από την θερμοκρασία, τους σεισμούς και την
ραδιενέργεια έως την μουσική, το αίμα και τις κοινωνικές συμπεριφορές- καθώς
και η καθιέρωση του μετρικού συστήματος την περίοδο της Γαλλικής Επανάστασης.
Είναι μια εξιστόρηση μέσω της οποίας ο αναγνώστης μεταφέρεται από τους γαλαξίες
-με την βοήθεια του Διαστημικού Τηλεσκοπίου Χαμπλ -στα σύνορα του γνωστού
κόσμου και στα μύχια του νου- με τα τεστ νοημοσύνης.</div>
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Όποιος ενδιαφέρεται για
τον ρόλο που διαδραματίζει η επιστήμη στην καθημερινή ζωή θα βρει εύληπτες και
συχνά διασκεδαστικές απαντήσεις στα ερωτήματα που τον απασχολούν και αφορούν
στο πώς μετριούνται ο άνθρωπος, ο πλανήτης και το σύμπαν.</div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Ο Αndrew
Robinson γεννήθηκε το 1957. Είναι απόφοιτος του Κολεγίου Ίτον (από όπου και
απέσπασε βραβείο ελληνικής γραμματικής) και του Πανεπιστημίου της Οξφόρδης,
καθώς και της Σχολής Ανατολικών και Αφρικανικών Σπουδών του Πανεπιστημίου
του Λονδίνου. Στα βιβλία του περιλαμβάνονται τα "The Story of Writing:
Alphabets, Hieroglyphs and Pictograms", "Lost Languages: The
Enigma of the World's Undeciphered Scripts", "Earthshock"
και "The Shape of the World: The Mapping and Discovery of the
Earth", που συνόδευσε μια τηλεοπτική σειρά έξι επεισοδίων που
προβλήθηκε σε πολλές χώρες. Είναι λογοτεχνικός συντάκτης του περιοδικού The
Times Higher Education Supplement. <o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;"><b><span style="color: #484848;">Τίτλοι στη βάση Βιβλιονέτ</span></b><o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">(2008)<o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;"><a href="http://www.biblionet.gr/book/138821/Robinson,_Andrew/%CE%99%CF%83%CF%84%CE%BF%CF%81%CE%AF%CE%B1_%CF%84%CF%89%CE%BD_%CE%BC%CE%B5%CF%84%CF%81%CE%AE%CF%83%CE%B5%CF%89%CE%BD"><b><i><span style="color: #993322; text-decoration: none; text-underline: none;">Ιστορία των
μετρήσεων</span></i></b></a>, Polaris<o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">(2007)<o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;"><a href="http://www.biblionet.gr/book/126732/Robinson,_Andrew/%CE%99%CF%83%CF%84%CE%BF%CF%81%CE%AF%CE%B1_%CF%84%CE%B7%CF%82_%CE%B3%CF%81%CE%B1%CF%86%CE%AE%CF%82"><b><i><span style="color: #993322; text-decoration: none; text-underline: none;">Ιστορία της
γραφής</span></i></b></a>, Polaris<o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">(2004)<o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;"><a href="http://www.biblionet.gr/book/86317/Robinson,_Andrew/%CE%9F_%CE%AC%CE%BD%CE%B8%CF%81%CF%89%CF%80%CE%BF%CF%82_%CF%80%CE%BF%CF%85_%CE%B1%CF%80%CE%BF%CE%BA%CF%81%CF%85%CF%80%CF%84%CE%BF%CE%B3%CF%81%CE%AC%CF%86%CE%B7%CF%83%CE%B5_%CF%84%CE%B7_%CE%93%CF%81%CE%B1%CE%BC%CE%BC%CE%B9%CE%BA%CE%AE_%CE%92"><b><i><span style="color: #993322; text-decoration: none; text-underline: none;">Ο άνθρωπος
που αποκρυπτογράφησε τη Γραμμική Β</span></i></b></a>, Εκδόσεις Πατάκη<o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;"><b><span style="color: #484848;">Λοιποί τίτλοι</span></b><o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">(2007)<o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Συλλογικό
έργο, <a href="http://www.biblionet.gr/book/124035/%CE%A3%CF%85%CE%BB%CE%BB%CE%BF%CE%B3%CE%B9%CE%BA%CF%8C_%CE%AD%CF%81%CE%B3%CE%BF/Halo_Graphic_Novel"><b><i><span style="color: #993322; text-decoration: none; text-underline: none;">Halo Graphic
Novel</span></i></b></a>, Anubis [εικονογράφηση]<o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">(1995)<o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Burdett,
Alice, <a href="http://www.biblionet.gr/book/27387/Burdett,_Alice/%CE%86%CE%B3%CF%81%CE%B9%CE%B1_%CE%B1%CE%B9%CE%BB%CE%BF%CF%85%CF%81%CE%BF%CE%B5%CE%B9%CE%B4%CE%AE_%CF%84%CE%B7%CF%82_%CF%86%CF%8D%CF%83%CE%B7%CF%82"><b><i><span style="color: #993322; text-decoration: none; text-underline: none;">Άγρια
αιλουροειδή της φύσης</span></i></b></a>, Εκδόσεις Ι. Σιδέρης
[εικονογράφηση]<o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">(1995)<o:p></o:p></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Jones,
Frances, <a href="http://www.biblionet.gr/book/27385/Jones,_Frances/%CE%95%CF%80%CE%B9%CE%BA%CE%AF%CE%BD%CE%B4%CF%85%CE%BD%CE%B1_%CF%80%CE%BB%CE%AC%CF%83%CE%BC%CE%B1%CF%84%CE%B1_%CF%84%CE%B7%CF%82_%CF%86%CF%8D%CF%83%CE%B7%CF%82"><b><i><span style="color: #993322; text-decoration: none; text-underline: none;">Επικίνδυνα
πλάσματα της φύσης</span></i></b></a>, Εκδόσεις Ι. Σιδέρης [εικονογράφηση]<o:p></o:p></span></div>
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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-14171282857238238962013-06-29T09:55:00.001+03:002013-06-29T12:43:09.948+03:00Solar Impulse<div dir="ltr" style="text-align: left;" trbidi="on">
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Το Solar Impulse είναι το πρώτο αεροπλάνο που κινείται με ηλιακή
ενέργεια και κατάφερε με ενδιάμεσες στάσεις να πετάξει από τη μία άκρη
των ΗΠΑ στην άλλη. Ξεκίνησε από το Σαν Φρανσίσκο στις αρχές του
περασμένου Μάη και προσγειώθηκε στην Ουάσιγκτον στις 16 Ιουνίου. Το
ταξίδι αυτό, που προετοιμαζόταν επί 10 χρόνια συμπεριλαμβανομένων του
σχεδιασμού και της κατασκευής του αεροπλάνου, δεν έγινε για να αποδείξει
πόσο γρήγορα μπορεί να φθάσει. Εγινε για να δείξει, όπως είπε ο πιλότος
του Μπέρτραντ Πικάρντ, ότι ένα αεροπλάνο μπορεί να διασχίσει μεγάλες
αποστάσεις, ταξιδεύοντας τόσο τη μέρα όσο και τη νύχτα, χρησιμοποιώντας
ως καύσιμο την ηλιακή ενέργεια χάρη στην εξεζητημένη τεχνολογία που
διαθέτει.</div>
<div style="text-align: center;">
<img height="222" id="irc_mi" src="http://www.onlycy.com/wp-content/uploads/2013/03/solar-impulse.jpg" style="margin-top: 64px;" width="400" /> </div>
<div style="text-align: justify;">
Η ταχύτητα που μπορεί να αναπτύξει είναι δευτερεύον ζήτημα. Το
ανώτερο όριο που έχει επιτύχει είναι 50 μίλια την ώρα ενώ με τη βοήθεια
ισχυρού ούριου ανέμου έτυχε να πιάσει κάποια στιγμή και τα 100 μίλια.</div>
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Το ηλιακό αεροσκάφος έχει μεγάλο άνοιγμα φτερών, όσο ένα Boeing
747, αλλά ζυγίζει όσο ένα αυτοκίνητο μεσαίου μεγέθους. Διαθέτει τέσσερις
κινητήρες που κινούνται αποκλειστικά με ηλιακή ενέργεια η οποία
συλλέγεται από 12.000 φωτοβολταϊκά κύτταρα.</div>
<div style="text-align: justify;">
Τα κύτταρα είναι τοποθετημένα στην άτρακτο του μονοθέσιου
αεροσκάφους και η ηλιακή ενέργεια που συλλέγουν αποθηκεύεται σε
μπαταρίες που ζυγίζουν 400 κιλά. Οταν ο καιρός είναι αίθριος, το Solar
Impulse μπορεί να ανέβει μέχρι τα 8.500 μέτρα. Στη συνέχεια, σβήνει τις
μηχανές του για να εξοικονομήσει ενέργεια και αρχίζει να ολισθαίνει
καθοδικά. Αυτή τη διαδικασία την ακολουθεί πολλές φορές στη διάρκεια
μεγάλων πτήσεων. Επίσης, επειδή κινείται αργά, τα βράδια επιτρέπεται να
προσγειωθεί μόνο όταν η ώρα είναι αρκετά προχωρημένη ώστε να μην
υπάρχουν στον αέρα εμπορικά αεροπλάνα.</div>
<div style="text-align: justify;">
Ο συνδυασμός του μεγάλου ανοίγματος των φτερών και του μικρού του
βάρους προκαλεί πολλές φορές μεγάλα προβλήματα. Οι αναταράξεις είναι
φοβερές ενώ οι ισχυροί άνεμοι ωθούν προς τα πίσω το αεροσκάφος.</div>
<div style="text-align: center;">
<img height="229" id="irc_mi" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS8MODX_9y1UUAfgjiBVMZ0ObBBrqzO94ywpR-e1EH9XG1h_AMb" style="margin-top: 0px;" width="320" /> </div>
<div style="text-align: justify;">
Ο Αντρέ Μπόρσχμπεργκ, που εναλλασσόταν στη διάρκεια του ταξιδιού
με τον Πικάρντ στη θέση του πιλότου, λέει για παράδειγμα ότι όταν ήταν
να προσγειωθεί στο Ντάλας, οι ισχυροί άνεμοι έσπρωχναν το αεροσκάφος
προς τα πίσω με αποτέλεσμα να μένει ακίνητο στον αέρα. </div>
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Σε μία άλλη περίπτωση, όταν το αεροσκάφος ετοιμαζόταν να απογειωθεί
για την Ουάσιγκτον, τα μηχανικά μέρη του είχαν γίνει μούσκεμα εξαιτίας
της πρωινής ομίχλης και οι τεχνικοί έδιναν μάχη με τον χρόνο για να τα
στεγανοποιήσουν. Οταν βρέθηκε στον αέρα τελικά, δέχτηκε «επίθεση» από
θερμικούς ανέμους και ο πιλότος το κατέβασε σε υψόμετρο μικρότερο από
τέσσερα χιλιόμετρα ώστε να μην καταλήξει στη Φλόριδα αντί για την
Ουάσιγκτον.</div>
<div style="text-align: justify;">
<br />
Με το βλέμμα στο μέλλον<br />
Οι δύο πιλότοι θεωρούν ότι κάποια στιγμή στο μέλλον η ηλιακή ενέργεια θα
αξιοποιείται πιο μαζικά για την πραγματοποίηση εμπορικών πτήσεων. Με το
ταξίδι που πραγματοποίησε το Solar Impulse επιθυμούν να δώσουν στον
κόσμο μια γεύση για τις δυνατότητες που έχει η ηλιακή ενέργεια.</div>
<div>
Πηγή <a href="http://www.tanea.gr/news/world/article/5026415/diesxise-tis-hpa-me-hliakh-energeia/">"Τα Νέα"</a></div>
<div class="separator" style="clear: both; text-align: center;">
<object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://img.youtube.com/vi/Pe_9EhIRWbE/0.jpg" height="266" width="320"><param name="movie" value="http://youtube.googleapis.com/v/Pe_9EhIRWbE&source=uds" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://youtube.googleapis.com/v/Pe_9EhIRWbE&source=uds" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<div>
<br /></div>
<div>
Επίσης, <a href="http://www.solarimpulse.com/">http://www.solarimpulse.com/</a></div>
</div>
Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-32778650285306321132013-06-25T17:56:00.000+03:002013-06-25T17:56:10.809+03:00Μην πυροβολείτε τις βιβλιοθήκες…<div dir="ltr" style="text-align: left;" trbidi="on">
<div id="irc_mimg">
</div>
<div style="text-align: center;">
<img alt="http://www.oregon.gov/treasury/Reading/PublishingImages/reading_kids.jpg" class="decoded" src="http://www.oregon.gov/treasury/Reading/PublishingImages/reading_kids.jpg" /></div>
<div style="text-align: justify;">
Της Άντας Κατσίκη-Γκίβαλου.
</div>
<div style="text-align: justify;">
Πρόσφατα δημοσιεύματα στον τύπο αποκαλύπτουν την πρόθεση της
Πολιτείας να συγχωνεύσει ή να καταργήσει δημόσιες βιβλιοθήκες. Δεν μας
εκπλήσσει το γεγονός. Την απουσία πολιτικής για την ανάπτυξη και
εξάπλωση των βιβλιοθηκών και ιδιαίτερα των παιδικών
(δημόσιων-δημοτικών-σχολικών) και τις επιπτώσεις της είχα επισημάνει, ως
καθηγήτρια στο Παιδαγωγικό Τμήμα Δημοτικής Εκπαίδευσης του
Πανεπιστημίου Αθηνών, από τη δεκαετία του ΄90. Η αιτία για το έλλειμμα
αυτής της πολιτικής οφείλεται στην Πολιτεία και ειδικότερα στο
Υπουργείο Πολιτισμού που αδιαφόρησε για τη σημασία των βιβλιοθηκών στην
πολιτική για το βιβλίο και την ανάγνωση. Αλλιώς δεν εξηγείται γιατί δεν
ανέθεσε ποτέ, στο ΕΚΕΒΙ, τον αρμοδιότερο φορέα κρατικής πολιτικής για
το βιβλίο, το θεσμικό ρόλο για τη χάραξη πολιτικής των δημόσιων
βιβλιοθηκών, παρά το γεγονός ότι το ΕΚΕΒΙ έκανε, κατά καιρούς, τις
απαραίτητες για αυτό ενέργειες, χωρίς αποτέλεσμα. Αντίθετα, η διασπορά
της ευθύνης σε διαφορετικές πολιτικές αρχές, στο Υπουργείο Παιδείας για
τις σχολικές και παιδικές βιβλιοθήκες, στο Υπουργείο Διοικητικής
Μεταρρύθμισης (Δήμοι, Κοινότητες) για τις δημόσιες, δημοτικές κ.ά.,
οδήγησε στην ουσιαστική παραμέλησή τους.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Στους σημερινούς δύσκολους καιρούς της οικονομικής, ανθρωπιστικής και
πολιτισμικής κρίσης η παντελής έλλειψη ενδιαφέροντος για τις παιδικές
βιβλιοθήκες δημιουργεί σοβαρά προβλήματα στην προώθηση της φιλαναγνωσίας
στα παιδιά, ενώ δε διασφαλίζει το δικαίωμα κάθε παιδιού στην ανάγνωση,
δικαίωμα που η Πολιτεία είναι υποχρεωμένη να το κατοχυρώνει. Η κρατική
αδιαφορία για τις βιβλιοθήκες, που είναι, κατά τον François de Singly,
«δημόσιοι χώροι που αγωνίζονται, με τον τρόπο τους, ενάντια στην
κυριαρχία της αγοράς», αποτελεί μια εγκληματική στάση απέναντι στο
βιβλίο και στον πολιτισμό μας.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ήδη από το 2010 δεν λειτουργεί καμιά από τις 28 βιβλιοθήκες του
Οργανισμού Παιδικών και Εφηβικών Βιβλιοθηκών που εξυπηρετούσαν
καθημερινά περίπου 2.400 παιδιά δανείζοντας περίπου 700 βιβλία την
ημέρα,<sup>1</sup> ενώ τα παιδικά τμήματα των δημόσιων και δημοτικών
βιβλιοθηκών αγωνίζονται ηρωικά με μηδαμινά ή και ανύπαρκτα οικονομικά
μέσα για να ανταποκριθούν στις ανάγκες των παιδιών και να συνδράμουν,
κυρίως, το έργο της τοπικής εκπαιδευτικής κοινότητας.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Η Πολιτεία στη σημερινή συγκυρία θα έπρεπε να ενισχύσει άμεσα τις
δημόσιες βιβλιοθήκες, να επαναλειτουργήσει τις παιδικές, να συνδράμει τα
παιδικά τμήματα των δημοτικών και δημόσιων βιβλιοθηκών, που αποτελούν
στις μέρες μας χώρους κοινωνικοποίησης όλων των παιδιών χωρίς καμιά
διάκριση και ο αν. Υπουργός Πολιτισμού αντί να κλείσει, με βάρβαρο
τρόπο, το ΕΚΕΒΙ, που έχει χαράξει ένα ιδιαίτερα σημαντικό έργο στο χώρο
του βιβλίου, θα έπρεπε να διευρύνει τις αρμοδιότητές του αναθέτοντάς του
θεσμικό ρόλο για θέματα που σχετίζονται με τη λειτουργία των
βιβλιοθηκών. Το ΕΚΕΒΙ, ευαισθητοποιημένο ιδιαίτερα σε ό,τι αφορά τη
σημασία τους στην προώθηση της ανάγνωσης, συνεισέφερε έμμεσα, με πολλούς
τρόπους, στην ενίσχυση του έργου τους. Ενδεικτικά αναφέρω τη δωρεάν
χρήση της Βιβλιονέτ και τη δημιουργία από το 2009 Δικτύου Λεσχών
Ανάγνωσης που λειτουργούν μέσα στις βιβλιοθήκες σε συνεργασία με την
Ένωση Ελλήνων Βιβλιοθηκονόμων και Επιστημόνων Πληροφόρησης (Ε.Ε.Β.Ε.Π.).</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Εκτός όμως από τις δημόσιες, δημοτικές και παιδικές βιβλιοθήκες
έχουμε και τις σχολικές η κατάσταση των οποίων αποκαλύπτει τη μόνιμη
αδιαφορία του Υπουργείου Παιδείας για την οντότητα και λειτουργία του
θεσμού. Στη μελέτη μας του 2011<sup>2</sup> επισημαίνουμε ότι η σύσταση
βιβλιοθηκών είχε απασχολήσει το ελληνικό κράτος από το 1835 και παρά τις
προσπάθειες των τελευταίων χρόνων να διαμορφωθεί ένα πλαίσιο
λειτουργίας τους οι βιβλιοθήκες των σχολείων της Πρωτοβάθμιας
Εκπαίδευσης ουδέποτε στηρίχθηκαν από την Πολιτεία. Την απαράδεκτη αυτή
αδιαφορία του κράτους καλύπτουν δραστήριοι και ευαισθητοποιημένοι
εκπαιδευτικοί και γονείς που συντρέχουν τόσο υλικά όσο και πνευματικά
την οργάνωση και λειτουργία τους, ενώ σε ορισμένες περιπτώσεις
συνεισφέρουν και η Τοπική Αυτοδιοίκηση, εκδοτικοί οίκοι, βιβλιοπωλεία
και άλλοι φορείς. Το περίεργο είναι ότι σύμφωνα με στοιχεία της
απογραφής του Κέντρου Εκπαιδευτικής Έρευνας (ΚΕΕ) «Κατά το σχολικό έτος
2006-2007 το 93,2% των δημοτικών σχολείων της χώρας δήλωνε ότι διέθετε
βιβλιοθήκη (4979 σχολεία) και το 82,5% (4409 σχολεία) ότι η βιβλιοθήκη
αυτή λειτουργούσε»<sup>3</sup>. Όσοι γνωρίζουν την κατάσταση των
δημοτικών σχολείων ασφαλώς απορούν. Όλα όμως έχουν την ερμηνεία τους.
Υπάρχουν διαφόρων ειδών βιβλιοθήκες π.χ. ένα ντουλάπι στο γραφείο του
Διευθυντή ή κάτω από τη σκάλα, βιβλιοθήκες σε αποθήκες, αλλά και
βιβλιοθήκες πολύ καλά οργανωμένες (σπάνιο φαινόμενο αλλά υπαρκτό).</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Στο χώρο αυτό της Πρωτοβάθμιας Εκπαίδευσης, μοναδική εξαίρεση για την
προώθηση του βιβλίου σε 961 σχολεία (ΕΑΕΠ) της χώρας αποτέλεσε το
πιλοτικό Πρόγραμμα «Καινοτόμες δράσεις για την ενίσχυση της
φιλαναγνωσίας των μαθητών», ένα Πρόγραμμα ΕΣΠΑ του ΕΚΕΒΙ που, ανάμεσα
στις άλλες δράσεις του, θα διέθετε και 350.000 ευρώ για αγορά ποιοτικών
βιβλίων για παιδιά. Θα διοχετεύονταν, μ’ αυτόν τον τρόπο, περίπου
50.000 βιβλία στα σχολεία αυτά. Για πρώτη φορά στα χρονικά της ελληνικής
δημόσιας εκπαίδευσης υπήρξε ενδιαφέρον για το εξωσχολικό βιβλίο και την
ανάγνωση, σε συγκεκριμένη ώρα, μέσα στο χώρο του σχολείου. Και αυτό
οφείλεται τόσο στον κ. Μιχάλη Κοντογιάννη, Ειδικό Γραμματέα τότε στο
Υπουργείο Παιδείας για θέματα πρωτοβάθμιας εκπαίδευσης όσο και στην κα
Κατρίν Βελισσάρη, τ. Διευθύντρια του ΕΚΕΒΙ και στο τότε Διοικητικό
Συμβούλιο, που, γνωρίζοντας το τεράστιο αυτό κενό στην εκπαίδευση,
δημιούργησαν το πρόγραμμα αυτό που αποτέλεσε μια όαση αναγνωστικής
δημιουργίας και πολιτισμικής δράσης στα σχολεία. Φυσικά το πρόγραμμα
φιλαναγνωσίας δε θα μπορούσε να λύσει το τεράστιο πρόβλημα των
βιβλιοθηκών στα σχολεία, όμως, θα συνέβαλε είτε στη δημιουργία είτε
στην ενίσχυσή τους. Δυστυχώς, όπως όλοι γνωρίζουμε, το Πρόγραμμα αυτό
έχει σταματήσει με κίνδυνο απώλειας 3.100.000 ευρώ.<sup>4</sup></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Οι παιδικές βιβλιοθήκες, τα παιδικά τμήματα δημοτικών και δημόσιων
βιβλιοθηκών, οι σχολικές βιβλιοθήκες, καθώς και οι βιβλιοθήκες εν γένει
θα πρέπει να ενισχυθούν. Ούτε να καταργηθούν ούτε να συγχωνευθούν. Ένα
έθνος, στις δύσκολες ώρες του, αν κάτι πρέπει να διαφυλάξει για να
σωθεί, είναι η παιδεία του και ο πολιτισμός του.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Βιβλιογραφικές αναφορές</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
1. Τα στοιχεία αυτά ανακοινώθηκαν από τον Πρόεδρο του Ο.Π.Ε.Β. κο
Στάθη Ποταμίτη και υπάρχουν σε συνέντευξή του. Βλ. Κατσίκη-Γκίβαλου,
Άντα, Πολίτης, Δημήτρης, Χαλκιαδάκη, Άβα & Τσιαμπάση, Φανή. <i> «Καλλιεργείται η αγάπη για το διάβασμα; Τόποι ανάγνωσης και τρόποι εκπαίδευσης», </i>Κοινωφελές Ίδρυμα Ιωάννη Σ. Λάτση, Μελέτες 2011, σ. 31 και υποσημείωση 63.</div>
<div style="text-align: justify;">
Στο διαδικτυακό τόπο: <a href="http://www.latsis-foundation.org/files/meletes2011/04.pdf">http://www.latsis-foundation.org/files/meletes2011/04.pdf</a></div>
<div style="text-align: justify;">
2. ό.π., σ. 34 και υποσημείωση 72.</div>
<div style="text-align: justify;">
3. ό.π., σ. 35.</div>
<div style="text-align: justify;">
4.Bλ. Eπιστολή ΕΝΕΛΒΙ στο: Μπασκόζος, Γ.Ν. (2013, Μάιος 28). «ΕΝΕΛΒΙ: αδιαφορεί ο Κ. Τζαβάρας για το βιβλίο». <i>Ο αναγνώστης</i>. Aνακτήθηκε 10 Ιουνίου, 2013, από http://www.oanagnostis.gr</div>
<div style="text-align: justify;">
<br /></div>
</div>
Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-21085924937758280722013-06-18T16:54:00.000+03:002013-06-18T17:13:04.379+03:00Χιλιάδες ζωές χαμένες στο όνομα του λιγνίτη<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
Για περισσότερους από 1.200 πρόωρους θανάτους και για την επιβάρυνση
κάθε νοικοκυριού με 1.000 ευρώ στην Ελλάδα ετησίως ευθύνεται η ρύπανση
από την καύση λιγνίτη, σύμφωνα με την επιστημονική έκθεση της Greenpeace
<a href="http://www.greenpeace.org/greece/Global/greece/image/2012/reports/climate/Silent_Killers_GR.pdf"> ‘Σιωπηλοί Δολοφόνοι’.</a></div>
<div style="text-align: justify;">
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<span style="color: #4c1130;"><b><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;">Οι σταθμοί
ηλεκτροπαραγωγής με καύσιμο τον άνθρακα είναι σιωπηλοί δολοφόνοι. Εξαπλωμένοι
σε όλη την Ευρώπη, εκλύουν κάθε χρόνο εκατομμύρια τόνους τοξικών αερίων και
αιωρούμενων σωματιδίων. Αυτοί οι ρύποι εισχωρούν στους πνεύμονες και το αίμα
των ανθρώπων προκαλώντας αναπνευστικές λοιμώξεις, καρδιακές προσβολές, καρκίνο
του πνεύμονα, κρίσεις άσθματος και άλλες βλάβες στην υγεία. Παρόλο που δεν θα
βρείτε ούτε ένα πιστοποιητικό θανάτου που να αναγράφει «ατμοσφαιρική ρύπανση» ως
την αιτία θανάτου, οι επιπτώσεις στην υγεία είναι πραγματικές και σοβαρές.</span></span></b></span> </div>
<div style="text-align: center;">
<img alt="" height="342" src="http://www.greenpeace.org/greece/Global/greece/image/2012/climate/dirty_energy/silent-killers-nst.jpg" width="600" /> </div>
<div style="text-align: justify;">
Η <a class="pdf" href="http://www.greenpeace.org/greece/Global/greece/image/2012/reports/climate/Silent_Killers_GR.pdf" target="_blank">έκθεση</a> ρίχνει φως στις <b>επιπτώσεις</b> των 300 μεγαλύτερων ευρωπαϊκών ανθρακικών σταθμών ηλεκτροπαραγωγής, μεταξύ των οποίων και της <b>ΔΕΗ, στη δημόσια υγεία.</b> Εφόσον μάλιστα κατασκευαστεί, η <b>νέα μονάδα στην Πτολεμαΐδα</b> (Πτολεμαΐδα 5), θα ευθύνεται ετησίως για τον <b>πρόωρο θάνατο 100 ανθρώπων κάθε χρόνο.</b> </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Η <a class="pdf" href="http://www.greenpeace.org/greece/Global/greece/image/2012/reports/climate/Silent_Killers_GR.pdf" target="_blank">έκθεση</a>, η οποία στηρίζεται σε ειδική μελέτη που ανέθεσε η Greenpeace στο Πανεπιστήμιο της Στουτγάρδης, έρχεται να επιβεβαιώσει ότι <b>οι σταθμοί </b><b>ηλεκτροπαραγωγής με καύσιμο τον άνθρακα είναι σιωπηλοί δολοφόνοι.</b> Εξαπλωμένοι σε όλη την Ευρώπη, εκλύουν κάθε χρόνο <b>εκατομμύρια τόνους τοξικών αερίων και αιωρούμενων μικροσωματιδίων</b>. Αυτοί οι ρύποι εισχωρούν στους πνεύμονες και το αίμα των ανθρώπων προκαλώντας <b>αναπνευστικές λοιμώξεις, καρδιακές προσβολές, καρκίνο του πνεύμονα, κρίσεις άσθματος και άλλες βλάβες στην υγεία</b>.</div>
<div style="text-align: justify;">
<blockquote>
"<i>Συστατικά όπως ο άνθρακας και ενώσεις του θείου, που
προκαλούνται και από εκπομπές εργοστασίων ηλεκτροπαραγωγής ενέργειας με
καύση λιγνίτη, έχουν συσχετιστεί με τις επιδράσεις των σωματιδίων στην
υγεία</i>",</blockquote>
</div>
<div style="text-align: justify;">
σχολίασε η Εύη Σαμολή, Λέκτορας Ιατρικής Σχολής του Πανεπιστημίου Αθηνών, με παρέμβασή της στη συνέντευξη τύπου.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Στην <b>Ελλάδα</b>, η καύση λιγνίτη ευθύνεται για περισσότερους από <b>1.200 πρόωρους θανάτους και για την απώλεια 260.000 εργατοημερών ετησίως</b>,
επιβαρύνοντας σημαντικά τα ασφαλιστικά ταμεία και το εθνικό σύστημα
υγείας. Οι γερασμένες μονάδες της ΔΕΗ καίνε το πιο βρώμικο καύσιμο στον
κόσμο. Η επιβάρυνση της δημόσιας υγείας και η καταστροφή του
περιβάλλοντος που προκαλούν, κοστίζουν έως και <b>3,9 δις ευρώ ετησίως</b> στην εθνική μας οικονομία, που θα ήταν καλύτερο να επενδυθούν σε εξοικονόμηση ενέργειας και σε ανανεώσιμες πηγές ενέργειας.</div>
<br />
<div class="events-box big-box left" style="text-align: center;">
<div class="frame reset-padding">
<a class="open-img EnlargeImage" href="http://www.greenpeace.org/greece/Global/greece/image/2012/climate/dirty_energy/Silent-Killers_graph.jpg" title="">
<img alt="" class="Thumbnail" id="ctl00_cphContentArea_Property3_ctl00_ctl10_Image1" src="http://www.greenpeace.org/greece/ReSizes/Large/Global/greece/image/2012/climate/dirty_energy/Silent-Killers_graph.jpg" style="border-width: 0px;" /><span class="btn-open"></span>
</a>
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<span style="color: #4c1130;"><b><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;">Η λειτουργία
των 7 μεγάλων λιγνιτικών σταθμών της ΔΕΗ προκαλεί την απώλεια 12.000 χρόνων
ζωής , δηλαδή τον πρόωρο θάνατο 1.200 ανθρώπων ετησίως . Τα αποτελέσματα αυτά
συνάδουν με τα πορίσματα του Ευρωπαϊκού Οργανισμού Περιβάλλοντος που εκτιμούν ετήσιο
κόστος στην εθνική μας οικονομία από την επιβάρυνση στη ημόσια υγεία και την
καταστροφή του περιβάλλοντος έως και 3,9 δις €</span></span></b></span></div>
<span style="color: #4c1130;"><b><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;">
</span></span></b></span><br />
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<span style="color: #4c1130;"><b><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;">Οι 7
λιγνιτικοί σταθμοί της ΔΕΗ που παραμένουν σε λειτουργία σήμερα συγκαταλέγονται
ανάμεσα στους πιο βρώμικους της Ευρώπης, όχι μόνο εξαιτίας της παλαιότητάς τους
αλλά και λόγω της εξαιρετικά χαμηλής ποιότητας της πρώτης ύλης: του ελληνικού
λιγνίτη</span></span></b></span></div>
<br />
<div style="text-align: justify;">
<blockquote>
"<i>Δεν υπάρχει υγιώς σκεπτόμενη επιχείρηση που θα επένδυε
στον λιγνίτη, αν έπρεπε να πληρώσει το πλήρες κόστος του. Αυτή είναι η
χειρότερη στρέβλωση και η μεγαλύτερη επιδότηση που θα πρέπει να άρει η
ελληνική κυβέρνηση, αν ενδιαφέρεται πραγματικά για το εθνικό συμφέρον</i>",</blockquote>
</div>
<div style="text-align: justify;">
τόνισε ο <b>Τάκης Γρηγορίου</b>, υπεύθυνος της εκστρατείας της Greenpeace για τις κλιματικές και την ενέργεια.<i> </i></div>
<div style="text-align: justify;">
<blockquote>
<i>"</i><i>Η κυβέρνηση οφείλει</i> <i>να υπηρετήσει τη
μετάβαση της χώρας σε μία σύγχρονη και αποδοτική οικονομία μηδενικών
εκπομπών, αντί να προετοιμάζει την επόμενη κρίση της",</i></blockquote>
</div>
<div style="text-align: justify;">
συνέχισε ο <b>Τάκης</b> <b>Γρηγορίου</b>.<br />
<div style="text-align: center;">
<img alt="http://www.kozani.net/kozani/aAHS-KARDIAS.jpg" class="decoded" height="233" src="http://www.kozani.net/kozani/aAHS-KARDIAS.jpg" width="320" /> </div>
<br /><div data-canvas-width="202.01399999999998" data-font-name="g_font_p2_10" dir="ltr" style="left: 48px; top: 996.181px; transform-origin: 0% 0% 0px; transform: scale(0.93094, 1);">
<span style="font-size: small;"><b><span style="font-family: "Courier New",Courier,monospace;">O ΑΗΣ Καρδιάς, ο δεύτερος μεγαλύτερος λιγνιτικός σταθμός της χώρας, το 2011 ήταν υπεύθυνος για περισσότερους από 9εκ.τόνους CO2</span></b></span></div>
</div>
<hr />
<b>Η </b><b>Greenpeace</b><b> καλεί την ελληνική κυβέρνηση</b>, λίγες εβδομάδες πριν τις κρίσιμες αποφάσεις της για την απελευθέρωση της αγοράς ενέργειας και το μέλλον της ΔΕΗ<b>:</b><br />
<ul>
<li><b>να επιβάλλει φορολόγηση του λιγνίτη, ώστε να
αντικατοπτρίζεται το πραγματικό του κόστος και να άρει τις στρεβλώσεις
και επιδοτήσεις υπέρ των ορυκτών καυσίμων</b></li>
</ul>
<ul>
<li><b>να εφαρμόσει τις πλέον σύγχρονες αντιρρυπαντικές τεχνολογίες<sup>[5]</sup> στις υπάρχουσες λιγνιτικές μονάδες</b></li>
</ul>
<ul>
<li><b>να ακυρώσει τα σχέδια για νέες λιγνιτικές μονάδες και να
θέσει χρονοδιάγραμμα για την οριστική απεξάρτηση από το λιγνίτη, το
αργότερο ως τη δεκαετία του 2030</b></li>
</ul>
<ul>
<li><b>να εκπονήσει και να στηρίξει με οικονομικούς πόρους
αναπτυξιακό πρόγραμμα για την ομαλή μετάβαση των τοπικών κοινωνιών σε
Δυτική Μακεδονία και Μεγαλόπολη στη μετά-λιγνιτική εποχή </b></li>
</ul>
<ul>
<li><b>Να μεταστρέψει την αρνητική πολιτική της σε ευρωπαϊκό
επίπεδο και να συνταχθεί με τις χώρες που απαιτούν φιλόδοξους στόχους
και νομικά δεσμευτικούς στόχους έως το 2030 για την προώθηση των ΑΠΕ,
την εξοικονόμηση και τις εκπομπές </b><b><b>CO<sub>2 </sub></b></b></li>
</ul>
</div>
Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-22485834939029799822013-06-16T20:04:00.003+03:002013-06-16T20:16:57.993+03:00Το τεχνικό σύστημα<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<br />
<div style="text-align: justify;">
<span style="color: #4c1130;"><b>«Στο παρελθόν η Φύση μάς επέβαλλε τον δικό της ρυθμό εξέλιξης, τώρα μας τον επιβάλλει η Τεχνική. Η Τεχνική δεν διαμεσολαβεί μόνο τη σχέση μεταξύ ανθρώπου και Φύσης, κι
έπειτα μεταξύ ανθρώπου και τεχνικού περιβάλλοντος· διαμεσολαβεί και τη
σχέση μεταξύ των ίδιων των ανθρώπων»</b></span> </div>
<div style="text-align: center;">
<img alt="Το τεχνικό σύστημα " src="http://www.biblionet.gr/images/covers/b185400.jpg" style="border: 1px solid rgb(169, 169, 169);" title="Το τεχνικό σύστημα " width="160" /></div>
</div>
<div style="text-align: justify;">
Είναι αδύνατον να καταλάβουμε τη σύγχρονη κοινωνία αν
δεν γνωρίζουμε με σαφήνεια τον παράγοντα που κατά κύριο λόγο την
καθορίζει, δηλαδή την Τεχνική. Η Τεχνική είναι πολύ ευρύτερη από την
τεχνολογία: συνιστά το σύνολο των μέσων και των μεθόδων που επινοούνται
και επιλέγονται ορθολογιστικά σε κάθε τομέα της ζωής, με αποκλειστικό
κριτήριο την αποτελεσματικότητα σε κάθε δεδομένη στιγμή. Οφείλουμε αυτόν
τον απλό και διαυγή ορισμό στον Ζακ Ελλύλ (1912-1994), ο οποίος υπήρξε
ένας από τους πρώτους (1935) που αντιλήφθηκε τη βαρύτητα του τεχνικού
φαινομένου στην κοινωνία μας και οπωσδήποτε ο πρώτος (1954) που
περιέγραψε την Τεχνική και τα ουσιώδη χαρακτηριστικά της: αυτονομία,
ενότητα, καθολικότητα, ολοποίηση, αυτομεγέθυνση, αυτοματισμός και αέναη
πρόοδος, μεταξύ άλλων.<br />
<br />
Στο "Τεχνικό Σύστημα" (1977), ξεκινώντας
από έναν ευρύτατο διάλογο με μια πληθώρα σημαντικών στοχαστών -από τον
Μάμφορντ, τον Μπωντριγιάρ και τον Λεφέβρ έως τον Αρόν, τον Μακλούαν και
τον Ντεμπόρ-, ο Ελλύλ καταδεικνύει διεξοδικά ότι σήμερα η Τεχνική έχει
αναπτυχθεί όχι μόνο ποσοτικά αλλά και ποιοτικά. Δεν αποτελεί απλώς τον
καθοριστικό παράγοντα της σύγχρονης κοινωνίας. Η Τεχνική, κυρίως μέσω
της διασύνδεσης όλων των επιμέρους τεχνικών παραγόντων που επέτρεψε η
πληροφορική, έχει μετασχηματιστεί σε Σύστημα. Οι συνέπειες αυτής της
εξέλιξης για τον άνθρωπο είναι πολυάριθμες και ζωτικής σημασίας. <br />
<br />
Άραγε,
μέσα από την ανατομία του Τεχνικού Συστήματος, ο Ζακ Ελλύλ "προέβλεψε
σχεδόν τα πάντα", όπως θεωρεί ο μελετητής του, Ζαν-Λυκ Πορκέ; Πιστεύουμε
πως η μελέτη του παρόντος βιβλίου θα βοηθήσει σημαντικά τον αναγνώστη
να δώσει τη δική του απάντηση σε αυτό το ενδιαφέρον ερώτημα<br />
<span style="color: #4c1130;"><b><a href="http://effingo.be/documents/le-systeme-technicien-%E2%94%80-jacques-ellul/">http://effingo.be/documents/le-systeme-technicien-%E2%94%80-jacques-ellul/</a></b></span> </div>
<div style="text-align: justify;">
<img height="200" id="irc_mi" src="http://johnanngeister.files.wordpress.com/2011/12/jacques-ellul.jpg" style="margin-top: 50px;" width="164" /></div>
<div style="text-align: justify;">
Ο Ζακ Ελλύλ (1912-1994) γεννήθηκε στο Μπορντώ. Σπούδασε νομικά (διδάκτωρ
το 1936) και δίδαξε στο Μονπελιέ, στο Στρασβούργο, στο Κλερμόν-Φεράν.
Από το 1940 έως το 1944 συμμετείχε στην αντίσταση εναντίον των γερμανών
κατακτητών. Μετά την απελευθέρωση της Γαλλίας, άρχισε να διδάσκει στο
Μπορντώ, στο Ίδρυμα Πολιτικών Μελετών (από το 1947).<br />
Συνέγραψε
περισσότερα από εξήντα βιβλία και εκατοντάδες άρθρα με θέματα που
εκτείνονται από την κοινωνιολογία, την τέχνη και την πολιτική έως το
δίκαιο, τη θεολογία και την τεχνική. Από τα πολλά έργα του, που
επηρέασαν πολύ την κοινωνική σκέψη στη Γαλλία και στις Η.Π.Α.,
αναφέρουμε τα ακόλουθα: "Η τεχνολογική/τεχνική κοινωνία", "Μεταμόρφωση
του αστού", "Προπαγάνδες", "Η προδοσία της Δύσης", "Αναρχία και
χριστιανισμός", "Η πολιτική αυταπάτη".<br />
Επί τριάντα χρόνια ο Ζακ Ελλύλ
παρέδιδε στους φοιτητές του έναν κύκλο μαθημάτων για τους διαδόχους του
Μαρξ. Αυτά τα μαθήματα αποτελούν τον τόμο "Οι διάδοχοι του Μαρξ".</div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/51IoQOJ0SfY?feature=player_embedded' frameborder='0'></iframe></div>
<table><tbody>
<tr><td bgcolor="#e3e3e3" colspan="2" height="25"><span class="book_details">Τίτλοι στη βάση Βιβλιονέτ</span></td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2013) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/185400/Ellul,_Jacques,_1912-1994/%CE%A4%CE%BF_%CF%84%CE%B5%CF%87%CE%BD%CE%B9%CE%BA%CF%8C_%CF%83%CF%8D%CF%83%CF%84%CE%B7%CE%BC%CE%B1"><i>Το τεχνικό σύστημα</i></a>, Αλήστου Μνήμης</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2011) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/162793/Ellul,_Jacques,_1912-1994/%CE%97_%CF%80%CE%BF%CE%BB%CE%B9%CF%84%CE%B9%CE%BA%CE%AE_%CE%B1%CF%85%CF%84%CE%B1%CF%80%CE%AC%CF%84%CE%B7"><i>Η πολιτική αυταπάτη</i></a>, Νησίδες</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2009) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/147784/Ellul,_Jacques,_1912-1994/%CE%91%CE%BD%CE%B1%CF%81%CF%87%CE%AF%CE%B1_%CE%BA%CE%B1%CE%B9_%CF%87%CF%81%CE%B9%CF%83%CF%84%CE%B9%CE%B1%CE%BD%CE%B9%CF%83%CE%BC%CF%8C%CF%82"><i>Αναρχία και χριστιανισμός</i></a>, Νησίδες</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2008) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/136257/Ellul,_Jacques,_1912-1994/%CE%9C%CE%B5%CF%84%CE%B1%CE%BC%CF%8C%CF%81%CF%86%CF%89%CF%83%CE%B7_%CF%84%CE%BF%CF%85_%CE%B1%CF%83%CF%84%CE%BF%CF%8D"><i>Μεταμόρφωση του αστού</i></a>, Νησίδες</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2007) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/130183/Ellul,_Jacques,_1912-1994/%CE%9F%CE%B9_%CE%B4%CE%B9%CE%AC%CE%B4%CE%BF%CF%87%CE%BF%CE%B9_%CF%84%CE%BF%CF%85_%CE%9C%CE%B1%CF%81%CE%BE"><i>Οι διάδοχοι του Μαρξ</i></a>, Νησίδες</td></tr>
<tr><td></td></tr>
<tr><td bgcolor="#e3e3e3" colspan="2" height="25"><span class="book_details"> Συμμετοχή σε συλλογικά έργα</span></td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(1998) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/3939/Mumford,_Lewis/%CE%97_%CF%86%CF%89%CF%84%CE%B9%CE%AC_%CF%84%CE%BF%CF%85_%CE%A0%CF%81%CE%BF%CE%BC%CE%B7%CE%B8%CE%AD%CE%B1"><i>Η φωτιά του Προμηθέα</i></a>, Νησίδες</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br />
<span style="color: #4c1130;"><span class="notranslate"><b><i>« Η γλώσσα μάς επιτρέπει να προχωρήσουμε πέρα από την πραγματικότητα της απλής
ύπαρξης σε κάτι διαφορετικό από το αισθησιακά επαληθεύσιμο σύμπαν.</i></b></span> <span class="notranslate"><b><i><span class="notranslate"><b><i>Η γλώσσα</i></b></span>
δεν δεσμεύεται με την πραγματικότητα, αλλά και την ικανότητά της να
δημιουργήσει αυτό το διαφορετικό σύμπαν, το οποίο μπορείτε να καλέσετε
σουρεαλιστικό, μετα-ρεαλισμό, ή μεταφυσική.</i></b></span> <span class="notranslate"> <b><i>Για λόγους ευκολίας θα το ονομάσουμε η σειρά της αλήθειας.</i></b></span> <span class="notranslate"> <b><i>Η λέξη είναι ο δημιουργός, ο ιδρυτής και παραγωγός της αλήθειας </i></b></span><span class="notranslate"><b><i>». </i></b></span></span></div>
<div style="text-align: justify;">
<br /></div>
</div>
Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-24614530384939517242013-06-04T08:21:00.000+03:002013-06-04T09:29:43.288+03:00Όταν κοιτάς από ψηλά, μοιάζει ο κόσμος ζωγραφιά..........<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="yiv59866539MsoNormal" id="yui_3_7_2_1_1370319837728_2850" style="margin-bottom: 12pt; text-align: center;">
<b><span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span id="yui_3_7_2_1_1370319837728_2848">Εικόνες
της γης τραβηγμένες από το Διεθνή Διαστημικό
Σταθμό</span></span></span></b></div>
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;">
</span></span><br />
<div id="yui_3_7_2_1_1370319837728_2842">
<div class="yiv59866539MsoNormal" id="yui_3_7_2_1_1370319837728_2841" style="text-align: center;">
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><b> </b></span></span><a data-ved="0CAUQjRw" href="http://www.google.gr/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&cad=rja&docid=xCXRVZvMZgvptM&tbnid=PmK5L7PlhlKz-M:&ved=0CAUQjRw&url=http%3A%2F%2Fcommons.wikimedia.org%2Fwiki%2FFile%3AISS-34_Chris_Hadfield_juggles_some_tomatoes.jpg&ei=qW-tUdX4JYTaOoafgPAJ&bvm=bv.47244034,d.ZWU&psig=AFQjCNFZwIwF1gZoZZ1x8PrlwjiCuLpcNA&ust=1370407167879643" id="irc_mil" style="border: 0px none;"><img height="212" id="irc_mi" src="http://upload.wikimedia.org/wikipedia/commons/b/bf/ISS-34_Chris_Hadfield_juggles_some_tomatoes.jpg" style="margin-top: 0px;" width="320" /></a></div>
</div>
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;">
</span></span><br />
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><b id="yui_3_7_2_1_1370319837728_2828"><span id="yui_3_7_2_1_1370319837728_2827">Ο
Chris Hadfield </span></b><span id="yui_3_7_2_1_1370319837728_2827">είναι Καναδός αστροναύτης που επέστρεψε στις 14 Μαΐου μετά
από πεντάμηνη παραμονή στο διεθνή διαστημικό σταθμό ISS. </span></span></span><br />
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="color: black;">Όσο όμως βρίσκονταν σε τροχιά γύρω από τον πλανήτη φωτογράφιζε τη Γη, χωρίς ζουμ και
ειδικά εφέ, από το διάστημα και μοιράζονταν τις φωτογραφίες του σε
δημοφιλή ιστοσελίδα κοινωνικής δικτύωσης.</span></span></span></div>
<div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: justify; text-decoration: none;">
</div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;">Eίναι ο αστροναύτης που έκανε τις αποστολές στο διάστημα «κοινωνικές».
Καθ’ όλη τη διάρκεια παραμονής του στον Διαστημικό Σταθμό, κρατούσε
ενημερωμένους τους περισσότερο από 700.000 followers στο Twitter, ανέβαζε βίντεο στο Youtube και δημοσίευε πολλές και πανέμορφες φωτογραφίες.</span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><b>Ηλεκτροφωτισμένες πόλεις από ψηλά! </b></span></span></div>
<div style="text-align: center;">
<img alt="0" border="0" height="480" src="http://www.neopolis.gr/images/usrImage//9506/_big_0002959001366913574.jpg" width="640" /> </div>
<div style="text-align: center;">
<i><span style="color: purple;"><b>Athens, Greece. The Parthenon at the heart stands out from orbit</b></span></i><span style="color: purple;"><b> </b></span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: center;">
<img alt="http://i2.cdnds.net/13/06/618x410/odd_london_night_space.jpg" class="decoded" src="http://i2.cdnds.net/13/06/618x410/odd_london_night_space.jpg" /></div>
<div style="text-align: center;">
<span style="color: purple;"><i><b>From London on the Thames to the sea to the world, so much of history came from this brightly-lit city.</b></i></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<img alt="" class="large media-slideshow-image" height="424" src="https://pbs.twimg.com/media/BGDbAa2CMAAartm.jpg:large" width="640" /> </div>
<div style="text-align: center;">
<i><span style="color: purple;"><b>New York City, lit up like a bulb. The Statue of Liberty is clearly visible in the night from above</b></span></i></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<img alt="http://proxy.storify.com/?url=http%3A%2F%2Fpbs.twimg.com%2Fmedia%2FBBAl6qZCAAAvRKH.jpg" class="decoded" src="http://proxy.storify.com/?url=http%3A%2F%2Fpbs.twimg.com%2Fmedia%2FBBAl6qZCAAAvRKH.jpg" /></div>
<div style="text-align: center;">
<span style="color: purple;"><i><b> As the @NHL season begins, I see the lights of Toronto, home of my favourite team</b></i></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<i><span style="color: purple;"><b></b> </span></i></div>
<div style="text-align: justify;">
Λίγες ώρες πριν από την αποχώρησή του, μετά από 5 μήνες παραμονής του εκεί, ο Hadfield διασκευάζει το<b> Space Oddity</b> του<b> David Bowie</b> . </div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
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<div style="text-align: center;">
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</div>
Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-22235733071593766532013-06-02T16:21:00.001+03:002013-06-02T16:21:21.462+03:00Οι σχολικές βιβλιοθήκες στην εκπαίδευση και στην κοινωνία<div dir="ltr" style="text-align: left;" trbidi="on">
Εισήγηση Γιώργου Δαρδανού στο Στρογγυλό Τραπέζι (19/5/2013)<br />
κατά την 10η Διεθνή Έκθεση Βιβλίου Θεσσαλονίκης.<br />
<div style="text-align: center;">
<a data-ved="0CAUQjRw" href="http://www.google.gr/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&cad=rja&docid=nnW8r38XykaWiM&tbnid=9wtROtONCct9dM:&ved=0CAUQjRw&url=http%3A%2F%2Fblogs.sch.gr%2Ftgiakoum%2Farchives%2Ftag%2F%25CF%2583%25CF%2587%25CE%25BF%25CE%25BB%25CE%25B9%25CE%25BA%25CE%25AD%25CF%2582-%25CE%25B2%25CE%25B9%25CE%25B2%25CE%25BB%25CE%25B9%25CE%25BF%25CE%25B8%25CE%25AE%25CE%25BA%25CE%25B5%25CF%2582&ei=l0arUfflO8XKPebDgZgG&bvm=bv.47244034,d.bGE&psig=AFQjCNEL26WCRK-HLdtJi-lAtGDTyDtc6g&ust=1370265618707271" id="irc_mil" style="border: 0px none;"><img height="260" id="irc_mi" src="http://blogs.sch.gr/tgiakoum/files/2008/09/schlibr.jpg" style="margin-top: 101px;" width="346" /></a></div>
<b><span style="text-decoration: underline;">Οι αριθμοί</span></b><br />
<b>Α’ βάθμια εκπαίδευση:</b><br />
Νηπιαγωγεία 6.078 – Βιβλιοθήκες 0<br />
Δημοτικά Σχολεία 5.368 – Βιβλιοθήκες 0<br />
<br />
<b>Β’ βάθμια εκπαίδευση:</b><br />
Γυμνάσια 1.908<br />
Λύκεια 1.124<br />
ΤΕΕ 472<br />
ΣΕΚ 125<br />
________<br />
3.629<br />
<br />
- <b>Βιβλιοθήκες (499+266) 765 στα Γυμνάσια</b><br />
<br />
<br />
<b>ΕΝΗΜΕΡΩΣΗ:</b><br />
Το 2011 <b>τερματίστηκε η λειτουργία των 28 παιδικών βιβλιοθηκών</b> που υπήρχαν στην ελληνική επικράτεια.<br />
<br />
1) <span style="text-decoration: underline;">Στην Πρωτοβάθμια Εκπαίδευση</span>: Σήμερα δεν υπάρχει <b>ούτε μία οργανωμένη</b> <b>σχολική βιβλιοθήκη στα δημοτικά σχολεία</b> της χώρας μας. Πριν από χρόνια εξαγγέλθηκε η δημιουργία <b>25 πιλοτικών</b> σχολικών βιβλιοθηκών που ποτέ δεν πραγματοποιήθηκαν.<br />
2) <span style="text-decoration: underline;">Στη Δευτεροβάθμια Εκπαίδευση</span>: Στην πρώτη φάση επί Υπουργείας Γεράσιμου Αρσένη ιδρύθηκαν οι πρώτες <span style="text-decoration: underline;">499</span> σε Γυμνάσια της χώρας και επί Υπουργείας Ευριπίδη Στυλιανίδη άλλες <span style="text-decoration: underline;">266</span>· πολλές από τις βιβλιοθήκες αυτές <b>δε διαθέτουν</b> <b>σήμερα προσωπικό</b> για να τις στελεχώσει (αφού δεν ανανεώθηκαν ποτέ οι συμβάσεις των βιβλιοθηκονόμων που εργάζονταν σ’ αυτές), <b>δε διατέθηκαν κονδύλια</b> <b>για τον εμπλουτισμό τους</b>
(τα χρήματα κατασπαταλήθηκαν αλλού κι αλλού) και έχουν καταντήσει
αποθήκες υπολογιστών παλαιάς τεχνολογίας και σπασμένων θρανίων.<br />
<br />
<br />
<div align="center">
<b>Η λεηλασία των χρημάτων</b></div>
<div align="center">
<b>για τις βιβλιοθήκες στην εκπαίδευση</b></div>
<br />
<b><span style="text-decoration: underline;">Τα οικονομικά στοιχεία</span></b><br />
Αρχικό ποσόν που ΘΑ διέθεταν για τη δημιουργία 1.000 <span style="text-decoration: underline;">νέων</span> σχολικών βιβλιοθηκών (εκτός των πρώτων 499) μέσω των Περιφερειακών Επιχειρησιακών Προγραμμάτων: <span style="text-decoration: underline;">70.431.000 €.</span><br />
Απ’ αυτά, (κατά τον εμπλουτισμό των επόμενων 266 βιβλιοθηκών) τιμολογήθηκαν μόνον <span style="text-decoration: underline;">8.500.000</span> € συν τα έξοδα αποστολής και συσκευασίας 1.500.000 €. Συνολικά <span style="text-decoration: underline;">10.000.000</span> €.<br />
<b>Χάθηκαν συνολικά <span style="text-decoration: underline;">60.431.000 €</span></b><br />
<br />
Η ύπαρξη, η λειτουργία και ο εμπλουτισμός των βιβλιοθηκών είναι μια
ανάγκη που σε όλες τις ευρωπαϊκές χώρες θεωρείται δεδομένη. Σήμερα
μάλιστα λόγω της οικονομικής κρίσης, οι βιβλιοθήκες θα μπορούσαν να
παίξουν ακόμα σημαντικότερο ρόλο αφού ο κόσμος θα μπορούσε να είχε
δωρεάν πρόσβαση σε χιλιάδες τίτλους.<br />
Αυτό που προκαλεί ιδιαίτερη εντύπωση είναι το γεγονός ότι κανείς δεν
διαμαρτυρήθηκε για το τεράστιο αυτό κενό και την αναπηρία στην παιδεία
του τόπου μας που αν συνδυαστεί με το ένα και μοναδικό βιβλίο τότε
οδηγούμαστε στην απουσία της κριτικής σκέψης.<br />
Πολλές φορές αναρωτιέμαι γιατί δεν αντέδρασαν όσο έπρεπε οι
πνευματικοί φορείς του τόπου, η Ακαδημία Αθηνών, τα Ανώτατα Εκπαιδευτικά
Ιδρύματα αλλά κυρίως το Παιδαγωγικό Ινστιτούτο.<br />
Ακόμα και οι συνδικαλιστές του χώρου της παιδείας σιώπησαν.<br />
<br />
Ωστόσο, υπάρχουν αρκετοί εκδότες που φοβούνται τη μείωση των πωλήσεών
τους λόγω της ύπαρξης των βιβλιοθηκών. Η πραγματικότητα είναι όμως ότι
μέσα από την απορρόφηση των βιβλίων από τις βιβλιοθήκες, η εκδοτική
προσπάθεια θα μπορούσε να ενισχυθεί και όχι να μειωθεί. Άλλωστε οι
βιβλιοθήκες αποτελούν κέντρα μάθησης, ενίσχυσης της ανάγνωσης και <span style="text-decoration: underline;">δημιουργίας νέων και ποιοτικών αναγνωστών</span>.<br />
Το ΕΚΕΒΙ – το υποτιθέμενο ΕΘΝΙΚΟ ΚΕΝΤΡΟ ΒΙΒΛΙΟΥ – δεν ασχολήθηκε ποτέ
με το θέμα των βιβλιοθηκών κατά τη διάρκεια της λειτουργίας του, δεν
έγραψε ούτε μία επιστολή, δεν έκανε ούτε μία δράση.<br />
Τελειώνοντας, θα ήθελα να επισημάνω ότι οι βιβλιοθήκες που δημιουργήθηκαν τελικά έχουν απαξιωθεί πλήρως αφού:<br />
<ul>
<li>Δεν διαθέτουν προσωπικό για να τις στελεχώσει</li>
<li>Δεν εγκρίθηκαν κονδύλια για τον εμπλουτισμό τους</li>
<li>Δεν άνοιξαν ποτέ στην τοπική κοινωνία και, σε τελική ανάλυση</li>
<li>Κατέληξαν αποθήκες «περιθωριοποιημένων» βιβλίων, σπασμένων θρανίων κ.ά.</li>
</ul>
<br />
Και κανείς δεν μπορεί να μας απαντήσει τι απέγιναν τελικά τα χρήματα
αυτά. Απορροφήθηκαν αλλού; Κάποιος δεν πρέπει να λογοδοτήσει για την
τύχη του ποσού αυτού; Και κανένας δεν θα ξαφνιαστεί, αν η Βουλή των
Ελλήνων ξανακληθεί κάποια μέρα ως κολυμπήθρα του Σιλωάμ να αθωώσει
κάποιους που είχαν εμπλακεί στα σκάνδαλα αυτά.<br />
<br />
<b>ΛΕΗΛΑΤΗΣΑΝ</b> τα χρήματα αφήνοντας την παιδεία της χώρας μας <b>ΑΝΑΠΗΡΗ</b>.<br />
<br />
<br />
<br />
<span style="text-decoration: underline;">Βιβλιογραφία</span><br />
Δαρδανός, Ε.Γ., «Όταν η γάτα γλείφει τη λίμα», Τυπωθήτω, 1999<br />
Δαρδανός, Ε.Γ., (επιμ.), «Οι παπαγάλοι δεν διαβάζουν βιβλία. Κείμενα πολιτικής βιβλίου», Gutenberg, 2005<br />
Δαρδανός, Ε.Γ., (επιμ.), «Σελίδες στην οθόνη ή σε χαρτί. Το μέλλον της ανάγνωσης», Gutenberg, 2010<br />
ΠΟΕΒ – ΕΚΕΒΙ: «Η βιβλιοθήκη και το βιβλίο στην εκπαίδευση», Διημερίδα, Αθήνα 1998<br />
<ul>
<li>Γεωργουσόπουλος, Κ., <i>Σχολική βιβλιοθήκη: όργανο ή εργαλείο υποδομής;</i></li>
<li>Μπαμπινιώτης, Γ., <i>Πολλαπλό βιβλίο και σχολικές βιβλιοθήκες</i></li>
<li>Μπουζάκης, Σ., <i>Σχολικά βιβλία – σχολικές βιβλιοθήκες. Παρελθόν – παρόν – μέλλον</i></li>
<li>Ντελόπουλος, Κ., <i>Η σχολική βιβλιοθήκη προέκταση της εκπαιδευτικής πράξης και μέσο διεύρυνσης του σχολικού προγράμματος</i></li>
<li>Espholm, V., <i>Ευρωπαϊκές εμπειρίες </i></li>
</ul>
ΠΟΕΒ – Ε.Ε.Β: «Το παρόν και το μέλλον των σχολικών βιβλιοθηκών», Ημερίδα, Αθήνα 2001<br />
<ul>
<li>Αρσένης, Γ., <i>Σχολικές βιβλιοθήκες: Η ουτοπία που έγινε πραγματιοκότητα</i></li>
<li>Ξωχέλλης, Δ.Π., <i>Επιμόρφωση εκπαιδευτικών και σχολικές βιβλιοθήκες</i></li>
<li>Παπάζογλου, Α., <i>Ο ρόλος της σχολικής βιβλιοθήκης στη διαμόρφωση σύγχρονων πολιτών</i></li>
</ul>
Ντελόπουλος, Κ., «Για τις σχολικές βιβλιοθήκες. 4 + 3 κείμενα από βιβλιοθηκονομική άποψη», Gutenberg, 2005<br />
<br />
Πηγή : <a href="http://www.oanagnostis.gr/">http://www.oanagnostis.gr</a></div>
Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-6034659529533179342013-05-24T21:12:00.001+03:002013-05-24T21:13:24.993+03:00Ο Λευκός Πύργος Αλλιώς!<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: Arial, Verdana, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18.1875px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
Η Θεσσαλονίκη, πρωτοπόρος στις παρεμβάσεις στο δημόσιο χώρο, από χθες έχει μια νέα οπτική γωνία: Χάρη στην φωτιστική τεχνολογία των LED δημιούργησε ένα είδος «κορνίζας» για τον Λευκό Οίκο, η οποία φέρει και τις διαστάσεις του.</div>
<div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: Arial, Verdana, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18.1875px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
Η παρέμβαση έγινε στον ήπιας κυκλοφορίας δρόμο Φιλικής Εταιρείας, στο πλαίσιο του Made in Thessaloniki#2, δράσης του «Θεσσαλονίκη Αλλιώς» της Parallaxi, σε συνεργασία με τους Beforelight. Σημειώνουμε ότι η συνεργασία αυτών των δύο οδηγήσει τον Ιούνιο του 2010 στην απίστευτη εγκατάσταση με τα φωτιστικά της οδού Ερνέστου Εμπράρ στα Άνω Λαδάδικα, με την παρέμβαση ''το Φωτιστικό σου Αλλιώς''</div>
<div style="text-align: center;">
<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: Arial, Verdana, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18.1875px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><img src="http://www.iefimerida.gr/sites/default/files/ebrar3.jpg" /></span></div>
<br />
<br />
<div style="text-align: justify;">
<span style="background-color: #ead1dc;"><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #0f0f0f; display: inline !important; float: none; font-family: FedraSansNormal, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"> H ομάδα BEFORELIGHT σχηματίστηκε για να πειραματιστεί με το φως. Τα μέλη της έχουν καταπιαστεί με τον αρχιτεκτονικό και το θεατρικό φωτισμό, αλλά η ομάδα, αναζητώντας νέους τρόπους για να αποδώσει τη δυναμική εμπειρία του φωτός, έχει ως κύρια δραστηριότητα τις εικαστικές εγκαταστάσεις και τα αστικά δρώμενα. Οι BEFORELIGHT έχουν κάνει φωτιστικές παρεμβάσεις στο δημόσιο αστικό χώρο πόλεων όπως η Αθήνα, Θεσσαλονίκη, ο Βόλος, τα Χανιά και το Rotterdam. Η πιο πρόσφατη δημόσια δράση τους ήταν η συμμετοχική φωτιστική εγκατάσταση στην οδό Πιττακη στην Αθήνα. Επιπλέον, έχουν παρουσιάσει το έργο τους στη 2η Μπιενάλε Σύγχρονης Τέχνης Θεσσαλονίκης, στο Πεδίο Δράσης Κόδρα, στο Video Art Athens, στο Street Cinema του Φεστιβάλ Κινηματογράφου Θεσσαλονίκης, στο Λαογραφικό Μουσείο Θεσσαλονίκης, στη Νύχτα Μουσείων του Ρότερνταμ, στο καφέ του Μουσείου Μπενάκη, στο Ίδρυμα Θεοχαράκη (στα πλαίσια της Νύχτας Μουσείων της Αθήνας) και στο φουαγιέ του Μουσείου Ακρόπολης. Το έργο των BEFORELIGHT περιλαμβάνει τη σύλληψη, το σχεδιασμό και την εφαρμογή φυσικού και τεχνητού φωτισμού, με στόχο να ενθαρρύνει τη συμμετοχή και τη διάδραση του κοινού με το φως, σε μια διαδικασία όπου η ιδιαιτερότητα του τόπου και ο πειραματισμός στην χρήση φωτιστικών μέσων αποτελούν καθοριστικούς παράγοντες</span></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-4096702213861853782013-05-20T07:29:00.000+03:002013-05-20T07:31:26.806+03:00Επαναληπτικές ερωτήσεις στους "Αυτοματισμούς των Ψυκτικών Εγκαταστάσεων"<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><b><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">1.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">Στο
ακόλουθο σχέδιο παριστάνεται το ηλεκτρικό διάγραμμα ενός μικρού οικιακού
ψυγείου χωρίς αυτόματη απόψυξη. (α) Να περιγράψετε τη λειτουργία του. (β) Τι
μας δείχνουν τα γράμματα </span></span><span class="FontStyle225"><span lang="EN-US" style="letter-spacing: 0pt; line-height: 115%;">L</span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">,</span></span><span class="FontStyle225"><span lang="EN-US" style="letter-spacing: 0pt; line-height: 115%;">N</span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">,</span></span><span class="FontStyle225"><span lang="EN-US" style="letter-spacing: 0pt; line-height: 115%;">R</span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">,</span></span><span class="FontStyle225"><span lang="EN-US" style="letter-spacing: 0pt; line-height: 115%;">C</span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;"> και </span></span><span class="FontStyle225"><span lang="EN-US" style="letter-spacing: 0pt; line-height: 115%;">S</span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">;</span></span></b></span></span></div>
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" /> </span></span><span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><b><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;"> </span></span></b></span></span><br />
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><b><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">2.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">Ποια είναι τα είδη των
πυκνωτών που χρησιμοποιούνται στην ηλεκτρική συνδεσμολογία των μονοφασικών
συμπιεστών; Ποιος είναι ο ρόλος τους;</span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;"></span></span><br />
<span class="FontStyle225"><span style="line-height: 115%;"> </span></span></b></span></span><br />
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><b><span class="FontStyle225"><span style="line-height: 115%;">3.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">Τι
είναι ο θερμοστάτης και ποια είναι τα κύρια μέρη του; </span></span><span class="FontStyle225"><span style="line-height: 115%;"></span></span><br />
<span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;"> </span></span></b></span></span><br />
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><b><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">4.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">Στο
δίσκο επιλογής ενός θερμοστάτη ρυθμίζονται δύο θερμοκρασίες. Ποιες είναι αυτές
και πως ονομάζονται. Πώς ονομάζεται η διαφορά τους;</span></span><br />
<br /><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">5.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">Να
συμπληρωθεί ο παρακάτω πίνακας για επιθυμητή θερμοκρασία προϊόντος 0-2</span></span><span class="st">°C</span><span class="FontStyle225"><span style="font-weight: normal; letter-spacing: 0pt; line-height: 115%;"></span></span></b></span></span><br />
<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-left: 36pt; text-align: left;">
<tbody>
<tr>
<td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 85.2pt;" valign="top" width="142"><div class="MsoListParagraphCxSpFirst" style="margin-left: 0cm;">
<br /></div>
</td>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; padding: 0cm 5.4pt; width: 85.2pt;" valign="top" width="142"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; text-align: center;">
<span class="FontStyle225"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri;">DIFF</span></span></div>
</td>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; padding: 0cm 5.4pt; width: 85.2pt;" valign="top" width="142"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; text-align: center;">
<span class="FontStyle225"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri;">START</span></span></div>
</td>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; padding: 0cm 5.4pt; width: 85.25pt;" valign="top" width="142"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; text-align: center;">
<span class="FontStyle225"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri;">STOP</span></span></div>
</td>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; padding: 0cm 5.4pt; width: 85.25pt;" valign="top" width="142"><div align="center" class="MsoListParagraphCxSpLast" style="margin-left: 0cm; text-align: center;">
<span class="FontStyle225"><span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri;">Θεπιθ=</span></span></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 85.2pt;" valign="top" width="142"><div align="center" class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; text-align: center;">
<span class="FontStyle225"><span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri;">Βολβός στον θάλαμο</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 85.2pt;" valign="top" width="142"><div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm;">
<br /></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 85.2pt;" valign="top" width="142"><div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm;">
<br /></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 85.25pt;" valign="top" width="142"><div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm;">
<br /></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 85.25pt;" valign="top" width="142"><div class="MsoListParagraphCxSpLast" style="margin-left: 0cm;">
<br /></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 85.2pt;" valign="top" width="142"><div align="center" class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; text-align: center;">
<span class="FontStyle225"><span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri;">Βολβός πάνω στο προϊόν</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 85.2pt;" valign="top" width="142"><div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm;">
<br /></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 85.2pt;" valign="top" width="142"><div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm;">
<br /></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 85.25pt;" valign="top" width="142"><div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm;">
<br /></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 85.25pt;" valign="top" width="142"><div class="MsoListParagraphCxSpLast" style="margin-left: 0cm;">
<br /></div>
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<span class="FontStyle225"><span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri;">Βολβός πάνω στον ψύκτη</span></span></div>
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<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><b><span style="letter-spacing: 0pt; line-height: 115%;">6.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">Πότε λέμε
ότι ο ηλεκτροκινητήρας ενός
μονοφασικού συμπιεστή είναι βραχυκυκλωμένος;</span></span><span style="letter-spacing: 0pt; line-height: 115%;"></span><br />
<br /><span style="letter-spacing: 0pt; line-height: 115%;">7.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">Πότε
λέμε ότι ο ηλεκτροκινητήρας ενός μονοφασικού συμπιεστή έχει διαρροή;</span></span><span style="letter-spacing: 0pt; line-height: 115%;"></span><br />
<br /><span style="letter-spacing: 0pt; line-height: 115%;">8.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">Ποια είναι
τα τυλίγματα (περιελίξεις) ενός
μονοφασικού συμπιεστή; Πώς συμβολίζονται; Ποιο έχει μεγαλύτερη
ωμική αντίσταση και γιατί;</span></span><span style="letter-spacing: 0pt; line-height: 115%;"></span><br />
<br /><span class="FontStyle226"><span style="line-height: 115%;"> </span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">9.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">Παρακάτω
φαίνεται το ειδικό ταμπελάκι που είναι τοποθετημένο στο κέλυφος ενός συμπιεστή.
Ζητείται:</span></span><br />
<br /><span class="FontStyle225"><span style="line-height: 115%;"> (α) Η ένταση του ρεύματος εκκίνησης.</span></span><br />
<br /><span class="FontStyle225"><span style="line-height: 115%;"> (β) Η ένταση του ρεύματος λειτουργίας.</span></span><br />
<br /><span class="FontStyle225"><span style="line-height: 115%;"> (γ) Ο συμπιεστής είναι μονοφασικός ή
τριφασικός; Αιτιολογήστε.</span></span><br />
<br /><span class="FontStyle225"><span style="line-height: 115%;"> (δ) Ποιο από τα παραπάνω είναι χρήσιμο
δεδομένο για να ελέγξουμε τη σωστή ή μη φόρτιση με ψυκτικό μέσο της ψυκτικής
μονάδας που λειτουργεί με αυτό το συμπιεστή;</span></span><br />
</b></span></span><br />
<div style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-no-proof: yes;"></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"></span></b><img alt="" 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wxjNJFBhWl6uhsbtawc6X9WaO/DwH4mqIgKzNWkixRyuRzOPcXoOTxg4cERLRQK+Xw+RNTrlavV2kh21CD8LpVK+/v74V3QCRFkIAMV4jD8Vg9qGZ0tBN5SjvRAKbAQTDz+SoXl/pBhd5zxV0BmJhzUagy+5TqE7wScZeWY0+6/hhD4EohwVMDRMjwyKg8mXIblRhnWxlbj76LZJqi6uIlR96RBggDOCdKRoYYDAwM8Hq++vp5MJnt4eAQHBycmJvb19Wm0sqcuIjw6UuDeGoKmhDcHTN/a2hofH5+Tk9Pd3T00NAS9GUOzQHsMppKw/RTa3Buwl1AYIjCrBhO9IFocrLs4tOG8DoCi0l6kg3gVFIWi1gYmDWsv/0ODIpFIIBCAWNTX1zc4OIhbieEfaJiIpaRYnDU0AiQUCkE2AfkLFEU8YBx5xeQjA72AOYa1aXuGh4fB3AXSPjyDov2QTRu4GbAGPoHLhjKZDA8QhAcQI+IsqEt6xfVH1vX+XyY1djloNKTQaE8g3A8I6ae6urq6urrYbDaXy0XMqRgZKIB2PppPYKG+vj6hUMjj8Xp6esRiMQGjCfOv1N6owO3KEomEz+dzOJzq6uo7d+54eHiEhYXxeLyxz/sJwYQGIQUeXkpACugf/FuhUAgEguzsbCsrqwcPHgwODhK+PVq3gO/BEoaznUwmE4vFcJ6D8M/j8WCb4bKAQqEQCoVcLhecQ3w+H/YhUheR+gBCAVppoVDIYrHAegKbSqFQQFA9g8Ho6urq6elBFhaIKBWLxSCMIOQCNEELj3QWgUDA4XAglhb2pEAg4PF4HA6HwWDweDyJRMLhcGg0WldXF9ifgVGQFAMggtxjAARw+WdwcFAoFLLZbDADiUQigBWYJVxwAG5GOhQSiGDqhoaGEFQBU/b39yM2JfClrhRNAA69otl/Aam15vZxhXO08wGC+Xx+U1NTXl5eUVFRSUlJbW0t3FpA4E6AY4J0JhQKaTQamCTLy8tZLBYsH9pxeE9wsMDla4AbFotVWVkZEBAQFhaWmJgITSlGl98nuo5/IgV+AQkxnwYTB6BpPp+fn58fGhrq5eVVUFAglUoN/IxKpUJSOo/H6+zsRDeCm5qa2tramEwmbFoOh8PlcmH3MpnMpqamnp4e2HKdnZ0MBqOzs5PD4cCWBmVMrVb39fX19vb29PS0t7ez2Wx0rvJ4vNbWVmgQllChUIhEIgaDUVNT09rayuFwcKQATEHHNewuPp/P5XL5fD50j81mM5lMBoPR2tpKo9FEIpFGo5FKpVwut7GxES6GNzc3c7lciURCp9MLCwsrKyubmprodHpHRweLxWIymWw2u7u7u62trb6+nkajtbe3w6HEYDDgZrFUKuXz+XQ6vaWlBa7Yw53o2tra9vZ2UPRwOQ7kGlhHoVAoEAi6u7tZLFZHR0d7eztoRpB8USQSIRUGN98SWJOgCcoxV/9/H6kNDnuB7SoUCsvKymJiYmxtbc+cOXP48OHLly87ODj4+vp2dHQolUpgJCTt4hLK0NAQnU7PyckJCAi4deuWqanpqVOnjh49evbs2fj4+Pb29oGBAb0IhcsXaPUBNcRicXd3N41Gq6yshHRQDx8+rK2tlcvluu08gkChQUgBcjhYSnWRAp0n7e3t/v7+Hh4eGRkZra2tBiIFdEsul4vFYjhjCwsLHzx48ODBg4SEhKysrLq6OgaDAcIbj8cDTwpcvE1ISGhubu7v72exWG1tbR0dHR0dHfAkHK0wcSgWhUajwZ0ZkI8EAgGTyeRwOCCJQH/kcjmLxSoqKmppaQHxZHBwUCKRIN8NQoqhoSGRSIS2HI1Go1AolZWVKNtFXV0dKIQDAwM0Gi03NzctLS0vL49Go/X19SkUiqampocPH6ampubm5kI+DngLQIpKpebm5hYVFZWWllZXV9fW1kI+iK6uLoA/OHBKS0uzsrKSk5OTkpIyMjKoVOrg4CBhvUGkgtF1d3dzOJzGxsaSkpLq6urGxkYQcEAzApkL5Bd09UaXb1Q6QQQjTie1UtRRSc4YSaXNgglx32PQQDetJCMjq7atj7gXHpEmtHM4HE5gYOCJEyeWLl36+uuvz5o1a82aNfv37zc1Na2pqQFhAcRnkN3ws10sFmdnZ9+8eXPr1q2LFy+ePXv2q6+++sorr3zwwQfW1tYVFRWwjrrdww8GtPpIS+XxeN3d3f39/c3NzSUlJTY2NvHx8boGgb8QKUC8ATmHRqNBxqSCggIGgwEa77jfQMK5WCxms9l1dXXZ2dnR0dExMTGJiYmZmZkVFRXNzc0cDqe7u7u1tbWpqQmSiOTm5sbHx1dWVnZ0dECCEDqd3tbWxmKxOByOSCRCSAGKAIPBqKiooFKpgBSDg4MgOwC4QAQbaJWNjY2FhYVUKrWzs7OrqwsQCs5bhBSgiIKqwmKxWlpa6urqIFdaZWVlZWUlhUKhUqk8Hg/d9svOzk5PT8/Ozq6qqmIwGH19fQ0NDenp6ampqRCfRiaT8/PzKyoqGhsbOzs7S0pK4uLiUlNTMzMzi4uLy8rKoNnOzk65XM7lcmtqaiorK/Py8tLT0xMSEuLi4uLj48vKykCDwOVSkNf6+vq4XG5LS0tTU1NFRQVKzdbW1tbb24tQWCgUikQiZExRjB7tMypSqCR5lqtJBHruQ+MbEZTOvifvFiaSKNt+98skEumjw9HNTwYqRuNktdbJBRsBdgqVSnVwcPjxxx8XLFgwffr0V155ZfXq1YAUFApFJpOJRCJAcxwp4LxksVjR0dFnzpz5/PPP33rrrVdeeeXFF1+cNm3a3//+9+vXr5eWloKUqtuNMZBCLBaDtD44ONja2lpeXm5raxsXF6fri3wySAEmQ/C7IBEUOgEmNCqVeuvWLXd3dyaTCWfUGF0hDBJML3Q6PSUlJSoqKiYmJjY2NiUlJSMjIzo6Ojk5WSAQsFgsHx8fS0tLS0tLCwuL+/fvJyUleXp6Ojg4REVFFRQUUCiUhoaGtrY2SOYhk8k0Go1SqWQwGE1NTSUlJbdu3QoMDATtQywWx8bGXrhwoaioqLOzk8/n+/j4XL9+3dLS0svLKy8vLzk5OTQ0NCAgIDY2Ni8vr6OjA0LRkZEC7BQikYjNZhcVFSUmJsbFxT18+BCSelZXVzc3N9fW1ubk5Hh7ezs7Oz98+DA/Pz8+Pt7R0dHPz6+goKCqqqqsrCwlJSUwMNDT09Pe3t7Z2TkqKiorK6uoqMjNze23334zMzO7deuWr69vSEgITEVpaSmDwSgqKgoJCQkKCgoNDY2IiIiKigoICLCysgoODuZyuUgQgAAbPp/f1tYWGRkJSQbd3Nx8fHxCQkLMzMwOHjwYGRlZU1MDmZ0oFEpiYmJOTg6dTmcymTweD+Rk3VVD6jRuOv2TVAOFN/81ifTszPe/OvQr0M+bP3idRCK9/2/fxv6/Fiuk7Ezzr14nkUgk0qKj90vFf41KpMKiGJVKJZ/Pp9Fo2dnZSUlJLi4uGzZs+Nvf/oZAcsWKFcbGxn/88UdRURGcuAqFQqNNewkTq1AoOjs7Y2Njjxw5smzZspdffhmH2TfeeOPMmTNZWVkCgR7JTD2K0wCsZmCikkgkarW6u7u7sbHR3d09Pj6ez+fDHtGMtE08giL5J1IATECgGLKpQCf6+vq6urrAQFBQUODk5BQeHi4Wi0EZGxoa0kUKFRZKAL8gCzyVSvXx8fH398/KysrNza2oqCgtLQ0ICPD394ej/sKFC/v37zcxMTl8+LCfn19paendu3dNTU2dnZ0TEhKKi4sBKerq6thsNsgUsACtra35+fknTpy4ffs2GB3odLqrq+v+/ftTUlKampqYTObvv//+zTffHDly5M6dO9XV1YmJiR4eHg4ODi4uLiEhIVQqFeQO/OouyCY9PT1ZWVlhYWGQp6y8vLyyshI0ndzc3Hv37l29etXKyio3N7exsTE9Pd3c3NzKyiokJKSsrKytra2goMDf39/Z2dnCwsLa2jo6OhqyAV++fHnz5s3Hjh27ePGin59faGhoTExMcnJycXExjUZLSUlxcnJydHQMCQlJTk4GSDUzM3Nzc6urq0N5mSUSCY/HYzKZlZWVVlZWZ8+eNTc3Nzc3d3V1jYmJOX/+/LZt2+zt7RMSEkpLSykUSm5urq2trZ+fH8AuYC4YPvSqx+AqQkjx5zOqgULrz0ikV1eeTkMPs6NMP32JRFp6MrnFUAPWI5G8Je7C+8+8MO+dRW+/TZq79VYp/wl/ALfpglQlFourq6ujoqIsLCxOnDixa9eu6dOnv/DCC6+99tpbb731/vvv//jjjzdu3Lh79y6FQoH4KGgKoBZ2plAoTEtLO3/+/IoVK1566aVp06bNnj170aJFS5Ys+eCDDzZv3mxra1tYWMjn83VPfhwpCICu0Dr7IeAKNO7ExEQymYzsaOqR9OhIAT5IFHqEzlUQnHg8XlpaWkxMjJ+fX0JCQm1tLUhWuJ6CeoMsYci6oVQqIXeeVCqtqqqysrK6d+8exIcIhcKenh4ymRwREVFWVpaVlWVtbW1vb+/p6RkfH0+lUru7uxsaGnJyclxdXX19fXNzc2k0GovFKi8vb21t7e/vByaGcKmOjg57e3tXV1dQ1YKCgsLCwmJiYjIyMnJzc7OyslxcXDw8PMrKyjo7O/v7+9lsNo1Gq6uri4mJ8fX1LS8vZzKZkKcQZgDc46A3gbGAzWYjhR86n5WV5ePjk5CQQKFQ4EVIIhATE+Pv719eXi4SiVpaWshkckJCQmhoaFJSUnt7O9gRbG1t9+7de+fOncjISBaLBc42sNcODQ1VVlaGhIQEBwfX1NSA4tDa2pqXl5eUlBQZGVlVVQWeF7gyVFNTk5GRATldExISEhMTKyoqWCwWhUIBN7uDg0NNTQ2TyaRQKLdv3/bz8wP7K9wXEAgEutYvIJBv0V0emUym1mg0qkFAihWnUrQPKqu9Di58kfTcF2b5bHT0qcR1kX+cNrWwS+MQ2h2o9bK9/Mcff/zxxx9nr97I6R75V2l7/H3zU79aJ1J7CMeouq/Rx2Q+aepnf9h73jJ5l/TyCsvk9uEJcf14hOwLQ0NDsDWYTGZ4ePjp06dXr1791ltvzZ07l0QizZs379ChQ5cvX3Z3d3/48CFIbXw+X1d/h03e1tZmY2Ozfv36V199dcqUKQsWLNi1a5etrS3wdnJycnV1NWSyQqZ6XaTQ3eQqLBJPo9GA47ampiYvLy8rK6ujowN//XGRAnkZ8SRUIH5rNBqBQBAcHOzs7Gxvb19UVITCKAht4fIq7sWRa+v9KJXKsrKy06dPW1tbFxcXV1VVtbW1NTc3JyUlBQQEQF5/b2/vpKSkgoICNpsNWrRcLu/t7Q0NDQ0KCiorK+vq6uLxeGVlZc3NzUKhEN2C12g0/f39aWlpkZGRycnJwcHBdnZ2KSkpbW1teXl5aWlpCQkJOTk59fX1SiwYFqxBeXl5YWFh+fn59fX17e3tPT09AJHgIwCnV05OzoMHDxobG0HCYjAYLBaLwWDk5OQEBwc/fPgQ7Cngo6mrq4PrwE1NTTKZjM/n19bWlpSUpKWlFRcXA/Z3d3c7Ojru2rXLwcEhLCwMHCIsFgtu2Wk0mpqaGkjcXFFRweFw2tvbq6urIbfi/fv3i4uLWSxWf38/BJtQKJTMzMyEhITMzEzI6QpCrFKpHBgY8PHxuXTpEvBxY2OjnZ2dn58faCIFBQU0Go2AFDgzgWiJ/F9DQ0N/IsWtdc9Menb6on/t2W9sbHzgwIEdH//tBRJp9nbb9F6Zth15Z/CemSTSlO9uVY0QqTvTbX9ZORmTvd/ddia4ZgD9nZt1c/ULpGc+Oh5HExH4jF/lu/Ul0gsr9sf29Nc67X6dRFrye2THE4UKHCn6+vogJYSFhcXGjRtnzZpFIpGef/75BQsW/PTTT9HR0UVFRTQaraenB78NgO9wqVQqFAp7e3tzcnIOHTq0cOHC119/fenSpT///LO3tzeFQmlpaeno6AB5Fmts8MIAACAASURBVDQXvbFbozmqVViQCyzQwMBAd3d3SUlJREREbW0tEpFwq4Je7+kY9J94CggcAJiA/QnGf5VKxePx/P39HRwc7OzsSktLe3t7h0cWFkSD0UUKBBagtpWUlOzfv9/Y2NjR0dHV1dXHx8fLy+vGjRtWVlaBgYFgCKisrGxpaQG9BiQUkUgEhT/a2togxVZVVVVLSwugL5o4qVTKYrHAsGxtbe3k5EQmk0EAgWIZAAEwQIVCASmC2Ww2XLBJT08vKCiAAxYpmdB4f39/QEDAhQsXbG1tvby8QkJCwsPDMzIySktLc3JyIiMjraysLl686OvrGxUVFRoa6u3tHRsbW19fLxQKYY07OzurqqqSk5PJZDKEYPT29lpZWa1atWrfvn0nT5708fEJDAwMDw9/8OBBdXW1UqnMzMw8e/bs77//7ubmFh4e7uHhcePGjaNHj169ejUyMhKwACJ8JBIJ+GVKS0tBEONyuUNDQxqNBqxr7u7uZ86cqaurEwgEIMv4+PiADlVVVQW+d6VORBwSCXF1UiqV/okUt7+YMmmEQXPGP/c5RRa39f5n14rzrd+ZOum1TRaNuGCgbos6vf5ZEumDn26GJCUlJUXb7F9EIpE+3B3K/JMdae5HPnyO9IFpbCuRyaTclOufvUh64yuzRJlGo6lw3jqfNGnubn9Kr+bJEYwU+La/v59Cofj5+e3fv3/BggXTpk0jkUhvvvnmr7/+GhoaikKtwKSF4gbRZCqVyv7+fhBd79+/b2Rk9Pbbb69bt87U1DQpKamtrQ1eB4M0aL66cdJqbXznuEgBAAfHfGVlpZ+fX1lZGWxn9OJjIQUh1hhMtQqFAgKTu7u7/f39QWemUChg19U1mBOQQqqTZlKj0dTW1l68eNHMzCwmJgYyAiYlJUVFRYWHhyckJCQnJ0dHR5eVlTU1NYFjBSaRzWZnZmbm5+d3dnYCotXU1NDpdLjAioQ0mCYajRYYGBgUFBQXF0elUvv6+srKyshkclpaGuzbYW1uSwig5PP5RUVF8fHxUGGhtbVVKBQS5lEsFkdHR9va2gYHByclJUFhoaqqKhqN1traSqFQAgMDnZ2dk5KScnNz09PTIyIiIiIiUlNTaTQaLBKbzQbLSEpKSl9fH+iTzs7OW7ZsOX36tKWlZWxsbGpqalZWVkFBQUtLy/DwcF5enrW1tZWVVWRkJEgogYGBDg4O7u7ukZGRDQ0NQqEQjnqpVArdALcok8lkMpngpoUILk9Pz3PnzjU0NPT19dHpdDc3N39//7y8vPLy8vr6eg6Hg5BCPbJUhHzkPSDYPxoNWDTXTiK9uPB7h6KiGIs975NIpA8OOLTgs6Zk+O1+jfTC6ydjR7r9epIPfTqd9JKRZ5UYfhhqdv+CRJr29hf+dI1Go+nKtlk/jfTa1ptlIqKEPMQkn11OIpGemzV/+Zp//nP1snenv0AikZ7f7Vqs8+zjEmytgYGBjIyMc+fOrVmz5qWXXnr55Zeff/75zz77LDo6mk6nIz4BFRhdn5Njgfw8Hq+goCA1NfXy5csfffTR/Pnzjx07FhERwWQy/5xMjWZwcFAgEKByYXp31mhIodSW6QNOQKoihUJxd3fPy8uTSCToQxqt7UnXODo2/eeGGNrbiDMAKaRSaVdXV2BgINTpqa+vBwebrot0NKRAUcYajaazszMoKCgtLQ1Cp2C7AhZUVFQ8fPjQz88vMzOzsrIS8lwMDAyASh8XFwfJe8FBU1dXR6PRQLrB1TmNRiORSMBN2NTUBHu+sLAwISEhLCyMwWAgIyiKMVMoFBkZGR4eHunp6dXV1a2trb29vQSkGB4ehvxCXC4XWXBQILlUKmUwGM3NzWBlhHM7PDzcwsIiNTVVIpHI5XIwEAA4AlIIhcLQ0NDz588HBQWlpqbC6QTLDHJvbW1tbGxsbGxsa2srHFl8Ph8mKjg4uLy8HEQk4JWWlhYoEpGbmws+Dg6HA4zb19d3//79K1eutLS0DAwMMBiMwMDA0NBQkImampo4HA4EoWow8zNkP5VhNxfR/tFowKK5BtkpJGWe3/2d9OxLn5wNrkPGzKHc6/NefeHN71x5Glmtz8EPPthkGtyg0Wg07HjjT18hzfwxuuXPGF8ZN+YHEun5tz52bdBo5M33jnw0ddI/r6RyNJLMozv+8cHm2xV/wsAA1c/klckk0jPPPKMVZJ6ZMmUyiTR11fks9tCEWN9AGh4ejoiI+O677xYsWDBp0qQ5c+a89tpru3fv7uzsBKkenzQ8py5sV5lMxmaz4+PjAwIC9u/f/+abby5evNjOzg4Mn8gYATF+ukoHkIFIoVKp0C0ytVpNoVDu3LlDJpP7+voIqiWS8Q2n/2SyQToC6gdY8kQiUXt7e3R0tL+/f3BwMFgHDEQKtKPgvxqNpqenJz09vaqqCu8obBsoL2ZtbX3//v0HDx7U1tZ2d3fz+fyamprU1FRPT8+IiAiw0vH5/IaGho6ODtz2g1qTSqXd3d1gHQQ1vqKiIjs7OyoqKiwsLDU1lcPhgJIFJkkGgwHex8zMTIja6OrqUmqvnABIi0SiioqKkpKSgYEBfLzABw0NDQwGAwKuYbWYTGZcXJyFhUVaWhq4Fbq6uqhUanp6ek5ODmBHT09PVFSUpaVlVFRUZmYmKLqworCWNBoNqiV2dXUBR4KE1dzcHBsbW1VV1d3dDd44COhsamoCYaqgoAAcw3K5HOJ8AwMD7ezsQGFpbW0NCQmJiYmB6GOkY+NMD/4UCB+SaS8jIrFCo0FI8crSo5FCjUaj7s932P8uiTTlH8fC6wY0Go1G1e75/bwXX1p1ldwtErY8MF1JIs3edO1hb59EJqU47P6IRJqy9VZqK5/P57PIt798lkR653ObBoWKk317/fOk9/c4FXMFwgrnT98ikeYeiKpji4cV6j66y45nSc/P2+aYx0RETzi95i0Saf4fSW0yzSMSMvjhGxX+MTg46O3t/dlnn7322muTJk1auHDhRx999Ouvv/J4PLwFhfb6EhyNII7Bcctms8PCwu7evbt58+Y5c+a8+eabR44ccXV1jYuLKywsbGpqgjA8uPQxmqERqQy6DyixKGqUd0qtVldWVtrZ2WVmZgK/oXcBv9ArBk7ROEjR19cHvBUbGxscHBweHv74SEEmkyE6BbGmQqHg8/kVFRVhYWGXLl1ydnYOCgoqLS3lcDhCobCysjIuLg5FKEAQUUtLC7ghdIWo4eFhiLnmcDjQz6qqqvz8/OjoaGdn54CAAAaDAdqTQCBgs9ktLS0eHh5XrlzJzMyk0+k0Go3L5aLWQCCCzOMlJSWg/COSSqUtLS2FhYXt7e1oswFUJSUlWVpaZmRkAJZBLrPMzMzc3FxYue7u7sjISIQUEP2Ne9daW1sBKZhMJiwNoFtTUxO4WgApoIdisbi9vR3qA+bk5OTl5bFYLI1GIxaLWSxWcHCwg4NDQ0MDj8ej0WghISGxsbGVlZWNjY3ggcKBG4ygPT09EAMONikdpJDkma8gkSYv/DnsT1OlsMx672ISiTTz64vk9oGhohvvvEgikUiTnn1uyjPPTJ48iUQiTZo8+ZV/HYtjqGQVbrv/8TKJRJr0zDPPPDOZRCI99+6aC4lCjYLue+xDEolEIk2a8tyUP18jTZr83MvfOBc0J15eQCI9u3hLSBu+CIp8y69mkkikDbb1gkfMfqLGLgrrIoWHh8cnn3wyd+7cyZMnL168eOXKlSdOnDAQKeCQCAkJuXPnjpGREYgke/bsMTc39/LyAhdVbW0tg8H465AChVMajhS6f/pPZSBku0JPDA8P8/l8CHNIT09PTExMS0uj0+kQCzghpABBXaPRCASCkpKSxsZGJNbC+cnj8aqqqkJDQ0+dOmVubu7o6AhWBiaTSSaTfXx8bt686e3tTSaTIQdfY2Mjk8lEgVLIEaXRaGQyWW9vL4RdikSi/v5+cAempKT89ttvpqam5eXl3d3dYrG4ra0NIiBtbGwuXryYk5PT3t4OFhAwQcPttd7eXiaTWVBQkJeXB/7LAW0Raj6fn52dHRQUVFNTA79AGCiLxUpPT3d2di4oKIA91tPTQ6PRioqKysrKwELOYrEiIiIg7CI5ORm8vxAHBTAKJveCggKwzoCmxuPxmpqayGQylUoFKITOaDQakUhkb29/69YtsPjQ6fTBwUE2m11bWxseHu7t7Q0qSVNTE+R0RrXzILYPF54hYXxPTw/YpGARRyy3aqj6nsny5Wu+t8ro1/7GL3b7t9FHHy1bfiqAQk2y3/avZcuWLf3w/SVLlrz3zuxpJNKzL8+dt/Ins7QOjUajUbVEmmz95P0lS5YseX/ZZ0Z3i4fUGo1GSPU9++XS5cuXfvTh+0uWLHn3jRefm0x6dsY7Sz4+dq+o0MNk6bJ/7b2VOaAZSa3RB7d9+tGyP5LZEr18Py7B5kEXbTXananRaCQSiZOT0+LFi2fMmPHcc899/PHHGzduPHfuHCAFbiND18AgVg2Bb3d3t6+v782bN1evXj179uyXX3556dKlX3755Q8//HD16tXw8PCkpKS6ujrcVKR3A4OyoxcpkA8bR4ry8vKbN2+SyWQUY63UXqdGoXSPghRqLaH/HRwc5HK5zc3NlZWVUMSZQqF0dHTweDwIjiAo8wgpFDrVNFDcu0QiAVkL/aJSqcRiMRQHaWlpAY+pn5+ft7e3i4uLk5OTjY2Nq6trfn4+XKPq6+ujUql+fn7379+Ha3OZmZmgjECzID9DbCW4neAWCZ1ODwgIuHPnzr179zw9PV1cXDw9PaFQbURERHJycmVlZVFRkbOz840bN+7cuePq6golm6qqqsDu4OTkBIGP4eHhERERCQkJqampCQkJ4eHhfn5+np6eUF747t27bm5uQUFBZDK5ra0NVEdQc+rr61taWuDMYTKZAQEBp06dunTp0vXr193c3Dw9Pf39/aOiosDBxGKxwOLA5XJBCBoeHoaoCnASg8MY7ixqNJqhoaGcnJyoqKigoKDAwMB79+55eHjY2dldv349ODiYTCYzmUw+n9/R0QFGn4aGBjKZfB8jHx+f4OBgyHjI5XKhRBUQwTkyQerNsVpPIi3Y41Q2sffoQV998BJp4els7hO63TEKKZVKcIjCNUK1NgobPBe3b99+++23Z86cOXPmTCMjo71791pYWMAtPjiuNTqXPnGTIZ/P9/T0vHr16ocffjh37typU6e++OKLM2bMmD9//o4dO2xtbb29vQsLCyGjPfjm9ca26EUQtTaXEop2QW7a0tJSS0vLzMxMlbaACDJnDGPJePR+Yiyk0O3B0NAQl8utra0tKiqCqJLW1laI/xWLxcTw3tGRAtnPNRqNVCqFkwqXhUDHgS+2t7fn5OSkpKQEBQXZ29tbWFiAxwE0AvgilUp1d3d3dHR0c3ODnODl5eVNTU2dnZ1IelcoFLjfVyqV9vf3V1ZWJicne3t729raXrt2DUK8AgICiouL6XR6U1NTdna2paXl77//fvHiRXggIiICwjGjo6MdHBxsbW2dnJwgwCk4ODg2NhaSiUIQupmWwGEBcQoQKQ/3UAHOwLPAYrEiIyMvX7585coVCwsLKHJ9584dT0/PjIwMuBHPYDCYTKZAIICNKpVKeTweg8EArYHD4YBRE2ZSLpe3t7eXlpZGR0dHRETcvXvX3Nz83Llzv//+OwhoMPNsNjsjIyM/P59Go5HJZDc3N0dHRxsbG+RaTkxMrKyshJ4jAQqFJz8KqXuyLdeTSPP3OJZO7EVa4Ffvv0R691QW5y8N+vwTKeBoQdEHAMFisfj27dvz5s2bPXv27NmzN2/ebGxsbGlpyWAwgMEQyyFSjwxtEggEHh4ely9ffv/99+fOnfvCCy8899xzL7300rx583bu3Glvb+/j41NcXAw6KQQfgcZH2K6jIQUcPCptmhKkaJSWll6/fj07O1ujDZ8DWWNspIB/6IobY1UwlsvlIpGorq4uNze3urqaSqUCdyJDl16v79gyBQTGQqwEEttgxmEALBartbW1tbW1ra2ts7OTyWTC/0IuDLU2uqG1tbWlpQWegXKnkJoBjRz2FcRTonqCAoEAaiyz2ezOzk64kd3R0QE6OZPJbGxsLCgoKC0thevhXV1dvb29IPlzuVxIaQH34tGlMghshVtk0GBraysUWATlC7wPcOMbZZoAn05dXV1RURGVSgUBoauri8lktrW1wbtDQ0MQCYrSWKAhsNnsnp4euCaPvPcKhQJehxu3TCaTxWLV1tbm5+c3NzejdKdsNhuwD2kZHA6nq6uLxWLBkJG7TjqyYOJoyQ7GJ2VXyvllJNIrm6zyJvZ+g+cnr5FI0w8+ZA6O//BjkEqbbwJYCCGFUqkcHh52c3NbtmzZrFmznn/++dWrV2/ZsuX8+fMsFotgAUVE2NJcLtfb29vCwmLlypVz58596aWX5s+fv3bt2iNHjjg6OqakpOTm5ra2tsqxHCUAUsi3otFuLt35B1UCpZvDkaKkpMTCwgJHCjjdweiOwIjQc9SsQUih1oY8wU0NuO5ZW1vb1tYGmXnwnJH4W2MghVKbehzFgai0N3BgqCCzwYVOCNOGZgHvcVMTrOswVmYdYAtfNpU2PzCkPEbmDAK0oX4ODw+DKwTus+tOyBhKHSJoDULXoVcybeE1JMbDWMA2CTHaMCGoEVhRGDhsVJQ9BAJAgEBcQmmXgcn4fD5YUtDsDQ0NQQIOFK0vEAg6Ozt5PN7Y216lk8ptNIva+KQS08leFy/aBOd1TuxlXqWPg9lF23h6/1+rfai1Fk2Ztj4ebC3gyZCQECMjo7/97W+TJ0/+6KOP1qxZc+LECTqdjivgBOUdkUqlYrPZEAhjZGQ0b968N954Y+PGjadPnw4MDMzLy4NrDQKBAKYXZIohba1j2CnA2wqdRND49gHmBy0D/l1cXGxhYZGVlaX565AC2UgUCkVDQ0NGRkZJSUllZSWYM1F01thIgYMFsjhCR5VYgkA0C2jBVFoabQ3QBIHIgI59otVNo1Fpi3RCZ3SFIAQBaqyeO0EhR2FIKKxF72r19/dzOBwWi9Xe3t7c3Nza2gp2U7TB0LjwKUKoKsUKXiO7NOoYeKxBuEDOCGgBsBI36+JfwX9BvyP8AvRB2K3LCXg3dOXh/z5CGjHMEpwlycnJJiYmCxYsIJFICxcuXLZs2cGDBxsaGnQDW3UnRyqVdnZ2QgD+gQMHli5dunz5clNTUyjKidRzWCk5VoAajgfczCzDMu6hLxKQAhpESGFmZkYmkzVa1wzSPsZGCr3non6kAGCDzQwZFkpKSqqqqlpbWyFjEs6ChJnSPYvQllBg2USRoVhpcCkqwmNIYgTnIsHFhb+i6yqfECmxwlnoK3hT6CiANH9cLhcyaMBtfd0uIXkKvY4QTaFQKHW0R2Bc2NUorgZhAUCM7lZXa633egnsOCgQ89E1i/9GUmlzSWg0GqVSWVpaeuPGjTVr1rzwwgtz586dM2fOhg0bAgICysrKQMQGuQ8sYvKRycHkcjmHw8nKykpISLh06dK6detWrFhhYmLi7e3d2NgIWYXwjQMeLlQ0EOWsHNam9sUPUZX2fgoK2YKTBli0pKTE3Nw8MzNTo73ihGQKaG207aB3P+pHCplMBvK/XC6vr69PT08vKyurrq5ub29Hh6QKq82Lf2A0pMCFCxwpcNlhtJVDG2M0eBp74Q1EosckfPcSpIPH7AzMNpJo5FgN60cGQcDZMaDk/2eCBUKeAkj8sXv37hkzZkydOhVySZiYmHh6ejY2NrLZbDAeQUoksHHix4BIJKquri4qKrpz5862bdsWL168atWqgwcPhoWFoVsL6LsgnILwiGdaRkFJ+JZRYYUFxkUKpKWqtF7SsXfchJECIgufFFIgdfdJIYUh9H8HKYCQgICQUS9SPEKbYEwZDSkeoZ9PkWI0IiBFR0dHbGzsnj17pk+f/uyzz5JIpNmzZ+/du9fFxQXuFgsEAhAkIT8dASn6+vrgJrGzs/PWrVtBf/npp5+Cg4MbGxulI1NMyuXy/zVIoVarwbwHyj+VSs3IyCgvL6+pqYEQIFyx19206pGFKtA4CSoZ2vPjbhuV1huM2+F1z2pDSIkVE8AVezQv6pF5QfR6kgiDRSiGpgXXd8YGNbTSSINQYqGQasy0ocZUNgQZuO429sAJUKvEDCV4V9EBMKEF+m8lmAG5XA7pHlxcXIyNjdesWfP3v/99yZIlS5YsWb9+/fHjx21tbSHglc1mwwUCgvUdIhh7enoqKys9PDx+/PHHRYsWLViwwMjI6MKFCzExMampqQUFBfX19QwGo6enB8JYcIUd5xM5dmdPrWOnQIykVquLi4v1IoVarR4tZAORQUgBBg9wlQ0ODtbV1QFSQMwpUrwfEykIuvoYhLYu6G+o+o5i4u59mC9kGhzSKTAN6wqGUnhGphM2go8U1zh0xYdxSalNGghDA3cJml60aVH3EJChzB0GToJqZPlVtBa4CQmhA3oGR67/D0mltWvCtZrCwsJ79+79+uuv33333dq1a6dNmzZ58uS5c+euX7/+4sWLcXFx4NqHTB84UiDBTSaTVVdXW1lZvfvuuyQSadKkSR988MHJkychr3dUVFRhYSHceyTkf0GIQLBr6kUKZMkiIMXwyHREYyOFLulHCiRTDA0NUalUMplcUVFRV1fHZDLRxQf1KI5DvccXburHj18DF0yhUIApGLz6Q0NDEPU8oaGipkAwQTIFPgq0FVFWEr1bBUmnaFCPdvYqsWwCep24OJ4isQI8F0im0O0YYciI3XEFEEdzgkyh1qGJjusRSO+HxvjREDEKF8QIE4vLa6OtHX4SyGQygUDQ1tYG1//t7e2XL1/+6quvTpo06cUXX3zvvfdMTEzu3Lnj5eVVUVGBpwUCdlJpk3EymcyIiIidO3e++eab06ZNmzFjxqJFi95///0PP/zQyMjo5s2b2dnZkCRVpb0VhfqAyxR4J2XayCv1yGhuQArwksq1JfWeJFLAQQeltAhIwWKxkKPecKTAIYMgpRvSRRBSwBQMBluRSFRbWwuhL6qJVLUiyDu6gKXWKg7oUNUrUMBb8pEFDTUYExs4Olh+tIFVOs4LvB01ZgNCHDPaK+gtpdb3BkcK+hBaI12kGGP2xhgd+lGN+ZsVWBwNdEP3EoBmpHdJqRzh5SX8QqDRuqrSmopwGZ7Q1XGRgjAu+DePx2OxWFlZWYcOHVq9evXrr7/+6quvTp8+3cjI6PTp02ZmZnl5eeD+1Gi3MYQpQjdEIhGEOezcuXPVqlULFy5844035syZM23atHnz5p05cyYtLa2np0czMrRBieU91h3L2EgBkVcTRQrdJR5x7wNNHIQqwLpCvcOJIsVoZDhA4KRSqUBrgGzgFArF3t7+4cOHEKQIjtvRRqh3CsZ4bNzdjgYIWgAEoaH9oNDGR4ymjOBsqtBG4+uVSgh9wDePXmkIwIugTUi1OYpQzWu5NlgDNYjvUr3bDzWO29WUmLaMsAAtNG5/QbkXIeeF7icIQ1PoWLJGozFWGUcfQm8fmSdVKhVoplAv5uHDh/7+/mZmZj///PPly5ednJx8fX3b2trQNKrVagirRbms4Qxua2srLy9PTk52dXU9ffr0kSNHduzYsWvXrnv37tXX10MUFuoqrjPKdeozqUfe+yBYNEeL0RzNoommYiykwM98iFOAKYZ7RI+GFIYv7dikVCrhogSVSq2pqfH39z906JCDg0NhYSFc11VoA7fUo9ekf2TS3cCwcih4aVhbRlCurWQLmgvhRZX26pGusQBtYPQJfBp15TKljgYH/yZsM6VSCV9BRw3h3MZPb+Uo9ksCriHHPq4tq7FUKwoslkyK1ZGHyHSw1aFX8P8qdRQipcGxNnr7rAs9j3l6qbVwiUpGtbS0pKWleXl5RUZGpqam5ufn4zn41Wo1PAnGNeATjdZpwOVyKyoqIiMjAwICHB0dHR0d8/PzwXuCEAEhBWIblY4UCeuiFymuX7+O3xCTayOvxkAKjc4RBfSf/BQ4GyHlSqlUjoYUGp0thH58TFzQJYVCIRaLS0pKoGDHDz/8sGHDBmNj46tXr1ZWVuodLU6E/TYGkOmSLj+ptJmFkCUShTlCuCTEXA9p6xug/8K+hbKAUDYBzA3wCsI7DcaRsPDwOTim0KbFdagxwJGwHGrtBSGZNtKUgDVjNKLROvxHcwmptQU7YU6AHeHaCwgUKMYUES6eEMBLLywawlQId+QY4XhBWOJxGyQ0rsGqbIB8ATf3UeAj3g3YSriqCySXyyGJNmRdguqTcDxDaKZC66OF1lRafUp32pXYrXM4GGCM5eXl1tbWGRkZ6O4FmmfpKLfO1eMihQLLwwFLJddm7Hk0pJjQ7I9NsDN5PF56evrt27cPHTr0/fffm5qaHj169IcffoiJient7UWODL0wAVxCYBrC2Tsa6T4MiIDcqMjUiv4NRyhMFEhDcm18J6h14DBHITpwOYXP58OZI8dKsQNBHXakYamweA2kvBg4mWpttSdCSh6NYWoXzscqbdIAxKnwGMA6JPKDqm5QbxGKIUH6j/b2driUDHCJjlD0XQSIeuUgwmOEk0CJqVRjIIWBM4bPG94s+haIkEqsuhfeGYTmhC8qtYohLu7BTKI7/gQcnyhSVFZW2trapqWlQaJJ1IfHQgqZ9sIVgCIsEsxOY2MjJLakUqkEpHh8Gpc1YSV4PB5kiDA3N9+7d+8ff/xRXl7u6Oi4YcOG69evp6amQsVg2E74aBHqIQl8WFtzFHcTGkLwCpzwaBtD5WQOh8NkMjs6Otoxgksf8ADUjISroh0dHZ2dnVCNGa6Wwh1TuLeKrnJBQUBoobW1tbGxEdLVaDBYR8Zwub7oEvxohW4jCQWqk6L4FAA4+ChUewXoUWrt7UAIBFHNMeA5CGMH9IEpgoqqaWlpsbGxN2/eNDY2CkCyDQAAIABJREFUPnjw4G+//WZubu7m5ga14woLC+l0Ogjbw/ouqqq1cjUOFkrMv07YvbJRCEeKseUvAkMSPiTDLvuBPxt1SaFQgB0NEJ/L5cINXUiSDrlXwFoB8VQo6RHy+qMzBn4c1pcmCiGFLujItQodjhRVVVX29vZpaWl4JTGN1rmpVzBUY4Ln/z6kgBJeNTU1QUFB165d++GHH86fP9/S0uLm5rZ27dqLFy9GR0dD1V+UgVbzVyIFUhYABbq6utrb21taWqB0O+SeaWxs7OjogAw6EOcLVc6gcDlUXW1paWEymYirWCwWKvKOCq8D6zQ1NdXW1orFYo2WY1C0+LhIIddeOkJXCSQSCcAQ4tf+/n6RSMTj8aADKJ2nQuucBoLHACmQHAvxINBtCAkB4Kivr4+JiQkKCrp48eKOHTu+/fZbY2PjM2fO2NjYhIaGxsbGZmdnQzFaSFwm19HAkbQyBlLgcsdfihQq7JIRinyBBqFXAwMDcOsHCr7AsQGnAlwC6u7u5vF4AoEAJh8IcAGQAq4gQ+4lXelYrfXK626W0ZCisrLy0ZBCM8ZdUl2kUGpTzo6GFGPscMNpbKSQyWRwwHZ0dAQGBpqZmV26dOnXX3/18PDgcrmhoaHffvutiYnJxYsXs7OzIR1DT0+PRCIhrDSS/AkAodBHhD8RhFvoEhQHgsor9+/fd3V1tba2vnLlyqVLly5dunTt2jWohObl5VVUVMRkMnNzc318fJydnW/dumVmZmZpaWltbX379u3bt287OzsnJydDeR6oYMxms1FtNIVCMTw8DLVOIZePXGtJRReH9J7GaAYg2VdRUVFWVhbgFyQHZjKZZWVlubm5qampUGYFKjORyWSoY6DRaHp7eysrKysqKqAsCJVKhfoUSu0FZ2BukUgE+YQrKiogqVdDQ0N4ePgvv/zyww8/fPnll8uXL//oo4+WL1/+r3/9a9++fdbW1i4uLg8ePIAoI1RiRqkv3Qm+yXW5Ra1jIcaFIAJSjKt3qPXZSggfQioDAAekDujq6qLT6VQqtaqqKikpKTAw0N3d3dnZ2dXV1d3d3cvLy8/PLyAgICwsLDo6OjU1FVKiMxgMyHXS09MDIALwTbBroO7phTkCguBIUVFRYWNjk5GRgTJ0qsfTPvB5eJJIMdqXDCf1mDQwMMDlctva2goLC01NTQ8fPmxpaWlvbw/JKXNzcy9cuLB79+4dO3YEBgaWlZVBAQ7IvKDS3mtQjby3iqu7Y1glkGJM6K1cLhcKhe3t7c3NzVFRUefOnTt8+PDu3bs//fTTxYsXv/fee4sWLVq2bNn69es3b968d+/eyMjI9vZ2X1/fn376adu2bevWrfvkk0/WrVtnZGS0efPmDRs27Nix486dO1FRUVQqNTg4OCQkBOokKLHAvqCgIGtrazqdrlarwUvX39+PikIqdS4+o9HJ5fLGxsbU1FQbGxsIHM7JySkpKRGJRFQq1dPT08bG5urVq3/88ceJEyfOnTt38eLFmzdvZmRkNDU1icXiioqKO3fuQIlGqIeUnp7e29ur1DrIACM6OjqKi4uDgoLu3r0bEREBBZYcHBxWrVq1ePHiJUuWLFq06LXXXoOK3u+++66JiYmpqem9e/egXiTI7bhPBAcC/GDXyz9o1R4fKVQj7aAKncA2jfYAh6wfNBqtsLAQ6kiGhYX5+vq6u7ufPn36+++/NzIyWr9+/RdffPHll19u2rRp+/btO3fu3LNnj7Gx8alTp2xtbQMDA6E6THl5OYVCqa+vh6QhCIhx6WmMjYOkKpU+i+bNmzezsrKASZCNZlykQO3jvzwWUujupYkSztmqkXYgWHWRSBQZGXnt2rVTp07Z2dlBtsv+/n6NRsNmswsLCyGbkJWV1ZUrV1xdXWk0GtxMkWuTa8m1xqexGU6tEzCmVyGEUxRE8ZqampCQEDc3N3Nz8+3bt69YsWLNmjX/+te/tm/f/u9//xuSjFdUVPB4vMDAwKNHjx48eNDExOT48eOWlpa3b9+2tra+ceOGi4tLdnY2lC+xtLS8fPlyWlpaR0cHimcRCoVmZmZ79uwpKyuTy+UCgQDl1x/GCgujHiI9CzJxZWVleXp6fv3110uWLLly5YqHh0d4eLhQKCwrK7t06dKpU6eOHj26b9++b775Zu/evT/99NO///3vO3fuREREFBQUODo6rlu3btu2bT/++OOPP/544MCB8+fPZ2RkQNY/mUwmkUhqamqSkpJ+/fXXTZs2ffHFFxcuXIiIiKDT6VVVVb6+vh4eHs7OzpaWlocOHVqzZs2sWbPmzJnzzTff/PLLL66urgwGA2zD4BkBsUJ32sc+jdCqwfYeAynG1TvkIzNFy/WVz4HPdXd3p6Sk2NjYfPfddxs2bPjnP//5j3/84+OPP16+fPnChQvfeeedd99997333lu4cOH8+fPffPPNt99+++23337nnXfefvvt+fPnL1myZNmyZatXr4Yk3TY2NmFhYRUVFVAuV641baLOKHUicdGWQRCp0vGSwmX5nJwcNWbxQYCiV2Ml7Aj8l0dHCpXOXdJHIASKuHEbJgjirNhstp2dnYmJiZWVVVJSUlNTE9Ru1mg0YGOjUqkPHz48d+7cli1bjh8/TiaTGQwGTDR475E+Nu68EMCC8ApMN1ik4BeoRVJUVBQTE3P8+PFNmzYZGxsfOXLk0qVL9+7di4uLy83Nheok4eHhoJiYmZm5u7snJydnZ2eTyWQom97e3t7b29va2nr27Nl///vf4eHhkPAWLJ0dHR3Hjx/fuHFjdnb2wMAApMmCCFoplvNGow3XA5MEJO+vq6vz8/M7d+7cypUrX3vttSNHjlhYWLi5uQmFwpycHGNjY9j/JiYmBw8ePHXqlKmp6ZUrVyBLqJ2d3aFDh1asWLFz587ffvvt6NGjP/744y+//OLt7Z2bmwsWDQqFEhYWduPGjZUrV7711lsLFy78+eefAwICwGXY0dFBo9FKS0ujoqLMzMy+/fbbDz/8cPny5cePH7927VpoaCiHwwGug4rQ4AmeqKCqxsJqHxMpwGaJXsTFEKVSKRQKIX8i3JkE+H7//fdff/31qVOnTpkyhUQiTZkyZebMmTAV77zzzowZM6ZNm/bss89OmTLlmWeemTJlyssvvzxz5szp06fPnj373Xff/fzzz/fv33/48OFLly5B1W4orw24CQYpwhUnfMvg1hldmaKsrAyQQoMVlyUgheFT/Z8aYlKssLpqFIsmm81GJkN4xnCk0NstlTZhITr8NRoNhCr09PTU1dWRyWRra+vz58+npaW1t7dD/ki0/6GHPT09V69eXbt2LfB0YGAgTC6fzweZdjQZQW8nEVDiz6u1OjPIySptDBWYuNra2uzt7Q8fPmxra+vp6ZmcnNzZ2Ql5NyFvZUxMjJ2dnZOTk4eHR3x8PJRuhrHw+XxAtKampmvXrp08eRLqADY2NtbX11MolOLi4l9//XX79u0ZGRlwJRHqIeFqlEobSz6svd4GIk9UVNSZM2c2bdq0Y8eO3bt3Qx5wZ2dnoVCYkpKycePGLVu2mJiY3L59Ozw8PD8/H1aZyWTGx8d/8cUX27dvv3jxYmJiIovFAm3LycnJycnpwYMHUKLxt99+271795YtW5YtW7ZixYoNGzacOHEiKChIIBCoVCq4iJ2VlWVnZ/fTTz9t2LDh+++/v3btGplMrq2tbWlpQe5tgDZDMH2MJUPWKNxuLcf8o+PyqkKbWg5XeYB5+vr6MjIynJ2dL168+Ntvvx04cGDNmjWbN28+cuTIvn37Nm7cuGTJEtj8O3fuNDY23r59+7JlyyCZBaKXXnrps88+27179969e01NTV1dXe3t7U+fPn3s2LHNmzevWLFi06ZNp06dCgoKqq2thQNJoY2qQjtIob34g7vqkYCAayJgp8jOzpZjsbPQiOyR730osKvWYyAFQaaYKFIgnkaEth9KhwGrAvlvoaSYra2tu7t7SEjIgwcP4uPjofgV5A6h0+l5eXlgL/jpp5/279+/efPmq1ev9vT0QLNSbW1BdD4Y2E8ELviPBKRAr4hEIg8PjxMnTnh4eISFhRUXF0PiVjje4VKQhYWFubm5mZnZ7du3PT09w8LCkpOTocQx9JNOp1tYWBgbG584ccLMzMzR0dHOzu7GjRtmZmZbtmwxMjJKTk4GrypSZREro/MBlI7u7u7e3t64uLijR4/+/PPPSF747bffTp06dfv2bZFIlJCQ8PHHH2/evPno0aNWVlaenp4hISGRkZGQmDs2Nvbo0aPm5uZxcXHFxcU0Gq2mpiYwMNDGxsbFxSUqKqqurs7X13fDhg0bN2785ptvDh06tH379q1btwJSg9wHGcljYmKOHTv23Xff7d2718bGJj09HarYgy8GmQZRCOMjIAU+D4+DFEqswCfaeKBptra2Ojk57dq1a+3atcuXLwdc+Prrr0H4Onr06CeffPLqq68uWbLk6tWrXl5eV69e3bZt24svvkgikZ599tmpU6dOnTp18eLFZ86ccXFxMTMzc3Z2jo+PDw4OvnTp0smTJz///PNXX311zpw5q1atOnnyJGCxRnvzHboHIgbyp6KQPxl2dQBHCvB9ZGZmougMNGOPjhRoimFrjYsUaq0laVwrkQazAuiaiMC4Au4llAsMfIr19fXW1tbbtm3z8vJKS0s7fPjwl19++e23327bts3Gxqajo6OoqMjLy+urr7565513jh075uHhYW1tvWXLlpMnT1ZUVPD5fCSzIceHIbiGD42AFArtPVQk7cMDQqHw7t27hw8fvnPnjr+/f1ZWFo/HU2irQLNYLF9f34MHD37//febNm369NNPV61atW7dOojzB6ueXC5nMpkWFhYbN24E5XbJkiXvvfceaLavvfbaypUrY2NjeTyeVOd6KxjYVNqEblB2sLW11cLCYubMmYcOHQoNDXVycrp27dqhQ4cgsFUkEj18+PDTTz/ds2fPtWvXjh49+v3333/++ecff/zxhg0bzp8/7+PjA0UbGhsbAwMDz58/f/bsWRMTk2PHjkENZ6hU8sknn+zZs+fKlSvJycmnTp3atGnT0aNH79+/DzUZxGIxl8u9e/fuhg0bDhw44ODgUFRUBCLhMHYDWqUNyoAfH0GlNQQpDJQoCc8MDw/39PR0dHRkZ2f/8ssv8+fPhythL7zwwjPPPPPtt98WFRUlJydD7rzJkycvWrQoMDCwrq4uKSnp3Llzf/vb36ZOnTpjxoy33nprwYIF33///cOHD+HWkrm5ubOzs729/blz506dOmVkZPTGG29MnTp1+vTpa9asuXnzZkdHByyoWuuwgBg88LMCobg1tK2Q2VKtVlMoFCcnp8zMTN26pOPaKXRpVKRAdoqmpqasrCxwkjGZTDgtkd1xQge17mrJ5XK4QgOJfMH/R6FQcnJy/P39zc3NTU1NQ0NDExMTDx8+/MUXX2zdutXIyOj69estLS0pKSmWlpafffbZ3Llzr1y5kpCQEBoaam9vf/PmTXNz89jYWAQWUm30pK5lSJdUI+9BEIaAK3jAmhqNRigUOjs7//LLLy4uLkFBQXl5eahaukql6urqcnV13bdv365du7755pudO3f+8MMPx44du3r16sOHD3t6eiDMhsVi3bhxY9euXVu2bNmxY8fevXu//fbbr7/++quvvlq8ePE//vGPhIQEgUCA7g4gkmHlHtRqNZvNjouLi4uLO3z48KxZs0xMTPz8/KysrE6fPv3NN99s3br19OnTfX19jY2N9vb2gYGB6enpXl5eFy5cWLJkybRp015//fXdu3c7Ozv39vZ2dHSkpKScOXNm9erV69evP3DgwM2bN/Py8jIyMs6ePfvll18uXLjQyMjo+PHjQUFBv/zyy7p16/bt22dnZwdRmElJSRERET///PMHH3xgamqanp7e2dmJIjgQuql0UoRNiIM1+pAC2SkmhBSEtQbtksvllpeXe3l5ffnll88///zzzz8/efJk0CY2bNgQGRlJJpOTk5PPnz+/cePGffv2QX5NCoXi6uq6bNmyGTNmzJo1a+XKlZ9//vm5c+cKCgrKysrOnz//7bff7tix4+uvv/7iiy82bNiwdOnSOXPmTJky5dlnn50/f/7x48fhtEOFIFUqFUS+QjgGzCHc+hsNKaqqqhwdHaHaoFLnovoj2ikUWPotNO9qtVqhUDQ3N2dnZwNSMBgMiURC8DgaPvu6v4DlEpASFlUmk2VnZ4eEhJw+fdra2josLCwuLi4kJMTU1NTY2NjExOSHH36wsbGB2pxXr17duXPn2rVr7969SyaTIeNOUFDQ6tWrL1y4APW7NBoNBEejct4EhiCQUhv2pysBqUcWiQaVTaPRiEQiQAp3d3fQPpDVU61WczgcJyenvXv3GhsbHz58+MqVKy4uLpGRkVlZWR0dHSjiiMlk3rp168SJE5aWli4uLn5+fh4eHg4ODjdv3vzqq6/Wrl2bkpIC/vZhrCKeWqu4oultb2+Ht3bt2vXhhx/u37/f2tr69OnTBw4c2Lhx47p1644cOQK6HgSJisXi+vr6uLi4VatWTZkyZfr06du3b7e3t+fxeNXV1U5OTtu3b585c+bChQtPnToVFRVFp9Ozs7N37969aNGiWbNmLV26dOvWrVeuXPnmm29Wr169ffv2a9euVVRUZGVlXb58+eTJk59++um8efNu3boF0ROw3GBCQsZjmHDdU2dCrKzSOgJwW6Zi5M0Rw5tSKpVwwPB4vMzMTDMzs5UrV5JIJAQTJBJpxYoV1tbWqampdDo9KirK2traxsbG2dk5Jiamubk5JCRkzZo1c+bMmTVr1tq1a7dt23br1q3MzMzExMS9e/cuWrRo5syZL7/88qxZs2bNmjV79uwZM2aA7XPu3Ln79u2DAnQsFgt4TKVSQXAX3ANA+VPQMNXaCykIKaAuaXZ2tlR70xSxzWPZKQxEClQTDfXJwC+NjRSQxhqcHf+Hva+Oizrr/v8YCCqIXevqumFirLq69hrYrmtii7W2iC5iF0ibKIJKqCDdLd0dQ9cMDAwwwwzD0DD1+f1xdu5zJ0B03X2e5/t7zh++8DOfuHHu+56653h7e9vY2Jw+fdrc3DwgIMDb29vOzu7q1asnT548efKktra2ubk5hULx9/c3MTHZvXv3qlWrnj17FhYWBsFFnp6ev/zyy8WLF5OTk+vq6mBnAFOIPFIIMcJhoiukgL7Df0HsF4vFgBRHjx4FH2RSUhLUMYJHamtrHzx4sGfPHrAXQEm0kJCQ5ORkBoOBbD1VVVVGRkbnz59/+PDh27dvvb29379//+rVK0tLyw0bNixduhQC+MEEiCZejNkp4ItlZWVmZmaGhoY7duyYPXv2nj17bty4ceLEid27dy9dunTx4sWHDx+GOMvi4mIAi9TU1Hfv3s2aNatPnz7q6uqbN2++f/9+bm5uSEjIzZs3161b99VXX02bNu3ChQvu7u7FxcXh4eHbt2+fMmXK6NGjZ82atX79+osXL27cuHH+/Pnr1q3T19ePj4/39fU9efLkvn37fvzxx++++87Q0DA3NxfKONHp9IqKCgioxYPcukKKHvLYl0UKMLS3tray2ezg4OBLly7NnDkTkKKXhKZNm/bHH3/4+fkxGIzg4OBnz55ZW1vb2toGBQVRqVR3d3eoEjJ8+PDVq1fv2rXL0tIyJiYGagJMmTJl8ODB/fv3V1NTA4cI1D3t27fviBEjdu7cGRQUVFRUVFFRAfo+QgoUStMuSaraDVKYmpoii+aXQQohlhYJCeEkSQoEgpKSkujo6IyMDAqFUl5eDskgutkB5M2W8oSkO4DthoYGJpNZWVkZExNjZmZ2/vz506dPa2trOzs70+l0V1fX+/fvW1lZvXz50tLS0sLC4uXLlwEBAeHh4VFRUbdv3969e7etrW1YWBhs5jk5OZcuXTp9+vSFCxeCg4PhRAMUHJJBCiGWXgW4Fndid8olpJXpHRygABOsDFLg56/q6urMzc0PHTp08eLFR48eRUZGlpWVQQkygF14YXV1tZGR0bVr14KDg6E+c2FhYWpqanR0tJaW1s8//wwhNGDKQvo8PlnQo/z8fBMTk3v37u3atWvBggUbNmzYt2/fpk2bVqxYMWPGjJkzZ+7cuROKm9rb23t5eUVHRz99+vT48eMjRowgCEJFRWXbtm2nTp3S0dHZt2/f8uXLV69evX79+q1bt968edPJySkzMzMgIEBLS2vBggUaGho//fTTihUrtm3btmjRohkzZixcuPDo0aMuLi7379+fPn36+PHjv/vuu0WLFt24ccPT09PT09PDw8PT09PLyysuLg7Kuys8IYYGvOeiqwgLLkA+TsFnnQqD90B8OpfLdXR03Lp16zfffEMQhLKycv/+/VVUVJSVlYcPH75w4cLXr18LhUI6nZ6ampqVlVVcXFxTU9Pc3BwbG3vixInp06ePGjXqyJEjt27dSkpKKikpSUpKMjAwWLFihaqqKuTI6927t6qq6rBhw9TU1AYMGKCurr527dp3795BfTlUKhWcRMjwL5RO+SOPFBB5BfEUsMmhnwBfejgaQP9CCr5clgS4XlZWFhcXB0gBaQJRHZqukEIhhKP/om0QOcCh7HhgYKCZmdnu3buPHDkCqkdqamp7e7u/vz/4C6CmsZmZmZWVlYeHR1ZWFofDefXq1fHjx+3s7IKCghITEzs6OphMZlBQ0L1799atW2dmZpaWlgZVAnk8HhopGGLwNuHFVwAjkElMZjRltjiwsAgEgsbGRltb2z/++MPBwcHHxyc9PR1HCi6Xa2lpCUcePDw8KioqYOg6sOSoJEmyWCxzc3MDA4Pk5GQw+3G53JqamtLS0lOnTmlqaiYmJorFYnRcXV73FolEbW1tRUVF7969gwwrx44dO378+IkTJ3bs2LF27drFixcvW7ZMW1u7uro6KSnp0qVLV65cuX379s6dOyH/0vjx42fPnn358uWzZ8/OnTt34sSJY8aMWb58uba29uHDhy9dumRiYuLl5eXi4nL9+vVz586dOHHi999/h6Cy9evXL1myZM2aNSdPnnRwcLh8+fKoUaNUVVW///57TU3No0ePXr58WVdX99KlS/fu3TMyMnJ1da2oqECsL9MXxPe4oaF7VkaWeFxIEWK+5J4jBbAlh8OBWPV3795t2bLl22+/hSU9aNAgVVXVAQMG9OvXb/jw4QYGBi0tLVVVVfn5+QATEPKXm5v7+PHjNWvWTJgwQV9f38bGhk6nZ2dnBwYGmpiYbN68WV1dHSEFZMobNGgQ6CPr1q17+/ZtbGxsdnY28C1MLpzNk0FVGaRAA5WSkmJoaAjxFCJJXDw8CEjaw9EAkspP0RVSxMfHA1KUlpbCTtguqYWJkxgzByrEEaSUojhCoaSmYXp6+tGjRzdt2nTlyhU3N7egoKC8vDxwCpSWlvr5+cFq0dTU/Pnnny9evJiWlsZmszs6OhwdHc+ePfvq1StPT8+IiAjQ4ioqKry9vS9duqSjo3P58uW4uLiioiJQ70WSdPjI4YTSpeMwgaQ7eQ5G/0XaR2tra3BwsI2NTUhICHyrA0vN3tzc7OLi8uDBAzB2stlsZOzEX85ms21sbB48eBAdHQ1lTeH0IYvFevjw4YULF3Jzc8ViMXjI5JECZrClpYXFYhUWFubn5+fk5OTm5sbExPj5+ZmYmOjq6p47d+7ChQvGxsZVVVUZGRlPnjw5efLksmXL5s2bN3/+fACCFy9eRERE2NrarlmzZvLkyYMGDZowYQKES6xcuXLXrl1XrlyxtraOjIyE8yCJiYnR0dEuLi737t07c+aMnp7e48ePAwMDTU1NZ86cOXHixO+//15DQ2PBggVLly6dP3/+qlWrzpw5c+XKlbdv31ZXV8MICyWl9GR4CSxBSIZVuOARfKMNVoZwI5TCB+XFDUAosArxeLzg4GBdXd158+aBQKGkpAQGhd69e6upqZ06dSolJSUkJMTDw8PNzc3BwcHf359Op1dVVcXFxeno6MycOfPWrVt2dnZgYtTW1t68ebOGhgYebdGnTx9454ABA77++uu9e/cGBgbm5+eXlZXxeDwYHPAly69whUghFovT0tKMjY2joqKEWPoP8i9qH90gBZVKTUhIAKQoKSmpra2FNC3ySEFixSxxpEATicRCFDoCFxkMhq+v75o1azZs2ODm5lZVVVVXVyeWOIeamppyc3P19PQ2bNiwZcsWSExaU1MDC9vNze3KlSvguouNjYVqC1BhwcvLS19ff+vWrd7e3mlpaVCpRCgUovQQ6JAvQopOSdU/PKZFiAUv4Jwqllhz2traKBRKVFQUhUIpLCysqqqCDA5CSSBZdHS0h4dHeHh4bm4upK6Q963weLygoCAPD4/09HRUUx70Jh8fHzs7OzqdDhsLOBRlkEKI1RMDBARWaGhooNFooaGhzs7O7u7uXl5eHz58YLPZVCo1NDT0wYMHhw4dOnHihL6+flBQUEZGRkFBQV1dXVpa2u3bt0+cOLF9+3YtLa19+/YdOHDg5MmTenp6ZmZmbm5uNBoNTJKgPBYWFgYHB797987d3T0sLCwrK8vHxwd0wCNHjoAp+tChQ/v27Tt16tSjR49evXoFR0iQIC0/zng0IG7RUIjdYkXGaRmSgQYcSmSQAtgYtpDGxsasrCw7O7utW7eOHj1aVVUVoi179+7dp0+f4cOHHzx40NPT08XFxdnZ2dra+ujRoydOnHj//n1qamp+fv79+/cXLVpkaGj47t276OjogwcP/vDDD99///3w4cP79OkDMgWIFWArVVVVnT17tp6eXmZmJofDARswcItMuqOukEIobdGMiIhox/LrkH/R99ENUtBotMTERECK4uJiKCwuU5ERXzkCSW5IGcEYAmwAHYSSsHZYSPHx8U+fPj1w4MC1a9eoVKpM69vb2xkMRkAuEv0kAAAgAElEQVRAwNu3b11dXd+/f5+cnAzc09TU5Ovra2pqGhAQkJiYmJubC5+Gw+BMJvPly5d79uxxdnaOioqi0+nAbVCmGI7uQYJDFALEl5xPl2FQGYbDmyeQ5AqHwjBQghwlTYSOFxUVwTlLBoMBaSDgo53YWWAIvioqKoKGoXLqkEMtMTGRw+GIJKHuHdhxQ3z8RVgSZ7DjQvqMiooKSJkBxdkBLmk0WkFBAWwAdDodDkozGIzOzs76+vrU1FQo8lJQUFBcXFxcXFwooaKiotLS0pqaGpCHGxsbmUwmHKsvLy+vrKyEY2O5ubkUCiU9PT0pKSk5OTk1NTUjIyMnJweqsdfU1EBMunzsgwCLtsSrcoK6KrO2e4gUMjAhwvQUvqKUcyKRCNgAokLS0tJ0dXVnzpw5atQosFP06dNnwIABEydOPHz4sKura0hISGJiorOz89KlSydOnLhr164nT56kpqYaGxuvXLnS3Nzc1dU1Kipq48aNqqqqQ4cOHTBgQK9evRBS9OvXD2I0RowYsXbtWktLy5qaGhGWof8zkCIzM/PBgwehoaEgleC9+/x4CnmkQB+WkSmqq6shoUA3SCEjU5ASrwFKSyXGops4HI6np+e1a9d+++23EydO+Pv7JyYmxsbGhoeHh4eHR0REfPjwwdfX99WrV0+fPn3+/PmzZ8/evXsXHBwcFBTk5+dnbGwMh8esrKzs7e0/fPgA+6eXl1dERMStW7fWrFljYWHx5s2buLg40P/ZbDZERqLcdm1YTWZk48QNYzLSrAxStEvKUjZKCCUdgJfU1NTQ6fTa2lqIsIQbZOL5hUIhl8uFk1ft7e3gD4J/wVkAOioeeiAPW2iooVVIaILtEV9dHR0dMmiFTOvASZCQSublfD4fkrVA3p12SVVnWM8wv+CTBqkHJh2NCYwzcoejeOROjAAOkGn5ozIF3nGxtJkMJ/xOwA7coiFSZAQRSo6Ntre319bWvn79+tixYxs3blyyZMmcOXNGjBgxaNCgkSNHrl271sjIyNHRMSIi4vXr1zNnzlRSUpo0adKRI0fc3d3BCWVkZPT69es3b94sWLAAzKL9+vVTVlYGjQOUjiFDhowePXrBggW6uroBAQEw+DCbIolFE04/KmynWC5GMyMjw8zMLDQ0FLR4NA6w33wxOwVCCrBopqenQ14zJpMJ3vhPQgrUZ6EkZzEpyahRWVnp6up6+fLl1atXa2pq6urqXrt27fLly+fPn9fR0bl48aK+vr6+vv7JkycPHTp08ODBffv2HT58+OzZszo6OmCf37x5M5x0OnLkyIULF86fP3/kyJFTp05dvnx5+/btCxYsuHz5somJiaura35+PthZYKQ6JCkqESMiIwsyuPYQKdAKAcMHWpxg9YATUGDfEUgyVsm8BxRRWLqwyFGCE3TUEm+Y8GMuanzZQE9xNRU2TCCYFAGWlLVTcr4On2WhUAh9AbzrxDJxolUqvzg7JalDkYuXjxUc4WPV3hUixUftFHh/kU7RjVwtxuxlSAfs5mZkI0hOTn779q2FhcWdO3fOnj07f/78sWPH9u/ff+rUqeCKtra2vnXr1vTp05WUlIYOHQoJ2fT09A4ePKinp3f79m09Pb1JkyaBHKGsrKyurg4VAIYMGTJy5Mjvvvtu6dKlx48ft7e3z8nJQY521BK+JAe3TCO7QorU1FQjI6OwsDBk1UIThIcF9ZB65CWNiYlJT0+nUChlZWVwhL576VfQtW8c/xuQgsVipaWleXt7P3ny5OHDh/b29o6Ojm/evLG1tbW1tbWzs3N0dHRycrKzs7OxsXnx4gXkSrCV0LNnzx49evTs2bMXL15YW1vb29u/fv366dOnIICYmprevn0bkizFxcVVVFTgOQWFmMcHcQwMKI4LOEwIMFcTEI44qJg9IlThHuWSQMwnMzI4WMNcoF0U/y9CCjTr3U8w3AOH7lDyG2gPWo3QKbRW4QY8txW8CvYiyJSlcB9W2BikeIIxqFNy0hHHF7xfCKAF0oEtCqUDma+jyeoeKRBG4NJHN68lSVIgEEC2nvj4+MjISNjbtm/fPnfu3AULFqxcuRLCatevXz9+/PgBAwYMHjz4hx9+WL169YoVK37++ecVK1asXr166dKlY8aMAUVj8ODB48aNmz59+vLlyzU1NXft2qWrq2tmZubi4pKWlsZisQRysT8CuQAfIKF0Hs0OLDf33bt38dzcAonv48sjhVAo/LuRgsvlFhUVJSQkeHt7e3h4hISEQLRlUFBQUFBQcHBwWFhYeHh4SEhIQECAv7+/v79/QEAAaB+BgYFeXl5ubm6QssnPzy80NDQoKMjd3d3FxcXFxcXBweHly5chISFRUVHZ2dm1tbVwuhQhhQALx8SRAqceIgUCBXmkQDK2EEtSIjMy+IKRUXwQgnw2UkBaDRBzgBBSoGWJ/D4gFilECoFAAD2Sl63IrpGCLzk9LW8h7h4p8CX970UKoVDI4XBoNBpYXkJCQoyNjY8ePbp8+fKFCxf+/PPPixYtWrJkydy5c0eMGKGsrKyqqjp27NiZM2dqaGh8//3306dPnzFjxtSpUwcPHtynT59+/fqpqqqOGTNm1qxZmzZt2rFjx5kzZ8zNzd++fRsWFlZYWAhxOjLNUDjmZLdIAVn8EZciHeTzkUIgF6MpkuSVKy4ujomJATsFjUaDPAL8LtLD4FPVzVfFEgkQMatQYgpFIjFadWhDRoIoX5K9GvRwWAMovrWlpYXNZldWVhYXF1dUVIAZDzyOIMDjgIXk865EUIVIgeMIQgoZCQJBBlgruuFInMVx5JIBViEWPypv2OtmqMViMdggQHHAtQAYDb7EywBthnvArCAzlWJJrpSuOtJN7wRdx/UKpTNNCaRDIXoCiCRmffgoUqAB/CijyncEus9iseLj452cnG7fvg1nF2fNmjV+/PgJEyZ8880348ePHzdu3MiRIyHyQk1NDQIl4KjYd999N2nSJA0NjcWLFx84cMDY2Pjp06c+Pj55eXkQi4F2lB42DEcKwHq+pIbYzZs3ASn40jXEPh8p+NInxEjJYm5paSksLIyLi8vOzoZazOCGRMKhjGTxUeCXuU0gbXkGRsQXG5KT0dQiTOnAqF1CrZJyGxwOBxy6+IbfKR12iTCxewUYMTra7fHdD7WkvQvqkMtZJEMCzIwKxFdkjcc7jnwBgp4dqeqQnJFD0gQulQil0wLithuZl4s/K7yv57KADDr0ECOARBLHKjL3dvUtmBfoLM57Pe+RQCDg8XjV1dVFRUXx8fEeHh7W1tYmJibGxsa3b9/W0dE5cODAr7/+unLlyrVr127ZsmXr1q1bt27dt2/fpUuXjIyMnjx5Ymdn5+7uHh4enpaWlpWVBcmH8aNcPcdiHClg7mC/T0hIuHXrVkhICOIZNOlfEilIkgRvWV5eXkJCQk5OTkFBQVVVFVjgBXJhsz1EB5mLIknoGLyBz+eDpIAnO4cNEOnYuKaNroMRsbGxEXZO8H2CE04gOSreJpcAWkamUMhbpHQRYIWIgBwliPAr+JpUOAJgGkACCG7RkJHXkNiFB4D0RLKQEe/xR+T7jrZc+deKpU++yFNPVjh+j7zG90nogHcBVwM7FMUQkxLABZ5BSIGzgbhrkmk8emdHRweHw6moqIB0WImJiQEBAfb29k+ePDE3N3/8+LGNjc3r169fv37t5OQUGhqampoKSwm86VA2Cfi2XS7tsHw35X+VQQqwo4vFYiiAGhgYiMeAQ+M/HylwLwCSKZqbmysrKykUSnJycl5eXlFRUXV1NR4Q0S5dA6qrbyCeUKho4VsBUshlJAi+tG0czbFIYgVskxT+A88fX9pULsCs+jKflpGKFfZChB09wu0ReAy4jI6NxC5ckEZ/4CMDjNsiKbQFgRjIyiijoguxKmQopXVX+ycpvSYVrmEYHJled7NWxR9zLqAh7WZLx9WoHm4z3RACGpwNcNOpfPvxKUNTI6P4yJNIYtvCeVJGsAXLMZfLZbFYNTU11dXVNTU1LAkh9zwSbxE+4vKUQkQQSzBa/ieFSCESiZKSku7du+fn58disdqkTxV+SaQgSbKlpYXBYFAolKSkpNzc3MLCQgaDgZCC33XFbfm57AYpSOlS1/K7ilhS4QKJ3EKJXRDBBygdIFmAAw9IiPn/2rFi33CdL6kPiPgGCfNIt5IRoHCxAo1Yp3TYhcyzQolJEv86ELQKCUQorrxNEoiJpDY0LHxJ/Q5E0E2hpD5NuyQAVIgF5MgQWq5g1umQy47TDcnAK/oQUkgR7uPAhP4WSVy2OPN0I3N1T2JMc0E8jIdpyI+ASBIrLC8GygvLaEMSSntVhVguDIVf+SukcBzEPfN94EiRnJxsaGjo6+sLdQzxV31hpOjs7ORwOOAZolAo+fn5uPbBl1T0/qj0i1ikqzt78isOumJJOAZiNXyPwllWhFXEE2Akknh2ZOQXEWajEUjb1RSSPKPjS6KbHQMIbxJ+gwCzAcmMDP5+fK8TSaIzZTarrmYEjUln11p9NxMqPw74GMIfMosfQYZQ2oVEdivFfFJjUMdlJlT+EfSUELNSy08c3nj8isxcf17LP7Wb3Wy0nYrsFHBCzM/Pj8lktmFHFr8AUrRiBVpgoFtaWvLz82NiYjIzM1F+CrQmu9Jmu+qqPH1SW/9H/6P/IpIBdKG066obIborEnWxlQqlE6ki3wecOvf394e8anjDOj/7hBhCCgjnEkiqEgkkmWzS0tKys7NpNFpDQwMyzn/SRoRa+T+k+B/9/0BiLLQPV1fRCWbcV/0ZSwlRV0gBZ0kDAwM5HE4Hdrj5CyMFCDBCobCoqAjKUmRmZpaWlkJyqk65LC94OxCaKpQjxD1wTKJXfVJn/kf/o/8oEktHwXRKguiRxxpW9RdECrCjgd0Ecl4FBwdzuVy+ooy7n/SVT0YKqHD7P6T4H/2PPkpizB4kwA7IIh/N/02kyMrKKikpYbFYyFre1eiIMfPPfzJS8JtYDHo5vYbXIdMVEb+JTa+gMVi8L1nY/QuQsKOxrpLOYDW2SzFWG5dRWVlZ1/xpc/+fQ2JxRwOdTmfUNnZ+/OZ/N4nb6+uq6PTaxo4ecqcYs57yJeGwyCz4X4wUuINNKDn3ATIFJP+Cs6Td2NVxy7MMySAFbrUWS5v3RSLRp3bmU4kZcXPNhIFKX+93zm/AZ72zIuLST0rK6j9fcin+WxvwycRKNv1Vvd+4TaYxbOyqKETvuyFD1be/LPq3NeyvUSvt3eZ+/fqNmnXBl/3xu/+9JC5/tX/RkH79fjjtUtn20bulH8Uy9KBARzxK4vO2RrRaxZLSqrCaMjIyzM3NIT+FQqT4pM99HClKS0tjY2Mh5rS4uBjyU3w2UsgDBKJ/HilIQa7Jpu8IQn3/uzzM3dxR4K0zmSBGLD0d8Z/Gt8xEw7VKxNDVhpFSSBF4YYyyitKm5wX/tob9JWrJeforlOP78bhd7X+2YNSWa/vb9AEEQRDjtrsWNn2qJCCWhOqgQN5P9YDIkxALnBFI56ewsLD48OHDF64M1K6ogrFAIICKfiBTQJhmz5Hio4RCCRR6W7tScL4cifNfa38/kBix/kkO70/3sqgh99nWoYTyV9tvxfH+5s9/MjGTjDb0J0auNYqSQoqgi18PVO2/5cV/J1LwEnSnqyoTI8Z+1Uflu18eZX2an/+fpY4Ig01jiYFjxgzpq0IsNk1rVXRTNysQWS7wENWehxoopP87SCH4GHU1WNiVtipKwGtrh6DEig6Zm7jZjm/sgFyC4zlSz1eH+zrBTw5O7oXNiprLDT08ZxRBTDaMZwpIkiTFvNw369UIlSnb7Kk9H8Yek5hN+eBlb4fIwdkznfXnb6LKjED0Q0RRk4LHmUlG61WI0ZufZEmNVcL1CaqqKlusS0iyvSY71E6WgnOZLV/M5COg+bu/sbOzc3JNqelmS22riHVzxNrg6B9ZonAGKny1J/QdPGHJjVf3l/RRGrvmbvgXAeim4gjJp33SP6In8Kkpfqih0WVd3syvC7i8fAwx6DeLJxd+mapGzLqQWKsA12Q4Wd5IJ5SO+Pyowa57+keRQiBJT9CBZa8DSUkhUnQoyr2D2iGSjonEQ01kQmhxZO2m3Z2suJsLVQilSbqOefg0dlJDzA7N/lcx6X7j9z4NLoKUbtwcn/tb1LFK04vO2ERXyou2DT5HZ6v1Iqbejm8hSVLYFGO6aAAxaM4Jx6qej2LPiRt8ZM5gvP41oXQsgiRJcVNh0J21k/qgy0MXHnwaX9EhM8bMJKNfBxOqkzecumvxLzI/tnxwv4FqW20rSHGt/4VphCxNvhJK/XyLGaKGQp93zy1OLv7zrYNOhHZ2zWp5z+YOlGrEyIUPShTcx3yxcgDRR/lXx7K6uAfz+xBDfj4VUP8XGyri5TsdXDQUfXrKunuxFQphiiQF9dleV5Z/8692jlp+zCaVIVAUBF/85vxMZUL91wc5rOKna8f3JYYe81XAJvjK78oqh9RzhCAf7VVXt+Fmvp4ghUgkQuH2H/0ooi4z2SCkKC4ujo6OlrFT9BApcIDoUET4oa+u292a63j8a2LgT+fe1OLfbMqz3DKBIIh5+24bGRkZ3TizZhJBqEw5/6aCJOvjDLcN7kWMXq59zcjIyOju8V9GEQQx/0SwvOWBm3Rz2cj+xLdHw1n8zsaki18TxLDpepEKGEtEizAzuH7lT7r9zDHnU031IsrL9dNUiPErz1y9b2RkZGRk8tQmuprsqIm3WvM1QYzU2H/FyMjI6M7h5cP6EEpTLkcxpZ0vzCSj7WPlgIAgCILoP2Ln61JS3FqR4GJkZGRkYv7Y+MIqjYEEofrz7kcJVY1fQKYosPpRnSCIiTsObpyqNmDI2PMRXSNFo//FMcP69pmz646hkZGRkZHRQwcviryw0JhlsnCAkuqsoykkSYpLHq8fTKhPP21TJCs5fgq11sUaLhpN9Bm2TNvAyOjWgUUTexP9p59+U9wg39r2yjCLJWMIYtw87etGRkZGNw8sUiMIlRm3k7lyTeBRHu+dpNx72gUvKkmSjNfbRisRo1daFQkVHHqUFx9wIUKsyDnYTY9wP4D8nd0jRWhoaENDg0Kk+CRZRnEeTRwpkJc0OzsbZdz9VKSQOaz9SUjRwUq4vUCVGPvLw2RprTDDfKpq796T9ob8uQUJkp/vGEv0nbrvOYORcWnZcEJ53v3oP5GhKd1wHkGojt/somAPoFqsHdePGKDtnF8deWssMXD8xtt5inYgYYhOL3xxDpyr8zyE0ZNhlhDTT3fBMGKQln0tflXEDDdYSRBDV1zx+FPlaI/XX/xVb2LEKa8yKahgJhltVifUpm+99PDlv8jmvOZQ5YFqW61xO4WY4nZu1phRi/Y/ofC+kLmnsTTEw/6lW0Z9udNvIwarjzgb3jVSZDz4ZdjAXtPvpnT7xrbIS3OUexP9vll58OSx44d3r9AYSBB9NHYY536+e1rIiL41mSDGLr4c10aSJNmc/GLzNBVi0BrL+FpZlhVU+V5dTBCjNhgE/SmrNoef/XFkL2L0xRCGjPzZEP94y1iC6P3N0t8O/n7s2MG10wf2IYg+Mx7mygqqYuyEC1/ucOBn6BribgML/g6kkAevT0AKiKf4x5GirdDx2Ahi4Dwdd66I4W72+w6tu/4FDSRJktG3Rw9VUV5tVSm5tSLEcDZBDN9yPTsj6dRyNWLYYZ+yPysJ83lB2gTR76tpFmnynxAx3x8bM0R55CYLq5NfEepf77IpU9w1dkGwn6e7u7u7u/ubx7rLBhLEqDVGiWySJMnGTMsbR7dt3bp1q65HSSdJkhURllbxLJk30FyOzFYl5t+KbsCv8qsCr8wjiEnaL/Mll2rfbJ47kCA2Ps2R2oeRnSJTavDjwU7xolBygRX1Yu94VdW5Wo9zFGykf5kq7NcOUlMfeS6ya+Nj7N0ZIwYS2s513b2n3OO3Geq95cSjfl9pGoVXf27jOukBumOJgbM3O9T8eSXPYs9Ughhx/G1mi8y9HVQ3nRkEMeOMY6nkEt165dT+BLHtlbS5gl/ldmPtEHlRro/SXJ1gGW3p/zJSiLFz1qhl8GEZpIAyDfCZbnqFIwWKS5PJRtOOFXro6rBZJzv+5twBg6YddmWSpDDlquZAglhgHMUkSZIssV05vC+hPuNhGp8kSbKjwvnSTBVCbdk5z6aW/PsbviV6DT9km9VKkiQpLnTcN5wgRmhciFaorrZ/OPbdSEJ51Eh1Qn3iZvueKPUiqvWWwcSAmUedGSTZHGuydwwyMUz+aenShdPGDhy/4mmh1DPitKe7fuhNDJow6+elS5dpbnye1EKSJCmuT7TUGkAoTd5tmNVMkiQpyrfbNqU/QcwzSqiRkgc+4vsoJEmSFNfFvtg7YfDg+XueFyiyin4BojusV1dTH3k+uss7eB6npqoRxOipC5cuW7Z290kfmoKbSl9uGKZM9F59xSckUkJe5scWEkT/1Ve8mZ/ZODEz49FSgug/dfvrPBg8lsfpXwYS/ffapMiqPyJWhOmWfoTyzCOPwADWmf183Tf9CGLRo0w2zgSdZb5n5/Qjhi0589QXtfXDG93Z/ZRUxu3xld0RSBEWZ4W4vROrJtvTzkhrMQq9gd0gBcRTfGGkwJuCIwXk0USRV7W1tY2NjZ8kU3RIl/D7FKRoKX53VIUgevUfOWnOLI2p344YpET0Uh09cfKGOz5VjbxUkw3DlIiBY6dqaGhoTPlmWH+iz5RNj2NaSLKz2vv6gq+JvkO/nqShoaExbfzgXsSg8fueF3Thre9IN96gThAE0X/aBb/mbnVGkVAoFPKZWXY7Ryn3nrTuQUI7SQrYH0yumrx4G5WRkWF3cIwKQRCE+vL7geXSS5XtdW7tV33/ZbYc+MNSPc9yMSlqKw+/un4koTxw7CQNDQ2NqePUe/cmvt/7uljGYV+baLCmDzF4lYFUpIcoQGe0Ur8+G62ppJibbH1wZH+CIAj1sVN+nDtrhoaGhobGWbsM7l83aXakPzq8QUNDY/oPf/ZwwnQNjQUbz3gxSDHt/V2tOT/+uNfAndpBkmSe+fIfBvb5V09HLj1olSQF0mJe7KWfhxEE8ZutFIrUhN1brET0mXLgdZZstZEekrCx8NW+74levQaNm6qhoTFj1ozvRw3uS8zS9y0WkqQg9fnqn+fMWbLhZaaIJIWtxf7nVw7upaI2brKGhobGlLFqvXoRUw87VeBRsGJOguWBYQQxesP1BKlOFBotHkgQ6gvNkmVGV4Rle0Js/38BKdD38IfhjTQaLSUlBcpA5eTkMJlMSCrVvZcU93qgTCEySsfHfR/8+kjDFf3VBqkNVOkLtZYIgiCIXr16/fC7XXELSXZysmx/Hzawd69evXr17jt63hbrdHYrtEvUwooxXzZlCPymPHziRdcybtcWSEHx643j1AePnnIrujtrGr8pQl/jh7Fjx44YokIof7fpcUIzzJ24DbFWC4NOpVLL6Wy5rwmamNXlZVQqlUqlljie+6EvQQybcS8dnq+OvL9/ttKfXVFecelNZr1cS1ipD3aMGvTd1gdxuDtY9OHatDFjR+15QyfFdRH3N/RTUR00SG2ACrysV69evX41j2P/daRoi7264odevXr16tNvoNogNbX+Sr179VKfvMWhkqyP1lvRlyCG7TKNahCRJNleT6dDP8uyo+9vUSYI5fn7nSuxlzXFGi79Tl3tx3MR1VLdFDWkPT40Y6D67At2WZ9trOisjjffP1mlb+9evfuOnzfnpynf9CXm3/lQQZIk7dVvvQmCGHow8E8jr7ClIvj6zul9YeSVVNZdc83lSU8dl/Li8LcDVeedtkuX3mkEDJffhw4aOnGJeT52VYwFTXRiqRL/ee3jU5ECAcSnIYVQKGxpaamoqMjMzExISICK53DW/ZOQQh4seooUYlFHcz0bUWngHxvGEErL7vrk1De3C/+8vYMj+b2+USZqQNTUIPmR0w1KwLf4TRw2m1Mv65iUJn7TB91vvxo8ePCQweoD+ytr/GqU1PKZkUKCjLtz+6oMGqcbL7kibOehvio+wyHit/LYbA6vlS/Vys6WejaH3dgulNwhS41t/C/gJRXzW3j1sq/mcBs7hFXhZpqqRK/vd1mnKgiGKH2/dzjRX+NXmwq8K+1NHHYdmydvFBV3tjWwWezGlm58sN00Ukz++Ri/ra2trbGuKsJ86+TeSrPPh9D4JFnzasfXvQjiO91QfIAFbdjIy8+nkN/SwKpj89rkJ0XUzq5jc9hNOHeJpcOr/o12is9AChILAMF/IvCbZH7u6Oior6+vqqoqKCiIjY2NjIxMTExks9nI2dNVr/AQNIQX8qFWeNhJj8auNe3etnGEkubj+G7tZH8riYWdEPbOLnx3ZnIfYuLuhwk9jT/uaGDQiiTFPfPsfh9HEMTEA86fbbv7jyFm8P1N/YneU/aaZjaRJEkKm1nUkj/7WZD64fZagiBGbDRO+Cu+z56SgN9cSkkoLCoppdJoNFrMK+0FSkSfUdovUngkKaa/3TxWmSBGX4n6m0w4JIltuvLRE5/A7Z/4ua6QIiQkROaEmEgkQjGWXwYpOjs7eTweg8HIz8+PiooKCwuLj4/ncDio2wrbLY8UyFYq6CLfXE/Hrj7msqYqQSwwDKv8+M1/OzVGGq5TJtR/Oefdw0AhUcbzdd/idnOV75ZteJH2Tyyfv5U6acG6PxEEMXaPBVhoyTrPE18r4z0dNn/vOX/6P9McQWXYjcnYt5WGfLviok1WPUmS/OyHa/oRBDFKJ77lbzwoIIMU8qyOrA/4lb/4uX8OKRSSQCCoqanJysqCKl5xcXFsNht6KH8z6r+MHPHZgCp7Z3P+u3v712264knhdPHE30tt1TmRYcFA7jZXVw4iiD7Tzjr39LypmBp87+QGTQlt3Po47T/sUPvnEbfQ32Db2nUHbrvk/CbUpasAACAASURBVLlR85Ksj+/6V0cPnnP/J6G9kR58G318zUETl3yJPtEYaX7013Xrtj9LkM0z8EVJKMlOLs/tYukT6Arl60/93GcgRbukDI3MQv58pBAKhdXV1WlpaWFhYZ+NFPJo2pP+iyX+l/8cKn/1q5K0TLDt3ktKF1HC/6P/b+mjSCGU5DrGHX9/HSnEik6dfwZSkIpydn4cKSorK5OTkz98+BAcHPxRpMDBUvCxOhpdEUIcmcB4hS9Bd+IkwNLY40KNWJrkP6pwXiHVPZfLzfUx/W3dL8uWLdPU1Fy7du3vV14XtgmEnW0yYWMikQimX0bmxP/bVX8Fikhh43sOu/j7ceqeLxHiyzitkJVadmx7xujoBrz9XXVNIeHCvMyko/ESSY+MzECJFQVZy4i9XT0u0xJ54z36W6jIoynG8uXh1n18lj86oTIkxPJTwNtg0aWnp5uZmX2G9kH+NyKF/CzK3IbgGWdo+aiNDqy6hMI1hlhQ5gqfz29oaKipqaHRaOnZBW4ens7OzhERETExMXk5meWlJXV1dZDUAz0oEAigGhguT8GwICwXSyML6gUKUcNjT5DZXGad91ChE0sEPWSE78BqlHT1CLS2ubm5oaGhvr6+vr6+oaEBlXdDLcQRRNBtSQc0rV0tfoW9U7gNIMsXPu94zA5fum6bzFLny2XBlekCzgmIFcXSoIaGtF1SEAgGBy9lonAQcKRAM/JfjxQikQi0j/Dw8NDQ0Pj4ePB9CBTl88JHAd8MP7Xn+As/uh5k+Ewe4GVkio9+Ef8bXg6FwltaWurr63NycrKyssrKymg0WlVVVW1tbVNTk8zKF0uKuMhcRBgqPz04OMr3oiuZ6FPxF197H4UYkaR+X2tra1NTE1S+QtncFMLWR9vT1R4jMw4yDesKVmQkL3zSu/8KHyN5maKbtslfFGElIFGlyB4iJnz3U1lUnj4DKdoldUW/DFLAmIJFMzIyMiwsLCEh4R9GCrG0ibirexQyU0/22560AeAf3gMbCDBZW1sbhKv28D1oifbkZrG0mP1XMOKzSYQFGrZjxbI+++vdI0UPCQ2OvPTRE8ASY2X78Ju7H9hufkKQ2i4pYtjDPoqlsfufRIq/FE8hT3w+v7Gxsbq6Oi8vLyYmJiIiIjExsa6uris1TCyds7znPe+e+f7h5SFPiL/Fku0I39Z6zvqf2ot/e8dJaQvc5/ExTiLphKl/pVVdLa2PvlwsKcYlP7CfPdQi7IDlJ42SGNvDPzoyXTVP2HXG3e6RontY/ASkQJFXRUVFcXFxEHn19yGF/P4p025E3cgLMnd+9NOfRIhBu3+/wu58ka//k5CBPvcXBxMfjZ6MXg/fiQutn/Q2cRcFPnH06aHsI8ZqtQuxEoro149yI/oJutN9L7qSmAAp4KcvghSkImbrLvKqvb2dw+EwGIzi4uL4+PioqCiEFJ2K6n2I/wJSiDCTG9KEFSo4YkzhV7iliLB6n19kB+s5oVWBW93+urwN9GVxB1FXb+vJ53qCmEJJGB5uRPiLHRFJvEuIT3r+QrGiqpxiSUFsZIgR9KBsp0gkkjHlysBr97sFPjhIHumqzeIu6pICyiBVQgYpIIt/fX19Z2cn/gjKL9HNKHWJFPKI1T1SKLTMfTZSgKYHFVPAMiQPRgj1Ozs7UYFyBOoiiVIt79VTCBwizKjevX4r6oLwx9HOwJfUIkdGdRmwQFAiz+jwh0KAE0vveHLblZSdDy1LZFQXS0sHMvZImW+JJIp3p3RxY/QhobQDQijt3hJL56qHMvSodLtM82RMWmLpDRkfbbyzOPrgk9sT1EBIgb8cWgVNhVkDF1U3L4T1BhPNl3a1iLCQItwALMM5AkmSbrRBdoMUiDFkGPUvIkXPwbq7E2IdHR1cLpfBYMhrH90jRc/FQjSyME9NTU0NDQ08Hg98DTKwJ5Jogy0tLTweD5V1RNcRX6K6j1CpqbW1FdnthZJj9QKJjw2VXVAIFvJ8yccOvCHuh3vAAN7U1MTlcrlcLo/HQ1WU0FDAp9vb26Fh8GkYLr6kbIy8J5WUhN/h4IKzHTSpHatP1dzc3NjYCJ8QSWq7wwR1SJOMzAyW/MbGxubm5vb2doTXaChgnIGgtfjQiUQiWEI8Ho/H49XX13M4nIaGhpaWFryRaKa6chmgOZLptfwaw0OYFAqbMkAmfz/iHOQGhgJfsBvJYze0DfrY3NzciaVrgZ+QK0Q+bxPiHHlfeDdIIcRiOvHbEPNDl+FVsHA+ihRdr0sF9JFT521tbbW1tXl5edHR0eHh4QkJCd0gBXoJsi33BCnQI+3t7Yj/gNE7sCwYYkw+hEltb28XYA5teAr4Gy4ijEARCoAXpLTciFZONzs/H8vHAzOBruCzDtwA3vXGxsbGxkYItcD3Q2Aj1B4o3YjjHXASwgvEo0KJWVFmtUDjgbnhvzB6EPUA4IiYSSSRvDolURVo0tHXEd6h4i8IjKBJnZ2d8H605PA+QkdgmlpaWpqamgAxYTHIzBeMAApAkIEJWBiwjKGp8uIMUlrhV5gaJKPxsQAngcRBgHYmtH+gAUfrGT6K7wQCzLqBUEyhv0MkEsHjMAXwBiBgSzQ1AszfrHCjwtcILqrjP/Elvrl/CClkxgJdZLFYOTk5kZGRHz58gMgrmCeFErJI2nfVFVLgXIXmHs03XxLzg29W+JYLyxU0yfb29sbGxiYJwd6FIB/tV/Ag7ADwXTw+B6ZcZvMUSPzk0CoUWQDCDg4f6Dq+acMikZkh+BbcDBtvU1MTsJoYc6x0dHQgqQoJViJJaQUZgQgGBDZwJEUDLyI0h8aLJB4cBM1IGwcma5EmaDziUVje8HXogghTwWDShZj6g++f+I6KB8VB4zsljj00VgDl0F8QcBBAywgOiH8QEMPfAPTwLKBeBxa/LBAIAMpbW1uhazimw7MAZAgsOjHXBtyA/lYocbS3t0MQCn4nxOY0NTW1t7d3v4niQ4G4kS9t+ULbJ1opPUQKvpyl5qPUI6SgUCj/DFKgrRWQAlavQqQAYZUkyfb2dtBWgLhcLmABQgqEF62trRBlCN8FUEerF9YVap4AszgAy8JCQjILLlbA9Dc3N6MNvBukABQAHIR7kOQJCwmYDJqK26hhSEk5pIAOgtYGrcKRAmYBxBxoHhJGZLqMBxoCwU6FQBzgAyYCuiCQJrT1wfggpEAGIxmkwKUqGYECoBkuQu9A9EBw0xOk4PP5LS0tMDJoQISSQjbAMKDDoup5MkgBTwGUd2CBrULMQS6WJJ2VWYptbW3ySAGKMwibXekaMgzzn4UUaMTlkaKmpiYjIwM/S9oNUqCOdYUU6B4kCSPGQosf9mQwgyHxGMEEsnfCeLW0tLBYLDabzeFwOBxOXV1dY2MjSZKA37AUGxoauFxufX09i8XicrnwXZhCaBUsAyRDAo4gYwc0DPZtNpvN5XJBqEEyalNTE8Q7g1WiQ2KabWpq4ktXZIE3NzQ0NDQ0gIYCQhBs70ggb2xsZDKZbDabx+M1NTXJsBSCNtTBxsZGDodTX18PuzcseNgtYeU0NDSw2WwkfMEf0GU00Twej8PhsNns+vp6LpcLDQOIhBdCHwGb4DYYB6SN4+iAljQuBaARA/0RrVVcoCMlAgUyQjU2NsLEQbNxywtiXfQ4khoAYrhcLpPJZLFYLBaLw+EgcIQx4XK5wDZIT0QNkIESBOtImeVjRjQZPgeYg30FRwShUNjQ0MBisYBLu1qr8pKaALPLCDATMtIlUWj2344UIrnc3CKJDayysjIlJSU8PPzDhw/ITqEQKVA7RJgdGBcfRNJWXz5mIAR25HA4ECJdV1cHmyoipNjDiq2rq2MwGOXl5QwGg8lkMhiMqqqqysrKyspKOp1eXl5eW1vb0tLCZrMrKioKCwvz8vJycnKqqqrQmxEbMZlMWBWAKSwWi8lkwsKDvQgWJHy0tra2trYWJht2adjxmEwmnU4vKirKy8vLy8srKCioqKgA7MBlb9hqeDxedXV1SUkJnU4HOODxePDpioqK/Pz84uLiyspKAAs2mw1QCJMtkIQDIoyor6+vq6uDRc5gMBgMRnV1dU1NDYPBqKioKCsrKywsLCkpKS0tzcrKSk9PT09PT0tLKygoYDKZPB4PXgUgWFdXBx2h0WjFxcVFRUVFRUUVFRXVEqLT6YWFhQUFBcXFxQUFBdBUKpXKYrFAAgKIhLfV1NRUV1fDvMDagJbX1dXV1NRUVFTAe+h0OpPJBMMn2vyhVWw2Gx6n0+llZWXFxcVlZWWQyRVpqYiLAHqgDfUSqqurgwml0+l0Or2hoQHAAkTRhoaGsrKy1NRUOp0OsA5QDgOLth/ATZgmroRg5JlMZnPzv04TC4XCxsbG2tpa4EwYk46ODi6XW1dXR6PRSkpKYMRoNFplZWVDQ4NAzo7Lx7xCOFIoNLggfoD1iCNFWlqaiYlJUFDQ34sU8GGhUFhRUZGUlBQTExMTE5Oens5isZDK1817FaKDADPCIQUVhqCxsbGmpiYzM9PFxSUsLCwlJQW4p7q6mkaj0Wg0Ho8HT3V2doKY4+fn9+rVq5SUFA6HU1ZWlp+fn5eXl5+fHxMTY2VlFRwczOPxIF2wh4eHk5PT+/fvy8rKmExmbm4ujUZra2vLzc0NCQnx9fUtLi5uaWmprKykUCjBwcGRkZE0Gq22thYmEhY2gFF1dXVFRQXAQU1NDWy59fX1NTU12dnZb968sbS0fPz48YsXL0JDQysrK6urq+FfNpuNxIfW1tacnBw3N7e4uLiamhpY1WVlZbm5uREREdbW1l5eXuXl5bB0a2tr4+LiQkJC4GweCEdoT+bxeLW1tVVVVbDng+E5IyODQqHExsa6ubm9fv3a0tIyODg4ISHhxYsXJiYmpqamJiYmTk5O+fn5ZWVlFRUVxcXFhYWFLBaLx+OBshkXF+fr6/v27VtLS8uAgAAKhUKhUEpKSjIzMx0cHGxtbUNDQ728vF68ePHu3Ttvb+/s7Oy6ujoQi+rr68vLy7Ozs6Ex/v7+Pj4+SUlJ5eXlgPUFBQUZGRkRERGOjo5eXl7AV5mZmeBco1KpNTU10MGMjAw3N7fExMTi4uKIiAgfH5/AwMCMjIyqqqrOzk4ejwcdBzklLy8vMzMTBJDo6GhY/2w2u7m5mcfjlZWV5eXlMRgMkAqBnVpbW2NiYh49ehQXFwcn/drb22k0WmlpKZVKhY2noqKivLycTqdzudyWlpaamho6nQ7Xk5OT3d3dc3JyENu3t7cXFBRERER4eXklJia2trYKhUIOhxMfHx8SEmJnZxcYGBgXF5eUlBQZGenr65uRkQEqKm4j40vileSNdB9FCvi7J0jR/frtEimEimqIwXUqlZqQkJCUlJSSkpKXl8dkMkG17jlSyGAEcl6AYA/XORxOUVGRl5fXqVOnHj586OrqWllZWVtbW1hYmJKSkpqaWldXh6Ss0tJST0/PGzdubNu2zcvLq7GxsaCgIDk5OSEhITk52cHBYe3atYaGhmw2OzU11cHB4datWxcvXtTX18/Pz6+pqQkMDExOTu7o6AgODjY0NNTX14+JiWlubs7JyfH19TUwMHj69GlWVhaNRoPFyWQy8/Pzi4qKaDQa+IwhiXt+fj5wGwg4UVFRp0+f3rp16/r167dt2/bw4cP8/Pz8/HwoqlRWVsZgMEB65/P5UVFR+vr6Tk5OdDqdSqUWFRUlJydHRETY2Njs3r3bwMCgtLSUy+WyWKzKysqXL18aGhpSqVQA7srKSlChQXmB/RY20pcvXz59+jQwMDA8PNze3l5XV3fPnj0bN260tLT08fHZv3//L7/8snLlyhUrVly4cCE2NjYxMTExMRG6U1tb297ezmazo6KinJ2dTUxMTp06tXHjRhMTk/Dw8IiIiKysrLCwsBMnThw5cuTFixd3797dtWvXqVOnbt68GRwcXFVVJRaLYS0BjltZWT1+/PjOnTvXrl17+/YtrIrGxsbY2NiAgIAXL16cP3/+9u3bdnZ23t7e3t7ejx49evXqVUJCQl5eHgiSHh4e58+fd3V1zc7OtrW1vX///oMHDwICAvLz81tbWxkMRlpaGpPJBG+lr6+vk5NTXV1daWnpo0ePHB0dCwoKQFnu6OgoKChISkoqLi4uLy8vKyurrq4GJn///v3WrVudnJwAmlksVmxsbHR0NNxcVFSUm5ubnZ2dm5tbX1/f0dFBpVJzcnIAlezt7U+ePOnp6YkYvrGxMSws7MmTJ9euXXNycgLjOo1Gs7GxMTAw2Ldv36NHjzw9PX18fF69enXjxo33799XV1eDtAIaKICCQPp8DTLctEufvoFtGBRAQBb4G1bxP4EUpCR0TygUlpWVxcXFpaenQw2xmpoaEOE+CSlwaxbynAGuw6dra2szMjKePn06Z86c33//3cLCAkA9PT09JCQkJCSkuroaYJUkSQqF8uTJk02bNg0fPtza2rq1tTU7OxtsruHh4ffu3RswYMCBAwdqamrCw8MNDQ137dq1evXqjRs3UiiUmpqa169fBwYGCgQCBwcHLS0tTU1NDw+PpqamuLg4KyurHTt2nD59OiYmpqCgoLq6GklVUGyxqqoqJyfHw8PD1dU1ISEB1iqDwaDT6b6+vkuWLBk1apSamtrIkSNPnDiRnJyclJQE6zYzMxNGD7rg5eW1YcMGc3NzGo2Wn5+fkZERFBTk6up65cqV8ePH79+/v7i4GLbH8vLyK1euaGlpUSiUzs7OvLy8wsJCsDLA10GeArS9evWqjo6Ovb29i4vLnTt3li9fPn78eFVVVT09PVtb2ylTpigrK/fv319FRWXlypU+Pj5+fn6enp5OTk7Ozs7V1dUgs/j4+Dx+/Pjo0aMLFixQU1M7cuSIu7u7h4dHQkKCu7v7Tz/9NHPmzGvXru3Zs2fcuHE//fTT1q1b37x5Q6VSSZJsbm6m0Wjh4eEvXrzQ1dU9derUtm3bNm7ceOfOnfDwcLCA+Pr62tnZ6evrL1++fNeuXbdv37aysnr27Nnx48f19PS8vb3j4+NB2n/48OHChQsfPXqUkpJy7949bW3ts2fP2tnZJScn83i8oqKiwMDA8vLypqYmNpv95MmTe/fuMRiMrKys33//3dDQMCMjg81mkyQpEAgoFEp4eDiFQsnPz09LSysuLgYuffDgwVdffWVubl5YWAg6l7Ozs4uLi5+fX3Z2dlZWVlJSEkAqh8MRCASAOCkpKVFRUTdu3Jg+fbqFhQUpMS6wWKy3b9+eOXNm06ZNxsbGjY2NYrE4Ly/vjz/+2LFjx8SJE8+ePWtjY/P69evr169v3LjRwMCgsLAQ1DoWiwW2M/llLJbkSekKKZDd9G9HCj4WHYDbivh8PpVKTUpKys7OzsvLKysrA6QAa5lCO0U3SIELFMAKYJjk8/m1tbWpqakmJiYTJkzQ0tK6d+8eqPEpKSl+fn5+fn4MBgNMYiRJZmRkGBsbL168uG/fvo8fP25rawNA8ff3DwkJuXr1KkEQu3btqq6uDgoKunr1qqam5pw5cxYvXpybm8tisSwtLb29vQUCwYsXL9auXTt37lxHR0cejxcWFmZqarpq1ap9+/Z9+PAB7BoikYhGo8XHx2dnZ5eWltbW1ubm5r5///7t27c+Pj5ZWVmg8pSXlwcEBMyfP19d/c+qybt3746NjY2Li/Py8goMDExNTc3Pz6+srGxraxOLxe/fv1+0aJGBgQGVSs3Ly0tPTwdp/+zZs6qqqr/++mthYSFovGVlZcBnWVlZnZ2dwOvI8MnlcktLS3Nzczs7O9ls9tmzZ48cOWJlZfXmzZtLly5Nnz594MCBBEGcOXPGyspq7Nh/1TSdP3++m5ubh4fH+/fvbW1t7e3tQSior6/38PAwNjbW0tKaOnUqQRBaWlrv3r1zcnKKi4tzcnL64Ycfvv7663Pnzm3cuHHgwIE//PDDqlWrrK2tS0pKSJJsaGjIz8/38PAwMjLS1tbes2ePpqbm8uXL9fX1g4KCQPL39vZ++fLluXPnpk2btnr16osXL1pYWJiamu7atevkyZMuLi7R0dGAKQYGBpMmTTI0NExISNDX19+2bduhQ4eeP38eHx/P4/Hy8vI8PT1LS0sBUo2MjPT09CoqKtLS0vbs2XPjxo309HQOhwMbHmAx6GUJCQkFBQXApYaGhioqKgYGBqCLFRQUODg4ODg4uLu7Z2RkpKWlQcxhbGwsIEVeXl58fHxiYmJYWNiFCxdGjRp1584dhBRMJtPGxubgwYPLli27efNmQ0ODWCzOyso6ceLEmjVrBg0adPDgwcePH1taWp49e3bBggV6enoUCgUMQ7W1taCtIJlCZkF1SoLNkUVTLHHHIpkCKfX/NFKA2paeng5bGeiQXC4XMOyvIAX4iqBLAoGAyWSmpKQAUuzevRtHCn9/f39//+rqahAjSZJMT0+/f//+okWL+vXr9+TJk7a2ttTUVH9/f19fX4AGWKi1tbWBgYH6+vorVqyYOXPmggULCgoKOByOpaWlp6enQCCwsrJas2bNnDlz3r59y+VyQ0JCjIyMfvnlFy0trZCQkKysLDqdLhQKaTQaiMSVlZVsNrugoMDNzc3R0dHe3t7Z2TkgICA+Pr6srCw8PHzlypXjxo1TUVEhCGLnzp3R0dExMTHe3t6g7+Tl5dHp9ObmZqFQ6OjouHDhQgMDAxqNVlhYmJWV5e/v/+7du3Pnzg0cOBCQAuwjpaWlt27dOnz4MMBBdnY2yN4gctfX15eWlubl5fH5fDabfebMGW1tbUtLSzs7uwsXLkydOlVVVZUgiNOnTz9//vzrr79GSLFw4UJACldXVzs7OwcHh6qqKlCq3d3djYyMtLS0pk+f3rt3by0tLQcHh3fv3sXGxjo5OU2aNOnrr78+ffr0+vXrVVVVASmsrKxgl+ZwOFlZWW/evLl58+b+/ft37dqlqam5atWqq1evBgYG1tXVcblcf3//N2/enD9/ftKkScuXL9fR0TE1NTU2Nt65c+fJkyednZ2joqLAQHv37t3vv//+3r17MTExenp6v/3224EDBywtLWNjYxsaGnJzcz08PEpKSng8HpPJNDY2vnz5Mo1GS0lJ2bNnz61bt7Kysurr6wEpUlNT/fz80tPTKRRKYmJiYeGf1d0MDQ2VlZUBKUANfPv27du3bz09PdPS0lJSUmJjYyMiImJjY0GRyc/PB6QIDQ3FkQIscbW1tTY2NgcOHFi6dCkghUgkysjI+P333zU1NdXU1Pbv329hYfHw4cMTJ07MmTPnwoULWVlZYAphs9mw+rpCClik+CKXsVP825CCz+fzeDwqlQrcCeIZ2Pk+VaaQsWWC5AzWZtDB6urq0tPTHzx4MHny5AMHDhgZGZWWloL2ERQUFBQUVFNTg5AiIyPDxMRkxYoV/fv3f/bsWWtra2pqakBAgJ+fX1BQ0PXr1/v06bNv3766urqQkJBr166tWrVq9uzZixYtKi4u5nK51tbW3t7efD7fxsZm8+bNCxcudHR0ZLPZISEhxsbGq1ev3rNnT1BQUGZmZkVFhUgkAttVaWkp+E1KSkp8fHxcXFwsLCxu3bplaWnp5+dXVFSUkJCwc+fO2bNnjxw5sk+fPjt37oyKioqPj/f39w8NDU1JScnNzS0vLwedy8nJafny5cbGxuXl5SUlJTk5OSEhIc7OzhcvXhw6dOj27dsLCwtBryktLX3w4MHly5cLCwtbW1spFEpRURFsIxA2jmQKDoejo6Nz7Nix58+f29vbX7x4cdasWUOGDOnVq9fZs2etrKxwpFi8eLGHh4evr6+XlxeIDJWVlQA3np6eZmZmBw8enD17tpKS0p49e96+fQsyhYuLy6xZsyZNmnT27NkNGzaoqqpOnjxZU1PTxsYGZIq6urrU1NRXr15dv3790KFDe/fu3bx58+bNm+/cuQMqZF1dXVhYmIeHh56e3tSpU1esWKGrq2thYWFubr5///5z5865ublFR0eDycDQ0HDatGkGBgZRUVFXrlzZsWOHtrb2s2fPYmNj6+vr8/LyvL29S0tLASnMzMyuXr1Ko9FSU1O1tbUNDQ3z8vIaGhpgGScnJ/v4+KSlpeXk5KSlpUFrxWKxkZGRmpqakZFRUVER7O0uLi7Ozs6+vr7gJEpISIiOjkaZWUD7SE5ODg8P19PT++abb+7fvy+WBBnU1ta+fv366NGjq1atunPnDo/HE4lEmZmZp0+f3rBhw7Bhww4dOmRubm5ubn78+PF58+ZdvHgxOzubTqdXVVVB4Jy4i3OlYqweqEg6RhPW1L8TKcC7Q6VSQeL9u5EiIyPj0aNHU6dOPXTokLGxMSBFRkYG5MKWQQpQEwYOHCiPFDdv3uzbty9CiuvXr69evfrHH39cvHgxIIWNjY2Pjw+fz3/58uWWLVsWL16MI8WaNWv27dsngxSpqalUKhUc72VlZX5+fm5ubiYmJnp6eubm5l5eXkVFRUlJSXv27Jk/f/7YsWOVlJQQUgQEBHz48EEeKVasWGFqalpRUQFIERoa6uLicunSpeHDh+/cuRNHisePH1+/fr2wsLClpaV7pNDV1T1+/DggxaVLl3788cehQ4d2gxR+fn7e3t7gGMKRwtzcXFtb+8cff5RBCldX1zlz5kyZMqUrpGCxWCkpKS9fvrx27Zq2tva+ffu2bNny22+/3bt3LyQkpKqqisVihYeHe3l56evrT5s2beXKlRcvXnzw4IGFhcXBgwd1dHTc3d0BKZhMpqGhoYaGBkKKnTt3Hj58uCuksLCwuH79OiDFkSNH7t+/n5+frxAp0tPTS0tLEVKoq6sbGxsXFRVVVlaWl5e7ubm5urr6+/t3hRTJyclgftbX1//222+NjY1xpLC1tT1+/Limpubdu3cRUpw9e3bTpk0jRozoCikYDAZEWPz3IQV4XMABmZOTU1BQAMb/v4IUKHQC+T7gJSKRnLZHXQAAIABJREFUCKTWp0+fzpw588iRI6ampqWlpVVVVVlZWR8+fPjw4QOTyQTzL0mSmZmZFhYWa9euHTx4sJWVFbjTwsLCgoKCAgMDb9261a9fvwMHDtTX14eFhd28eRNUjCVLloBD4fXr135+fnw+39bWdvv27cuXLwebeUhIiImJybp16w4cOAA6bXl5OSBFWlpaeXk5eNERUty6dWv//v3Xrl17//59fn5+SkrKoUOHli1bNnHiRBUVlZ07d0ZGRsbHxwcFBYWHh6empoJ3FgK33r9/v2bNGnNzcwh5yM/Pj4yM9PT0vHLlytixY7W0tAoKCuB4HpVKtbW1NTc3LykpaWpqysnJKS4uhpkCwC0tLc3JyQGkuHTp0smTJ1+8eOHg4HD58uV58+aNGDGib9++58+ff/Hixfjx4xFSLFmyBNSigIAAFxcXFxeXysrKzs7Ouro6b2/vBw8eHDt2bN68ef369du7d++7d+/ev38fHx/v7u7+888/z5gxQ0dHZ+PGjWpqalOmTFmzZs3Lly9h7bHZ7PT0dAcHhzt37oCXZOfOnbt27bp//35oaCjY7WJiYgIDA2/evKmhobFq1ao//vjj0aNHDx8+1NbWvnjxoru7e0xMDARBGBoazpw509DQMDIy8urVq1paWkePHrWysoqLiwOk8PX1LSsrA+fugwcPbty4AcryiRMnzMzMioqKeDweSZICgSApKcnb2zs1NRXyG4L9VSwWm5iYDBs2zMzMDOzNVVVV7u7ugBSZmZlpaWmJiYkxMTHIoomccZGRkdeuXZsyZYqZmZlYEv3FZDIdHBxOnjy5bt06Q0NDhBTnz5//9ddfR48era2tbW5ubmZmduzYsblz5168eJFCoYCbD+LcPooUsKYUIsW/wUsKFyHMkUqlZmRkgJ0CIQV+puCjSCETT4HHICMrLpfLpVAoz549mz179rFjx8zNzalUanV1NYVCCQsLCwsLY7FYELpHkmR2dvbDhw/Xr18/ePBgS0tLMG6lpqZGR0f7+/tfu3ZNSUnp0KFDTU1NkZGRd+7cWbdu3dy5cwEpGhoa7O3tAwMDhUKhnZ3djh07VqxYgSMFkikyMjJApqDRaElJSWVlZXAmsri42MvLy8nJ6Y8//tiyZYuenp6Li0tOTk50dPTOnTvnzZs3ZswYZWVlLS0tcLaFhoaGh4enpKRQKJSysjJwlLq6um7YsMHMzKy0tLS0tLSgoACkj9u3b3/zzTe7d+/OycmBoFIGg+Hm5mZtbU2lUhsbGykUCggXsLcIBAIqlZqZmQkOzkuXLp06dcra2vrNmzf6+vo//fTT6NGjlZWVdXR0rK2tJ0yYgJBi+fLlfn5+ISEhwcHBsItWVVV1dHTU1dWB7+PEiRMLFixQUVHZv3+/o6Ojs7NzQkKCp6fnkiVL5s6d+8cff/z6669qampIpgCkaG5uLisrCwkJsbKyunz5so6Ozv79+3fs2GFgYBAcHEyn0zkcDjgO7t27p6GhsXLlSkCKR48eaWtrX7hwwcXFJSIioq6urr6+3sjIaPr06Xfv3o2IiAAH0NGjR62trePi4jgcTm5urp+fX3l5eXNzM5vNNjU11dfXp9FoWVlZZ86cefjwYVlZGYRFCQSCxMRELy+vlJSUnJyc7OxsGo0GXGpubj5y5EjwtUG0mIuLy/v37319fSkUSmZmJvg+kpKS6uvrhUJhcXFxampqWlpaTEzMjRs3pk2bZm5uTkrsFIAUp06d2rBhw/3793k8HhhTQaYYNWrU4cOHzc3NjY2NDx06NGvWLB0dHTCcg68XAig+ihT4xW5iNP85pIAhplKpML4FBQU4UvTcSyofnYmC/xFS8Hi83NxcKysr8JI+ePAA4ixzcnIiIiIiIiJYLBaYhUmSpFAojx8/3rBhw5AhQx4/fgxWPRALfX19r1y5oqSkpK2t3draGh0dfe/evfXr18+bN2/p0qWAFA4ODsHBwWKx2N7efufOnStXrnz//n1dXV1oaKipqammpqYMUkBESUlJCYvFqq+vLygocHV1dXBwgH318uXLnp6eWVlZwcHB69evnzx58uDBg/v167dnz57Y2NiUlJSwsLCIiAhAitLSUg6H097e7u7uvmnTJlNT06KiotLSUtipQkJCDAwMvv/++71792ZlZUEsIIvFAhMghJ9RKJSCggI8FphKpaampkKE9R9//HH69GkbG5t3795dvXp1wYIFY8eO7d+/v66u7suXLydOnIiQYsWK/8fee8c1ebd9/6JWa21r7XZrrdpatcOqrXuhIIoCgjhAUBDZO8wEQkjYe8jesoIQ9t57JMwwEiCBBBLCkr3J74/j8fzlArTWy973dd/Pw199QYVAzvN9fo/j+Hw+xwUoizIzM+Pi4mJjY7u7u4EUiYmJ7u7uampqJ0+ehHkzkAJutvPnz584ccLY2PjWrVuffPLJ/v37hYWFfXx8WltboT/P4/Fqa2uJRCIOh4MaRFJSEovFpqWlgUqyvr6+vLzcxsbmp59+unjxoqGhoaurq6urq4KCgpaWVmRkZFZWVl9f38jIiI2NzQ8//GBhYZGTk2NsbCwrK6ukpOTr6wvJz0AKJpMJak48Hq+np8dkMuvr67W0tNzc3BgMxvj4OFzepaWlcXFxsIW7vr6eyfw/O1KdnJy++eYbFxcXJpMJMtzw8PCwsLCEhISmpqb6+vrKysqSkpLKykqEFKBzLSoqwmAwyJR0CSmuX79OIBDgbaqpqREkhb29PYFAkJeXP3TokJaWFpAC1v2+mRRwB8H9suS2X9H38Y+QYolGk/9KTzE3N0en00tKSmAc2NHRweFwQCXyhp+0uNIHwgtBaSoiCR8ZGWlqavLx8Tl69OjTp0/d3NxA5NvY2Ai6IB6PB49QPp/f2Njo7u4OpHBycuLxeN3d3aB0SEhIMDAw+OCDDxQVFaempoqLi/F4vJiY2PHjx8+dOwc1bURERHZ2Np/PDw0NlZGRuXTpUlRUVH9/f1ZWlr29/dWrVx88eJCamlpTUwPVR3t7e1FREcgrQMIYHh7u5+enrq5+7do1c3PzlJSU6upqIpF48uTJb775Zt26devWrXvw4EFJSQnEmufl5cG5l06nQ4s7ISFBQkLCzs6uqamJTqfTaDSQLdrY2Pz444/379+vqqoaHBwcGxsbGhrKysoCKRqQgkqlQt4Z/Ona2trKyspGR0d5PJ6BgYG6urq/v39ERISpqekff/yxbdu2jRs3GhgYBAQEfP/997ApfvXq1ZcvX05PT8/NzYWuAZFIhDNFf39/cnKyl5eXlpbWmTNnPv74Y3l5eSBFeXk5iUS6fPny6dOnMRiMtLT0p59+un///suXL3t4eNTV1cExZ3p6msvlFhcXu7u729jYKCsri4uLYzCYlJSU7u7usbGxtra2+vp6JycnOFOgUCg3Nzc3NzcFBQV1dfWwsLC0tDS4cxwcHPbt24dGo3NyckxMTO7evausrOzr6wv+o8bGxuTk5K6uLiCFpaWlhoZGV1cXlUrV1dX19PRksViTk5MIKWJjY4EUDQ0NXV3/Z/ehs7Pz1q1b3d3dWSwWCPyDg4ODgoJevHgB2vyqqqrS0lJ4O+bm5uCdIpPJJSUllpaWhw8fXkKK0NBQNTW1GzdugJ5iRVLg8Xg5ObmDBw+qq6vX19ez2WwQFiKDz+U31+LbZV6t6PtYko73754pViQFzAjLy8trampAevSXGs0VMSHIi/lXbktBUoyOjlKpVB8fn2PHjqmpqcE7x+Pxmpqa8vLy4EyxhBRiYmKbN292dnbu7+/v7Oxsb28nk8kkEgmFQq1btw4hhbW19bVr144dO/Y6Uly8eDEqKmpgYCArK8vBwUFMTExeXj4pKamioqKjowPOFCUlJa2trb29vTweD1TbPj4+qqqqIiIiJiYm8D9HRUUdP378iy++WLt27fr16+Xl5cvKyshkcl5eHoiLgRRwpnjx4sWtW7fs7Oygpmtvb6dQKGlpaZaWlj/++KOcnByZTAbRcX9/f3p6emRkZFdX18uXL2EOBU8JuG4gkUyQFAEBAZGRkWg0+vTp01u3bl23bp2BgUFISMj+/ftXrVq1evXqFUnR3d0NpowlpLh//z50NGFiffHixZMnT2IwGBkZmc8++2zfvn3nz593cHAgk8lImT04OFhRUeHp6WlnZ6esrHzjxg0MBpOamgrqUmjBOjs7Hz58eDkpQkJCUlJSuFzu9PS0g4PD/v37MRgMyJzu37//5MkTT09PGKNSqdSUlBQYPPN4PAwGo66uDsYZHR0dDw8PJpM5MTHB5/Pn5uZKSkrekhRBQUEBAQFxcXGtra0gsV1OCgqFUlJSYmFhcejQoSXKq9DQUDhTACkEq4+vv/764cOHtra2eDz+4cOHhw8f1tLSqqurg+n7nIAF9nVnCkGHyNuT4n2eKZCO45KXuLCwwGazyWRyVVVVVVVVU1MTj8cDM9/fIsWSr84JpFG8Aynq6+tdXFzgTOHm5jY0NARWguLi4qSkJFNTU4QURUVFOBwOqT5g9h4eHp6VlcXn80NCQqSlpS9cuICQwtHRUUJCQlFRMSEhobi4mEajLSwsMBiMiooKGo0Glq26urqQkJBnz56pqKhcvnzZ0NAwPj6+tLT0+fPnv//+++bNm9euXbthw4aHDx+CsrOgoKCoqAi67nCmmJqaio2NvX79ur29PTiFmEwmeBwMDAz27dunoKDQ1NQEtqKenh4SiRQcHMxkMkdGRmpraxsbGwcGBpDec2trqyApQMUYHR2NxWIvXLjw7bffrlq1ysDAICIi4ocffhASElq7du2qVauAFDk5OdnZ2S9evCASiV1dXZOTk319fUlJSZ6enpqamqdPn964caOsrGxAQEBoaGh1dXV6ejpUH+bm5jIyMp9//vn3339/6tQpKyurmpoaeItnZ2f7+vqKi4vd3NwIBMLjx49v3LhhYWGRlpYGZwqY9QApLl26ZGRk5O7ujpAiODg4OTm5t7cXzhQHDhzAYrFFRUVYLFZeXl5FRcXJySkrK2toaAg0mvA9eTweGo1WVVUFV46Wlparq2t7e/vo6Cj/1ZmCSCTCBGoJKbZs2eLm5tbd3Q2mlYCAACBFS0sLQgqk+qDT6RQKhUKhFBcXo9FopE8BFzaPxwsJCVFRURETEwNSCM4+vvzyy/v371tbW8Of5ejRo7q6urW1tQwGg8fjwQ218CpjaXFZExBO5cs/D62Dhdck7qalpcHV8n5IMf8qB0nwTAFCUQ6Hg7gqyGTywMDAklHNX5Ji+VfnBbKJ4PNvQwp4kfxXHU0RERHoaI6MjFAolNzcXJBpotHo9evXI30KLBa7pKMZGhqamZm5uLgYHBx8+/bt8+fPAymys7OdnZ3v3LmjrKxMJBLz8vJaWloWFhZYLBbMQcBcWF9fD2cKIIWBgQF4vcLDw48ePbp58+YPPvjgo48+UlBQqKysrKurKywsLC4uhq4wtEUnJyejo6NFREScnJzYbDa03CsrK4OCgp4+fbp7924FBYW2tjYIRu/o6AgPD3d3d+/o6BgdHa2rq2toaODxeIgpqK2trbS0FLp6hoaGmpqaISEhsbGx1tbWV65cAVIYGhpGRkb++OOPQkJCa9asWbVq1cWLF1NTU7Ozs7OysqBPAU9gLpebmJjo4eGhrq5+8uTJ9evXS0lJeXt7BwYG1tTUZGZmnj59+rfffoOZ5ebNm/fs2XPs2DEjI6Oqqir+K683k8mEAxoWi1VQUABSpKamgmWztbUVqo8jR45cvnzZ2NjYw8PD3d1dQUFBTU0tKCgoKSmpp6dnYmLCwcHhxx9/xOFwJSUlcHepqqri8fiUlJTR0VE6nZ6WlsZisaD6QEjR0NCgpqYGAm1k9lFWVvbixQt42jU0NCB9CkdHx2+//dbV1RWqmIGBgcDAwICAACKR2Nzc3NTUBH2KiooKIEV7e3ttbW1tbW1hYaGpqen+/fttbW2Ri7y/vz8kJOTJkyeioqLQ0VxcXKyvr9fU1Lxx48YXX3wB+mMbG5unT5+ePn1aX1+/pqamvb0dimv+G4Oz30CKWYFMppl/3ffxns8UK3Y0Z2dnQScLgu6ioqKqqiok3+FtSPG6r74bKRA9BTIl3bRpk6en5+joaEVFBWg0YXywbt06BQWF8fHx/Px8S0vLq1evgpp7SUczKChISkpKkBSurq4PHjwATXFWVhaVSl1YWIARDIvFghbjElLo6+tHR0fn5+eHhoYKkkJRUbG6uho8nSUlJRQKBVSAAwMDExMTz58/FxYWdnFxAds7m80uLS318vJSUFDYvn37w4cP6XQ6mDJbW1t9fHwIBEJbW9vY2BiQAhy9K5JCS0srNDSUSCTi8XgREZEtW7asWrUKhUJFR0fDmQJIIdjRJBKJS0jh7u6uqqp64sSJtWvXSkhIeHh4+Pn5wSgapqSGhoa3b9/evHnzzp07oYePkGJkZKSlpSUpKYlAIKDRaHl5eag+oFIYHR1taWmpq6tDSGFiYuLp6enu7v7w4UNVVdWgoKDExEQ2mz0+Pu7g4HDw4EE8Hl9eXm5nZ/fkyRM1NTULC4vExMSJiYnOzk44pwiSAmysKioqNjY29fX1oNFEZh/LSeHg4IB0NCH3AKoPIEVjY+PrSFFQUGBsbLx3717QU8B3GxgYAFIICwtbWVkBp5qamrS1tW/cuPH5559LS0tjsVhbW1sNDY3Lly8bGRlVVFS0trb29fUtvrKNvhsp4M5aQop/pE/x/0jx30IKCLxgsVilpaXe3t4IKWg0miAp8Hj8u5ECvB7/laR4+fJlc3NzYmLiv0kKOFO8MykIBEJdXd1/MimEhYWNjIzKy8vB8v8/gxQr9ikgAkCQFJWVlWB6eTMpFt5u56Xgz3odKUCSlJOTw+VyIbmEz+fDundhYeGPP/7Y2dl5YGCAQqEUFBRkZGQkJCTAlPThw4djY2N5eXkYDEZYWBjU3DQaTVBPERAQICEhcfbs2ZiYmJcvX+bl5Xl4eMD1GhkZmZmZ2djYuLCwwOVym5ube3t7IRWqrq4uLCzM19dXVVUV3uwXL15kZ2f7+vr++uuvn332GfQplJSUwFZXVFRUWlpaV1cHemHI73v+/PnVq1ednJwgBKGjo6OoqMjf319ZWXn79u2ysrJkMhnOGu3t7Y6Ojvr6+i0tLZOTk3V1dXV1deAmgj8gnU4vLy8HppuYmOjq6gYHB8fExGCxWGFh4Z07d65btw6FQoWHh+/duxeZfVy6dCkxMTEzMzM7OzsmJub58+dMJnNqaorL5ZJIJHd3d3V19RMnTqxevfrmzZtubm6+vr61tbU5OTlHjx794YcfUCiUlJTUp59+um3btsOHD2tqalZUVPD5fFB51tfXv3jxAofDmZmZKSgoSEhIGBkZAYwmJyc7Ojqam5tdXFxAeWVqavrs2TNPT88HDx4oKSn5+/snJCSAJNfNze3w4cMEAqG0tNTe3l5VVVVTUxOLxSYnJ09NTbW3t5NIJBiFIrOPzs5OCoXy+PFjKyur6upqHo8HV3JZWRmJRKqpqaFSqfX19QwGA65Ve3v7r7/+2tnZGfGkBgQE+Pn5xcbGUqnUxsbGioqK4uJihBRgboA0DRQKtXv3bmtr6/lXIW/9/f1RUVEaGhrnz583NzcHhWhzc7OOjo64uPjmzZvv3LljaWlpbW2tra0tKSmJRqMLCwtra2t7e3sRUoCs7m+RAlEbINkWi4uL1dXVNjY2WVlZiIITuTH/B5NibGysubnZ19f3daTgcDgIKaAAu3z58saNG+3t7Xt7e+vr60E2RyQS9fX1165dK0iKy5cv//zzz0tIMTs76+/vj5BiZGSkoKAAnupLSMHj8VpbWyFqaQkprly5YmpqSiKRMjIy3N3dwWcBpFBWVm5sbKRSqUCK+vp6MK0jpBAREQHXOZid8/Pzg4OD1dTUtm3bJiUlVVxc3NPTw+VymUymlZWVsrIyxGEAKXp6ekB8BaSoqKgAUpiZmenr6wcFBUVGRlpYWFy6dGnPnj2ffPKJsbFxSEgIoqdYs2bNpUuXEhISQBUWExMTFhbGYDCWk0JISEhcXFyQFL/++uv+/fuBFB9//PHWrVsPHTqkoaFRXl7O5/PhO0B31srKytTU9NGjR1JSUnp6euHh4QwGY2ZmhsFgtLW1ubm5IaTw9fV99uzZvXv3FBUVfX194+PjISXIw8Pj559/BlI4ODioq6tra2tbWVmlpKTMzMy0t7e/ePGis7MTSGFlZaWlpdXZ2UkmkxUVFS0tLcvLyzkcDlzJ5eXlkBzzZlLweDw/P7+3J8WuXbtwOBxczPPz86CF19HROXPmjImJCZCira1NV1f35s2bCCmsrKx0dXUfPHgAZvzKyko2m/3vkwK5keF/q6qqwuPxubm5c/+6Ifk9kwK+3djYWF9fH51OLysre/vq4y9JsSggI1lCiuPHj6urqy+pPoAUkK0IsLSzs7tw4QK4ABkMRktLC4TBREVFqaurr169Wk5Obnh4GNTcS0gRFBQEl5qfn9+tW7fOnDkTGxs7Pj5eVlbm5+enqKiopqYWFRWFkAIk7ZDvNjAw0NDQ8Pz588DAQHBeg6YoKSnJzs7u0KFDmzZtWrt27YcffqiiotLW1tbW1lZcXFxWVgbtTNiNPjo6GhkZeePGDTs7O0i7qaury8nJiYqK0tfX37Zt27Vr1xITEzs7O4eHh3t7e42MjKSkpGpra6enp2traykUChzj4c1qb28HgnM4HCwWi0Kh/P39w8LCTE1Nz5079+OPP+7cudPU1NTf3x80mkJCQuvXr7906RKRSMzMzMzPzwfjOYPBEFReCZLC1dXVx8cHXuThw4e/++47IyOj27dvf/TRR99+++1PP/2kqalZVlYG72N3d3d5efnz588tLS2NjY0fP34sIyMDuQydnZ2Li4tsNruzs9PT0xN8H2ZmZgEBAb6+vjIyMg8ePPD29iYSiRwOZ2FhwdPT89dff7W2ti4qKnJ0dNTS0tLT0yMQCOnp6TMzM21tbdHR0TQaDUhBIBD09fVBhyYvL29mZlZUVAR34NTUVHl5eVJSEtSAghpNOzu7r776ysnJCYRtfX19fn5+vr6+MTExUKesSIra2trc3FwDA4MdO3ZgsVhEScjj8dLS0oyMjE6cOKGnpzc0NMTn8+l0ur6+voSExBdffHH37l0LCwsMBmNgYPD06VP4XYqKiphM5uIrXQJ4N+ZebWwQvGVWvOkWBMLBBUlRUVFhZWWVn5/Pf9VeQL70fykpIJGxpaWlvLw8OjpaQ0MDSIH4Pi5fvox4SZEzxRJSTExMlJeX+/v7P3r0SF1dHSHF4uJif38/CDQRUkRFRQUFBWlpaV2/ft3Kyio9PZ1EIoHx8dNPP0VIQaPRaDQaQgrQrS0hRVNTU2NjI4VCgSrA0NBw+/btV69eJRKJ4GjgcDiGhobi4uIUCmVmZuZtSOHr6xsWFmZmZnbhwoUDBw5s3brV1NQ0KCgIIcWHH3546dKl2NjYjIyMgoKCyMjIgICAtyTFoUOH9uzZ8zpSjI6OdnV1lZWVRUREWFhYGBkZgfVDU1MTSAF9HwaD4eXlBRpNMzMzPz8/OFNA/ERMTAzE6nh5ef366684HE6QFDY2NmlpaVNTU3Q6nUgk0un00dHRvr4+0GgCKeTk5MzMzIqLi9+eFAwGA/JQAwIC/P39Y2NjGxsb6+vr35IUEPzX19eXmZlpZmZ24sQJXV1d6JLQaDRDQ0MpKamvvvpKVlYWg8FgMBhDQ8OnT5/i8fj09PTi4uKurq5/iBR5eXnvkxSI7Gp59cHlcjs6OuDvVV1d/d5JsfiveoolpBCsPmZmZiDqo7Ky0sbG5vz58+vXr7e1te3p6amrqwN7X1xcnJ6eHuI6z8zMRKPRV69eBT1Fc3Pz8PBwWFhYZmbm/Py8v7//kjNFYGCgioqKtrZ2bGxsdnY2lUpdXFxE+hSQMUWlUmNjY0NDQ3V1dcXFxXE4XGpqalxcHAaDOXDgwMcff7xmzZoNGzaoqqrS6fS2tjZITAJSQEDr2NhYdHT0zZs37e3t4cFFJpOzsrJiY2NRKBRCCtCJcTgcAwODGzdukMlkhBSgrYA+FpBiaGiop6fH0tLS0NAQzhQYDEZERGTXrl0ffPCBqalpdHQ0Un188MEHFy5ciI6OTk9PX06KpKQkmJIuJ0V2dvZPP/20e/duqD6AFAcPHtTQ0CgtLV1cXARSlJaWhoWFodFoQ0PDhw8fSkpK6uvrh4eHd3R0zMzMQFQykOLChQvGxsaenp4eHh7KysqQo/H8+XOIAnR3dz98+DAWiy0sLHRyctLW1tbX17e2tk5KSoJwrfT0dGgSs9lsLBarra1Np9PBqofBYJDqY3p6GvoU1dXVkHYHpODz+Q4ODl999RX4PgYGBnp7e8PDw0NDQ+Pj44EIS0gBHU0KhZKfnw99CisrKyS5m8PhZGVlYTCYU6dO6ejo8Hi8xcXFlpYWkKJv3779zp075ubmOBzO0NBQXl4ebLI1NTXLq4/lN9Hrqo/XkWJJ9bGkTzH3bom7s6/S6wQlH/9RpIBcOUFSXLhw4cMPP3R0dOzr66uqqsrJyUlLS0tISEChUGvWrLl37x6Xy83IyECj0aKioidOnDh37lxTU9Pg4GBEREROTs7CwkJAQMByUjx9+lRHR4dIJObk5CyZfUBOV0tLS1xcXHh4uJ6e3s2bN62srJKTk2NiYszNzffv379x48bVq1cLkgKciIKkGB8fB1I4ODhAMUyhUIAUyJkiLi4OJjW9vb1gx3ozKQYHB9lstoWFhYGBAZDC0tLy+vXrO3bsEBISQqPRCQkJ3333HZBi7dq1MPFZkRSgp9DU1Pzjjz/egRTd3d1lZWXh4eFAigcPHty8edPY2DgmJqajo2NiYoLFYkH1AaQwMjJycXFxdXXV0NDQ09Pz9vbK8QrNAAAgAElEQVQODw9vbW2dmZlxdnY+cOCAhYVFQUGBo6MjkAKHwyUmJg4PDzMYjPz8fAaDAZnmGAxGS0sLSKGgoGBpaQm5zXAll5aWgpf0DaSA0HDEIQZ/6jeQwtjY+LvvvsPhcLA5AVKjMzMzLSwszp07p6ur29vbOzMzQ6VSTUxM7t+/v2fPHiAFgUAwMDC4c+cOFostKSmpr6+HoKbFVzur/laf4nWkgI5mdna24OaX90OKFaekXC63vb29oqICXAzvhRSCHc0lpFg+Jc3Nzc3OzgZSQBuvoqKCQCBAko2Li8vQ0FBJSUl8fHxcXFxKSoq5ufnatWvv3r3b29ublpZmbm5+/fr1U6dOXbx4sb6+fmBgAPLX+Hx+YGCghITEmTNnYmJixsfHy8vLg4KCVFVV9fX1ExIS8vPzW1pa5ufnIZ8CcZ3TaLSEhITIyEhDQ0MJCQksFksikSIjI01MTPbu3bt+/fpVq1Zt2LDh6dOnNBqttbUV0g0ESTExMRETEwOkAHkP3IQxMTEGBgbbtm0TERFJSEgA4ymbzYa4J6T6AOuaICkqKipgAYK5ubmenp6fn19YWJiVldWtW7e2b9++atUqS0vLtLQ08H2AoPvs2bORkZFpaWlIn4LJZELEHpwpXkcKqD5eR4qxsTEWi1VeXh4REWFubm5gYHD37t3r16+j0ejk5OT29vbh4WEw2nt4eCC+Dzs7O0dHRxQKhUajwQjb0NAwMTFhb2+/Z88eU1PTvLw8BwcHqD5wOFx8fDyPx4NINCaTyWKx6HS6ubm5hoYGjUarqqp6/PgxDodDcjRnZ2dLSkoQhxjiOufz+Y6Ojl9//bWTkxPsIujp6UlISIiLiwOLYE1NTXl5uaBDDNFoFhQUmJqa7tu3D4/HT01NwQoIFouVnp5uaWkpLCwMpdDLly8bGhrMzMzk5eUPHDggKytrbm7u4OCgr68vJiaGRqMh1LOnpwfOEe8wJX0dKWBEmJGRMTg4uHxK+o6kmHu1tUUwcXd+fn56erqvr6+lpaW0tLSwsPB99SlWJEVTU9OzZ89+//13hBR9fX2NjY1ZWVnp6elsNhtZhFVeXo7H48+dO/fhhx86ODhAekpWVlZKSkpiYqKRkdGaNWtkZWVZLFZycrKJiYmoqOgff/xx4cIFkOIQicTi4mI+nx8YGAhJNjExMRCHExwcrKysrKOjk5ycXFJSQqfToTSF/x4cHBwdHe3o6EhMTIyOjkahUJKSklZWViQSKTw83MDAYM+ePW9Pilu3bjk6OoJkeEVSdHR0QE2BQqHeTIry8nKEFLq6us+ePQsODkaj0SIiItu2bRMSEgINAkxJoVXxD5FifHyczWZXVFQ8f/5ckBQYDCYpKQk6L8tJ4ezs7OLioqmpiUKh/Pz8oqKiIIPDz8/v/Pnzbm5ulZWVMCXV1ta2tbVNTk7m8Xjt7e0FBQUMBqO3t7ezsxONRmtoaIArXElJiUAgNDY2Qk8RSEEkEsvLy+vr65eQ4ptvvnF2dkZIQSKRXrx48ZekKCwsNDMzO3DggI2NDZwpYKtAYmKimZmZiIgICoWC37e+vt7Y2PjevXt79+69d++epaWlk5OTrq6uiIiIqalpRUVFc3Mzm80GL+k/QYoV9RTvSIoVlVfwImAvaVFRUX5+PtTD/ygpwEvq6uoKpGhoaEhPT09KSoKsWliOUFZWZm1tfebMmfXr1+PxeDabDX2KvLy8+Ph4XV1dISEhGRkZJpMJ4Lh69Sp4SRsaGoaHh2EXA5/PDwgIgHS8mJiYqakpMpkcGhqqqKioqamZnp5eVVXV2dk5Pz8PyyZaWlpgeQSDwUhJSYmNjTU2NpaSkrK2tk5MTAwODtbR0dm9ezeEaH700UeqqqpACki+amxshG0jsPkmNjZWQkLCycmptbW1paUFkqORjqaoqCiJRBKcfUhISEDiLpCCwWAgpIB+c39/f3d3t5mZmY6Ojqenp7+/PwqFOnPmzLZt29atW2dubk4kEgVd52fOnHn+/DmQAhq0XV1ds7OzAwMDKSkpXl5empqaf/75p+CUFF4kzD4ESSHY0ZyYmOjp6amsrASLmqGhIawRAOUVQgo6ne7u7o5UH+7u7u7u7kpKSpqamoGBgfHx8SADi4iIuHv3bnh4eH19va2tLTSbXV1ds7OzoTKFcwosELKwsNDQ0AD/vrKyMjj6YaHc3NxcUVFRdHR0aWkp1A5I9eHk5LRlyxYXF5fOzs6+vr7e3l5IDExPTwdSgI9huUMM8X3Y2dnNzs7CKjkWixUdHQ19JXNz846OjuHh4bq6OkNDQ2lp6V27dsnLy9vY2Li4uOjq6goLC6NQqNLS0sbGRri8gQXv4PtYUU8BpHjPO8T+M0nB4/GAFMnJyW8gBYvFqqurq6ysBFLo6Oj8O6RQUFDQ1NTMyMiAimNhYeENpJCUlMThcODg+k8jhaGh4enTp7dv375+/Xpzc/PY2Ni/RQotLa33SAo0Gv0GUoDv4/HjxxoaGgEBAUCK0dHR0NBQaWnp4ODg2tpaQVLk5ORAZZqcnAz2XOjRvF9SUCgUMpn8d0kBo25xcXEgBdh/DQwMpKWld+7cKS8vb2tri5DC0NAQro3/waRAOrEcDge0q7m5uRUVFUNDQwgLVvyO70YKyKcQJEV3dzdyphAkBVJ9nDlzZt26dVZWVgwGo7m5GWxscXFxGhoaEI3d2dkJJvQrV64cO3bs7NmzTU1NIyMjiYmJIBMKDAwEUsTGxoKoKTw8/MGDB+rq6tnZ2ZDNPTc319zcDMpu8NF2dXWlpaXFxcWZmppKSUlB2RwYGKilpbVr167169cLCQkhpGhpaQFSQPUBOx0gyQa2B8H6GQjsgdnHjh07QE/BYDBg9gFIEiSFYPWBkILFYpmZmWlra8ONraOj8/vvv+/evfvrr7/GYDARERG7d+8WTMcTJEVwcHB3dzcYxlNTU729vbW1tYEUN2/edHd39/Pzgxd55MiRvXv3LpmSamlpwZ90cnKyt7e3qqoqKioKg8GgUKh79+4J9ilGRkYYDAaNRnNzczt48OCFCxdMTEyePXvm5eUlJyenqqoaHh6ekZEBcdX29vbnzp1zcnIqLCy0tLQEs6mfnx/kU9TW1kZFRUEEHpfLtbKy0tTUbGlpqaioUFFRcXR0hAEqn8+fm5srLCyEgD+oHRBSgJfU1dUVHIAcDgdIAeHsFAqlsrKyrKwMOnRLXOcYDObQoUP29vbzr5ZusFiskJAQTU3NW7duYbFYxP6rra1969atLVu2KCoqOjk5ubq66ujoXLp0SU9Pr7CwEKI0kSSbFV3n/HdSc9vb2//j1QdCip6eHjKZnJ+fn5OTAx1gwTHv8o/FV6E1SKP1bUgBCXdIRxNcwJBkk5+fn5ubi/QpkI4m9ClAeUWj0SDF78WLF1paWpA9z2AwkpKSTExMrl279ueff166dAl26iQlJcFlHRQUBB1NIpE4NTVVX18fERHx4MEDDQ2N3NzchoYGiJZsamrKysoCx/3k5GR3d3daWhosMQMZPyz1gzMF9Cn+khRxcXFSUlIuLi5w7mhqasrPzycSiW9JCmSP5vz8PI1Ggz5Fd3e3qamppqami4vLs2fPNDU1f/nllz179mzfvh2DwYSHh7+BFCEhIUCKoaGhtLS0Z8+erUiKvLy8vyQFh8Oprq5eTgroU4yMjHR2dgqSAjSa3t7eEFTz/Pnz3Nzc7u7u5uZmDAbz66+/YrFYmGE9fPhQQ0MjMDAQsupqampCQ0PhPeXxeDgcTktLq7W1tbKy8unTp05OToLpeAUFBRAavJwUW7dudXV1ZTKZYPOHPkV6ejp0NN5ACgsLi8OHDzs4OMBBYGpqis1mBwQEPH36VEJCAofDsdnssbGx2tpaJJ/i8ePHbm5urq6u2traFy9e1NXVLSgogGfSmzOv/lNIseLsA14cl8ttaGgoLCzMy8uDvs7rqg94rchX33CygL/sjMA6RtgYGBAQcO7cOTg/M5lMLpcLj1yo9yBZdHFxkUKhODg4XL9+fdu2bR4eHqCMgniitLQ0CwuLzZs3Kyoqcjic3NxcOzu7hw8fiouL37lzp62t7eXLl8nJyWVlZXNzc6GhoXJycmJiYi9evABDd1RUlJKSkp6eXk5OTm1tLZyWYdcpjUaDEBrobyckJGCx2AcPHpiYmID+F2ZmQIqNGzeqqanBvk/oaML2IAinmJ6eBlJAhgIsGS4qKoLE3Z07dy4hhWD1gfg+RkZGYJ8zjUarqakZGhrq7u42MTHR0NAAUujq6kI63saNGy0sLIhEIjIlFSRFQUFBdHR0aGgo7PtASKGrq3vy5EkghYeHh7+/P+SP/fzzz99//72JiYm0tPRbninAIZacnAzGeQaDgVQfFy9eREghKyv76NEjULtwuVwej2dvb3/s2DEQBeBwOGhkeHp6FhQUjIyMwBmwtbUV3HF4PF5HR4dGo1VXVz99+tTBwQH2sPEFzhRQfUAkBFx4Li4ukGTT3d0NyrrY2Njo6GjYadjY2FhdXQ1JTkNDQ8iUtK6uDs4USDoetBJ7e3v9/PwgvMfa2hoeLWQyGVL8v/zyS0VFRRgJ/68iBfxg2MpZXFwMfYp/lBTBwcHCwsL6+vre3t4MBoPL5dLp9J6eHkgDh3/C5/MbGhpcXFxkZGQOHjwYEhIC4SggksnNzXVwcNi1a5e6uvrg4CBYuTU0NOTl5R8/fgwp/snJyaWlpZOTk+Hh4UpKSlJSUgkJCcPDw7W1tdHR0aqqqigUKjs7u6amprW1FTpnsFl3aGhoamqqu7s7IyODRCLhcLiHDx/q6+s7Ozv7+/tjMJh9+/Zt2LDhb5Gio6MDFtKUlJSAvW35mQJIAbMP8JLChvTh4WFIAIbQze7ubmNjY01NTTc3Nx8fH319/TNnznz77bdr1qyxsLAgkUjI7OMNpBgeHn4DKfLz8987KUxMTHx8fOBM8ejRo+DgYEjHGx8fd3FxOXr0KGRz4/F4FRUVLS0tSLIZGxtrbGyMiIgAiy2QQldXt729vaamBkghmE9RVFQEocHLSQHPG3j+Dw4ORkVFPX/+PDk5GTKvYPyBkKKzsxP2OQMpkCQbuOw5HI6/v7+SkpKoqCgOhxsaGpqenq6pqUFI8fDhQ2dn5//BpJh5teBLcN/HzMwMLLyD821xcTH0daCD8m6kgM/A/BVJx1tcXIS95OHh4devXzcyMvL19QUlDByzkT8f/FAqlerp6amgoHDy5Mm4uLjZ2VkajQadJ9jo/fPPP5uYmIyPj4Oby8zMDEbxECSTmpoKIVFRUVGampry8vKJiYn9/f0UCoVIJOro6Jibm2dmZlZUVDQ2Nvb29ra2ttbW1nZ3d8NabRaLlZmZmZiYaGNjAz02DAbj5+dnY2Nz8OBB0Gh+/PHHQIrW1lZQXjU3NzOZTEgfAlJISkq6ubkxmUyYGkJcsKmp6c6dO5GOJpBCcEpaX18PC28GBwe5XG5vb29LS0tDQ8PLly+7u7tRKBTo1nx9fY2NjYWFhSHJBofDZWRkQDreElIUFhZCgDCbzV5YWFiRFJ6engEBAVAi/fLLL/v27TM1NZWRkdm4ceOWLVsOHTqkra0NXtLlHU1BUnR2do6NjSFTUkFSeHl5ASn8/f0TExMh2QUcYlgstqCgwN7eXkNDQ0dHB4fDJScnT0xMtLS0LPd9MBgMCoXy9OlTOzu7xsZG8GjNzs4WFRXFxMTAlFQwcdfV1XXHjh1eXl4cDmdychKCjkJCQkgkEgjnoFVBJpOHh4dBXAMC/OLiYnNzc0jxRy5sHo8XFBQEm4Fg38fc3Fx1dbWqqqqoqOgXX3whJydnb2/v7Oysra196dIlfX39oqIiCPJH9BRzK+VoviUplmRevcF1/p5JAb138DX/c6SAC5ROp0dERIiIiBgYGPj4+HR2dvJ4PKgeEaU5QgoPDw85Obljx45FR0fPzs7S6XRk9O3h4XHw4EFDQ8Px8XEymRwUFIRCoZ4+faqlpQXKn7S0tPLy8qmpqejoaHV19fv37ycmJg4ODlIolNjYWF1dXTMzs4yMjPLyciqV2t/fDxtPenp6YDk7QgoCgfDo0SNVVVUzMzN/f397e/t3IwWsO4cNrH9Jitra2oaGhoGBgaGhoYGBAfC51tbWwtJzQVKYmJggmVc4HC4zM/MNpAgNDUVIkZ6e7uPjsyIpCgoKlpBi69atsP7jL0mRkpLyOlJAR/Pu3buPHz+GbSz9/f2Li4srkgKLxSYlJU1OTi4hhY2NjaGhYVdXF+wBtbGxEcynQHI06+vr6+rqEFK4ubkhpJiamnr58iXsJUVIUVtbW1VVtSIp0Gg0Qgq42iHaW0VF5fz58xgMBiEFnCk+//zzBw8e2NnZASkgMO19kWJhpXS8f4QUYIZbvkMMlugiSTb/JimQ31nwmDQ7Ozs0NNTZ2fn8+fOzZ89qaWl5enpCDGl7ezuEdMMMCf6CDQ0Nrq6uUlJS33//fWBgIISawEExLy/P1tZ2y5YtampqL1++LC8v9/T0VFVVvXv3rqKiYkdHx9jYWGZmJoQ+RkdHQ/VBIpFGRkZqamqioqK0tbWNjY3h3NHc3Dw+Pt7V1dXU1ASREDMzM0ifwtraWkFBQUVFBdyQDg4Ohw4dAofYclK0tLR0dXXBvAohBZTHbDabyWTW1NSkpqaam5svJwXSp4CjLIVCgbAMMJu1trZWVVX19/czGAwghZubG2zxunr1KmReWVtbZ2VlCZIClFdgZAQbS09PDxzu0tPTfX199fX1T58+LSQkdOvWLS8vr8DAQOjX/PbbbwcOHDA3N5eVlf3kk0+2bdt25MgRHR2dyspKhBSgvEKmpKC8SktL6+zsHB0dXaK8Qkhx7949ZWXlkJAQCJ4HUhw5csTS0jI/P9/e3h5c55aWlomJiZOTk62trTExMXQ6HfIv7e3tjY2N2Wx2Q0MDJNmQyWQknwKWlSzP0XRzc9u5c6e3tzekgUPQUXBwMIlE6ujooNPpQAoKhQJLRru7u1taWmCPMRqNRtLxwJ3Q398fFxcHYcXgOl9YWKBQKOrq6mJiYl988cW9e/cIBIKjo6OOjs6VK1dQKBRMSSEY/Z1JMfOaHM3/IlKA72PJmWJgYOB1pOC/Gnz8XVLMzMwMDg52dXVFRkaeOHFCVVXVzc2NzWYPDQ3RaDSozGEd09yrxF0nJ6dr16599dVXHh4eQ0NDTCYTTH6ZmZkYDObjjz9WVFQcHBwsLCy0t7eXk5O7cePG7du3Ozo6xsfHs7OzKRQKn8+PiIiAjiaJRIKF6RERERoaGoaGhklJScXFxa2trbOzsz09PVQqFa6k2dlZZPZhZWUlJyf35MkTc3Pz15GipaWlsLAQco1WJAXkaHZ3d1MolPT0dEFSLO9oTk9PV1dXV1dXQ043vF+wEpXL5XZ2dr6OFMvPFEtIERYW9g6k+PTTT7dv3/7zzz//JSkgcffNpLh//76KikpYWFhGRgZUDQgp8vLy7OzsgBRwpoDqYwkpTExMent7GxsbVVRUrK2tq6urwfcxPT0Nen/IvGpsbERI4e7uLkiKly9fhoWFwZmio6MDLr/q6mo4tS0sLLBYrLa2tubm5tLSUnNz8++//x4yr6DTBwpXAwODkydPGhgYgKRAMEdTVlYWj8cDKa5evWpkZAT6XTabDV6Pxdek+L+BFHMC2dxLSAH7Pv5xUoDvA/oU4DqvrKx8Myn4AlPSN5MCScdbfLXWkMViRUZGwg4xFxcXaGS2tbWBlAOOo/ALw+zj4sWLGzZssLW1hTutt7eXSqWmpqYaGhqCQwyW5VpaWt66devcuXOioqLt7e0TExO5ubm1tbV8Pj8sLAz2fcCa0urqaohg19PTI5FIBQUFra2tC68yr3g83vT0NJACzKOWlpaQK49GowMCAuzt7ZeQAiagRUVFkJW4nBQeHh49PT0cDgdkpjALFCQF+G6QKen09HRVVVVFRQUcN6A6BbsqKJqNjIw0NDTc3d39/f0FSQFrQRFSCAkJnTt3LioqKiMjo7i4mEgkCpIiIyNDkBQSEhLe3t5BQUHNzc1FRUWQeYVGo+/evbtp06YdO3b88ssvurq6ryMFVB+QuMtgMMbGxqDa8vT0BFIYGxsDKSCXMCIiIisrCzqRK5LCysoqKSlpfHy8ubkZqg8ghYODg5mZGYfDaWpqUlFRweFwlZWVHA5ncXFxamoKHGLV1dVUKhXW1sOl6O7uvmvXrmfPniGkAC8piURqb29fTgo2mw3D79LSUjMzs7179xIIBHjywbaUjIwMExOTP/74Q1dXF7TkkI4nLi4Oibs4HM7BwUFHR0dERMTY2LisrIxKpfb09My8074P/qtVofBv3z7F/382KaKion777TcgBZvNhsXiRUVFeXl5y0lx6dKlDRs22NnZcTic7u5uePKnpqaiUChkg3F2djYWi5WQkDh//vy1a9eWk+LOnTuXL19+Z1LAgfm/khRkMrm6uhrEf4Kk4HA4/yGkQHwfS0iRkpLyn0wKLpcLpIiIiAgLC4ONp/+PFMjHW1UfkOlaWFgInkUYHb8uCeMdSAFhQT09PbGxsb///ruysrKTkxNspmMymSUlJcgOMYQUjo6Oly9f/vDDD21sbHp6ehBSQOLQiqSAMwVUH2Qymf/qTHHx4sWEhISZmZnq6mpYP6urq5uQkICQAvYYwPqC2dlZJpOZnJwMG4xlZWUfP34MWSy2trYHDx4E1/nGjRtBeQVJNuACWjIllZSU9PT0REjR0NCAkEJMTCw5ORkUflwu18jICDqas7Ozzc3N9fX1kMcLZ06I1err62MwGEAKGGqampoiHc0lpAA1N7jOl1QfIyMjy0kBlrOWlpaSkpJjx44dPHjQwsLi/v37gqSAxN3JyUmEFDAllZOTu3nzpqmpaVxcHIPBAEEKuM4Rh5i3tzdUH0+ePAkPD8/MzERIAR3NdyCFlZVVRUUF5FO+mRTQ0ezt7Z2YmBgeHgbXeXJyMrSZ6urqoDeE9ClgelpcXGxiYrJnzx4CgTD/agkGbI1BkmyAFM3NzZCO9+WXX/4TpJh7p81A73n2AaSAaX9BQcHbk+J1jICP15EiLi7uzz//hL2k8Njs6ekpLy8vLCyE1SmQzV1XV+fi4nLlypUNGzYAKVgsFswLMzMzYTOQnJzcwMBATk6OlZWVpKTkhQsX4EwxNjaWkZFRXV3NX0YK8JK+gRTwloD0EwIpZGRkFBQU4KmIx+MPHDjw0UcfCQkJQT4FkAKSnYEUoAefnJwkEolSUlJwgXK53J6enoaGBmiyACkgyVqQFNXV1fDTIQoQthYuLCzAj+jr6+vq6gI9Bfg+lpNi3759S2YfgqTo7e3l8/lACj8/P319/VOnTgkJCUlJSfn6+oaGhsKyMkFSfPbZZzt37vz1119hbwWfz5+enkb0FJB5BXtJ9fX1IyIiGAzG3Nwcko536NCh8+fPAym8vb3v37+vrKwcGhoKTTjB2Ud+fv5bkgLkP0CK8vLyFUkBPgu4FIEUoKcYHR0dHByEPUnp6enNzc1UKpVCoSzpaIKmtqioyNjYeM+ePZC4C9fz4OBgVlaWqampIClaW1v19fVv3boFmVfW1tYODg7gJTU2Nkb6FIKkWK6neB0poHmH/Nt/nBQrKq+Wk6K8vBzWor2ZFG9gBPLrAYMFSdHb2xsfH3/27FmQ4oKeH+T9sJN+/tVmoIaGBnd3d1FR0U8++cTOzg45UzQ3N+fk5FhYWMCyv6Ghofz8fDweLy0tffny5Rs3bgApUlNT4QEYHh4uKysL1cf09HRlZWVwcLCKioqOjk58fDxCCuiA9Pf3w2tmMBjgOjczM5OSkpKXlzc0NPTw8MDhcPv37wflFZKOR6fTS0tLKyoqqFRqZ2cn4jonEom3b9+G4RwYk8Bfb2FhsSIpbt68WV5eDkI4gAUsB1p85ToHh5iJiYmWltbyMwUWi01PT0fyKVatWnXq1KmIiAhkSipIiszMzCWkgMALQNLx48d/+uknS0vLBw8ebN68edeuXb/99puBgQEc02ZmZkDNDUvMTExMHj9+LC0traWlBWE5i4uLkI4HSTZnz55FzhT37t1TUlIKDg5OSUkZGBhYXFxE0vFgSgqkAD3F21QfFRUVUH1MTk5CRxMhheDsA0gBSUXQkiSRSFlZWTAlAZPY8ilpYWGhkZERks0Nt/fg4CA8q/744w8kR7Otrc3AwEBSUvKbb765d+8eHo9HXOeCpEByrt5ACsHwJ+TzM++06/z9k6Knp6elpQU0mnBFAj7fkMP3d0kBBR6LxSISiRcvXtTQ0HB1dW1raxsdHYX9Ggih4BdubGz08vISExP79NNP7ezs2Gx2V1cXm81ubm7Oy8vDYrEbNmyQl5cfHh4uKCggEAgyMjLCwsLi4uJAipSUFCiqw8LC7t69e+XKlcTExJmZGdji9eTJE21tbYQUi4uLcKbgcDhjY2MzMzNMJhPOFCYmJrdu3bp//76urq6Li4uFhcW+ffvAS7pu3bonT54AKcrKyioqKiBxt7e3d3R0dHx8nEgkSktLe3t7C5IC+q/ffffd9evXExISwHk9MDBgbGwsLi5eVlYGDR14rCHbsTs7O0E7izjEQP5gZmZ29erV150p3kwKf39/AwMDqD5u377t7+8fHh4Ov8uJEycOHTqExWLl5OQ+//zz3bt3Hz161NDQECEFl8utqamJiYmBFH9lZeU7d+5AjiYoI3t6ejo7Oz08PH744YcLFy6Ym5v7+Ph4enrCJFtQT+Hl5fXbb79ZW1vDDEtQeTU+Po7oKf6yTzE5OVlcXPzixYvq6mqII1xOiu7u7sHBQR6PBykn2dnZDQ0N0KRYotGEbekFBQVLSAFa+IyMDDMzM2T2wefzaTQaCoW6ffv2li1bHjx4YGNj4+zsrKenJyoq+rdIgYgPkS/B+f2/gRRLTGzLSVFWVuqAn1wAACAASURBVMbj8RBn69/6ScirBDquqKeIiooSFhaGRdXQfRweHgZS9PX1wc/l8/ngOr1x48amTZsQUsDrzM/Px+FwGzduVFBQgDMFQoobN27Q6fSxsTFQXs3Pz4eGht6/f19UVDQ5OXl2draqqiowMFBJSUlbWxupPhYXF0HdxGQygZIQkBMTE2NsbHzz5k1ZWVlNTU0HBweYmQEpPvjgA2Vl5ba2Nnjgg9yTTqez2eyXL1+OjY0RiUQZGRlopMF5qrGxEWqlAwcOXL9+PSoqqqOjY3p6emRkxMzMTEJCAs4UQIS2tjY4UwApqqurh4eHe3p60Gi0rq4uNCDNzc2RHWIrKq8iIiJSU1MLCgoESTE6OpqVlRUQEADxFkJCQtLS0oGBgZBtWVFR8eeffx45cgSU7F9++eV3330H2wZh8Dw7O8vj8SDF39ra2tzc/MmTJ7KyslpaWn5+fkAKFovV3t7u6uq6b98+YWFhPB4fEBDg7u4uLS0tLy/v5+dHIpEggdLLy+vo0aMEAgESdzU1NXV1da2trVNSUpZPSZeToqqqCqakU1NTglPS15FiYGCgr68PVkwhpBDcYAy+D8jXzM/PNzIy2rNnDx6PB2UAkCI7O9vc3Pz06dOGhoZAivb2dmNjYxkZmW3btsnLy9vZ2bm4uOjr61+7ds3ExASSExE9xZvPFHOvEjGRTy4sLIAfCm4l6CH8g6SYe/2+j/8CUiwsLLx8+ZJGo4WHh1+9ehXSpUEJPzIy0tDQsJwUPj4+QApbW1sWi4WQoqCgwNra+uOPPxYkBVJ9gJ4vPT29tLR0YmIiODgYpBYpKSlvIMXg4CB0HFgs1szMTE9PD0IKcXFxaWlpNTU1GxsbU1NTJB1v7dq1ysrKNBpNkBTwHYaHh99ACjwef+jQoevXr4eEhNBotPn5+YmJCQsLCykpqcrKSsiPYLFYNBoN+hSLi4sMBqOmpgbeKTQaraen5+PjA5lXoqKi/z4pZGRkEFJUVlaePHny559/tra2BlLs3bv3+PHjxsbGQIq5uTlEF78iKaDUp9Ppjo6Oe/bsuXbtmouLS3BwMEjp5OTkfH19ExISYKeWt7f377//TiAQiouL/y4prK2t30AKQY3m9u3b3d3du7q6EFJA9fE6UoAbHfZ9IKRAzhRZWVnm5uZnzpxBoVCgCgFS3LlzB7bD2dvbu7q6GhgYLCfFX/Qp5ubnZv8vI8Xc3Byi5obPwzLLkJAQKN78/f1ZLNbs7OzY2FhTU1NFRQWXy0UcYlQq1dfXV1xcHEjR3d0N1Udra2txcTGBQPjkk08UFRWHh4eX9CngTJGRkVFWVjYyMhIQECAvLy8uLp6WlvYGUgwPD8PaK4iW5nA4QAojI6Pr169LSUnB4gZBL+maNWvAkAaGDohvbGtrgyPu6OgokUi8c+eOj4+PIClyc3NtbGx++eUXMTExX1/flpYWPp8/PT2NxWKlpaWrq6vn5+eh+oD4liWk4HA4GAxGX1/fx8cnJCTEwsJCTEwMtg3+XVIEBgYaGRmdPXt29erVMjIysGqos7Ozqqrq1KlTv/zyCx6PV1BQWE4KeIW1tbVxcXF4PB6NRj958uTOnTva2toBAQGQIcZkMtva2uzt7Xfs2CEmJubl5RUcHOzo6CgpKSknJ+fj4xMfH8/lchFS2NjYlJSULCHFihpNU1NT+Es+efIElFd9fX3wNywtLV2RFK6urggpBgcH+/r6kHwKxHUumI4HpCCTybm5uYI7xJA+RVZWFhqNPnv2rJGREZCio6PD1NRUVlZ2x44dCgoKDg4Obm5ugqQQnH0svCbJBu6a2dnZhbmF15FiYWFhcnLynyUF8qsK3v/g+4D6H0QNQAq4Y1e0u/3lx+tIMTo6CmcKYWFhAwODZ8+eQQTTxMQElUqtqKiAnwuzj6amJm9vbzExsU8++YRAIHR1dSGkKCoqwuPxoNEcHh7Oy8uztraWkpK6ePHitWvXwHeYkpJSUlIyNjYWEBBw9+7da9euQfWBbBvX1dVFsrmBFO3t7VQqtb29fXp6GiEFcqZQV1e3s7MzNTVFqo/Vq1c/evSotbUVzhRlZWXItsHBwcGRkZGYmJjbt28jfQqYfeTk5BAIhCNHjoiKinp7ezc3N/NfkeL27dtVVVXwxH4dKXp7ezEYDHKmEKw+IOJBsE/xxx9/hIeHp6SkIKRYUU+xevVqaWnpgICAiIgIoN6ff/4JyfpycnKbN2/esWPHb7/9hkKhoE8Br1Cw+nj8+LGkpKSGhoafnx+QgsFgtLa22trabt26VVRUFCY1NjY2MjIyjx49evbsWWxsLJhQlvQpkNnHcofYwMCAnZ2dkZERm82ur69XUlKysrIS1FOUlJQI9ikQUkCSDewlRUgB+RSwKwzJp4ArsLOzE/aA5OXlIfs+4NkpSIo3VB82NjaCHc2/RYqZ2Zn5uX85U8BAUJAUk5OT8K3+15KCTqeHh4dfvnwZotzfLykuXLggKioqSIqJiYmAgABZWVkRERFBUqipqenp6Qnu+wBSQEtyOSlkZGSW9ynekhTI7OMfIgWivPpbpACHmJ6e3nJSlJeXAylAn7pp06bt27f/JSkkJCQgq2pFUnh4ePj6+hIIBFlZWSUlpWfPnsXExLBYrAWBzUCFhYWCU9L3S4pvv/32LUkxNTUFDiOEFNu3b/9bpJCTkyMQCE5OTqDm/l9CCnCIASkKCwtzc3NLS0v7+vrgjv03qw+kTwGfhNC0yMjIc+fOaWpquru7M5lMAEpLSwv4TeZe7Tqvr6/38PAQERHZuHEjHo/v6uqCKPclfQogBQ6Hk5CQOHfu3JUrV5qbm0dHR0kkUnFx8dzcXGBg4O3bt0FPMT09DSn+Ojo6KBQqMjIyNTW1vr5+cXER7CcNDQ00Gm1qagpIER0dDR3Ne/fu6enpubq6WlpaIrMPISEhRUXF5uZmmBeUlpZSKJSWlhawkw4NDUVFRYFGE3wfLBarvr4+KyvL2tr60KFDIiIiXl5eVCoV3gVLS0spKanXkWLFjmZgYKCpqSniOl+S4r9q1arjx4+HhoampKQgsw8kyQbS8bS0tP7444/Vq1cjU1JET/Hjjz+amZnduXMH9pIeOXJET08P9BQw+6iqqkKmpAoKCjdu3FBRUQF/MIwPWlpaCATCN998Awvf3d3dLS0tIdLq2bNnUVFR0NHw9PQ8fPiwhYVFbm4u5FOoq6tbWlqC76O5uRlSvCGfwsbGxsDAgMlkUiiUR48eWVpalpWVwS4ymJK+ePECNhgLTkkhxR/2ksLsg0QiISn+ZDK5srKysrISlgyDFJBOp8MaGj09vW+//RaDwcBjD/QU0NEUnJLSaDRkSnr37l0rKys7OzstLS0kcbepqamnp2duZo6/+Npd50j1ISiPhv4IBPPB5/87ScFisahUakFBQU5OzvsiBaJUgWbvwsLC6Ohob29vbGzsqVOnnj59Cu8cvCrITYdpNvzCtbW1rq6uwsLCH330ER6Phz7FElIoKirC+nJYe3H27FlhYWFIdhBM8YcNxnFxcVNTU2VlZSEhIUZGRqampuHh4SQSiUKhLCwsDA4OtrW1wfBiamqqt7cXzhQmJiYSEhJycnIoFMrLywuUVwgpFBQUqFQqSFGKi4vJZDIi0xwYGIiIiIAd4qAE6e7uBnublZXVwYMHhYWFX3emgMwOwY4mtA+A6TAlBVKYmJhcunQJIUVqaqpgks2xY8dCQkLAMgvKKyRHMzk52cPDQ01N7fjx40JCQpKSkohGs7i4+Lffftu/fz+k40E+BSTZgERlZmamt7dXUKP54MEDUVFRZWVlb2/vjo6Oubk5aPrg8fgvv/zywoULtra2Dg4OaDRaRUXF0NDQx8cnMjKyvb19YWHB3d0dqJSVlWVlZaWkpPT06VPYSDA+Pk6lUiMjIyGuhsvlWltb6+rqdnR0VFdXP3z4EI1GFxcXs1isubm58fHx4uLi+Ph4eBcESQGbgWDbIKTjJSQkEInElJSUmpqampqaysrKmpoaOIZwOBw4wLa2tubl5eno6Hz11VdmZmagpgOHGOgpjh8/rqOjA6RoaWkBjeYXX3xx+/ZtCwsLAoGgrq5+6dIlQ0NDIAXsdkf6Dm9JisWFxbnZucnJSdiDA/3v/+WkgMdCQkLCyZMnQaPZ2dkJknAmk0mlUkdGRuBf8fn82tpaFxcXYWHhDRs2EAgEFovV3d3N4XBgYRcej//kk08eP348NjYGQ1PkTEGlUoEURUVFfD4/KChIUlLy3LlzcXFxk5OTlZWVERERaDQag8GEhYUlJCSQyeT5+fnBwUE6nb68+jA1NZWUlJSXlzcyMvL29sbj8YjyCs4UVCq1ubkZMq+go8lkMvv6+hBSQAQ5kKK2tjYjIwOLxe7fv19YWNjf3x90X5OTk9bW1vfu3auqqoIZ5BJSwPAS0VPo6OjAjb2kT7HkTAHVR1paWmlpKZFIDA0NRbK5k5KS3N3d1dTUTpw4sXr1asT3AdQ7evQokGJJNjdIVODvU11dDauSdHV179+/f+PGjSdPnnh5edHp9NnZWaT62LJly/nz562trW1tbS0sLDQ1NdFodFBQUGxsLJ1On5mZcXV1PXToEAaDycrKwmKxjx8/VlFRwWAwJBIJOVMgibs4HE5HRwfZYGxubl5SUsJms+H+gUgxIEVTU5PgmeKrr75ydnYGe+7AwACJRAJSVFdXgx8PIQWXy4XH0nJSQB9xYGAgLS3N2Nj41KlTiJ6CSqXq6OiIi4t/9tlnUlJSGAwGj8cDKVAoFFQfsLGZz/97ZwpBUoDE6R8/UyADYUFdx/T09ODgYHd3N4QdZWdnl5SUcLncJS2Gv8UI+FgQSNyFr05OTg4NDSUlJZ05c0ZVVdXFxQX0fCCRhFwJQdc5qLk/+ugj8JJyOJyBgYHOzs7S0lJbW9tNmzapqKhMT08XFxfj8XjoaIqKira2to6OjsbHxxcVFc3PzwcHB8vKyl65ciUuLm5sbAxme1gsFovFPn/+PCkpiUwmT09PQ0hMS0sLQgpI8QeNppycnL6+vru7OxaLRaoP6FPARZmbm1tdXU2n0zs7O7u6ujgczuDgYGRkJFJ9cDgcFosFpLCwsNi9e/eVK1ciIiLgbhkbG3NwcHjy5ElNTc3k5CSotlckBZvNhiXa0FawtraWlJSEHWLW1tbZ2dkHDhwQ9H1ER0dnZ2eXl5fHxcUJkiI5OdnLywtJ3EV8H3Q6vaKi4vjx4z/++OOSzCstLS1IspmenubxeHV1ddHR0YaGhhoaGnJyctD09fLyotFoc3NzLBaro6PDxcVl7969ly5dsrS0dHBwgMQqHA4XGRmZlJTU0dExMjLi4uLy+++/QzqetbU1cqZISkqamppqbW2FPgUk7sKZAmoxIEVpaSkMdKC0hA3GcKZA1NwuLi7ffvst2P9BzZ2YmAikqKqqgiYFUn2MjIx0d3dD7ml+fr6+vv7WrVstLCwQo/fQ0FBiYiIKhRIWFrawsIDZR2Njo6am5vXr1zdt2nT79m1LS0tbW1stLa2rV6+amJhUVlbCu7n4KuN6amrq7auP2dnZ/58Uc/OT45MTExNwYVRXV9va2KalvldSLP6rreu9k2LxXz9W/Fmjo6NpaWkXL17U1NQEJQygob+/n81mT0xMIKRobGx0c3ODPoWDgwOPx+vv7x8ZGWGxWJWVlU5OTl9++aW6uvrs7Gx5ebmdnd2dO3euXLkiLi4Ose6JiYlFRUUTExOhoaEQxpuQkDA6OtrY2JiUlEQgEAgEQmxsLFSq4+PjiKEWpqRcLhdS/NFotLS0tJycnK6urpOTk7m5OUKKDz74QElJCdxcMJnv6elhs9ngTxkeHo6JiQE9BWAOVpaAmnvXrl2ioqLx8fHgvBwcHPTw8NDX16dQKOPj4wgpkD4FNBoHBwd7e3uhNRAWFhYbG+vo6Hj//n04R9ja2hYUFBw+fFhISGjt2rXr1q0TFhaGSXBVVVV8fHx4eHh3dzdU2qmpqT4+PohGE/oUoaGhDAaDTCafPHnyyJEjFhYW9+7d++yzz8AhpqOjA6QAl1Rzc3NMTIyOjo6KioqCgoK8vDycdEAhwuVyWSzWs2fPDh8+fOXKFQwG4+Li4uzsbGpqamdnFx8fn5OTw2AwOByOk5PT6dOn7e3ti4qKbGxsoE+BxWJTUlJmZmZoNBrseYYDKZKOV1NTA9UHDNf5fD6MwFNTU6GvvCSfYseOHd7e3rCKZXh4OCkpSZAUpaWlsGcTzMRwoGhqagI1965du2BKCnfv0NAQkUgEl4etre3IyMji4mJDQ4OGhoaYmNhnn30mIyODw+EcHR319PRgDQqZTIa1kv8EKWxsbFJTUwcGBt4/KQRf3/sixeLrP5D/Z2ZmZnx8PCMjQ1hYWEdHx9vbG7Y/z87ODg8Pg7EKjiH8V7OPGzdufPbZZ87OzoODg0NDQ2NjY7BwwM3NbcuWLVpaWnB9ODs7y8nJXb9+XVJSEs4mKSkpRUVFIyMjoaGhSkpK0tLSiYmJIOjIyMiws7Ozt7cnkUiw8uPly5cjIyM8Hq+jowP28XG53PT09BcvXmAwGBkZGTk5OR0dHTs7O2NjY0R5tX79+idPnjQ3N9fW1mZmZoJpHe6Qnp6ely9fvnjx4t69e35+flwuFz5fW1sLzte9e/feunUrKysLxBccDsfX1xeNRtfW1o6Ojvb19YHGEUixsLAApBgeHoZa3dzcPCoqKiEhwd3dXVFR8eDBg2vWrHF2di4tLT169OjatWs/+uijTz/9VExMDJoUZDKZRCJFREQgpEhPTw8ICDA2Nj537tyaNWtg9vH8+XMmk0kmk8+cOQOTSwUFha+++mrPnj1Hjx7V19eH6gPeLxqNFhMTo6Gh8ejRo0ePHikrK6NQKH9/f9jeCLOegICA48ePX7t2zdzc3MPDw9vb28LCwtnZGV4VdKkhhcTV1bWsrMzOzk5NTU1LSwuHwwEp6HR6XFwc+IMHBgZsbW0hHY9CoSgqKlpaWlZVVUHm1fz8PJlMhmB+aDkhpPj/2PvuqLjOO+3EZ31OTnZPdjdfduNk4+M4jpM4dmLHJVrLdhTbsh3ZsSVLlmSsbhUQqBqhghBF9CJAEh1EGXpvA0MfEL0OvcMAM3QYppfb3u+PR3M9AiRLsVP2+/aeOTpo5s6dW973eX/l+T2/0NDQp556KioqanFxUafTKZVKoVCIzkBtbW2tra0NDQ21tbU8n0Iqlfb29nZ1ddXU1KAvKTSvMJiXl5eTk5PPnDmza9eua9eu8UgBmwKaVz4+PsHBwefPn9+6daubm1tHR8f/JKT4G3gf/Fnex34pLCxE69eIiAh4brC35XK5SqVCqSshZHBwMD4+fteuXT/84Q9v3LixtLQ0NzeHsuuurq7Q0NDHHnvs+PHjGo2mubk5LCxs375977///tatW3k2d0NDg16vT0pKOnbs2M6dOwsKCjQaTX9/v0gk8vb29vPzQ/qwq6tLqVRiuZ6YmEDB3/T0NLwPxCmsrKxOnjzp4+NjiRTf/e53ra2t+/r6uru7xWIxhubk5OT4+LhMJlOpVNnZ2VZWVpGRkbOzszh4W1tbSUmJj48PIjUICanV6sXFxaioKCcnp87OTq1Wu7CwIJfLERnVarVYWpuampRK5fz8vKur66VLl4AUwcHB+/bte/rpp7/97W8HBwe3tLS88MILjzzyyKOPPvqd73xny5YtIpEICrR5eXnwPmARACkuX7785ptvonNKfHw8sgy1tbWvvvrqiy++6O/vf+TIke9///uPP/74888/z+tomkwmhUIxODiYkpJy5MiRzz77bO/evUeOHHFyckpMTBwfH8eyPDIyEhYW9sorr2zZssXR0fHGjRvh4eFXrlwJDAzEWYF36+Pj88Ybb6Avqb+///Hjx0+ePInch8FgGBgYSElJQd3H0tKSu7v76dOnJyYmJBLJ0aNHkSUF84qm6aamJoSooW0nk8kw8MLDw59++umYmJjl5WVYcOBolpeXY09UiCFmzDAMeia0t7fX1NRcunTpZz/7mbe3NyGE5ViAYGJioq2t7bvvvgvFXWKuOt+2bdsPf/jDgwcPBgUFRUREODk5bdu2zcXFBR2M0aCbj2iumyVlaIY20auypJa5D0RkdHqd0fT/EFLwcQr8nE6nQy3pu+++6+DgEB0dPT8/T9O0Wq2GZ4hOf1qtFnXWmZmZn3/++ZNPPhkaGrq0tARxFHTui46O/tGPfnTkyJG5ubmmpqbY2NgDBw68//77H374IXpDiESi5uZmhmHS0tJsbGx27dpVVFQE4oZQKPTy8kKPtrq6ur6+PizjUqkU3Q+h4p+fn5+amorcB+o+wLwCUjzyyCPf+973jh8/3tPTMzAw0NjY2NHRMTg4ODQ0BJqmSqXKycnhkQJV2M3NzcXFxcHBwTt37nRycuro6FAqlSaTSaVSQequq6vLYDAAtqamphYWFlQqlVqtRhYZvjoKvZOSkrKzs69du/bpp58+8cQT3/rWt65fv97R0fHb3/6WV7J55513SktLUVuJvqoQj1hYWBCJRLdu3XJ2dn777bcfeeQRdAZNT0+H1s4rr7zy0ksvXb9+3dra+nvf+x7iFCdOnEC3QYPBsLS01NfXJxAIDh48uGvXLhTmu7q6ZmVlTU5OorKro6MDCv1btmy5fPnyjRs3wsLCnJycrl27VlJS0tzcPDMzI5fLvby8NmzYEBwc3NbWFhAQAKRARwKtVtvd3R0fHz84OAjFXRcXFzs7O6lU2t3dbWtr6+Hh0djYyHsftbW16enpzc3NCDNPT09jQEZERDzzzDNxcXFoZL+wsFBYWIh1QiaTSaXSvr4+pEtXVlZomsYDbWlpqa6uvnTp0pM/fdLH24eYxSxnZ2eTkpKOHj36yiuvnD17Fp3W+Qqxn/zkJ8eOHQsLC4uLi3N1df3444/hIqHDA+R5ua9kc1sgxaosKcMyOsPfBCnulfuAKHNFRcXXRwr+5/jcB05drVZPTk5mZGR88MEHTk5OCQkJIFDweYfp6WmFQgHxyNHR0bKyMnt7+5deeunWrVtLS0sjIyNQZx8bG0tKSvrZz3525MgRyH+mp6dbW1tv27Zt69at4FOg6w8hBA3H9u7dW1JSYjAY0OfS19c3ODhYLBa3tbXBsp2enh4eHobILdR9UXXu6Oj4ySef7N279/Tp0/7+/o6Ojk888cQjjzzyrW9969///d9tbW17enrGxsZ4cefOzs6+vj6ojcOmiIiIQHkbTrWoqAjl3mFhYQMDAxqNhuM4vV4fExPj6OjY29sL235+fn7OYuvp6Wlra8O66urqeuHCBcQpvL29t23bhizp9evXu7q6nnvuOT6iuWnTJrTeHB0dLSoqio+PHx8fhwUnEoni4uKuXr369ttvf+tb37KyskpJSUlLS6utrYUo2YYNGyIjI+3s7P75n//5P//zP3/961/b2dnxSLG4uNjT04MY0M6dOxH09fLyKioqgj3V1taGuMNLL70E2e6bN2/CpggKCiorK0NQYGZmxsvL6+WXXw4KCpJIJDdu3Dh9+vQXX3zh6uoKheSOjo7o6Oi+vj5LpEBV+Llz5/z9/VF1jrOqrKxMSkpCkcXg4CAinYSQyMjIF154ISEhAdnrmZmZ4uJitMtbWVlZWloCWHR2dqK9Y19fHwRHxGIxlGyAFBRFoc97cnLyoUOHnnzyyc8++2x0dJRhmKmpKWdn57179/785z8/ffp0bGxsamqql5fXjh07nJycbt++LZFI+gf6Z2ZnNFoNzdAUTa3VoeA4jqEYxsSwNMuxX9aSMuyXzCuGZXT6L5GipbXFy8tLKBRCMMHyUCB3PdSc/QdCCqlUmp6eDh1ngUCAhrHgMnR3d8tkMoVCsbKyotfrx8bGKisrL1y48Pvf/z4uLm5paQl9GSQSyfj4eEpKylNPPXXkyJHBwcHGxsbMzMzjx49bIkVlZWVnZychJCcn5/Tp0/v37y8tLTUajb29vQUFBX5+ftevX6+urm5vbx8bG4Mw5ODgIN+2615IcenSpccffxzz8N/+7d+AFOPj4+jDDjWUnp4eIEVWVpaVlVV4eLglUgiFwpiYmEuXLiFFCqQwGAygUfX19dE0rVQqFxYWABYzMzPT09M9PT3t7e16vX55ednNze3ChQsJCQnp6ekeHh5//vOf/+M//gNI0d3d/etf/9oy91FcXNzR0TE2NlZcXJyQkMAjRXFxcWxs7NWrV996661vfetbu3fvTklJSU1NFYvFiYmJL7zwwoYNG6Kjo+3s7L7zne/8n//zf371q1+tRYr4+Hggxccff7xnzx4vLy+RSATFw5aWFuQyXnzxRR4pwsLCrly5gj7mbW1tQApPT88XX3wxMDBQIpHcvHnzzJkz9vb2bm5u6OTU3t4eFRXV29sLpHB2dgZS9PX1nT9/PiAgwBIpKioqEhMTgRSw9jEUIyMjf/e73wEpFhcXp6enRSJRZWVlc3OzWq1eWVlB38Ourq5VSFFVVXXx4sWf/vSn8D5QoySTyZKSkg4cOPBf//VfO3bsGBgYoGlaLpe7urru27fv5z//+ZkzZ+DKASkuX76Mkdbb1yuflqs1Koqm/qGR4iv5FOBofoNIYel9cBwHsfzCwsIjR44EBgbm5OTAGFMoFGBST09PI3KJPZuamlBTlJWVpVAoRkZGIOGNIAI6aA8ODiKOdfny5WPHjqEMXK1W19fXo/iqtLTU1dX17Nmzt2/fNplMg4OD5eXlKK9qaWnp6+tD22Sok/NyVRMTEyUlJfn5+b6+vjY2NlBMiIuLu3HjxubNm5999tnnnnvu7bff9vX1HRgYQPRRIpG0trZ2dnb29/cjG1dRUXHhwoWMjAxEYZDbq6qqys3NjYqKEgqFKC4khFAUlZaW5u/vDzKSVqtVKpXgCM3OzqJ+r6enBwr0169f9/PzKygoS+JLMgAAIABJREFUKCsri4uLO3v27KZNm37605+ihn3r1q1PPfXUL3/5y1/96leff/55U1PT0NCQXC6vqqrKyMhAM465ubmampq8vLyYmJjDhw//8pe/dHBwKC8vx1JfUFCwY8cOKyurrKwsb2/vV1999c0339y2bZu7u7tEIuE4TqfTLSws9Pf3Z2VlnT9//uTJkydPnrx48WJsbCwo+SgObmpqioiI2L1794kTJ0JCQpKSkpKSkq5du3br1q26urru7m50M4mKivr4448TEhIGBwcFAsHVq1fd3d0Ry1CpVD09PSkpKUNDQzqdTqFQBAYGOjk5yWSykZERX1/fW7dudXV1wf43GAy1tbVZWVl4rCMjI0AQQgiKegsLC9FqcHp6uqqqqr6+vqury2g0ajQadLFA91OTyYQOye3t7QiWb968OTo6GpNFpVLBJHFycnrrrbdOnz4N3QC5XB4aGuro6Pjhhx/6+/sXFhaWl5fHxcV98cUX169fb2lt6e3rHRgckMlkStWKkTLSzF0iFIQQwhGO5RjTOkjBMqzRZNQb9QzLsNxdHM2Wli+RwmAwfHmwvypSWDKvvhIpVrlY6+6wNveBauWYmJji4uKWlhadTscwjEajQcBvYWEBaQiMRdjMiHWB3ymVSiES1dXV5eXllZKSMjU1BWn/1NTUyMjIiIgImUym1WqHh4fhpnZ1dUFstr+/n6IolAyUl5ffvn17fHx8ZmYGiWiEBlQqFShnUGppamrKycmJjIxEb+6enp6+vr68vLzExMTs7OzGxka+FZBKpZqYmBgYGBgZGYFBQdP09PR0fX09Inw4/tDQEJRvRkdHZ2dnARN4NE1NTUVFRQjOwRyDNizYx+ACoUK/uLi4rKxMLpfPz8+DilZUVIQiTqPRWFhYeOvWLVgcqLvXarXQCqqpqZmamkKaaWxsDN1Sy8rKbty4cfv27eXl5aWlJZ1OB9ZZfn5+d3d3R0cHEKSioqKxsXF2dhZRFYgSSSQSSMKUlJTU1dUNDQ0hWQMtkoWFhZ6eHswZqFQ2NzeLRKLq6mqEcvR6PU3T6P/Y39+vUqnAEMvKysrLywPPBTJ8KDLWarVFRUUZGRmoHEdjJ7QsRIywv7+/sbGxt7cX2W7ELwghIyMjkBcjhCAm1dXVBTkS1BygOdaUbEqr1RqNRjgjkC9raWkRJAg62juIOc2POimJRFJUVNTc3Iye2+Pj442NjWKxGBJKoI1LpdKampqOjo65uTl4PTMzM4oVhd6gp2gK054jHCGEcIRjOJZiaSPNGBmW5jizwcERjmUZE2UymKBkswopmr28PIXCwr8bUtyfo8mnNh7qPBC2lcvlzc3NAwMDaKmE6hdMCcg6aLVanU6H4djf319bWzsxMaHX61UqFfbBAKqsrOzo6MCIlMvlHR0dKL5YXl5G0E6pVHIcNz09DT3VmZkZjGAoL6MFKVAJJ4bMC26RSqWanJyUSqVoY9vS0tLf3z8zM7OwsDAyMtLf3z8+Pr6ysoJTUqvVer1+cXFxdnZ2YWFheXkZLY5g56vVahwQYIEKdGR8eQIryrT7+/vRtpuY64IwCvFdTEK9Xo9KE/AFYbhBXhTfBWANDw8Dwog5JwejaX5+XqFQKBQKsEgRS25ra4N1g0mORkQDAwMzMzOQ6pqenoZoMBJ1oJ+gBH5kZAQ3Ew0ZQE9CBA6+klQqRUd7MErQqnphYQGxQ4ZhZmZmuru75+fn9Xr9+Pg42n9JJBKkq8Gg0Wg0mNLISWs0GvSpnZqaQicnfAr+3sTEBIAVCx5yPdBAx0NRKpXAWb7/Lt5cWl7S6XV6gx5Z6vn5ebCwOjs7QQM1mUx687aysiKXyZcWl2iaBrxOTk5OSCfGxsamZ6Yhqo7bOzs3i1GtWFEsKpaUapXeqKdoimZphmUZjmE5lmU4huYYE0MbgBSEs5hbLMdRtMl0Byk4vUGvN+hN1N8PKVZViN2rlpQzdwaCrsZDnQpnVrhBYJZns+BNDC9s/JjD8OV35qcWRjaGCP42mTeQXnG9/Jv8TKDNG5+jsUzr8n9gT6PRqNPpIOG3uLi4sLCwtLQEF0mhUMB1xFLPD1leuQfnQFEUZjhS4sBEHESpVGJd5R+NJfiuOojJrDPI59v5Hfgr4v+GSYKv8HEipJlWzJtKpYLSgcFg0Gq1arUamqbwd5CghbmOU7Us9uN/HaEoHAFPDRuv4EabVVHw+CxPHnMMNxY/ga+YTCaYQmAN8Nk61iw8i0fMK63Q5qplPGXcYUSCFxYW4A3xQwtjwHIs8fcQp63X63U6HU4APiC/olDmzqAMw1AmSq/Ta7VanVaHA+p0Oo1as7KygiCCVqtVa9QarUatUeMPnV6nM+oNJr2RMppoE8VQNGMejSaaNtK0gaYNDGNkOZoQC6TgCEcztIk2sdxqpGhuafb09CwsLETLdd6K55HioWbo/ZRsjBa1pKg6t0SKtTYFP6n+MqRY92jEAkHAp1ibbb7Xb621bvDU136LMfdre8Cz4jesOchHLCwsaLVanCQsQIZhYN6j9TEPavxNxvTgR6HWYtNoNDjIWhLOuqdkeWlkjX/H01vxNz/iARmYGxqNBjCBSchjEzwdOCaYWphUSM7hb0u/mrtbRZplWX69xfuWw8MSiPn9cVdVKhUgBjkIg8HAz2GQ3IG/OG0s1AzDqNVqnU7H3wc+Iob7A/NwaWkJFb0Ie+EpmNaoQ1o+aN4UAugYDAb+BAB8d4CScBzhWIZl6DsIjvcxv3BXGYYxmoxGk5GiKRNlwtw2mIxGymikDSbaSLMUw9EMSzN3lgKGMTKMkWUMLGvkyN1IgdFLMXeQwvANIcWq4AD5Ss2rdfUp+HVg7dEt1zF+Qb7X2TzgxiMFbxqsmhKrwz8WH616hzV3NiV3927DeHrAU+VHNu8cgXQIDLWcnPh0cXERDgXGFiDDkjyD0QaUwaUxZtEBfoJ95Vlh6q69FZY4whtisFyQF8Rsge2zsrICh8hytkBRSqFQYG3Ho19rvlrCLi6T/4iiKBRfmcxi88T8WHFiGo0GR6bN7ABgFsTHIb2BtBfeMRqNyP4sLCxIpVKoECKHDb0P3unA/eTMRYm87QZDAFOdP39LEF+1sWZpKX4Q4jkSM9zfb5nhzK+1h+VYmqFhFBgpo5E2UoyJITRLGJa7A4sszbImljVxrJFwJsIxhLB3HZBhGZqFRcMajHq9UWeijRzHNTU3eXh4FBQUzM/P6wy6B0EKy33WRwrg36rvm9bT5n5wpOBXgHveQfPwuheg8AsO8Jhfli2PiV9c95p5qOI3Hh0sN2Ix+S3hw/IcVr3DTzlwKFEMOjMzo9FosEpjxKPGETVgvKHOr9j8ATGC1Wo1jxSsBUsXREzcbZgDq6YodoaDgJ0tP4WbjV9EUAPxFKlUyhPD4Xjzzg6+iGTK9PQ0wisKhQI2CAAFztG6T41hGFwp/ylN09C2SUtLKy4u7u/vh+4pDiuXy8vLy1NTU2traxHOhIOztLQEdWKI64PMikqqiYmJlJQUgUCQk5NTWFhYWVlZXV0N3ioyZR0dHTU1Nfn5+SMjI5Y3GeMczstad/v+SAFPim+gxU+BVeNq7XfXxQjzWGJplqYZ2kQZjZTBxJhoDrkNiwHKcBxNOIojRsKZCGFWQw9HGJaj10OKRnd39/z8/Lm5OZ1ex3IcRjbHciajiTKthxQsR2AZsfdFCuODqfivdZvNl/0lUmC5eBCkuI+3wq+HQAreerfc8z5IYelwrt3W3Z/fLFFj1f4Mw2g0GrVajabBSFJ2dXX19fVBegsVBChbwlRERmNsbAzhPYVCgbWRX0JhcQApOLPXDRMXbghWLSRiECiFhYLvwqJGd6XZ2VmFeUOB6djYGAKQg4OD3d3dEokEjSMHBwdRWAky0tLSEqJriEHg6iAUPDExgSggdHTQhh7VvZZ3iaZphG+hLcyYhdcXFhZycnKuXLlib29/9erV3Nxc1NdOTEygh8iNGzcuXboUGhoqEokkEsng4CAiu8A18E0GBweHh4dBOW9tbT137tzZs2e9vLwiIiKQEBkYGJDL5W1tbeXl5SkpKcHBwZcvXy4vL8cVweHiLOjSa0ejpcm5auPjQbDy+JjxqpH8IA7s3aOOpVmKZimKNppoA40U6KrByRLCEEITYiKEWu16YA+OALNWI8VV96t5+Xmzc3M6nY7hOOZBkIIjENT5H4kUsCT/ZkiBq7sXUlAUhXUVnJyOjg70H+/o6ECoH4kAlC3J5XKM8oGBgYGBAWRGFhcXkQGBmw3c4b2PdZECZoXRaEQWEOs81vaVlRWwD/iMqVwul8vlyEpIpVJYEJOTk1CabmpqqqysvH37dmdnJ5K7vb29SN9gJcf8lMvlWJ/Rsgx4gYJxyFjDw7e8S7gzcrm8t7cXWUaO44xG49TUVFZWlru7u5OTk4+PT3Z2dmlpaVNTE3I6VVVVISEhrq6uYWFhRUVFYL7DoEBwZHh4uKurC4wppLpaW1svXLjg4ODg7+8fExOTl5cnFArBo21qahKJRImJicHBwc7OzqWlpSDswSD6+kiBaMU3jxSMyUQb7yAF+QdGCtM9ug3C/lzVbZBHgTWXfWfa80kEfs9Vs5S1yClYBsDXnjoxPz/LHAf/XUtgsnxOlgC0roFwL6TgswM8MK19/MgU9vT0CIXCsLCwGzduhISE3LhxIyIiIj09PScnB/VaSONh2tTV1QmFwtzc3OTk5Nzc3M7OzsXFRYZhICSNIg7L+wBk5L0PrGMwHObm5trb25OSktLT0wsLC0UiEbpXIKQPsQlfX18PD4+AgID4+HihUFhbW5ubm5uQkBAaGnr9+vXg4GB/f/+AgIDg4GCRSISCd9jqmZmZ8BEKCwshYz00NFReXp6QkJCQkBATE5OSktLY2Dg6OooYreWqgExkSUmJQCDAbtihs7MzPj4+JCQkJCQkOTk5KSkpJCQkKCgILYKFQqG3t3dYWFhCQkJgYGBcXByoKPAOkMXEFRUXF3d3dw8ODi4vLzc2Nrq6unp7e0OMB1QowGVOTk5oaKifn5+Hh4e7u3tSUlJVVVVdXd3S0hJrTvRQ96h6WHdg8IOQNqfSME0sF0uO4ziWY5mHRgqWYxmOZjiaZun1YYKYkYIixEiIiayNaBLC4S2W4wxGg8Gop2gTx3GNTY1uV91y83JnZme1Oh2/HrMsZzSaTOshxR2A+HshBWNukWaJFPzq/ZVIca9pvy5SsBa5zL8MKSxvBSIOq65UqVSCQJ2RkeHj44NGL5h7N2/eDAkJEQqFqCVTKpWTk5MSiaSsrCwpKSkmJiY4OPjWrVtQgjUYDBKJJD8/v7OzEwKwjFkKjM8sWCIF6sqlUmllZaWvr29oaGhycnJWVhZY9rAjIC3h6Oh4/vx5d3f3W7dupaen5+fnR0ZG+vv7+/j4+Pj4oN/E9evXr1+/Xl5ePjs7W1tbm5GRkZKSAq5kYmJiSkpKbm5uVVWVRCIpKCiIjIyMjIy8efNmREREbm4uhHP4TCduMsiIeXl5YWFh4eHhVVVVMJGamprCwsLi4+MLCgoaGhoqKyvDw8P9/f2zs7P7+/tzc3M9PT2Tk5Pz8/NdXV2vXbtWW1s7ODiIwyqVysHBwfDw8AsXLmRmZoLnOjExUV5efuHCBWdn58jISOjxVFdXw7aKjIx0cnK6dOmSo6Ojq6trVFRUTk5OUVERT7Xi7k7NPOBmiRT8wLhrYD8MUvDfYDmW4Ri81vE77vz2HaTgjBxn5Lh1kIIgaPFNIQXHcXeYXxbbwyEFqvTvZWVZIgWfSbHEC0vzHjuYLLZVJsP6N/dujsADbqsg4154hDNfNUXXhrUNBgPilBKJpKKioq2tDfVp5eXloaGhPj4+KSkpUqkUrgeogaWlpRkZGYmJiRERERkZGaOjoyA4paSkODk5FRQUoKMyy7L4dbVajUgEToOPny0vLzc0NBQWFiYlJdXV1Y2MjExPT6elpaFf1vj4eFpaWnZ29uDg4MjICHIHTU1N0dHRAoEgLS2tqqqqsbFRIpEsLy8jqqdUKqemphISElxdXXt6evjEZE9Pj5eXV0BAQHJycnV1NRwQSPihLgYtnXF/GHNgDyGJrq6u3NzchoYGeLILCwtDQ0NwuACdzc3NNTU19fX1ra2t3d3dvb29ra2t2dnZhw8ftre3F4vFCENqtdq6urrw8PDY2NicnJyysrKamhpQ3aKiorZs2bJ58+YdO3bs2rXLzs7OwcEBapQQ0Tt+/DjELGJjY6GsDa/5XuP2XqbEqrHNj9t1R7jlgnSfQ90ZwxRtokygYzLsfSkFHOFojjWytJ6m9QxDsSzDrZtLYTn2LqRobESNzMzMjEartUAKswDfWkfn/0OkWPujD4IUtJlPhYm0LlLodLrJycnR0VGUElRVVbW1tRUXFyclJUVGRoaFhRUUFMhkMpCp+/r6JBJJTU1NcXFxUVGRUCgsLCwsKiqSSCSzs7MpKSnnzp3LyspqaGjAQETgDb/O80doMx1AoVB0dHRA57KwsLCjo2NkZCQ4OPjw4cOYnD4+PtevX8d06u3t7ezsFIlEAoEgLi4uLi4uNTU1MzMzLy+vqqqqtbVVKpUip1hSUhIbGwvhfJZlNRpNe3u7h4eHt7d3bGxsXV0dBHh0Op1UKvXz8wsICBgaGgISrUIKVMHn5OTU1tYiUQr2/djYWFdXV2tra21tbWlpaVFRkVgsRmRHKpX29/eXlpaeOXPG0dERhG78Vmpq6uXLl+Pi4kARLi0tRZVnbm6us7MztJFPnTp14cIFFxcX1H25uLhYW1tfvHjxypUr7u7uaWlpjY2NKE6lzLTXVQPswZHCcmx/XaRA6O1BkIIlHMMxJsakpyi9uSjkPkhh7gz0lyMFu47Z9SVS8Omfvw1SWPodvPfxlXeZx4uv3Lj1tvscmT9/mBWIWq2bl11aWsKIR4mnn5/fzZs3ra2tDx06BLVriUSiUCgmJiZQuTg1NYWMA0L6tbW1hw4dCggImJubEwqFzs7OOTk59fX1oFRoNJp1mfKYwAhnFhUVHTx40MnJ6datWxkZGUeOHNm4cSOyAB999NG2bducnJw8PDzOnDnzpz/9ydPTUyQSQVHq6NGje/bs2blz5xtvvLFjxw43N7fKykqapkEPUyqVarV6dnb29u3bmZmZcE/i4uLg2kA8emFhITIyMiYmBt4T751xHMfnjDs7OwUCQXl5OU+p0Gg0CQkJx44dQ7WYt7e3v78/hO0QNEWSJSIiIjw8/Pbt211dXf39/UKh0MnJycrKKioqqrm5GSrHKPrAyaCjQk1NTW5ubmFhIeIUHh4eFy9eTExMzM/PLysrq6ysrKqqqq2tnZubWzX8HmRWrx0h665AD4UUlgve/Vcv8xcIw7ImhtIZDTqjYe3U43iCBcvy/FeO45qamq5evZqXlzc7O6u7y/tYX9SX/C9SPBRSMGaWlyVS8HYQlFpgLFRUVKSmpopEooqKCj8/v9OnT3t4ePj7++fm5srlcijEADWGh4d7e3ulUqlGo5FIJPb29oGBgX19fRD4xQrMexzrGsksy6JvjU6nq66uPnjw4LZt23bu3GllZbVp06b//u//9vf3FwgEEMLPzc0ViURJSUlOTk6+vr4RERE3b94MCgry8fGBSqi3t3dwcDBKZvmLEolEycnJUNB0dHSMjIyMj4/PzMxsa2sDx4lhGIVCkZ6enpubi0pfS6SACKVSqRwaGsrIyKiqqtJqtbiZY2NjLi4uH3/8cUBAQE5OTkFBQWFhIYI1sDWQ3K2qqioqKmpqakLtWUBAwCeffPKb3/xm27ZtdnZ2Bw8ePHTo0Llz56qrq6F5RwjRarVtbW0ikai0tBRtU27evBkaGtrW1oYqEhS/NTQ0zM/PsyzLJ/goM6n/74gUDH23ncuzJO42GDiOmFhKS+mX9UqFXkmxplX2BBIj3yRSrBfK+YaRYpU7t65txlrEGldh/EM9tr/SxgcseCoaTg9r/srKChgNqFCemJjA9EZL0QMHDuzYsQM+f11dXUREBJp0TE1NDQ4OTk9PoxgxNDQ0LCysuLg4PDz86tWrOTk51dXVKMpC9nTtWTEMg2oFQohEIrG2tv7FL37xL//yL48++ujjjz++adOm8PBwoVAYGBiYnp4OuFEoFC0tLVDZDg4OTk5OhmpZW1sb6iM7OztRhKpWq8fHx8+ePbtly5bXX3/9qaeeev/996E5XFZW1tfXh5oxhmHUajXCh6g44uPQLMtC2NpgMMjlcjQcAvtzZmamvLzcysrqD3/4g1AoRPHYzMwMrnd0dLS1tRWuzfT0dG9vLyr04+Pjra2tX3zxxe9+97uPPvroP/3TPz366KPf//73f/e73+Xl5c3MzODR6HQ6aJqXlpYiCZ2cnCwSiTANGIaZmpqqra1tamoCZQtldTAY+VH3sMNj7YbYpMUyxYLW/RXHYTmO5QhL1n99SaziDIxRYVLKtXOz2nkjo7VgXxGCrAhwhuUMBpPBYKIohuO45qYWD3ePgvz8+bk5g+5LjibLsUaTEYzvVWf1D4cU60LGPxpSWFpGPKKBuQjttr6+vpaWlpGREWiCx8TE7Nq168033zx+/HhFRQX6AKM+WiqVdnd3j4yMgLlUUVERGxvr7e194sSJEydOZGRk1NTUwJjnbau1ZwWSFUVRfX19ERERnp6e7u7urq6uNjY2n3/+eUZGhlgsDgkJSUtLA/1xaWlpcHAwJibm5MmTISEhmZmZqNxpb28HWXNsbAzzXyKRZGRk+Pr6XrlyxcXFJSAgIC0tbXBwsLOzE3GB7u5uCDTMzc3FxsbGxsaOjo6iAws/W5DWNRgMUqkU+tpgT7W2tkZGRh48ePCjjz7y8fHBRzU1NRAKamxszMnJEQqFxcXFiYmJGRkZtbW1kLotLCyMiYnx8/Pz8/Pz9vYGgcLd3R0xjqKiovz8/Nzc3JiYmIiIiFu3brW1tfX09Ny6dSs6Orq8vLyoqCgxMbGgoEAsFkNXhR+WfJrzr40Uq17rHucudIB5QBGW4lgKRgdNs5SeNaoZ/QqtVdN6+k7yYzVSsIRwLEcZaJOBZijOAikK5ufmHxopWIblHhgp+AqxvwwpVmHE+rf4bn/hoZ7ZX2nj7q6S4J1J/lO1Wj0xMTE2Ntbc3FxeXt7S0jI0NDQ4OJibm7tly5Znnnlm69atKSkpeXl5sbGxHR0dBoNhbGwMgldSqRSWSFJSkpWV1dtvv21lZYX8An986u7qG8uNZVk0Sa2trR0YGJibm1MqlZmZmS4uLqWlpc3NzdHR0ZmZmRMTEyiUWF5eTkxMtLGxCQ8PLygoqK+vR7s9xhwfBfU7Pz/f0dExKioqOTlZKBTC9iGEzM3NVVRUVFVVgXSHNuuenp6urq4IXqw6SY7jDAbD0NBQWlpaSUkJCu0LCgocHBw+//xzKyurQ4cOOTg4hIWFCQQCZHwQnfX29nZycrKxsXF3dy8pKUHzxFXU+KGhocbGxvr6epFIFB0d7eDgcPLkydOnT586derSpUsuLi7V1dWQxoLgjZ2d3Z///Gdvb++Kiorq6mq+8SdADUy2h/U+7jNmvsSLe7/4uXr3l82RBjNMcEbCGFnaSFEmE2UyGmm9gTUaCUMRsg4tjCMURwwsYThCOI42MpSRZWnCcVxLc4unh2dhQeHC/IJRp7+DV4RwHGsyGSnKxHHsKkeGJ5L/L1J89XZ/pGBZVqPRQGW7paWlrKwM3Ynb29uzsrIOHDjw3nvv2djY5OXliUSi9PT07u5unU43MjKCFW98fBzCPJmZmba2ttu3b//8888hUcn/uiUb1dIv4ziOpmlo5JeXlzc0NIBCnpiY6OXlJRaL29vbY2Nj09LS+vr6QKkcHR0VCAQODg5RUVF5eXmYM42NjdPT0zgNKEHk5+c7OztHREQkJCRkZWXBK9FoNFNTU/X19WKxuLS0FIUVg4ODwcHBQUFBLS0taA5seevgAE9MTBQXF9fU1EBxA0GcL7744vjx4+fPn/fz8wOMisXi3t7eqqoqgUAQHh4eGBgImqZYLJZIJGCOo+gTdR89PT0QGRGLxZmZmYGBgSCzeHp6BgQE3LhxA43akpKSwsPDIyMjPT09bW1tIyIikFudm5ujzIXh/9BIYSKcgTCGO0hhMhkNlE7DaJWMVkHrlJTBRJtY5ErMlso3jxTkL0WKgYGBh0UKS79j/Rtk8ZX77PC331YhxVq3SKfTyWSy8fFxCMOnpqaCrZSamlpUVFRWVnb79u329nZMYxRfSSQSBAgGBgYQlezs7IyOjoa1D+VbHJxlWVSLQZphfn4eoikIU+n1+oWFBSgDo0QKuc+CgoLx8XGZTJaZmRkbG5uYmIhTiouLS0pKSktLS09PT01NDQsLA0fT19c3LCwsJyenubl5YmIiLi7u/PnzUVFRqampqamp8ALKy8t7enoWFxfFYnF4eDhIGeBx1dTUWLaosNxYljUYDKiak0qlEEzv6OioqKgoKCgoLy9vampCrHF6ehrVJViH4Ob09PQMDQ2Njo5OT08DIxC7AUUV2Q0ceXBwEL2Iu7u7u7q6uru7oeIjl8unpqaGh4fb29vFYnFLSwsU0qFVQ8xYDFOFXsPZ+8vG4Z1Zi8AD+FQsw7AIWtI0Y0FWNtOlLb98BynA1zYQTkcYHUsZKJPRZDQZ1EbVlFretTBQO9XaMNk6Pju4sjJH642sniImjmOJkSU6IAUhDMUxJo5jCMdxrS0tXp5ewkLh4sKiSW/gf5dfjTiyBinI17Mp/npI8Q+4rUWKVSev1+vlcvnExERra6tQKMzMzExLS8vIyKioqECQGbqeEMJTKBTT09OgEqAtzfLyMiFkeXm5qakJdCyIgBMLKQcgBQrD0R4NFah6vR7CoiBoAyzEYnF/fz8YirW1tQUFBenp6WhfHhcXV1JS0tbWVlpampOTExcXFx0dHR4e7ulc7S70AAAgAElEQVTpGRoaitabExMTOTk5QUFBhYWFNTU1FRUV+LpQKOzv72dZViKRAEHi4uKg5Q/4Q4XYvR6u0WiUyWTo+oteECMjI5OTk3NzcyqVCslgYu4PgiYM8DjQQml+fh6lsXwGij8yZS4XRHIXrQxUKtX09DRPxERBDbJFqI7jU7acuRR43eTF3xopuDVIYSScjlAqWq3QLC8r5hfnR6ZH60ea87pEcY0pKU1pjT2VsqlB44qSVmmIgeVoYmSIjrmDFBxNWIpw7B2k8Pb0LiosWnpYpCAcyzHcX4YUqBADjfdeSME/CWZNrvh/IlLwT3fVDkCKyclJkAuHhoZQvskH1aHch5Zc4B2h1SCscbVajeOYTCb0B4DVAL9GpVLxwTbOXBFvNBpBneTrxCD8h2wILA4wO5GXUalUEBBE9nFubq63t7etrW1qagqyDuhdAqUmlmXn5uZAG4W8FdKN0NFGjAAl7VKpdHR0VKPRYLRYpkj5m4OPEBIGPQT1ZjCOYCaAVwZfYGVlRSaTWWrn8Ux2nnsGjQ9wVXEH+BsrlUpnZmZQA8bLyRBCeI0CPqxueZKWA3LVwvbQAc71Ipcsx7Icw3LMHbwwv1gOk4Fw3N0Ywbse+NdAtMu60WFpV3dvfWtTeln2zZwI9xRfx0RX73SfnLKk3u4G7eyMcXGR6E2E4kw00THkTh0LTTiKkDtI0erj5VMsLF5eXKIMX8qF8N4HcMHycv4XKR5iW3X+q0YYvAMUbqKwUiaTyWSy1tZWkUiUlZWVkZGRlJSUkJCAEimKolAPivVNJpN1dHSgS1VZWVltbW1XV9fs7OzKygpykEgoQJGlr6+voaGhrq6uuLi4oKAAAq08sRLLMm1WaqEoSqlUIm7Kq2xhMxgM+Gks5gsLC3wTPRjnU1NTCoWCf6ZwcxBQZBgGRbHz8/OoOuVbSWMeYvZqNBqEeEtLS4uLi6urq3t6eqAli2Wfr/uGG8XTJSHVOTc3x99njBZgASSqwDQtLCwsLi4Wi8XQVQbRC+ijVCphgMzPz9fV1ZWUlKC9EDo/AL7vhQKsWcXv4ZCCA0isAxPrIgX+aw5VmJFibdaDJoQixEA0y9qhobG2zu6qproEUWpA9g3XFM/Lyc4+Gd7ZZQndHTUamdQ4M01UOmJgTdRdSEEskMLXy1ckFCkWlymDpYr/AyAFYTjy9ZACebWvRArLWOb9bvgDbw/0/L6JjTM3gLTMQfBeFV8gBDdheXl5eHi4uLj43Llzb7311gsvvPDcc8/9/ve/37Zt282bN6VSKfgRWDzHx8fb2tq8vb03bNjwq1/96o033jh9+rRAIIC0PD+dCCFTU1NCodDT0/Pw4cP79+//8MMPP/jgA1tbW3d3d4FAUFpaKpFI5ubmeDkWQAb6Snh6eoK8hC4PrIXMpFQq7enpqampcXJysrW13bt376lTp7y8vEpLSycnJ9EjmjVrkYLJTlEUwiIFBQWQHUfdNx6u0WiE8SKRSGJjY+3t7a2srLZv33748GF/f//bt2/DkOHl87i7A946na6xsTExMbGzs9Ny4BFCUF8PueDIyEgbG5utW7du3br10KFDqampPT090NFBWARANjQ0VFhYuGfPnnfffffjjz92cHDIyMhobGxEl3m1Wr1u/JIx63fd3/vgeAdj1YZQJcGLBwt2/Zd5LGMuEsbihRlO3QlV6FYM41JZ9+BQfXdbWkNBuFgQXBEWWB4UXRVW1pQx1Funk44Yp6RkUUnUFGXgDPQd7+PO0ThCONLe2u7v7V9aVLKypKBMlMW1sCbKSNF/E6Rg7qvXxlr0LvymkOIBcWTV+6sf6wPQNJm7aVeWWQ8stpj8mCczMzMikSgwMNDT09PNze3KlStOTk5OTk7Ozs5ubm6BgYF1dXXQcRgdHa2srAwLC7OxsTl8+LC1tfWZM2dcXV3RpTIsLCwrK2tiYsJoNHIcV1dX5+DgcPr0aRcXF1dXVycnp4sXL549e9be3v7y5cvofwFnAfszDDMzM3P79u39+/efOnWqpqamubkZT4q/NIqi0tLSgoKCkLwIDQ2Ni4tDNSpaK05PT0OEkjObTtDFKygocHFxcXd39/f3T05Onpyc5KMGer1+dHS0rq4uODg4MDDw2rVrKKt1d3fHV7y9vfPz8yGTja/QND03Nzc1NYWsZ3x8PJp9UXeLtS0tLUkkkqSkJFdX16tXr3p6eiIteurUqXPnzoWHh7e1tUFefHFxsa2trb6+PjAw8MyZMydPnnRwcPDw8EDVbExMDKKwU1NTq5ACI+SBkeLOcLKIavAOxX2Q4m5zg0cKlrAsYS0BgjLLT5gI0RPNknZgeKy5u7ukpTasItmnONRTGOBV6BlRHixuz54YbjJIR6jJcbKgICqK0nNGijCIOdyNFAE+AWXFpcqllb8nUtwLAizn56ppfJ8H8DW3e0HDQ4WsOAuJZ0vOLz9ETGZhNfxXoVC0tbWhs252djaC+egl09LS4ubm9sc//jEoKAhq/TU1NeHh4fv379+zZ09xcXFXVxcqnYKCgmxtbXfv3r137966ujqEGAQCwcaNG0+ePAkPBQo0MTExTk5Oe/fu9fHxkclkvHoF4gglJSX+/v4bN260srJCzejKygp/UQzDLCwsHD169I9//OPevXsrKirGxsZgOMzPz6O/VmtrK69VRdP00tLS+Ph4bW2ti4vLO++889FHH9nb2yckJCBqiDu5vLxcVVV18+bN999/39/fv76+HuGY2tpaX1/fzZs3/+EPf7h8+XJtbe3s7CwgeH5+vqamRigUotPPyZMnz549KxaL6bsFI0ZHR5OSknbv3v30009funRJLBaLxeLc3Nzo6Oht27Z9+umnN2/ebG9vZximt7c3NjY2JCRk8+bNGzduFAgEra2tIyMjxcXFV65ccXBwOHXq1OXLlyUSieVo4ccGfTcn/f5D1DLUDf3Lu/HCkmS1Tg3XnXc5jmXvlJpzFEdM5M7L+KVNoZzXtHX3lTc2JFcUOqUHnUlyOZN00T7xi2v5HnU9+bNTHcbJYWpqjMwriIqm9JzRRFgghYX30d7Wfs33WrmoTLWspB8MKRDj/H8BKdbGqy2NF8vd6PW2r1w3eIOCdzEsAy4wmLGS63S69vb28PDwS5cuoWccIprI58lkMjTRys7Onp+fHxsbEwqFUVFRFy5c8PT07O/vn52d7e/v7+/vb2ho8Pf3P3369KeffgouQ2tra3h4+Pbt2/39/Xt7e0dHRyGKDTfn6NGjLi4uvb290LxSq9Xd3d2FhYVnzpzZsmXLj3/84y1btoBtgUbbBoNBoVBIpdKmpiYrK6vXX3/9wIEDUqkUUv1Q7q+trYXETn5+/u3bt8Fbb29vRyHJO++888tf/vLll1+2tbUVCAToygVi+8DAQGZmpoeHx3vvvRcXFzc1NYWbMDs7m5GR8emnn6K9GArJkQMqLCz08/NzcnKys7PbunXr+++/f+DAgeLiYghS8c+ira3NxcVl+/bt7733XnR09NjYGFqxNDc3e3t7nz59+uzZs0VFRTRNl5aWQo/D1tbW2dkZUQ+VSjU8PFxYWOjl5XXgwIGTJ0/W19cbjUZeQ4yv0+Wf8gMixV01TV8TKSiOM3HESIiREAMhejNkGIhiTlXf2pEvroooTDt+y2V/+OlDEcetIw57Z15uHBQuzXcb5SOUbJzMK4iaobScUU/uTMdvAinIfZCCjzmvQorl5WWZTIYePA+FFPfHiFUmwL3m/9pt3fm/NuNFr9ER+Mqo1SqDgh9J/Ld4mxyyESsrK/n5+cePH7ezs/P39wdrG7rPiPlLJBI010bPsbS0tFu3bqEuAwE5hAY0Gk1aWpqXl9euXbsiIiKEQiHalFtbWwsEAmRV+PVWJpOdOHHi4sWLYE8hmCcUCt3c3F577bUf/ehH3/72t994443S0tL6+nqVSkUIAWw1Nzfn5OR88sknf/jDH6ytrXFRIH1rtdqWlpa0tLTIyMjr16+npaUh0VtUVGRvb//EE0889thjP/jBD5588smjR48mJibC5kfis6GhIS4u7vLlyx988EFBQYGls1ZXV2dra3vw4MGAgICqqir0l87Pz/f39z948OD27dvfeuutZ5999sUXX9y+fXt+fj58NH7MiMXiAwcObNu27fjx46WlpQjfsCyrVCpLSko8PT137NiRkJBgMpkEAsHevXv37dsXGBgILTwcwWAwTE5OhoWF7dix49ChQ6hYA+aiapZPr1D3VlEiFkjBGyC8Z0rdaT1O34lW3gUT9xj5hCCPytAsY+JYI0cMhBgI0RGiM5sVBrI0o6hpbMkoFQVlJ+wLddgRdGRX8P791/e4p51vHS1WKQZMM2PUtJQsKIiGZTTEpCMMnA5gDUMIRzraOgJ9AytE5WqFiqYs5ez/Fyn+akjBm6wGg4FHiuzs7M8///z48eP+/v7V1dXo0AUFt/Hx8ebmZqFQiBZY9fX1CQkJkZGRwcHBOTk5QAqZTIbYfmpqqoeHx86dO8FxKCgoCAwM3L9/f3h4OIpK+DxoZ2fnkSNHzp8/jy57ICDAr9m3b99rr732r//6r2+//XZFRUVzczMyrygkh9COnZ3drl27HB0dMdCBFDqdrq2tDZStiIiI7OxsmEVVVVU+Pj6bN29+4YUXnnjiiWeffdbW1jYpKQlIAdnxzs7O3Nzc4ODgY8eOVVZW8ilJnU5XVlZ25MiRvXv3BgQE1NTU9PX1DQ4OisXiuLi4ixcvnjhx4sCBA++///6bb775ySef5Ofn89EfPI6Kiordu3fv2LHj4sWLKIrhOI6iKIVCUV1d7ePj8+GHH0ZFRRkMhtjY2N27d1tZWYWEhKAsjWEYQoher5+YmAgJCdm2bdv+/fsrKyvvhRT0eqyZVWP1m0YKdn2kMNyJU6zMqhrbOwtqxBHFGbaCqwdvfXE49sSJeNugoqtdUxUa5RA1O07PSMmCgqhZRk1MWsLQ/0hIAfL//ydIYUkZwD4syyJUodVql5eXY2Ji3nzzTSyb169f9/X1PXPmDDjLN2/eLCkpQROKxcXF9PR0Ly+voKCgmJiYhoYG5CxWVlaQ2kxKSnJ3d9++fbufn19ubm5NTU1QUNDbb7999uzZvLy80tLS9vb27u5ukUgUHBz83nvvnTp1qqenh8+SLi8vT0xMdHV15eXlvf7667t3725qaurr64NiLfIpUAkXi8XFxcX19fUMw2DJRePV/v7+srKygoKCnJycqqoq2ORjY2M9PT1isdjFxeW9997btm2bo6NjRkYGvA8MGPTsBVcdUqAQ0WptbQ0NDf3kk0+2bt3q7++PDAga/ExMTCAAWVdXJxKJHB0dd+/eLRQKWXO2Erc6Ozv75ZdfPnDggFAolMvlvOuHPrWRkZG/+c1vnJ2dFQqFn5/fW2+9tWXLlry8PPgdMEAQbw4MDNy0adPWrVtLS0t1Oh3PeeWVzTHg7++T/jVtCnIHKfRmsNAQoia6JePIpLx9dLh0sDVckhvYLrguib7VE10ykTGl6zAapezSJLsoI0srZIWmlMSkJizKQuDL0ITjuPbW9ms+18qLv1HvgzI31DBZtNICUkxNTfX19aEz0N8RKe6FEauQgn/nm0IKy505c54fXMnw8PBXXnkFkjB+fn5Xr161s7M7cuSIra3tlStXIiMjS0pKwC+Oi4tzc3ODbd/d3Y3eebC3lUplSkqKj4/P7t273dzc0tPT29rabty48dJLL3344YfQlY2Pj09MTLS3t9+xY8crr7xy6tSp4eFhcJAsb/LU1NTOnTsPHz7c3t4OQbqpqSl03EEcCu3RQRLV6XToTmoymSYmJjo6Opqamurq6iQSCfrl4CSNRmNGRsbRo0dPnDhx9erV9PR0IAW/sWYZcUS1enp6RCJRZGSkg4PDtm3btm3bduPGDUj4YAITQtAlAJWpUVFRhw8fLi0tZVkWvC88x8TExJ///OdHjx7t7OyEFgZlrgHV6/UJCQk/+clPTp06JZPJXF1dX3/99c2bN1dUVCA5ZTB3SFhZWQkICHjxxRc3b95cVFQEXgkCzLAmDGaJ7ftH0+4MD3NnMIvxRNEMTbM0wzEsx6xNeXz5dUumFUcYljAMx1KEM5nn9t1IoV00jkzK28eGy4ZbwztzfZpifJpuRPVECKVpfUu3l1UD1IqcWZklKg1R05SSMyoJaySEMeMORQhH2lvaA7wCSoUlK4ursqQchPnux9G8D1Lwc4m/a8hpT01N9fb2oi9pQ0MD9Ajvb6399WyKB9zuhRcPiBR8RJO+OyDPcZzJ3DwKOk6bNm165513Tp48mZqa2traCjwtLCyMi4s7e/bsRx99FBYW1tfXl5qaGhwcHBcXJxQKwXSCOgOQIicn5+bNm4cPH3ZxcUlKSuru7g4LC3vhhRc2bNjw6aef7t+//+LFixcvXty4ceMvfvGLF1980cHBYXR0lEcKBGI1Gk13d/enn35qY2PT3Nzc29srk8mGhobQ8gcXhf46UKlGD240HID8P8o0Jicn4dSAeaVWq1FpCh0tgUCAluu4XSaTCWKcaNXd398PHe3Tp0/v37/fyspq3759sbGxk5OT6A+Ch4IKDixCiYmJFy9erK6uBp8NHFaNRhMbG/vss88eO3asoaFBLpfzvcsw/6Oioh5//HE7O7vh4WE3N7fNmzd/8MEHJSUlGo2GMTc0hKvo7+//61//+o033igsLMQdgKInH8tkHrjagOVYhmEo+svmtXxE845kLmFXve6RKyUMx7GsOfpojmISvflfLVmZUTd3dBfV1saW555M8fwkzGbb9c9sEm18Rc65Lbf6x29rVTKjdp4YTcTAUSpiVBBWTwj1ZbyD47i2pjY/D7+SApFiYZkyWjKvOBNlohhqrYLGVyMFY475UxZpbSAFaMtrkeI+KPCPiRS0Re5j7blxZsIYZZH7WIsUOCbHcXq9Pj4+/vXXX//ggw+cnJzKysomJydRY9rb21tRUWFvb//b3/7W2dm5tbVVIBBcv35dIBCUlZUNDQ2Bv4ylT6VSQc8aNddJSUktLS0hISEbN27ctWuXt7f3tWvXbt26hUjEW2+99eqrr545c6arqwtaFZyZGEZR1PDw8IEDB+zs7GAaQOxzcXGR5zXz5STz8/PDw8PV1dVwUpaXl9GBeWFhYXFxEZ27QK8yGo0lJSVubm6enp7e3t4CgQBZUo7jYHKiTTkqviYmJlDoGRsb6+rqum/fvr1790ZGRg4NDaEbOx438rs6nW5paSkzM9PZ2RkJFyAFwkBxcXHPPfectbV1Q0MD0s+MOaisVCojIiIee+wxa2vrgYEBZ2fnP/7xj3/605/Ky8tRRI/dCCEsy/r7+//sZz/7/e9/n5+fD6TAmfAj5CvHqsXjJxzLMfRdNUH3R4o1wHHnp1iOrI8UcEa0ZGVG3djWKawWRwgzjsU774k9vTfe+kDMwfNpp1LrwrrHazQauUG3QGiKGDlaRUzLhEVAVEOIhhA94VjS2tjqe9VXlF+8PL9kMnxzSEGbmXP8XUMJw+TkZE9PDyRP6+vr/3pIsTbcsHZjH2xj/qIsKWuRBuPJFGsvDW8ajcaYmJgNGzbs378/Nja2paUFXQVR4jEyMuLv779hwwYnJ6fa2lqI6MfFxVVUVEilUjQZw2hWq9V5eXmhoaE2NjYBAQEpKSlFRUWBgYHbt28PCgpC1ywkCPPz8/38/LZu3XrixImysjKZTIZVmj+9ubm5o0eP2tnZ1dTUtLS0yGSyubk5XqKObwWMgEV+fr5AIKivr1fcvaGJDt8PlWGYsrIycJ98fX2TkpJmZ2fxc0qlcnh4uKenRyKRoE4c5V4wScrLy48cObJnzx4/Pz8UfeOJ0+aIGOIOOTk5jo6OtbW1tLnZOh5TcnLy888/D6RA3R3/WFdWVsLDw3/wgx8cOXJkYGDg0qVLr7766ltvvSUWiy2fFP7w8/P7yU9+8sILL+Tm5lIUBaSAx3H/8MQ9Bi5hmbsXtvWRgmEsXxY6/XzdB8dZUDNX2RQaop7VdnYPVLU0JVTl2+f4O1YFujZcs0m3s087mduRMDrXqtNOm3TzxGQkRsIoiWmJMBpC9ISoCFEToieE5VobWnxcvYvzipbmFk16k2WFGEVTNEv/JUjBWrSE5j8DUkxMTPzNkOIrweLrIAX/9fv4TczdCfP7XCZN03Fxca+99tqpU6dKS0uHh4dRJAYqlEajiY6Ofu211y5evFhRUREWFgakKCsrGxsbg4ocTkOj0RQUFERERJw4cSI8PDwpKSk4OBiMz9LSUr6xuFarlcvlTU1N165d8/b2Dg8Pb2hokMlkcGFwnvPz88eOHbO1ta2oqKitrZ2ensZs5zgOrQ8xsaurq+3t7X18fGpqakZGRuD882VgyMugnhVYWVZWBsIlkGJmZgZ3YHFxsbm5GQNDLBYDQfg71t7efunSpVOnTjk7O8fHx0OYH7/CuzYqlSozM/PChQu3b9+GrcHHMnJycl577TUbG5uKiorx8XGUbyCQIZPJgoODH3vssePHj4+MjDg6Om7cuNESKYBH+MPb2/vHP/7xb3/725ycHJPJhA5pWA757V6PeL0hQliGxes+BsW6MPFASIE4hYro5g3DY5Ntg/1FXfUBDUnOt2+er/SwzjzpVHSpYjxvWtNr1E7T2jmi1xMdxyiIaZEwakK0hKwQoiJERziWa6lv8XLxFOYWLs0umHTGu5CCuYMU9+JoMoRh10UKzqIsiv8MSCGVSru7u8ViMVQYEeL+6yHFvcDiATHCEizudZD7IAW7prJw1c78ddE0nZKS8qc//enKlSt1dXUQ1KTMzakoioqPj9+4ceOFCxeqqqri4uKCg4Ojo6Ozs7Pb29tnZ2f59r8IBISEhJw4cQLdty5evOji4hIfH9/R0QF1BtosJL28vAxlvatXrwqFQoQtTea247Ozs0ePHrWxsRGJRJWVlTMzM/zJLy0tjY6OFhcXp6SkhIaGbt269erVqwhh3BkiLAvfBG4RKBUorBKJRJcvX3ZxcYH3ARInwzByubysrCwrK0sgEMTGxg4NDVneqM7OTihZXbx40c/Pr7OzkxCCSjkI80JqPCUlxd7eHpJfuO34ellZ2ccff2xtbZ2QkCCRSJDaRJ+0jo4Ob2/vX/ziF+fPn5+cnPT29n7nnXc++OCD7OxsKIbTZtqlTqfz8/N75plnXn/99YKCAtTpKJVK9iELRu8aAHcqy810QajU3O1lMIShOfrLF0vTLEOzDLOqlhSlHzxBU0+IlhA1IStEP28cn5zuGhupHG4P7cyxL/U9mHHm80xbD/HVpuXKZXqUUssZ1QxRaYiGY5YJtUA4lRkplIRoCcdyLXUtXs6ewuyCxdl5k86wFinWXt1XIwU/tfi5AVd8YWFhfHy8q6sLSPGANsVXorUlUqyCiVVWwP2RgseabwopLE+JWRP7RDgA0QGTyZSfn3/w4EFXV1ehUDgwMIBu4DDdFxcXr1279swzzzg6Ovb09JSUlERERISGht64cSMrK2t0dJSfomq1OiMjw8/Pb9++fQKBIDc318PDA920ysvL0SsUMxaTMyMjIywsDNwBqVQKXhYex9zc3Oeff37kyJGioqLy8nJMafzK/Px8Z2enm5vb8ePHz507FxERUV1dzV8dy7JGo3F+fh5cbFgWMHxYli0qKrp48aKjo6Obm1tMTMzY2BgIZqOjo8A4JyengwcPlpSUoAgFB2xtbXVxcXFwcLhy5Up4eHhvby9r0cAdcZCVlZXk5ORTp05VVVXxZ4I/GhsbT5w4sXfv3rNnz96+fRuTH4zh0tJSFxeXTZs2+fn5zc7OCgSCo0ePHj161MPDIyMjY3Z2FsCq0+nkcjnYrocOHSorK1MqlbD7Hs6OWD1KCLEo4eBrONZHCpamWZpi7/xBsxiCHAutXdgUlhxNmBUqop7WdHT1VzY3Jd0uPpcX9FmS/cexhz9NPuwidm1ZqVYyE5RKzihniFJN1ByzTEyLhNEQYiBEdcemICxpqW3xdHYvzM5fmJ4zavV36VOY4xTr2hS4hP9Fiq+LFJBjNJlMQqHQ2tra1dU1JycH9Gq+HfHs7KyPj8/TTz99+fLlwcHBqqqqqKiomzdv+vv7JyYmovMNjqnRaNLT0729va2srKAu6efn5+rq6uXlVVRUhFgD1BxMJtP4+LhAILh582ZUVFRDQwNICjhVsh5S8Es0lmIHB4c9e/acOnUqJyenq6uLvy6GYQwGw+zs7NTUlFwuh2WxFilcXFyioqJGRkbUavXS0tLw8HBeXl5QUNC5c+e2b9+em5vLB18YhmlubnZycvriiy9cXFxu3brV19fHmmtnABYGg0GpVN4LKZqbm+3t7T/77LNjx47BrWAYBmIWaJLy7rvvoqYmPT391KlTJ06cgBSoTCYDlGu12omJiejo6H379sEjQyDmfwRSKKdVLe3dotraW+W5dqlen8Se/Cjm0K6kQ1eqXJr/JkhBE/qhkWJsbEwikfxVkWJdmPhKpLD0X74RpODPjTWn2VbtyTAMH+ozGo319fWenp7Ozs7Xrl0rLCyUSCT9/f0DAwNdXV3V1dUODg7PP/+8r6+vXC7v7u5OTEy8du0a5GGrqqpGR0dlMplUKm1ubr527drZs2etrKzQ+APkC1tb25iYmN7eXgQ1wa0qLCx0cHCA6zEyMrK0tMSXihNC5ubmDh06dOTIkeLi4srKSr7cmxAyODhYVFT00UcfvfTSS1u3bi0qKkIZ1fj4+KR5Gx0dHR4eHh8fh6jE0tISbBmhUHjhwgV0+gwJCenr60OSYnx8vKqqKjw8/Ny5c5s2bcJHMIIGBweTk5MPHTr02Wefubq65ufnj4yM8CXwlFm0Sq1Wp6SknDx5srKyctVTQLH5/v3733zzzYiIiPHxcaxYt2/f9vLyAm8lNTV1ZWVFLBb7+Pi4ublZWVkdOHCgsHbmncwAACAASURBVLCwp6cH7WALCgrCw8OdnZ29vb3hOKvV6lUFJn/xdpcgxVchBXUHLxiaZRDeYBnuToTCeDdHU0+ImihkyoamjvzKipCClP2xlz+ItP5T1IGtgn0Xyh0bliuVtJRekTOKGbKiISqOXiamBcJqCTESov4yotlS2+xxxb0g635Iseqi/hKkIOY4BXSlKysry8rK0DMae36d271uhIKiqIdCivtvXwcpuPVCLRzH0TQNkwFnOzIykp6efunSpX379jk5OUVERCQmJiYnJ0dHR3t4eNjY2OzZsycpKWl+fn56ejo/P9/X13fnzp1//vOfw8LCMjMzBQKBp6enjY3N3r17P/nkEzs7u4aGhtHR0ZKSEnd39w8++AB60w0NDdXV1Xl5eT4+PseOHduwYcPx48f7+vrAL2TMnf4IIfPz80ePHsX6Ce1sPqJZUVERGBj46quvPvnkky+//PL58+ednZ2dnJx8fHzCwsLS09PLy8vb29sBTAgl8DYF4hRXrlxxdHQMDg7u7OyERA3omJWVldHR0Xv37kXksri4WCgUBgcHHz16dOPGja+++qqLi0t7e7tcLuczNfwz0mg0qampqCW1vM8MwywsLLS1tZ07d+7ZZ5/ds2fPtWvXoqOjQ0NDPTw83n777a1bt/r6+tbV1el0uq6urtjY2NDQ0Hfffff555+3sbHx9vZOTk4ODAy0trZ2c3NDZ1NUjpnWa4fzNTczWPAvliEMbQEWFENRDI3XHbU8mmFoljNynIHjORREa7Yp1EQlV7dLessa6m9V5Npkeu1IOvtnwdH3E/aeLjpXPSNa0g9TyzJ6aYYotETFUcvEuGTBp9BYIIXT1YLMvAX5XUjBcpyRMploai1HE07H/ZCCM7MJ1iLF+Pg4FFNLS0v57vJrLfOHu7n/wEjBn+G6SAEfG77A3P9t78uf4jqydN8/994vEzEvJhxvomMiJvo5OmLG7vGbDi+v7XZbdnfb0jSWkARCsrW0BcIYpEZGCBCbFkCA2LeCAsQOBUXtVXe/mTcz54dTN8m6G1VQYHWbz4SjVHVv7vnlyZPnnNzfHxoaAm8ukMzv37/f3NxcX1/Pr+obGRkBO4WxsbGWlpZLly6dO3eurq6uoaHh1q1bly5d+uqrryoqKioqKurr69fX1xOJxPz8/MOHDy9cuHDr1q0nT550dXVBFJlPP/30V7/61VtvvXXhwgWQsXmloISJRAIOKUZGRkALyGM99fT0VFVVgc/VL37xiw8++ODDDz98//33v/jiC7g0qLu7e2ZmBjxWwEU1m82CFPDy5cuqqqrq6uorV67U1tbyi4JAl7GwsNDX11dTU3Pjxo2bN2/evXsX4mJ/9NFH77777nvvvdfY2AhXCsA1VmLvy7Lc0dFRUVExNjYmjkOMMcizzc3NH3zwwW9/+9uvvvoKImtcuHDh7bff/t3vfvfkyZP19XWM8fb29vPnzzs7O8+dO/f222+/++67H3/88dWrVy9duvSnP/2pvr5+YGBgcHAQghgC9x153PqOlkKysBjBnCzyTIEO+AJjhDA2MdEJ1Wh+06HYphAyY1mmRNWFxdXBmen7o08/fvrNL9u+eOvhb/6h4Ze/bv+wa/1RNLtgpHZRep9lVSZRlGZ6ill6PrJe3i4jkCl0ZBoupuCKTItZiCGr8M6A/8E/8TnGpwdYXm1sbExPT/f09Dx58mRgYAAiMpeRKThNlMoUx9l9FLMzcjMFbDp4fLd0Or20tNTe3n779u3m5ub+/n64QScUCo2NjYXD4Vgsxo2aYrEY2DVBPDjYzYVCIQhXD2zCfc9gVQdVaEdHB8SGA53o/fv3IeoMHDQa9v3GlNJ0Ot3U1NTc3AzXAudyOWwfmkxOTra1tT148KCxsRGkntu3b3/33XcPHjzo6el59erV3NzcxsYGqEXAJ4LLI4uLix0dHSAsQHA6qBSEDt/d3YUb0kZHRzs6OoAp7t2719bWNjY2Nj09HYlEeAmZYL1mmqYkSePj4y0tLXCGKoIQAg+Af11zc3Nzc/OjR49aW1s7OztHR0cjkYiiKJRSEG02NzdXVlZGR0dra2uvX7/+l7/8paOjIxwO7+3tAetBAFEe6dfd40cezPlEuLF2fk32YAoTIxMjEyHTRMhAloaJSkQj7vxfhqn7+sr69sTyYvvCqy9HG37df+lfuj75x+Z/e6fjo0eLTRuxGT29jzIJJhtMpijDtDTDhu33oTNmwtnH6PnPvmz7a2sism8qusAUREOGjk1RbQlkB6KExYjJEGYFhyNOphCbDIzwtra2ZmdnYWV7/vw5ePUehynE6W0VenO9gUwhggjxI8GgOx6Pr6yszM7Ovn79OhKJwAyHcLjZbBbCWICPA98pYIxjsRioHhz2ghhjrvCTZXl3dxfuHHr9+vXS0tLExMTk5OTi4mIkEuF2FtxLBVxRQqEQX/Nh/YRiR6PRlZWVpaWlcDg8Pz8/NjY2Pj4+NTW1uLi4ubm5u7sbj8fh8FKSJLPwwhEItL+8vLy8vLy+vg6KW3CT48YREI9/bW1tYmJieHh4fHx8YWFhd3c3FospiiI2L7EvBwWTjZ2dnaWlJb6l5TKmJWxv4/H40tLS/Pz8/Pz8wsLC8vIy0AQUEoxNINrw7u7u3NwcNNTy8jJXTIAdB280XKbg/c6RY6s7PWQKjBBGJlzgYZi6bhiagRTTUq28HAGaSPuztKfMzC8+Hx+597Lj/7Vd+cWjz/7p0fv/u+XX7/X8rjn0/cruhJqJG9kMUy2qUDPL1AzDcF2pHRGHUjY+NHr+3JdtzcAUhsgUuqkbyMA2U1C4UJ0RkyGQKQyGsJ9M4V5FDcOAm/Xg4umHDx92dXWBf5HlpfArqjULp3eRTOHJEY45XAxfHIcp+K/E9nqE4e4eeQAICQsjFWNMhVMVYm/fVFWFiDLcetqyLK4e4spjLnmZpgnhNokgjkHIjEwmwz1HAWBkQe1jS8uyZFmGE1BuIQbWilAYLtzxVgIZCsLkQZrccc7BnrwRMMYQOwfWcD+m4MHEwSdFdPPnjlv8YbGacK0pOLYhhIANoUcgYD/3Iof9Cw/zD2mKeUEnWuW+ZYIwBstyMFPommEqpiVbeTkiyxgYRKiMySwdybwcGXvY03Xlx7p/vvnb/3n7nf/1/b/9U+t777/44sH0vfDmqJJJGLks0wjVmCkxPccsYAqDe4jRsVdj//X5+Y4f25J7MTdT6AhC6nkzhc4QKp4pkB2IfXt7G4z5Gxsb4Zrp4PnmOcfEnxwz2U+OcBN/8fAkDr9SlVQLaut0oMB+ScHwFV1pPJPK+y8LQxZGeSqV4jYXTDBPhqyZcEYDUwjC6kEiXOnjKJJYbMulk3YXj09UsVXBscrdoeI34B4O/IJQgRejZV8lD6IT/Iptb1QOnqlln7JRm5WAsDhBQNaUUmA0MS8HI/BlSfy+jDJFPl/GuLbCOiAL0FDktx6GYeq6aaoCU+QKmCKzmx0em2p78eyb9qZf1f7hH+/85z/ce+efW3/z4fM/NozXzq4OyYk9I5VkCmIatRSGFUbhEgDBQ2x8ZKzij//V+agjuZ9AgjU3IcQwDQObFiPE1lNAsVF+91EiU0CnUkrj8XhdXd3ly5e/+eYbMOb1FCgC5q3jGT+m8KOJn4Qp/JqFJ04LBQ0xfcfD7hZwf+/IVGwHmFq4MIIbzxT2ODzAJxHMTD3bjc9/Lhj6dRYkRb3kqYC2whiDwOKuHS2MP8hv/cCOuA9C9KDgrnE0CPU/4ea5Q16iPrik8VAMbLIgYM2NST7oJugykYlMwzR1E6nIUq38qQfoKZS8mWZuT5qeXXg+Mtz4ov2TH6v+tf6Tt+7957+2fPTxs/P3Ru9OLvXnoptqbJflNKZRpoMKkzGLUYlSiTKVUcImR8cvflXR9fhJOpbEuuk++3AwBWUU5zWaxGAYe559MB+mgDGRSCTu3r178eLFa9eu7e7usjOmcDGFY3fjeNizBfwGNH+LtwxXo1qCeogXA1QbsIA7mMKTC+AV91Rx1xTKQF1M4ZZW+PPwQJFMARIHPSpTePK15VJzuFtVlDLeTKaQ9uTZuXDf6MiD/s5zj2r+7/ef/p97v/lly///5NmFe6O1k0v92eiGEouwnMo0ygzGTJspcoTmKFOAKSYunf+6u60zE0+VyhSIYcuPKVjhVCe2MowxlkgkampqwPJ/Z2eHd5K7G/xAXcQvMoUfOxxtbrNAzjrmmHAnJc5VPw9Uxz8t+xYsUHO6SwXfgJwM/maw2ea3foklwfYtJJAa9vK1B8A3EFQCmIXL4aKqxa++fEH2ZApibw1AaeKIi8lTI7ZWmEf64Lzm1lV5Ng5vQ54+bwc4LoGGErdIjuo4RtpJMAUnC8KIZV8RlDemgE2IgbCGiWaffQBZKHmNprKvLC2tjs3MdI0PXH36/X80/vFfvvvNv7d8+kVfZf1Y/Vi4LxVZye1tkozENMrsS9ApolYaWylMJMIInR6fuvznyp4n3blkGhsFvqQmQsjChDmrDdxxOFOwwk04HzTJZPLGjRtgYry+vs58mMJyWVvyMVokU5SFJtjJM4X4DeyxuS8DLP4BGRHb/QFU8XxD7n4SJh6cEeRyOTBzQEJUW56go9k5I/B4LTw8D4gncHLBycK0bzbxKwnvNaAby8tCF+Yq6Cmhap4J8nHioDP3mBElC3epxBHI5z/o4MHt3X0a6qhOGUeFRxb2Kk2Y7VAGf4RA7CwLWZZhUZ0cGHErB0yhxrS1lY2ZhYX+6ZG7Az9+3Xv7i66rn3ZXnH9xtWG8aWT5ZWz3dSq6gXMSMw4iV1FEUcIwYzpOI4LI9PhUzeVrfU9fKFkJmciOqnPgIeZlo0nhoBf7+X3wFoRxLEqGjDHw5Kmurq6url5cXHTHjBPXCs8R4BZxHZRxfHb4SUApRfbdfLCUgTJf5FkHCCH8YC+YKYitPgSBBc41sI8OlTMvFsJ26TZ46EOA40s/cd2v/J5Vg94UTxbcCXK6sQrtaNxjhn/mg8QzR8c/LcviHeGnTDllcMo4uByIUGIRggk1CTXogb+5Yv9fYlpc21zdWgiHByZeNfU/frY5MpieuTF+78+915omH46uj0bi6/vJHUOXGaE8J2oQPa6qezk9pliSOT0ydevGzZHBYVMzMMrfecgopYwiC1nEi+7tlCxGDmcKkE7FrWYul2tvb6+vr6+trQ2FQuCY7GB0Yqv6RfANYZFMcaI0X3ZQex/BLSDEVVrcaYszBIiYyyBIOJV0pC++wgUEPwLi66rIFKoNLuy452SAuiQgo4AG4Wl6PlASUwB/8X2TuOq4E4eUwbSEe+K/CaAiX+THPaWEUmzf96ELMoXEWI4ZCX1/O7q5uTm7ON83MzSffr1sbT963VU70dS58mxmf24nu7MnRVWk5uUCypjFiEqUvVx2K5XbSatxefrVRN13dZPjkxaGS9ctYuW93n07yP5AmNN5zIMp+IrHzW8VRRkaGuru7m5tbZ2amoJQi6jw8M+yVfQiYMj6qdY8cRJdVXaI5GjYd3ODPO9JFg41nigjcMsrd89Rny1bQMGI7a/JLbjEjQan72Puz4/Wd47lIZgv+AIDTSfumPzIggg64FLp77RB83P7wEmMB6fIMpahKGVIyWw6kdyPRdejGxF1dwvvjSdnBvZGJpKhJXljS49FjIRsaQdMgZgl4dxOJrYaja/tRzf2JobHHj5oDs+HGWPUogeSI2Vwm1Fg6YpgCmzbvfHAh6qq7uzsrK+vj4yMPHjw4MWLFxBzDfRGfASI8wFE0FKZ4kR65QTARzxMS1jHdAEgfvNaE0GN53iMWxYFUIA4wYIbiucFnchlCm7OxDf/x2EK5kMWR3jFzRqitoIzBa8LtzH3ZAoiaL7e9OHEyaIwkg3NUStrmVlTzchSOptJpWLpaMpIJUhqUVqdToUXpbUNY28PpfdxRia6RQjD+Ts+qEnMrLG3GlkLrXQ96ux50j01MRWLxhjLRwC1rPx968FM4YkDDzFx9GNbxU3tfTi0+9raWmVl5d27d2EDkkwmRRU3Jws+c0CyQIdFu/0bBRWUfA55yr374Go8x2Oo8LguOLtimo4KOmnR9pELL34zrdS6U6/NY6kld/MFccHRbsH7r0ML82YB4u7CVNcpUymRCZawkTN0SdUkRcnlJCmtIkWhyo62typtbRnRKE4nqJwkikIMhDHRCFUosyijhJp06/Xm7Oh05Z8vPbzfnEllsB0o0G6XfFMHC6duHETcFVlc3GpyGdswjNXV1YaGhjt37nR1dUE4FlEhRwUfqp8JU3C4lfliZUUKdjxmCVYY5WIKB+m7FRNiUqWOGDEXx5T2W8kPZQoR7u9J4RlZMaTzNzPMqH07OWbMpESnloqRgk3ZMFTd0Axd1XRd0UxFwlLCSEWNRBxn0pacY3qO6QoxDcM0cpqZUoliYsWUU9LS3NL40Oj16utd7Z26pjuat2xM4bm+UUpB/Nve3u7r66urq7ty5Upvb6/D3JivY1zi5cumKE/+bXRhiXBMG8+R6p5aRNiRFZNFqU3nuVxzpuBTq8hk3bPazRTubWZJBS4y30MfPn6mpwSu7SSMYUpMgg1s6sjUTGSYyDSxaWJkGqYqm4qMZYkoMtUUqmsMaQxp2FRVTUplpf0UyqpKUlpbXBkZfDXwrO+vTX8dHx3HLssXau9PS52MxTIFCNjRaHR4eLixsbGqqqqrq0sMXhrAFOIh+d8xU9BC0bcYpihpRpWLKRz5/s0xRTEPHz/T00MwUyATI9NEuoY01VIVoilUV6mhU6RTpGFTUbVcKpuNpUxJkxLZucnZgecvXvQ+6+zoDM2F3AdAZWAKUWnslkzgS0VRVlZWWltbz58/39TUtL+/z4tCKeWKNFBTc5Mevqn5O2YKwKGjuaRB7/nukYsUMMP9eC34LTdHOIYQT7zUMv8cQRkFw29kIRObBkImwnb4G7AChyBaiFmIYZNYhoU105AVORlPxKMxy0C5VLb9cVvzgwftj9sWw4vJRNJTrcOnakl7ECdTYJcbkgjTNGOx2PDw8K1btxoaGuDGbcuymO0kAqpQYAqj8KLwnwNTnCiOv1oGM8WhvOCncRSZwqEQOcJ++GcLSqlFCLYshLHJ1VgQptci/KgCppKJkGEiVddkRc5mMslEMhFPLC0vNjR839TU1PGkIx6PITN/2Mxf5D17hLPkg7vOud6LFNpf8uM9sMiCSOrhcBjusxkeHga7XXiA2A5CYCTHBwoV9FJnTPHTghY6qgZPflFYEOe/A9wsQjS6K+NRyxuCI8uDRSXOmMUIphYiGFkIW/mmppZg2UAZRRTrSFVUFSR3QyeE6Lo+NDL8w4MfGh809TzvfTk0uJ/YN5AhlvOgW/POavkciiQLD6bgXUuEI0BuBQz3x0Qikb6+vvr6+v7+frg+G+KjwxAB9YRYCAdTOFD2Ri8Snmvpm1O8E8IZUxwZJzoqeABORDEmtnUcEfKijBFGMbVMy9QNQ9cNTVc1VTO0/WT8YevDmpvX27s7ZuZnw8uLOTmHMeYOy0TsdMFkkxR9TuTBFNwyxxJMAPivhmHIshyLxeBa48HBwdnZ2fn5+fX19VgsBnfVeWYsCrSOMXrKwyhAwPbEKQ/0k6YqN1MEABcHPjz+npjilFcRwigGHQRFmFouvZF9npo32aLMothEuVxuJ7ozPjNR823NxSsXx2cm0rlMVs4BDRi6fmDbJ24JS+EIgDdTYDvSGWcK0R8RYrpFo9HV1dXR0dH+/v6XL1+GQiEIJMmvh3HW1BVlFxK3CmMunOiQchBEkbPllPnijCl+WhRDEGXvGloMU4CNFmEUE6SZpmpoqpbJZgaGX9b+UFf7fe3jJ49XN9dkVZY1xcRI07VcLivJsqKqunFgoWvBtYfHZwqeotj3omUhuDmAZ8Hs7GxnZ2dnZ+fk5OTW1hYEmCYuh3SRJpBg1MytnsVnSuqqkuAgiCKnwanxhVhIdzt4Puz3a0D6tJApiqSAYHh6BvLWO32xMaDuRQ6SYiVNytjxaiZYVOSZAlFkUZejJ2EUUWpQhpmlY1VSpayUSqW2tjcbmn748s9fPel5srGzkVWymqFphqbqWlbKxhKxZCqZyWYUVTFMg3v95F1bS8ERmQIOQTVNW11dnZycnJqaWl9fTyQSmUwGLPML2kKAJThTguLTKAxngl3GFyWt/8Wvk+7xbXjBPe6PsEgGT2lPInOThV+CxVNYMFMcjRREV8AAphAnWPHtVkaUxALFM0WpI0EsD6EwZQvc0gkjsOIXMBD4dEiGntWxiiwdE4sgjObn5+/fb2rraBudHNvY2UxLadVUdVPXDF1WlUwum0gmUulUNpdVVIUP5rIxBe9s0wUYFuAKCULB7u7uysrK6upqLBbjt93jwDi0GGOI4wQRosGf0kFS4iAraf0vBryaDvrzBJ8GYtlKGvSOARqwiIk1tVyKRr91z49ZqODpG5CRY0k4FJ586mBVdz862P84c6xUuFn46CC+9+MWVCpQ1uDlATctzhH5X+3rhcS3KWZEw2pSkmNZI6dTlJfZB14OfHbus+5n3YhiODpBBBnI0E1DUuR0NpNMJfNMoSiGbvCjhiM0Y2lMAZOHe0xrmra/v7+1tbW9vQ0aCm5w5V544Z/YvtICmAK8A3/OTOGe88dhCvcrnt//tEwhVucIQ7ZUvIFMcdBrXkxxECnLPtS0ECE6NrO6nJBSe8n9SHRvdy8SifT09lRfqx58NaiZukUJZhYwhYEMkClS6VQ6k85JuVNiCj4UeGAFiCwEMSy4RzMMCzhJVRSF8wVkYVkWjyLHARsQvTCCO2QqMoXnVPcclEVyhCdNaF4QY0MdgSk85yqfM35Vw4XKkWKYwrL9+hwQEz+UKdwzvySacPCpJ1M4vhTrUvyoLYli/JjCPYoOLbwfU7gB1344/ohtgnjQ0cRyMAWAEKLDtVKSlE5lNFmjBmGYSQlpbHD03nd1n3/2+bnPzt26dWtyajIWj2PLgvA4FrFMjJCFdNNQVEWSJEmWFFVRVVVkCurM8HD46ikcxMFnFMwfPuGx4IJC7QjucBtdOp3m99CAoCEmwskCVBXugRgwQD1X/kNHOZeJeCwZDlCayF5wxKcRV07LR+Y/EC/tueHZpAFVc1TBr1MOnb1+beLIkdOiWgg3bzpazBEpx68vAgrjN0WDl3bPx9zsWczycOhYcpQzYAUqqAvC7j+RkXVd13TdMA24NAhhBPG7sf2gpmuqqsiynE6l49H47kZkbWlt8tXEowct16uu//6T33/++88fNj9MppIY43w0LUYJJfkL1jEC8V9VVVVTddu1AgvxbI7CFO7FzbMt3ONSZApCiK7rmUwGtiQrKyvLy8vhcBguj5VlmYs9QCgAiBAHuYjdySmJj8WS4CkgcDqAe3QkG/DPrBf4Y5w1NOEqLSREl3As7+LoFAcil8sCwEnKr+7uh+F5T6bzSx/Aqy82iNgsjl+hWTKFgC95QxUDd9UcolwA+PAQvwxeEtwV92t8z4EEnwMETwc0XXP/8ZKoecFckqG1FFlWZFmVZVXOybmsnJVVWTd0w9BNw5Cy2YW5hY7W9utVNy5XVN67U9fd0TU1MRWaC8VjcYwxJti0TAiimw8FTi1s4YNWMvIR2KxjnEN5+5IGsLiDWUUWN01TluVkMhmJRF6/fj0zMzM6Ojo8PNzf3z8wMDA0NDQyMhIKhba3t+EebT7NHEXnCzJ0uWGLTCXBUyZEdjBh1daPOBZnz0FpFloHiEJEcOP6yRq8GMFTwi0L+AkFIg0dOoidY9olSgTDPeXEaV9kprpLbgqQLwKWLvEb93D1FIqLLFjxMoVboPCDuySqpsKfoiqyqqi6quqqpEp7+9FQKDQ2Otbf1/fox5b7jU2N3zc+aLjf1vJ4+OXwyvJKMpFMp9OappmGKatyVsrKqmyYhkUtwgihBdMHmQUBYo5AEwdMUeTui0Mc+ti2zpJlOZvNxuPxnZ2d5eXliYmJwcHB/v7+x48f19bWVldXV1RU3Lx5s7u7e2VlRRNCSPo1vaZpsn0+4imElwpd11X7SmHZDrp/0G1ei7a46ShLGUzhVk5PuNc3xzyEue2YpX7ruZiyuJA6fjoUXObylL+40BG8XHsu3X68Frx5cT/jfpdToUOyKLJgYvGCS3Uo+4gdx0siS3JOymVzuUwum8qkU5m0JEuyqmSl3MJiuLGxseZazR/+8Id3/v2d81+eb3nYsrm2aej2tEcWNrEiK+lUej+2H41FU+mUoioWOTBNwvZtabgc9m8eTOG5EopLIi080eBMoShKNptNJpPRaDQSiWxtbW1sbKyvr4fD4aGhoY6OjsbGxh9++KGlpaWnp2dwcHBoaGh4eHh4ePhVIYZtvHz58sWLF729vd3d3Z2dnU8EdB4Jvb29T58+ff78+bNnz7q7uzs6Otrb29va2h4/ftxaiEc2Wltb29ra2tvbOzo6eL5dNrq7u7u7u3t6enp7e3t7e3sKAb92dXWJhe/s7Ozp6YFi+OFFIfpcEH8VX3wWCM+8/B5+GojeQsCXjixeB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<br />
<span class="FontStyle226"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span></span></span><span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span class="FontStyle226"><b><span style="letter-spacing: 0pt; line-height: 115%;"> </span></b></span><b><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">10.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">(α) Να
αναφέρετε ονομαστικά τις δύο κυριότερες συνδεσμολογίες τριφασικού κινητήρα
συμπιεστή. (β) Πώς συμβολίζεται η κάθε μία συνδεσμολογία; (γ) Με πόση πολική
τάση λειτουργεί η κάθε μία περίπτωση;</span></span><br />
<br /><span class="FontStyle226"><span style="line-height: 115%;"> </span></span><span class="FontStyle226"><span style="line-height: 115%;"></span></span><br />
<br /><span style="letter-spacing: 0pt; line-height: 115%;">11.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="letter-spacing: 0pt; line-height: 115%;">Πότε εφαρμόζονται τα ανοικτά συστήματα αυτόματου ελέγχου;</span><br />
<br /><span style="line-height: 115%;"> </span><br />
<br /><span style="letter-spacing: 0pt; line-height: 115%;">12.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="letter-spacing: 0pt; line-height: 115%;">Πότε εφαρμόζονται τα κλειστά συστήματα αυτόματου ελέγχου;</span><br />
<br /><span style="line-height: 115%;"> </span><br />
<br /><span style="letter-spacing: 0pt; line-height: 115%;">13.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="letter-spacing: 0pt; line-height: 115%;">Τι ονομάζεται σφάλμα σε ένα σύστημα αυτόματου ελέγχου και
με ποιο τρόπο διορθώνεται;</span><br />
<br /><span style="line-height: 115%;"> </span><br />
<br /><span style="letter-spacing: 0pt; line-height: 115%;">14.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="letter-spacing: 0pt; line-height: 115%;">Περιγράψτε τον έλεγχο του συμπιεστή με τη βοήθεια του
θερμοστάτη.</span><br />
<br /><span style="line-height: 115%;"> </span><br />
<br /><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">15.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span class="FontStyle225"><span style="letter-spacing: 0pt; line-height: 115%;">Να
γράψετε (ονομαστικά) τους τέσσερεις (4) συνηθέστερους τρόπους ηλεκτρικής<br />
συνδεσμολογίας οι οποίοι χρησιμοποιούνται για την εκκίνηση μονοφασικών
συμπιεστών ψύξης και κλιματισμού. Ποια είναι ονομαστικά τα εξαρτήματα της κάθε
περίπτωσης;</span></span><br />
<br /><span class="FontStyle225"><span style="line-height: 115%;"> </span></span><span class="FontStyle226"><span style="line-height: 115%;"></span></span><br />
<br /><span class="FontStyle225"><span style="line-height: 115%;">16.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span class="FontStyle225"><span style="line-height: 115%;">Αναφέρετε
τρεις αυτοματισμούς που εφαρμόζονται στις εγκαταστάσεις ψύξης και κλιματισμού</span></span><br />
<br /><span class="FontStyle225"><span style="line-height: 115%;"> </span></span><br />
<br /><span class="FontStyle225"><span style="line-height: 115%;">17.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span class="FontStyle225"><span style="line-height: 115%;">Να βρεθεί η χωρητικότητα των πυκνωτών εκκίνησης
και λειτουργίας για έναν ηλεκτροκινητήρα 1/3 ΗΡ στην πινακίδα του οποίου
αναγράφονται τα εξής στοιχεία.<br />
α) τάση λειτουργίας 220V<br />
β) ένταση εκκίνησης (LRA) 6A<br />
γ) ένταση εκκίνησης (FRA) 3A</span></span><br />
<br /><span class="FontStyle225"><span style="line-height: 115%;"> </span></span><br />
<br />18.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span class="FontStyle225"><span style="line-height: 115%;">Τι θα συμβεί αν α)</span></span> ο
πυκνωτής εκκίνησης καεί ή καταστραφεί, β) καεί ο πυκνωτής λειτουργίας;<br />
<br /><span class="FontStyle225"><span style="line-height: 115%;"> </span></span><br />
<br /><span class="FontStyle225"><span style="line-height: 115%;">19.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span class="FontStyle225"><span style="line-height: 115%;">Πού χρησιμοποιείται το ρελέ έντασης και από τι
αποτελείται; Περιγράψτε τον έλεγχό του με ωμόμετρο.</span></span><br />
<br /><span class="FontStyle225"> </span></b></span></span>
</div>
Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-58510210783415330202013-05-16T08:23:00.003+03:002013-05-16T08:27:13.833+03:00Επαναληπτικές ερωτήσεις στα «Στοιχεία Ηλεκτρολογίας»<div dir="ltr" style="text-align: left;" trbidi="on">
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<o:shapedefaults v:ext="edit" spidmax="2050"/>
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<o:shapelayout v:ext="edit">
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</o:shapelayout></xml><![endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></u></i></b><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></u></b>
<br />
<h3 class="MsoHeader" style="background: none repeat scroll 0% 0% white; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></b><span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Συμπληρώστε τα αριθμημένα κενά με τις λέξεις που λείπουν </span></b></span></h3>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Τα σώματα,
όπως τα (1) ………………….. που επιτρέπουν τη μετακίνηση των ηλεκτρικών φορτίων μέσα
από τη μάζα τους<span style="mso-spacerun: yes;"> </span>ονομάζονται (2)
………………….., ενώ αυτά που δεν επιτρέπουν τη μετακίνηση των ηλεκτρονίων μέσα από
τη μάζα τους ονομάζονται (3) ………………….., όπως το (4) …………………… Υπάρχει και μια
τρίτη κατηγορία σωμάτων που επιτρέπουν την περιορισμένη κίνηση των ηλεκτρικών
φορτίων, όπως το (5)………………….. που ονομάζονται (6) …………………...</span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
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<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.9pt;" valign="top" width="252"><div class="MsoNormal" style="line-height: normal; margin-left: 18.0pt; tab-stops: 97.65pt;">
<span style="background-color: #ead1dc;"><span style="height: 27px; left: 0px; margin-left: 138px; margin-top: 1px; mso-ignore: vglayout; position: absolute; width: 30px; z-index: 12;"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">μονωτές</span></b></span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.4pt;" valign="top" width="224"><div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span style="background-color: #ead1dc;"><span style="height: 27px; left: 0px; margin-left: 119px; margin-top: 1px; mso-ignore: vglayout; position: absolute; width: 30px; z-index: 13;"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">πυρίτιο<span style="mso-spacerun: yes;">
</span></span></b></span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 135.4pt;" valign="top" width="226"><div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span style="background-color: #ead1dc;"><span style="height: 27px; left: 0px; margin-left: 122px; margin-top: 1px; mso-ignore: vglayout; position: absolute; width: 30px; z-index: 14;"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">μέταλλα</span></b></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.9pt;" valign="top" width="252"><div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span style="background-color: #ead1dc;"><span style="height: 27px; left: 0px; margin-left: 138px; margin-top: 4px; mso-ignore: vglayout; position: absolute; width: 30px; z-index: 15;"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">γ<span style="background-color: #d5a6bd;"></span>υαλί</span></b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.4pt;" valign="top" width="224"><div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span style="background-color: #ead1dc;"><span style="height: 27px; left: 0px; margin-left: 119px; margin-top: 4px; mso-ignore: vglayout; position: absolute; width: 30px; z-index: 16;"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">αγωγοί</span></b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 135.4pt;" valign="top" width="226"><div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span style="background-color: #ead1dc;"><span style="height: 27px; left: 0px; margin-left: 122px; margin-top: 4px; mso-ignore: vglayout; position: absolute; width: 30px; z-index: 17;"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ημιαγωγοί</span></b></span></div>
</td>
</tr>
</tbody></table>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 20.25pt; text-align: justify;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<h3 class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 20.25pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Χαρακτηρίστε την κάθε
πρόταση ως σωστή με Σ ή λάθος με Λ .<span style="mso-spacerun: yes;"> </span></span></b><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;"></span></span></h3>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 72pt; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="height: 21px; left: 0px; margin-left: 532px; margin-top: 0px; mso-ignore: vglayout; position: absolute; width: 42px; z-index: 18;"></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Τα πρωτόνια είναι θετικά φορτισμένα και τα ηλεκτρόνια αρνητικά<span style="mso-spacerun: yes;"> </span></span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 72pt; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="height: 22px; left: 0px; margin-left: 236px; margin-top: 17px; mso-ignore: vglayout; position: absolute; width: 48px; z-index: 19;"></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ένα ηλεκτρικό κύκλωμα αποτελείται από μία πηγή, έναν διακόπτη και μία
κατανάλωση </span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 72pt; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="height: 21px; left: 0px; margin-left: 199px; margin-top: 18px; mso-ignore: vglayout; position: absolute; width: 48px; z-index: 20;"></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Οι αγωγοί επιτρέπουν την κίνηση των ηλεκτρικών φορτίων στο εσωτερικό τους </span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 72pt; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="height: 21px; left: 0px; margin-left: 464px; margin-top: 15px; mso-ignore: vglayout; position: absolute; width: 47px; z-index: 22;"></span><span style="height: 21px; left: 0px; margin-left: 365px; margin-top: 0px; mso-ignore: vglayout; position: absolute; width: 48px; z-index: 21;"></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ηλεκτρικό ρεύμα υπάρχει και χωρίς τάση </span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 72pt; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Υπάρχει ηλεκτρική τάση χωρίς να ρέει ηλεκτρικό ρεύμα</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 72pt;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<h3 class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: left; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Συμπληρώστε τον παρακάτω πίνακα:</span></b></span></h3>
<span style="background-color: #ead1dc;">
</span><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 480;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" valign="top" width="104"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "Calibri","sans-serif"; font-size: 10pt; line-height: 150%;">Α/Α</span></b></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.05pt;" valign="top" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "Calibri","sans-serif"; font-size: 10pt; line-height: 150%;">ΜΕΓΕΘΟΣ</span></b></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.2pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "Calibri","sans-serif"; font-size: 10pt; line-height: 150%;">ΣΥΜΒΟΛΟ</span></b></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "Calibri","sans-serif"; font-size: 10pt; line-height: 150%;">ΜΟΝΑΔΑ</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></b></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" valign="top" width="104"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.05pt;" valign="top" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Χρόνος</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.2pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">t</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">s</span></b></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" valign="top" width="104"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">1</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">.</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.05pt;" valign="top" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Ηλεκτρικό Φορτίο</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.2pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" valign="top" width="104"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">2</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">.</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.05pt;" valign="top" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Ηλεκτρική Τάση</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.2pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" valign="top" width="104"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">3</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">.</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.05pt;" valign="top" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.2pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Ω</span></b></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" valign="top" width="104"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">4</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">.</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.05pt;" valign="top" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.2pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Ι</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" valign="top" width="104"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">5</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">.</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.05pt;" valign="top" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Ηλεκτρική Ισχύς</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.2pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" valign="top" width="104"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">6</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">.</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.05pt;" valign="top" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.2pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">KWh</span></b></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" valign="top" width="104"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">7</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">.</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.05pt;" valign="top" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.2pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Ωmm</span></b><b style="mso-bidi-font-weight: normal;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">2</span></sup></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"> </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">/</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"> m</span></b></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" valign="top" width="104"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">8</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">.</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.05pt;" valign="top" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Διατομή αγωγού</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.2pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" valign="top" width="104"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">9.</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.05pt;" valign="top" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Χωρητικότητα Πυκνωτή</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.2pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" valign="top" width="104"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">10.</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.05pt;" valign="top" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.2pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Hz</span></b></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 12; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" valign="top" width="104"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">1</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">1</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">.</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.05pt;" valign="top" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.2pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Β</span></b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="165"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
</tr>
</tbody></table>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<h4 class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: left; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Να υπολογίσετε την αντίσταση ενός χάλκινου σύρματος μήκους 1000 m και
διατομής 10 mm<sup>2</sup></span></b></span></h4>
<span style="background-color: #ead1dc;">
</span><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 76.3pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 146.3pt;" valign="top" width="244"><h2>
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-fareast-language: EN-US; mso-hansi-theme-font: minor-latin;"><span style="mso-spacerun: yes;"> </span><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">ΥΛΙΚΟ</span></span></span></h2>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.1pt;" valign="top" width="217"><h2 align="center" style="text-align: center;">
<span style="background-color: #ead1dc;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "Calibri","sans-serif";">ΕΙΔΙΚΗ ΑΝΤΙΣΤΑΣΗ Ωmm2 </span><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">/</span></span><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "Calibri","sans-serif";"> m</span></span></h2>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 146.3pt;" valign="top" width="244"><div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Αλουμίνιο</span></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.1pt;" valign="top" width="217"><div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">0,0303</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 146.3pt;" valign="top" width="244"><div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">χρυσός</span></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.1pt;" valign="top" width="217"><div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">0,023</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 146.3pt;" valign="top" width="244"><div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">χαλκός</span></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.1pt;" valign="top" width="217"><div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">0,0178</span></span></div>
</td>
</tr>
</tbody></table>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<h3 class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: left; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Συμπληρώστε με Σ (Σωστό) ή Λ (Λάθος) δίπλα σε κάθε πρόταση:</span></b></span></h3>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: left;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ένα ηλεκτρικό κύκλωμα
διαρρέεται από ηλεκτρικό ρεύμα όταν:</span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: left;">
<span style="background-color: #ead1dc;"><span style="mso-ignore: vglayout; position: relative; z-index: 23;"><span style="height: 22px; left: 0px; left: 287px; position: absolute; top: -1px; width: 65px;"></span></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Δεν έχει ηλεκτρική πηγή<span style="mso-spacerun: yes;"> </span></span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: left;">
<span style="background-color: #ead1dc;"><span style="height: 21px; left: 0px; margin-left: 287px; margin-top: 1px; mso-ignore: vglayout; position: absolute; width: 65px; z-index: 24;"></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ανοίξουμε τον διακόπτη </span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: left;">
<span style="background-color: #ead1dc;"><span style="height: 21px; left: 0px; margin-left: 287px; margin-top: 2px; mso-ignore: vglayout; position: absolute; width: 65px; z-index: 25;"></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Δεν έχει όργανα μετρήσεως </span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: left;">
<span style="background-color: #ead1dc;"><span style="height: 21px; left: 0px; margin-left: 287px; margin-top: 3px; mso-ignore: vglayout; position: absolute; width: 65px; z-index: 26;"></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Καεί η ασφάλεια </span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: left;">
<br /></div>
<br />
<h3 style="text-align: left;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Συμπληρώστε τα κενά με τις λέξεις που από τον παρακάτω πίνακα </span></b>
</span></h3>
<div style="text-align: left;">
</div>
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ο νόμος του <b style="mso-bidi-font-weight: normal;">Ohm</b> συνδέει την …………………..,<span style="mso-spacerun: yes;"> </span>με σύμβολο και μονάδα μέτρησης ………………….. το…………………..
με σύμβολο και μονάδα μέτρησης …………………..και την………………….. με σύμβολο και μονάδα
μέτρησης …………………..</span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-left: 36pt;">
<tbody>
<tr>
<td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 129.4pt;" valign="top" width="216"><div class="MsoHeader" style="text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">τάση</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; padding: 0cm 5.4pt; width: 128.75pt;" valign="top" width="215"><div class="MsoHeader" style="text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">R</span><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">σε Ohm (Ω)</span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; padding: 0cm 5.4pt; width: 131.95pt;" valign="top" width="220"><div class="MsoHeader" style="text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">I</span><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ampere (A)</span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 129.4pt;" valign="top" width="216"><div class="MsoHeader" style="text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ρεύμα</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 128.75pt;" valign="top" width="215"><div class="MsoHeader" style="text-align: justify;">
<span style="background-color: #ead1dc;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">U </span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">σε Volt (V)</span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 131.95pt;" valign="top" width="220"><div class="MsoHeader" style="text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">αντίσταση</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
</tr>
</tbody></table>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin; mso-no-proof: yes;">Κυκλώστε τις σωστές σχέσεις:</span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">α</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.<span style="mso-spacerun: yes;"> </span></span></b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">R= U/P<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">β</span></b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">. U=R▪I<span style="mso-tab-count: 2;"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">γ</span></b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">. I=U/I<span style="mso-tab-count: 2;"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">δ</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.</span></b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">R=U/I</span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<br /></div>
<h3 class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ένας ηλεκτρικός θερμοσίφωνας είναι συνδεδεμένος σε δίκτυο τάσης V=220V και
διαρρέεται από ρεύμα έντασης Ι=10A. Να βρεθεί η αντίσταση του θερμαντικού
στοιχείου του θερμοσίφωνα.</span></b></span></h3>
<span style="background-color: #ead1dc;">
</span><br />
<h3 class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: left;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></span><span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Κυκλώστε τη σωστή απάντηση:</span></b></span></h3>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Δύο ίσες αντιστάσεις
συνδέονται παράλληλα. Αν η τιμή κάθε αντίστασης είναι R η ισοδύναμη αντίσταση
είναι:</span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">α. </span></b><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2R <span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">β</b>. 4R<span style="mso-tab-count: 1;"> </span><b style="mso-bidi-font-weight: normal;">γ</b>. R/2<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">δ. </b>R</span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Δύο ίσες αντιστάσεις συνδέονται
σε σειρά . Αν η τιμή κάθε αντίστασης είναι R η ισοδύναμη αντίσταση είναι:</span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">α.</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2R <span style="mso-tab-count: 1;"> </span></span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-spacerun: yes;"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">β</span></b><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.</span><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4R<span style="mso-tab-count: 1;"> </span><b style="mso-bidi-font-weight: normal;">γ</b>.</span><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">R/2<span style="mso-tab-count: 1;"> </span></span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-spacerun: yes;"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">δ.</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">R</span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<br /></div>
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Ένας ηλεκτρικός θερμοσίφωνας είναι συνδεδεμένος σε δίκτυο τάσης V=220 V και
διαρρέεται από ρεύμα έντασης Ι= 14Α. Να ευρεθεί η αντίσταση R του θερμαντικού
στοιχείου του θερμοσίφωνα.</span></b></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> <span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Κατά τη διάρκεια των
καλοκαιρινών διακοπών, ξεχάστηκαν αναμμένοι σε ένα διαμέρισμα δύο λαμπτήρες
ισχύος 60W ο καθένας , επί 30 ημέρες . Αν η ηλεκτρική εταιρεία χρεώνει 0,07
ευρώ την kwh, πόσα ευρώ κόστισε η λειτουργία τους.</span></b><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<br /></div>
<span style="background-color: #ead1dc;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Στο παρακάτω κύκλωμα να
υπολογίσετε την συνολική αντίσταση του κυκλώματος, την ένταση που διαρρέει το
κύκλωμα και την τάση στα άκρα της κάθε αντίστασης.</span></b></span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: center; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><img alt="" 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/> </span></b><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></div>
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<div align="center" class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; text-align: center;">
<span style="background-color: #ead1dc;"><span style="color: black; font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin; mso-no-proof: yes; mso-themecolor: text1;"></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></div>
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<span style="background-color: #ead1dc;"><b></b></span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Στο τμήμα του κυκλώματος που φαίνεται στο σχήμα δίνονται R1=R2. Το
ρεύμα που διαρρέει την R2 είναι 0,3Α, ενώ το αμπερόμετρο δείχνει 0,8Α.
Πόσο είναι τα ρεύματα των άλλων δύο αντιστάσεων;</span></b></span></div>
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<div align="center" class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin; mso-no-proof: yes;"></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br /></span></b></span></div>
<span style="background-color: #ead1dc;"></span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-spacerun: yes;"> </span></span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Αντιστοιχείστε τα<span style="mso-spacerun: yes;"> </span>χρώματα αγωγών της
δεύτερης στήλης με τους αγωγούς της πρώτης στήλης:</span></b></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-left: 36pt;">
<tbody>
<tr>
<td style="padding: 0cm 5.4pt; width: 192pt;" valign="top" width="320"><div align="center" class="MsoHeader" style="text-align: center;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Φάση<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">▪</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 198.1pt;" valign="top" width="330"><div class="MsoHeader" style="margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: EL;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Καφέ<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 192pt;" valign="top" width="320"><div align="center" class="MsoHeader" style="text-align: center;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 198.1pt;" valign="top" width="330"><div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: EL;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Γαλάζιο</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 192pt;" valign="top" width="320"><div align="center" class="MsoHeader" style="text-align: center;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 198.1pt;" valign="top" width="330"><div class="MsoHeader" style="margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: EL;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Κίτρινο με πράσινη ρίγα</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 192pt;" valign="top" width="320"><div align="center" class="MsoHeader" style="text-align: center;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Ουδέτερος<span style="mso-spacerun: yes;">
</span></span><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">▪</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 198.1pt;" valign="top" width="330"><div class="MsoHeader" style="margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: EL;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Μαύρο</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 192pt;" valign="top" width="320"><div align="center" class="MsoHeader" style="text-align: center;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 198.1pt;" valign="top" width="330"><div class="MsoHeader" style="margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: EL;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Γκρι</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 192pt;" valign="top" width="320"><div align="center" class="MsoHeader" style="text-align: center;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Γείωση<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">▪</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 198.1pt;" valign="top" width="330"><div class="MsoHeader" style="margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: EL;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Κόκκινο</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
<div class="MsoHeader" style="text-align: justify;">
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<div class="MsoHeader" style="text-align: justify;">
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</td>
</tr>
</tbody></table>
<span style="background-color: #ead1dc;">
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<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">
<br /></div>
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<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Σε τι χρησιμεύουν οι διακόπτες και ποια είναι τα είδη τους ανάλογα με τη
λειτουργία τους;</span></b></span></div>
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<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify;">
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<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Τι είναι ασφάλεια, από ποια μέρη αποτελείται η ασφάλεια τήξης ;</span></b></span></div>
<span style="background-color: #ead1dc;">
</span><br />
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<span style="background-color: #ead1dc;">
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<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ποια στοιχεία περιλαμβάνει ο μονοφασικός γενικός πίνακας διανομής μιας
ηλεκτρικής εγκατάστασης και ποια είναι η χρήση τους;</span></b></span></div>
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<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Τι εννοούμε με τον όρο βραχυκύκλωμα; Να αναφέρετε πιθανές αιτίες που
μπορούν να προκαλέσουν βραχυκύκλωμα;</span></b>
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<br /></div>
<span style="background-color: #ead1dc;">
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<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ποιος είναι ο ρόλος του Διακόπτη Διαφυγής Έντασης (Δ.Δ.Ε) σε περίπτωση
διαρροής άνω των 30mA;</span></b></span></div>
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<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Τι συμβολίζουν τα παρακάτω ηλεκτρολογικά σύμβολα;</span></b></span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><img alt="" 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" /> </span></b><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin; mso-no-proof: yes;"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></b></span></div>
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<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Τι ονομάζεται φασική και τι πολική τάση σ’ ένα τριφασικό σύστημα, ποια
σχέση τις συνδέει και ποιες είναι οι τιμές τους στο δίκτυό μας;</span></b></span></div>
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<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ποιοι είναι οι φυσικοί μαγνήτες, ποιοι είναι οι τεχνητοί μαγνήτες και ποιοι
οι ηλεκρομαγνήτες;</span></b></span></div>
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<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Από ποιους παράγοντες εξαρτάται το πόσο ισχυρό είναι το μαγνητικό πεδίο
ενός ηλεκτρομαγνήτη; Να αναφέρετε μερικές εφαρμογές των ηλεκτρομαγνητικών.</span></b></span></div>
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</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> <span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ένας ηλεκτροκινητήρας χρησιμοποιείται για την κίνηση ενός τόρνου.<span style="mso-spacerun: yes;"> </span>Η ισχύς που απορροφά από το δίκτυο είναι 5KW.
Αν ο βαθμός απόδοσής του είναι η=0,8. Να υπολογίσετε την ισχύ που αποδίδει στον
τόρνο και την ισχύ των απωλειών του.</span></b></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Τι είναι ο μετασχηματιστής, από τι αποτελείται και ποιος είναι ο ρόλος του;</span></b></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoListParagraph">
<br /></div>
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Από ποια μέρη αποτελείται ένας ηλεκτροκινητήρας, ποια είναι τα ονομαστικά
μεγέθη του, ποια είναι τα σημαντικότερα προβλήματα στην εκκίνησή του, για
ποιους λόγους πρέπει να ψύχεται και πώς μπορούμε να αλλάξουμε τη φορά
περιστροφής του;</span></b></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Τι είναι ο ηλεκτρονόμος ή ρελέ (relay), από<span style="mso-spacerun: yes;">
</span>τι αποτελείται, πώς λειτουργεί και ποιος ο σκοπός της επαφής
αυτοσυγκράτησης;</span></b></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoListParagraph">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Κυκλώστε τη σωστή πρόταση:</span></b></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 72pt; text-align: justify; text-indent: -72pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span>i.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Όταν υπάρχει υπερφόρτιση του κινητήρα οι επαφές ισχύος (κύριες) του
θερμικού ανοίγουν διακόπτοντας τη λειτουργία του κινητήρα. Οι βοηθητικές
χρησιμοποιούνται μόνο για ενδεικτικά λαμπάκια.</span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 72pt; text-align: justify; text-indent: -72pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span>ii.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Κατά την πτώση του θερμικού μόνο οι βοηθητικές επαφές αλλάζουν κατάσταση.
Οι επαφές ισχύος είναι πάντα κλειστές.</span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 72pt; text-align: justify; text-indent: -72pt;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span>iii.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Κατά την πτώση του θερμικού αλλάζουν κατάσταση και οι βοηθητικές επαφές
αλλά και οι κύριες ώστε να έχουμε καλύτερη προστασία του κινητήρα.</span></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 72pt; text-align: justify;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-spacerun: yes;"></span>Να συμπληρώσετε τα ζεύγη των αριθμών
που αντιστοιχούν στις επαφές του ηλεκτρονόμου:</span></b></span></div>
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: center; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAT4AAAC8CAIAAABuVVUAAAAgAElEQVR4nO29aVxTx/v+P9al2tr6dakbrVgtLnWp4lIFtGpFRHBXVFCUTUH2AEkAkV1ZBNyggoooIq5UBREUBAGtWBAEBVcWUWRfQ0gIyfwezN/88wEFyZmDps71oK8Sk+s+M2feM+fMmXMPgERERDIo8KkPgIiISBoRdImIZFIEXSIimRRBl4hIJkXQJSKSSRF0iYhkUgRdIiKZFEGXiEgmRdAlIpJJEXSJiGRSBF0iIpkUQZeISCZF0CUikkkRdImIZFL/H7oiIiIiGRFBl4hIJkXQJSKSSRF0iYhkUgRdIiKZFEGXiEgmRdAlIpJJEXSJiGRSBF0iIpkUQZeISCZF0CUikkkRdImIZFIEXSIimRRBl4hIJkXQJSKSSdGFLnynD/0TxlgU1cGh4vWnLwpsJzqitIn1oegYQ7Q3pC8K8sRekx2bU/FHP8eMLoTwxYsXKSkpJSUl7f+poKDg33//FQqFuMJREYSwubk5PT399evXNPnzeLxHjx4lJCTk5eVxuVw6uKqoqLh161ZSUlJycnJCQsLTp0+xhxCLz+dnZGQUFhaiPyGEHA4nIyPj1q1bz58/FwgEFAsIIRQKhXl5eQkJCQUFBUKhUNKQy+Xev3+/fbuSIgqE8O3bt6mpqXfv3i0vL0ef19fX3759+9atW6gmHz58SLGhCgSCrKysZ8+eiUSihw8fJiQkJL9TQkJCZmYmxSLgRBdCKBAI9PT0vv32W0dHR0lnCGFjY+PWrVunT59O/RxjOVQIYVJS0k8//RQcHIz3eJB5bW1tSEjIrFmzAADKysohISF1dXV4e0kIYWRk5Ndff92zZ8+ePXsCAExMTPD2xZKx0tPTf/nlF09PT/RnYWGhn5/f2LFje/TooaamFh0dzefzpQ4NIayrqztz5oySkhIAYOXKlTExMTweTzxG3bp1a9SoUYGBgVQKiH549+5dfX39/v37DxkyxMzMLCsrC0KYlpY2YMAAcU0uW7ZM6oaKjjA3N3fKlCkWFhYQQg0NDQAAMu/Tp0+fPn2UlJTa9E1d9ceGLvIpLS397bffAABqamocDkfy8iAyMnLw4MHy8vKidzX4qYSOp6SkZNu2bQAA1Bqw+1+9enXkyJEKCgpTpkyZMGHCL7/8EhkZiR3dAwcO9O7dW0FBYdKkSQoKCi4uLjShW11dbWpqCgBAIUQikbe399ChQydMmDBlypQxY8bMmTPn7t27VNrijRs3xo4d+8svv0yZMmXUqFFKSko5OTniQXLr1q0AgEOHDlFEt7q6evXq1QMHDpw8efKUKVPk5OS2bt3K4XBiYmL69u07evToyZMnKygobN++vbW1VeritLa2urm5AQAMDQ0hhDt27EDnaOrUqXJycgCApUuXiqQFgRZ0L168OHPmzJ07d86aNSstLQ19WFVVFRgYqKSk1K9fv3Hjxkl9xLgEIUxJSdm2bdtPP/0EADhy5Ah2dIVC4cmTJzds2PDkyROhUJidnT1w4EBNTU2MXKEojo6OS5curaiogBA2NzfzeDws5m0CPXz40MzM7OeffwYAeHh4QAhbWlpcXFyMjY3LysoghHFxcQAAZ2dn6QoIIRQIBLt3754wYUJubm5TU9OVK1eGDx+ORvh///3XyMgInaygoCCK6BYWFuro6AQFBfH5fKFQuHPnzj59+mRnZ4eHh8+ZMyc/Px9CyOPxmpubpQ4BIXzw4MHEiRMBANu3b0enpqGhgcPhcDic3bt3S9IhdQic6La2tm7ZsmXt2rVZWVlKSkpOTk7I/NatWwoKCt7e3nPmzPnkoy46JB0dHXV19b179wIA/vrrLzqOB51+Pp///PnzkJCQ6dOnU7zYayMIIZfLNTMzW7NmTWZmZmZmZkNDA/YhFxkymUwVFZWAgADxqCvuKbhcbm5urpeX17Rp0+Li4qigGxgYaGdnhxwKCwt/+OEHIyMjNGSpqqr6+PhgGXVbW1ubmpoEAkFVVVVKSoqWltbKlSvLysoCAgIWLFiQlpZ2//79qqoqKlw1NTU5OTmpqan16NEDjbpiPXz4cPHixeHh4RRLgRndyspKdXV1V1dXDodjaGior6/f0tICIXzy5ElERMTbt2/nz5//448/ij4DdM+fP5+dnR0dHU0fuuJTtWDBgn79+m3YsOHVq1cYA0EIa2pqtm3bpqCgMHHixIEDB7q6uj558gQvvcgtOjr67t27KSkpkkMr0vXr18eOHduvXz8HB4f6+noqoevr66urq5Ftamrq+PHjQ0NDIYSXLl3KzMy8du0adXTFJeLz+Xv37u3fv//o0aMvXrwoEAh27do1evTo6dOn9+/f38rK6sGDB1J3QwkJCUuXLg0ICOjXr5+enp5kdTk5OS1evLikpIR6EXCim5aWNnv27NjYWAjh8ePHVVVVnz17hvo5kUgkFAqVlZU/ObpIaAbi+vXr9KErelcn8+fPHzRo0OrVqwsKCvBCVVpaqqWlNXDgwDFjxowePXr48OFbt25tbGzEXhzUBd+9e7fNVTGE8OzZswoKCgMGDLC1ta2pqaHeItGoZW1tvXDhwqdPn0IIUXR0TU4dXdG7SVM2my0nJzd69OjIyEgul2tlZfX999///PPPY8aMGTFixNKlS0tLS7saCB2tgYGBhYVFTk5O3759JdGtqKhYunSpra0tlt4HD7rIxNHRUU5O7sKFC1lZWadOnfr5559DQkLEx93S0vL5oIsOCXXktI66AoGAz+dfuXJFQUEB3blh9K+qqjpw4EBISEhNTQ2Xy921a9dPP/108+ZN7MVBZUlLS2s/6goEgsbGxpCQkFGjRl26dIk6VJWVlc7OztOnT//7778lA8XGxmIcdVGDLC0t3bRpk4qKyvPnzyMiIvz9/V+/fs3n84OCgkaOHBkWFiYFuleuXFm+fPmzZ89qamp69uwpecF88+ZNeXn5EydOfF7otrS0oAnbAQMGDB069PvvvwcAuLq6omm6zw1ddAw0oQshFAqF1dXVaPYIQlhWViYnJ/fnn39iqW1xFB6Pl5OTgwZzcXH27dtHU08kia5QKCwvL0fDLIQwNzcXAMBms6kUEDWSAwcOTJgwwc/Pr6mpSWyFC10IIZfLLS0tRY/ZIYQuLi49evT4559/Xr16lZeXhz7Mycnp3bv3jh07uhQIdaYbN25cs2ZNXl5eYmLiV199tXz5cnQfASH09/efMWMGuhSX7vjFgXCiW1BQoKSkNHjw4KFDh6L/fvfdd2vXrhU33y8KXYFAcPz4cUdHR/Sos7q6euTIkaqqqnjRra6uNjAwcHd3R7ZxcXE9evTw8/PrBnSbm5vd3d0PHDiAQufn5wMA7O3tpS4g+uGNGzdmzJjBYDDQHQ0d6Obn55uZmSUnJyMfNze3Xr16paam7tmzx9jYGH2Yl5fXq1cv9GeXzO/evdu3b98ePXoMHjx4wIABAIDevXsfPXoUdXZWVlarV69Gc2DSHb84EB50kUN4ePi4ceNSUlJ4PB6Hw+HxeMeOHZOXl09MTPwC0RUKhaGhoRMmTDh+/Hhubq6/v//UqVMvXryIMRCEsL6+3tDQcM6cOcnJyTk5OQYGBgsXLkSPN3BFkQwniW5rayuTyZw2bVp0dHROTg6TyZw9e3ZmZiYVqJ4/f66oqDh//vyUlJT8/PwHDx4UFxeL/xUXusXFxX/++eeGDRsyMzNTU1NVVVUNDAxqa2vd3d1//fXXy5cv5+bm2tvbz5o1KzU1tavoZmZmzpw5c8KECQoKCvLy8gCAb7/99vTp0xDCxsbGVatWGRsbS70SQzIQNnSFQqGTk9OiRYvKy8vhOz148GDGjBkIDITu7Nmzhw0bJvps0EUzzNiXZIjeLQjduHHjjz/+OGLEiDFjxpiYmEgx7dFxCKFQePPmzXnz5g0dOnTYsGFTp049fPgwmtTBFUUyXGpqKgBg165d6IQmJyerq6sPHz58+PDhv/zyi7e3t9QzZKgvCAwMROuNkOfgwYPFwyCEMCYmBgCwf/9+iugKBIKgoKCJEycOHTp0xIgRysrK0dHRiLply5ah0OPHj3dxcZGiOM3Nza9evSosLHz9+jXq6VasWIEuzktLS3/++WdLS0tcgyUedBsbG42NjS0sLMRrxyCEtbW12traTk5Oone3MZqamtOmTaPe62ARhPDmzZvfffedFLMRH2MuFAozMzPXrVvXp08fU1PTvLw8Ee4+C0LI4/EuXrw4YcKEgQMHBgYGotsTjCEkY6Wnpw8aNMjHxwe1GS6Xm5KSoqys/N133+3evRutzZDanMPhMBiMIUOGDBo0aMCAAd9//32fPn0kp2cTEhK+//77Y8eOUWyx8N303vDhwydPnvz3338jRAUCQWJiorKycr9+/VxcXIqLi6WIAiVUVlY2YsQIBoOB/nzx4sUPP/yAZbkbNnRFIlFra2ttbW2bXgpCWF9fX1dXJ/6ktra2qqqKYiyM4vF4ZWVlXC6XDnNUsU1NTWVlZeK1uDRFqampqayspLtP5PP55eXlHA5HMnR9fX1FRQX1oV4oFNbW1lZIqKysrL6+XvwFHo9XXl6O5WShjrWqqqq2tlZ8XsTFKS8vx7LMXiAQVFRUNDQ0oD9bWlrKysoaGxupHj1NCyE7/pCm5iu1xB0k3f7dFoWmEG0C0RQavk8dRMcVq+MPqYd475/Uncmr9kREMiaCLhGRTIqgS0QkkyLoEhHJpAi6REQyKdrRxTslSEREhEQjusizsbGxtLT0M1mAQUT0nxFd6CLD+vp6X19fJSWljIyM5ubmz5leuq8OZN3/E4Ym/h3Y4ke3tbU1NTV17ty5Xl5eGRkZq1evNjQ0RNkPMEbBqLq6urKyMoFAQJN/fX19WVlZS0sLTf4NDQ2lpaV8Pp8m/w7E4XBKS0vpSIiFxOVy37x5Q9NyN5FI1Nzc/ObNm6amJpr8eTzemzdvxOvPcIkWdCGEr1+/NjU1jYqKQotas7KyfH190cJXXFFwCZXdxcVl/vz56MUJOvz37ds3d+7cFy9e0FEDEMLAwMAZM2bk5uZ2cw1DCM+fPz9jxgypE0F26n/t2rVp06bduHGDJv/ExETxO/10+N+5c2f69Olnzpyh48IWP7pPnjxZu3ateD0zhPDSpUviV0BwBcIidEgbN24EAFBMF9SBv7GxMQDg4cOHNLUPGxsbAMCdO3e6s3pR0VCiuZiYGJqKduLECQAAemmODv+zZ8/S9OqYSOLVNF9f388dXQhhS0uLsbHx7du3UT4q9GFDQ4Orqyt64RhLIFxCZdfV1e3Xr9/r169pQtfc3LxXr140jYoQQjabDQD4559/uh/dQ4cOAQCuX79OU9FOnToFAMCbv1rS/8KFCwAA7Dn0xf7oHeOAgADZQFdLSys7O1vsifzd3d1pyt5ARQRdKnEJup36ywy6yDQmJobJZIpnlSGEd+/etbKyku4FSFpF0KUSl6Dbqb+MoVtcXLxu3brnz5+jhHIcDufYsWNWVlZ4A2ERQZdKXIJup/4yhq5AILh48eKSJUvCw8Pr6uoMDQ0NDAxoSphEUQRdKnEJup36yxK6yLeuru7y5cu2trbLli0LDAxEDw8IugTdroYg6H7ImRZ0xdbW1tYAgMePH3+G0CIRdKnEJeh26i976CJ3BoMBAKCS4JNuEXSpxCXodupP0KVLBF0qcQm6nfoTdOkSQZdKXIJup/4EXbpE0KUSl6DbqT9Bly4RdKnEJeh26k/QpUsEXSpxCbqd+hN06RJBl0pcgm6n/gRdukTQpRKXoNupP0GXLhF0qcQl6HbqT9ClSwRdKnEJup36E3TpEkGXSlyCbqf+BF26JEa3b9++b968oQ/dnj17Pnr0iFZ07927R9Dtqj9B9/3usoKutrY2AACllaOjinfu3AkAQK890uHPZDIBAPfv36fpVHYQGqEbHx9PU9HCw8MBAGfPnqXJ/+LFi2J06fCPi4sTo4vR/0tHF0KYk5OzZcuWPXv2HDlyxMDAICgoCGNtQAjz8vJ0dXVdXV1DQkIMDQ1RejGM/i9evNDX13dycgoNDd2xY4eXlxdKb4DFv+PQ1dXVO3bsYLPZoaGh5ubmLBYLy3bSYv+qqipLS0sbG5uTJ09aW1vb2NhwOByM/nV1dSwWy9LSMiwszNbW1tLSsqKiAqM/j8dzcnIyMzMLCwtjs9nGxsYY78i+aHQhhK9evXJxcXF3d0fj4eHDh62trXFd+0EIKysrXVxcXFxcUKauY8eO2draXr58GUuFQwgbGhrc3NwcHBzQeHvq1Ck7Ozs6Bqj2oZubm/39/R0dHRMTEyGE58+fZzKZoaGhuIomEon8/f1ZLNa1a9cghFevXmWz2cHBwS0tLbj8jxw5wmQy0emIj49ns9kHDhzg8/m4/MPCwphM5vnz5yGESUlJ9vb2Xl5eWI5fRNC9d+/eqlWroIT8/PxYLBau9pefn6+uri7pf/r0aSMjI1z+ZWVlqqqqdXV1Yv8LFy7o6+t3A7oNDQ2qqqoozzbSP//8s3LlSlxFgxCqqamh2QGk7OzslStX4kIXQrh27Vo0O4CUn5+/YsUKLpeLy3/Tpk1JSUli/5KSksWLF/N4PIIuJUEIa2tr3d3dUaeIDg9C+OzZM3t7+9TUVIoHDCFsbGz08vKKiIgQb7kEISwuLmaz2bdu3aLuz+fz/fz8wsLCxAMFhPDVq1eOjo5xcXH0VTiEUCgUBgcH79+/XzJzYHV1tZub28WLFyk2J/TzEydOBAQE1NfXi/3r6uq8vLyoJ2RG/mfOnNmzZ09NTY3Yv6Ghwc/PD+Ubph7i0qVLrq6ulZWVYv+mpqagoKCgoCDRu2GZei19oei+evVq5cqVbXY8gBCy2exDhw5RP3llZWXLly9vc3sDIXRzc6OeUBs1hWXLlhUWFrbx9/X1dXZ2phXdlpaWDRs2tMnYDiEMDw83MzPDgu769euTk5Pb+EdFRVG/ZkE/NzAwOHfuXBv/uLi4TZs2YUHXysrq2LFjbfyzs7NXrFiBJiOwlOJj0YVdF8rK/+DBAyl+S7H6Oi1LQ0ODv78/ql/4rhfMysqyt7fPyspqH71LxwMhbGpqCgwMbNPL5ufn29nZoVtTiv4CgeDo0aMHDx6UHHWfPXvGZrPT0tIo+nccWigURkZGenp6ii8vIYTl5eUODg5oh5E2sbpaNAjh33//7eHhUVtbK24MVVVVzs7OV65coVgQ5BYTE+Ps7Cx5wV9TU+Ph4SF5FUYlxM2bNx0dHcUdN4SQw+H4+PhERESI3vXs4lhShEO/oh1dNEkjnaSouI8vfHp6ept73X379rHZ7PahpTgYCOGTJ0+WLVsm2cueOnVq+/btuPzLy8tVVVXRPmxI586dMzAwwOLfcejGxkZVVVX0JBwpLS1NXJntv9+l6Oj7S5cuzcnJEftnZmauWrWK4iS25LnW0tKSvNfNzc1duXIlli0pkaG2tnZCQoLYv6ioSFVVFfWzEMK8vLyJEyfq6emhiwspzj78GHQhhAKB4Pjx4+bm5rYfLTabraioCADYsmULm83+yJ+wWCxbW1srKytnZ+eGhgb66IUQlpWVeXt7m5ubP3jwQCgUOjs7W1hYtB+yUL1HRkaKujKAQAjr6up8fX3NzMyQp5eXl7m5ObrRlfSBEL558yYyMrJL05sQQi6X6+fnt2PHDuQZEBBgbm4eGxvb3r+srCwyMrKpqQlLfUII+Xz+sWPHTExM0EZbwcHBJiYmly5dah+aw+GEh4eL7yo/0l8kEoWGhlpZWTEYjJSUlLNnz+7cufPMmTMY0UWz4iwWi81m29jYMBiM0NBQLM+3kENUVJSpqSl6YnzlypUdO3YEBgaK+3EOh2NrawsAmDFjhrOzc1efS3UBXS6Xq6GhoaOjY29vz/po2dvbOzo6IiA7/ebu3bsBAN988429vb2VldWkSZOKioroQ1f07grT2tra2trawsLCysoqIiKifW1ACLOysjQ0NLq6xzeEsKCgwMbGxsrKysLCwtzcXPL6XPJr+fn5y5YtE2+w9vH+JSUl6OEkCvHepQUQwsLCQg0NjaqqKlz1CSFsaGhwdHS0tra2srKytLT09vYWtevaIIQ8Hm/x4sUvX77satE4HM6OHTsAAH/++eeuXbv27t1LZUhER3L8+HEXFxc3N7c9e/Y4ODgMGTIEAAAAWLRo0b59+9BcvXT+7cMJBIKAgAALCwsGg2FlZeXk5CSetRK966+dnJymTZsGAEDXF13y/1h0Gxsb0YYGkDZduHDB3Nz85MmT6M+1a9d2Q9Z1FOvcuXNsNhtN3LePiAbPkydPSu0fHR1tZ2eHRp72/s3NzQEBAUePHpVig1xkGB8fz2Aw3r59+17/1tbWwMDAQ4cO4d2lFsVKT09nMBgFBQXvDQ0hPHXqlI+PT21trRT+ZWVla9asAQCgKSUqjQFCWF9fP27cOPA+iVud1P7vjQghLCgoYDAY781Djj5hMpnLly+vqKiQwvxj0V2/fj1aQI9LIokLmNjYWBsbGzE8HA5nzZo1T548wVubHVfEe2Oh2ldTU6PysL5j/+rq6iVLllDZOrxjfz6fr66uTt/uvh2EFolEmpqaUu9OCiGMiorCsoYZQsjj8Y4ePerk5OTyTl5eXlpaWgAA+vag7Lh+IIQMBgPdaEhh22V0u3bsnR1BVVUVk8m0srISXzN0P7odHJ5QKDx16pSXlxeuh+lt/EUi0fnz5z09Pem4sUdn9sqVK25ubhhX+X189MTERAcHB6nf64C4Xz9oP35cunSJvtcPOj2Y7OxsFov13icanf72k6GLgjY0NPj4+Ojp6d28eVNyKP580BWJRGvXrk1PT6dvyNLS0rp9+zZ9/hs3bkRzV9j9Ow1tbm5+4sQJKlcT/210Dx8+LN3qvU+MrlAoPHjwoLe3d5sD+KzQjYmJcXJyQg8A6fBPSEigMi516p+amspisbp/e1QIYWZmJpPJ7OoETBsTmX7pr+PQhYWFjo6O0i2t+zToonDp6eksFsvDw6P9tOdnha6JicmpU6doOgwIoZ2dHX0vi0IInZyc9u/f/0mGlMDAwPc+JO+SyX8Y3Zs3b+ro6EhXP/+Dbge/x45uUVERg8EwMDBAM5Ptv/A5oAshfPz4MZPJzMjIoKndPH/+nMlkoulHOvxfvnzJYrFouhrvOHRpaenu3bujo6MJuu+NW19f7+fnJ/W7Vt2NLopSVVXFYDDQirb3un0O6IqHLC8vL/qG3IMHD9rZ2VFp3B37h4aGUl9ULF3o6OhoqYcUSZ//KrqPHz/W1NSUegVIt6KLQly6dInFYnX8fsZngm5RUZGDgwNay0aH/5s3b1xdXWNiYuhAC0JYWVnp4eHRfoUT3YIQ1tXVobeaCLrvDSoQCE6cOOHj4yMz6KakpGzZssXGxqbjTA4I3bVr10quDu9+xcfH29ra0uefmppqYmJCn39ubq6enh59/h2opKRky5YtWKzQc13xhTd2Xb9+HQCA3iXsTuno6FAfCGlHF5lnZWWZm5uLF5R3/P3m5mYNDQ1ra2s/P799n0L79+/X09ObPXt2QEAAHcewf//+7du3//bbbzT5BwQEWFlZTZ482d/fv5vrMCAgwN7efuLEiV5eXhRD+/n5obRhmzdv9vf3x3WEkv66uroAgPXr13dbLfn7+3t6es6dO5fKRWV3oAshbGpq+uuvvywsLNqvvP/QT3g83tKlS5csWbJt27Yt3S59ff01a9YMHz5869atdByAnp7emjVrRowYoa2tTYf/tm3b1q9fP3z4cG1t7a1bt2L370Ao3IgRI1avXq2np0fRzdDQUEVFBQAwb948AwMDHAfY1v+PP/4AAMyZM8fIyAi7f3vp6uoaGRkNHz58w4YN6JXGLtEkyQi96CLbU6dOrVu3LiQk5GO4FUlcMKPXHT+JIiMjAwMD6fM/d+4cemZDk65evYom2Lpft2/fdnd3RyngqOv8+fMAAPR+Eh2KiYmRXMPcDXr69Km1tbUUK6jak0UXuhDCzMxMb29vFov1oZX3H/ohl8vV1NR0dnY+9im0f//+adOm+fn5HTt27OjRo9j9g4ODFRUVXV1dafIPCQn5/fffHR0dafLvWCoqKpaWlrhCGxgYAAC2b99O3eq9MjExQe+l0uTfXmpqasePH6fCrYhWdCGEL1++NDU11dLSEg+eH39Y6IJ53rx5Wlpaa7tX69evX7169dChQzU0NNavX4/df926dRs2bBg2bJiqquqGDRvo8NfS0pKTk1u4cCEd/h2H1tbWHjVqlJKSEpbQ2tras2bNAgDMnj1706ZN1A3b+8+ZMwcAoKioqK2tjd2/jdatW7dx48bRo0dTf9uBLnQhhE1NTbt3746MjJRi+hu+eziUk5PT0tLC60bx+Xw+n3/9+nUGg1FZWcnn8+nwT05OtrGxKSwspKN0fD4/LS2NwWDk5+d3f+1lZ2dbW1tnZmZiCS0QCEJDQwEA4eHhAoGAumF7/8jISABAYGAgHf5txOfzCwoKbG1t0Yr9LkHRnhH86EII4+LiXFxc9u3b16nzhxwQuug9te6XoaGhOMcSHdLX1xc/zqVD1tbW3XnzJilXV1e89/AREREAAMk0TniFHj4de5cCgW6dPXvW0tJS9O7NFqmF3LChi0zu3bu3YsUKa2vrjj07PqxPtSQDQvjgwQMGg/Hs2TM6QkMIHz16ZGlpSVMWAQjhkydPbG1taVq82XHowsJCFouFcREL/G8tyaitrfX09KSej1aEF13k8PTpU0tLy4yMDKFQSOWwPiG6jo6OBw8epCkuhNDT05N6MtcO/P39/V1cXLq53lDoiIgICwsLEeUhRdLzP4MuhDA7O3v16tW4NliAWN4cghDy+fzo6Gg2m009HeanQhdC+PbtW/FmGXT4V1ZW2tvbU89I+iH/6upqJycntHcJdv+OQ6NXr/Huu/VfQpfH4505cwalyP5c0IUQtra2RkRE/PHHH2jWm2JgpScAABm+SURBVPp1/KdC98CBA0wmE2Pja+MfGRlpaGhIn39UVFQ3bFzy3tDp6emrV6/GG/o/gy6EsKSkRE1NDdeOZxjQRb+NjY1ls9llZWUiHBdLnwRd+C6Jdnh4OE2tpKGhISAggI79IEXvVo8ePHgQbd3QzV0ej8c7deqUp6cnQfe9UUQiUVxcnDj7GhZPSuhCCMvKyq5cuYKeB+A6bZ8K3dTUVF1dXSy3Iu/1z8zMXLduHa6T196/qKho1apVXcp4jCt0eXn5ypUrUUpKvM7/GXR1dXXR7mG4PKVHF0JYV1fn6ur6559/4t1P/ZOgy+Vyjx49unfvXpqGrObm5vDw8F27dtHk39LScvnyZTab3T3760pKKBTeuHHD0tISe6/0n0E3OzvbzMys4H2JJaT2lBJdCKFAIPjrr7/8/f1RYmuZRhdCWFxcvPbda4Z0+L9582b9+vU0JYVHV/urVq2iO+n8e0O3tLRs3ryZjlwf/xl0LSws0NvLGD27gK6WllZhYSH6ckFBwfnz58VjFB3S0tLqhhTqonfXMwkJCdbW1jRtlQIhvH37toWFBZVkyx37379/39jYmCb/jkM/fvzY1NT06dOnBN33hqisrGQwGHhzNnQBXQ6Hs3Tp0kOHDsXHx8fHx8+cObN3794nTpxITEyM+4CuX7+elJR0586dGzduXL9+/UNfa6/4+PioqKjff/+dpnUR7UsnFAp1dHSkzvTdqT+EUF9f//bt29jNxf6mpqa0bqvbQXQmkynd1hAfYy7T6KJTc+DAAS8vLyorHT7k/FHotrS02NnZzZ07d/HixYsXL54/f/78+fOXLFmy+MNSV1cfPXp0z549f//9dzU1tQ6+2V5//PGHpqYmxj1yOq6CjIyMOXPmvHr1io5xA0L49OlTJSUltOMhHf7Pnj1TUVGhKT1dx6HLy8sXL14cFRVFU9FOnz4tXghJhz9aCIllR+z3hmhoaFi/fr14UTBG549CF6muru7tO1VUVFRUVJSVlb39sKqqqrZv3w4AuHHjRmVlZQfffK8qKytbW1txFfVD5edwOAkJCQwGY+HChefOncN71Qch5HK5SUlJDg4Of/zxx4kTJx4/fozXv7m5+c6dO05OTkpKSiEhIY8ePaKjCb43NIQwNTXVz89PSUnp4MGD//77L8bQyCc9Pd3b21tRUdHX1xdtSozRH0KYmZnp5+c3Y8YMd3f3+/fvd3U7uE79s7KygoOD586du3v37n/++QfjDGLX0IVdl52dHQCAyk5FWMr5ITU1NZ07d05FReXs2bOlpaXq6urGxsYYn3A0NzdHRUWpqKgcP368oqJi9erVurq6GLOlt7S0xMTEKCsrHz58uLq6WltbW0dHh45rh/YSCATp6enKysqurq5VVVUmJibq6upd3c6vY6Wnpy9atMje3r62ttbW1nbJkiW5ubkYLzuzs7PV1dWtrKxqa2t37969aNGie/fuYRwtnj17tnLlSiMjo6qqKi8vL2Vl5aSkJFz+XUNXCncGgwEAQI98sftTFITw3r1769evl5wh9/HxwfX8BkKYl5e3cuVKtPUjUmhoqKmpKS7/0tJSTU1NxCpSRESEOFUdRf+OQ9fW1i5fvlxy58fExMQNGzbgKhqEcOXKlWi/GKQ7d+5s2LABy/Mn5KCtrS3OuAQh/Pfff9evX49ltRMy3Lp1q3ivY9QYNDQ0MG5x/IWiCyEUCoWXLl2STIMMIbx48SKbzaa+zyryj4uLk3zDC7VvCwsLyX1WpfaHEKalpZmamop35YXv5rGxL41oH/rBgweGhobi7EqoaRoZGVEf85H/8+fPjYyMxM+6IIQvXrzYsWMHlocOyM3ExETsBiEsLi42MTGhss2KpH9RUdHOnTvFsxsQwoqKiu3bt6OpUFy9wxeK7ps3b3R0dNC4If5cIBCw2WyUk56if2Vlpba2dl5enqRVa2uri4tLUFAQdX8ul7tp06Y2Ta21tdXLy4u+N5NE7+YsjYyM4uPjJaMIhcJjx445ODhQbE7o50ZGRteuXWvzT2fOnGEwGFj8GQzGyZMn21x+//3338bGxtRxgBA6OTkFBQW18U9NTd2yZQuWO94vGt2KigoTExM0+SH+vKamhs1mS7HfaXv/mpqanTt33rlzR9Kqvr7eyckpIiKCuj+PxzM1NU1OTpa8fWpoaPDw8KBvt1jRu9U4LBbrwoULkqGbm5sPHTpEfSoV/dzBwSEyMpLH44k/5/F4R48e9fDwwOLv4eFx5MiR5uZm8ed8Pv/06dPUux4Uwt/fPyAgoKmpSfyhQCCIiYmxtrbGMhn25aIrEokghPHx8ZLv8UAIw8LCWCyW1Dnp2/jfvXtXV1dX0j86OtrExATXDdujR4+0tbXFt2eoRMbGxrhuqDoIXVBQoKWlJV4vDSHMycnR0dGpr6/HUrTq6uoNGzaI570ghE+fPt28eTOWewHkv3XrVsktnQsKCjZv3oxlkg9CWFtbq6enJx4YIITl5eUbNmwoKSnBcmq+dHSzsrK2bt2am5vL5XLRyZPMy0Pd//nz55s3b87MzES3o69fv/b393dycsLlX15erq2tnZycjBaBvXnz5tChQ46OjjSdUMnQ9fX1urq6N2/eRM/e3759e/r0aYwzcBDCbdu2Xbp0Ce3oXVFRceHChZ07d2KcpjI1NY2IiCgvL0ckR0VFGRkZYen1kAODwQgLC0NLa2tqamJjY3V0dNCcKEV/0ReOrkgkam1tTUhImDt3bkhISFZW1sKFC21sbHBVLvK/ffu2kpLS/v37c3Jy1NXVt2/fjroJLP5CofDevXsqKip79+59/Pjx6tWrDQwMxLNWdOvly5fKyspMJvPRo0e6urorVqzAMuQiQQhfvnypqqpqZmaWm5trbGy8bNmyt2/fYjFH/iUlJStWrDAyMsrNzbW2tlZVVX3+/DlG/6qqqvXr12/evDk3N9fe3n7evHk5OTkY/b9odCGEAoGguLhYX19/1KhR9+/fpz633Ma/tbX19evX5ubmI0eOTEhIoJLw/kP+5eXlTCbzhx9+iI6ORv7dUNsoytu3b319fYcMGRIZGYmmzTGiiwbboKCgQYMGhYSEoOEXr391dfXx48cHDx4cEBBQVVUlejdgYvSPiIgYPHjw3r17KyoqsC/5+HLRFb2rgi1btvTq1QtdO9Hhb2ZmBgCg420K5M9mswEAaD0TXv9OQx8+fBgtmKOpaGgh5Llz52hqopcuXQIAfPzWHF31j4+PBwCIs2RidCboQgihrq5uv379UKp3OvzNzc179eqFZWPx94ZA6P7zzz/dj+6hQ4cAANevX6epaLL++kFsbCwAICAgAK8/QZegSykuQbdTf4IuXSLoUolL0O3Un6BLlwi6VOISdDv1J+jSJYIulbgE3U79Cbp0iaBLJS5Bt1N/gi5dIuhSiUvQ7dSfoEuXCLpU4hJ0O/WXPXSRJ0I3KyuLoEvQlS4EQfdDzrSgiwxbWlosLS179+6dkpKCcQkYXhF0qcQl6HbqL2PoCoXCtLQ0FRUVPz+/J0+erFq1SjKjwmclgi6VuATdTv1lCV0IYUlJibGx8dWrV9GS9EePHvn6+tK3JwgVEXSpxCXoduovY+jm5uZu3LhRMmfS5cuXuyHdmRQi6FKJS9Dt1F9m0IUQtrS07Ny589atW+LsJxDC+vp6FxeXEydOEHTx+osIutT8Cbr/v2NLS8vGjRslM/2j//Hw8PD39yfo4vUXEXSp+RN0/8cxNjaWyWSKc4VACNPS0qytrXEl5sEogi6VuATdTv1lBl1kWlBQsGbNmuLiYvQnn88PCwszNzfHGwiLCLpU4hJ0O/WXMXTRNs0LFy5EG3bo6urq6+u3yXj8mQiVXUdHp1evXvShu3PnTgAAlvTc7w2BNoj5JNuFHThwAACA0vzTESIsLAwAQD397Yf8z507BwD466+/aPK/du0aAMDPz08G0EW+DQ0NsbGxbDZbU1MzODgY715SGIWOysDAYNCgQRh3A2rjz2AwvvvuO7SXF15/FMLJyalPnz5omw/s/h3EhRD+9ddfffr0oSPBDQoRERHRq1cvOnb6Q/5RUVG9evU6fvw4Tf5xcXG9evU6dOiQbKArtn78+PGFCxcw5kCkSQ8fPoyPj+dyuTT5P378+Pr16/X19TT5P3nyJDo6uqamhib/DlRUVBQdHV1RUUGT/+vXry9fvvzmzRua/N++fXvlypVXr17R5F9RUXHlypXCwkK8tjSiKxngM+dWRP9xyrr/JwxN/DuwpRFdIiIiOkTQJSKSSRF0iYhkUgRdIiKZFEGXiEgmRdAlIpJJEXSJiGRSBF0iIpkUfnQ/9AAaSghLICKiL1m0jLqtra1CobBNGJFIJBAIUHK5z4fe7uxQ6I7SbWX5UAg6Qr+3ULhK+iEfvDUp6QP/V9RtsaELIczIyDAzM9u/f7/ky7r19fVnz57dunWrv7+/+E1A6uEoCmM9fnw4Ws27oSwfCkFH6A8VCktJO6ixLw5dZOLp6QkAkJeXR9tAI27t7Ox++uknAEC/fv02btz49OnTT44uhFAoFCYlJRkZGe3Zs6ewsJC+Ro+cL1y44Onp2dDQgD0KhJDL5cbExNjY2ISFhb19+5a+gtTU1Li7u1+9erUNS83NzUeOHEGvzuFq8S0tLXFxcUZGRv7+/ihJA9Lz588dHR1NTU3T09NbW1ulCIfMExMTzczM7Ozs0tLS+Hw+Mm9tbU1OTmaxWIcPH0atgkoROByOj49PeHg4Mq+trQ0JCTE0NDxy5AjKuEjFHCe69fX1a9asmT17toKCAnrBEkKYlJQ0cuRIQ0PD8PBwZ2fn4cOHOzs708fJRx6qQCDYvXv36NGjAQBfffXVggUL0tLS6Dgq5PnixYtff/1VTk6O4gl7r39FRQWLxZKTkwMAfP/999bW1lVVVTQV5MSJEwAANpstriv0Pzdu3Bg0aNCff/6Jqy01NzdbW1ujHr9Pnz6qqqooZdLVq1dnzZoFAAAATJ48+dChQ12lF0LI4/G8vb1HjRqFfH799Ve0qz2Xy/X19VVQUAAAfP3115s3by4uLpauOKgeoqKivvrqK21tbQjh06dPt27d2r9/fwDAt99+u3HjRpR6gYo/NnTv3r3766+/BgcHb9q0acuWLTweD0IYERExbdo0NNI2NTXNmTNn9uzZnxBdMUuTJk1aunTpkSNH3N3d5eXlLS0tW1pa6GjxfD5/z549AIAJEyZUV1djDIHKEh4ePmvWLCaTGRwcvGbNGkVFRezpOFBzj4uLmzlzJgDAw8NDEt3a2totW7YAANauXUv9zCKHR48ejRkzZvXq1cHBwbt27Ro5cqSbm1tDQ4OBgcG4ceP8/PyCgoJUVFRmzZrV1bERQlhcXKykpLRw4cKgoKCgoCAlJaUxY8YUFRWlpaX9/vvvO3fuPHLkiKGh4bhx4xISEqRGq6ysbPny5QCAHTt2QAj3798/ZMgQKyurkJAQGxubYcOGubu7f3p0kUNoaOikSZPy8vJ8fX3nzJmDLnIeP34cERHR3NyMerUFCxaoqqp+cnQTExNHjx595coVNAKvW7fu559/rqiooAPdJ0+eoFM4adIk7Og2NTXp6emhfh1CWFBQEBERgfeaGTmHhITMnDlTTU0NACDZ5iCESUlJU6dOBQCsW7cOV1u6evWqvLx8cnIyajaqqqozZ87Mz89fsGCBlZUV+s6RI0f69u17+fLlrqJbWVkZHh6OtsKCEDIYjIEDBz58+NDb23vRokUoCXF1dfXp06dfvHghRXHERZgwYQIAAKUx1tTUHDFiRH19PersJkyYoKSkJJJ23gcnugKBgMVirV27ViAQpKSkzJ0799atW/B/lZaWNm3atKNHj35CdJFKSkrOnz8vBklHR2fmzJk1NTXYBysul8tmsw0MDCZOnDh27Fjs6BYUFCxbtszb2/vu3buOjo4oPRX2UkAIPTw87O3tY2JiAADiWx7UCvX09HR1dQcOHLhixQpc0QsLCy9cuIAoEggEGhoaixcvrqiouHbtmvg688SJE8OHD5diYBQf/I0bN7Zt2zZnzhwvL6+ysjI9PT0rK6ucnBwnJyeUbUtqroqKijZu3GhiYvL1118bGRlBCC0tLceOHVtaWgohLC0tnTp1qq6uruhzQPfp06dKSkroUurt27dLliwR3xEhPXv2bNOmTevWrSsoKPi03Ir+d64vPz9fWVnZ09MTb6NHbrdu3Zo/f35MTIyqquqoUaOwo5uRkTF+/HgVFZW5c+cCAKZPnx4cHCwQCLDT++rVK6FQmJ6e3gbdsLAwdXX12NhYeXl5DQ0NXHUoeYIyMzNnzZp1+PBhyQ95PN6OHTs0NTWlu7GHEHI4HBMTEwDA8OHDExMTy8vL58yZo6iouHDhQgCAgoKCp6cnh8ORrl/w8fFZtWpVfHz8N998o6+vDyHMysratGnTmjVrLCws1q1bp6WllZGRQaV3wICuuAMbOHCghoaGk5OTjY2NgoKCuro6unuEEJaVlW3fvn327Nnx8fGiz+nhUGNjo7W1tYqKyr1797CjKxKJmEymvr5+Y2PjwoUL6UD3zp07PXv2lJeXd3R09PT0VFRUVFVVpS/JVlpamiS6lZWVWlpae/furayslJOTW7ZsGcY6RFZVVVXbt29ftGiReLBFioyMVFRUDAoKEknVnBD80dHRdnZ2s2bN8vT0fPLkiZyc3IABA6ysrPbu3btw4UJFRUUp0olBCN+8ebNy5crg4OCioqLevXvr6elBCOvq6iwsLMA7GRgY1NXVSV1X2NAVCoWHDx8G/6upU6eiW4XGxkY7O7vx48efO3cOLx5UBCGsra21t7efPHnymTNn2iwjwaLExMQlS5agzvWPP/6Ql5eXohfvQGKWjI2NxWPgkCFD6MufKImuSCQKCQlZsWJFZWWlUCgcOXLk8uXL8aJbWVlpZmY2bdo08Q0tamyRkZFTpkxhs9nS3ePA/5WlpaW8vHxsbOyQIUMWL16MxpvExMTBgwfv2bOnq/48Hs/Hx0dbW5vL5dbW1vbs2XP79u0QwuTk5AULFuzYsWPPnj0mJiYqKipRUVGfHt3y8vIVK1aoqakFBAT4+Pj4+/vb2dmNHTsW3dYePnx44sSJR44cEVeW1LFwCULI4XC8vb0VFBTEB4bXn8vlbtq0aciQIRYWFnZ2dnJycn379kWZATE27qdPn44fP3737t3INikpSTyNhCVEm3CS6NbU1EydOlVBQYHFYu3cufPbb7/96aefrl27hqWAaJhycnIaP368+EEj0vXr1xUVFXV1ddGUj3Sj4vnz51++fIl+7u3tDQC4cuXK0qVLdXR00IcvXrwAAKA/u2Sen58/bty4qVOnstlsIyOjHj16KCgo3Llzx9TUdNSoUeixS3Nz86RJk5YtWyb6tPe6EMLs7GxFRUWUEROpsrJSVVXV0tKysLBQWVl56NChFhYWrq6ujo6OBw8elPqIcQlCePny5dmzZ4snS/HSi1re5MmT21yJzJs3Dy+6jY2Nurq627ZtQ7anTp0aOnToxYsXuwHd4uJi0E4WFhbUC4gc0EMvlHxcrKKiouXLl2/atAk9cZUO3cePH6upqYm7bDMzs/Hjxz979szT01NNTQ0lME1KShoxYkRXU59DCG/fvt2+Wnx9fQ0NDeXk5NBFck1NzZQpUz4LdE+cODFp0iTx9CaEsLW1lcViLViwwNnZuXfv3pLF+OGHH6Q+YixCXGloaPTv3x9dwLi4uPj6+qJeHFeI5ubm4OBgJpPp6Ojo6Oj4448/9u/fH+8Ij3zOnTs3e/Zsc3NzNze3WbNmLVq0CE1jYgnRJhxCFw3ydXV17u7u9vb2u3btsrKy+uabb+Tl5ePj47GgW1VVpaKiMnDgQHNz8z179jg7Ox86dKihoeHAgQN9+vRZtmyZh4eHq6urs7NzVxPTI3K2bNny22+/OTk52draTp482c3NrbW1NSUlRVlZWV9f393dXVVVderUqXl5eV01LyoqcnNzY7PZaMkXAGDixIn37t2LiIgYPHiwnp6ep6envr7+sGHDqCw+w4Zuamrq8ePHJW+7IYQPHjwICQm5cOGCl5eX2zu5urpKPbWARaiwsbGx//d//9ema3z16hXegVdS8+bN+/HHH9GCO1whRO+WfHh7e/fo0QON6mfPnsV7BSEZKzU1FQCwa9euNqXj8/lDhw7V1NTENeSeP3/+66+/ljw7w4YNS09PX7JkSZuzFhoaKsXAm5GRsWLFCvGVgvj5bVhYGGoYU6dODQoKkmKVjmS11NbWAgDQvW5VVZWzs/PQoUMBAEOGDGEymVRmE/GgK3m4HypDG1GJRVHoADIyMpydndlstoODg4ODA4vF2rNnD5UZv04jBgcH+/j4iN/KwOtfVVV18OBBBweHe/fu0bEmTByoqKiIzWa3eZQKIWxoaNi7d29YWBiutnT37t1du3bZ29ujE8RkMg8ePPjy5cvAwEAWi+XwTra2tg8fPpSCLqFQmJOT4+rqGhAQUFJSIo7b1NR08uRJJpN58+ZNiqn/IYTV1dWOjo7o/gWRfObMGSaTGRERgZ5pfS7ovvfDzw3dDo6tGyLSat4NBekgBN7QHTQeLCfuQybYa7IDcyr+6OdfYpYMXC2gqxHp9u+G8/ihKHijf+gEYTxxH/o53ppsY4XL/MtFl4hIpkXQJSKSSRF0iYhkUgRdIiKZFEGXiEgmRdAlIpJJEXSJiGRSBF0iIpkUQZeISCZF0CUikkkRdImIZFIEXSIimRRBl4hIJkXQJSKSSf0PukRERLIlgi4RkUzq/wGeOdTCaeJ2dwAAAABJRU5ErkJggg==" /> </span></b></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div align="center" class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin; mso-no-proof: yes;"></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></b></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div align="center" class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: center;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-left: 36pt;">
<tbody>
<tr>
<td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 160.8pt;" valign="top" width="268"><div align="center" class="MsoHeader" style="text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "Calibri","sans-serif";">ΕΙΔΟΣ
ΕΠΑΦΩΝ</span></b></span></div>
</td>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; padding: 0cm 5.4pt; width: 229.3pt;" valign="top" width="382"><div align="center" class="MsoHeader" style="text-align: center;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "Calibri","sans-serif";">ΑΡΙΘΜΗΣΗ-(</span></b><b style="mso-bidi-font-weight: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "Calibri","sans-serif"; font-size: 8pt;">2 ΑΡΙΘΜΟΙ ΓΙΑ ΚΑΘΕ ΕΠΑΦΗ</span></b><b style="mso-bidi-font-weight: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "Calibri","sans-serif";">)</span></b></span></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 160.8pt;" valign="top" width="268"><div class="MsoHeader" style="text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Κανονικά Κλειστή Ν.</span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">C</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">.</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 229.3pt;" valign="top" width="382"><div class="MsoHeader" style="text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 160.8pt;" valign="top" width="268"><div class="MsoHeader" style="text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Βοηθητικές Επαφές</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 229.3pt;" valign="top" width="382"><div class="MsoHeader" style="text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 160.8pt;" valign="top" width="268"><div class="MsoHeader" style="text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Κανονικά Ανοιχτή Ν.Ο.</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 229.3pt;" valign="top" width="382"><div class="MsoHeader" style="text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 160.8pt;" valign="top" width="268"><div class="MsoHeader" style="text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Κύριες Επαφές</span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 229.3pt;" valign="top" width="382"><div class="MsoHeader" style="text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 160.8pt;" valign="top" width="268"><div class="MsoHeader" style="text-align: justify;">
<span style="background-color: #ead1dc;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">K</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">αθυστερημένης ηρεμίας</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 229.3pt;" valign="top" width="382"><div class="MsoHeader" style="text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 160.8pt;" valign="top" width="268"><div class="MsoHeader" style="text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Πρόωρης εργασίας</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 229.3pt;" valign="top" width="382"><div class="MsoHeader" style="text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 160.8pt;" valign="top" width="268"><div class="MsoHeader" style="text-align: justify;">
<span style="background-color: #ead1dc;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Πηνίο</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 229.3pt;" valign="top" width="382"><div class="MsoHeader" style="text-align: justify;">
<a href="http://www.blogger.com/blogger.g?blogID=5823418751494398532" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=5823418751494398532" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br /></div>
</td>
</tr>
</tbody></table>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="background-color: #ead1dc;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Τι είναι η ηλεκτροπληξία; Γράψτε 4 παράγοντες επικινδυνό<span style="color: black; mso-themecolor: text1;">τητας <span style="mso-spacerun: yes;"> </span>από τους οποίους </span>εξαρτάται η σοβαρότητα
των βλαβών που προκαλεί το ηλεκτρικό ρεύμα και ποιες είναι οι πρώτες ενέργειες
που απαιτούνται σε<span style="mso-spacerun: yes;"> </span>περίπτωση
ηλεκτροπληξίας.</span></b></span></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; text-align: justify;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; text-align: justify;">
<br /></div>
<span style="background-color: #ead1dc;">
</span><br />
<div class="MsoHeader" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-left: 36pt; text-align: center;">
<span style="background-color: #ead1dc;"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOMAAACrCAIAAAAb57waAAAgAElEQVR4nOyddVxU2/f3j3R3ioiKCgagIqkIioRISnc30q1Id80MJQagSAlINwxDCordwaUEQRTw2oqs549Rr1+v12sMMP6e+3mtv/AIZ+/9PjvWXnttBP7Tf/odhCz2C/yn//Rd+o/U//R76D9S/9Pvof9I/U+/h/4j9T/9HvqP1IXTmzdvXr58+eLF85cvX87Ozi726/xm+o/Un9SNGzfKysqKi4tv3br1T89MT0+3t7eHh4dbWFjIyclt2rRJUFBw5cqV69YJSklJGRoaHjx4sLS0dGhoaCHf/DfVf6T+sEpKSpSUlJiYmCgpKcnJyZmZmffs2XPkyJGnT59+eqa9vd3Z2VlAQICCgoKUlBT5B5GQkJCTk3NwcOzbty8jI31gYGDxikXs+o/UH9Dg4KChoSEVFdXfmSMnJ5eQkGhra7t8+YqJiQkdHd0/0flPoqSk4OHhcXR07OzsXOyCEqP+I/V79ezZM5FNm8jIyGhoqJcuXbpixQomJqYlS5Z8ThsNDQ0j45c//FHR0NDo6urevHlzsUtMXPr/ndS5ubmamppr167965PPnz/PycnpPtt97ty5wsLCgIAAKSkpEhKSX4HyG1q6dGlGxuEFqIHfRf+/kzo1NcXLu4yRkVFFRSUuLv78+fOvX7/+p4ffvHlz6tQpVVVVDg4Oamrq+cMUL0pKKltb2ydPnixkhRCt/j8ldXp6JiAgoKKioqenl5eXNyoqKjw8TF5+Nzs7+9q1awMDA+/cufP58y9fvkxLS1uzZjUZGdm80vmFSElJlZWVnzx+vFgVRTz6/5HU/v5+b29vRkZGbm4uFhYWOjq6sbExAHj37l13d7e7uzsvLy8DA0NISMjw8BAA9PX17d69m4KCYiEZ/QtWElILC4vFrrPF1/8XpM7Ozj569KilpeXEiRNBQUF0dPQIghgbG//xx0BgYAAfH5+fn9+DBw8+PX/v3j1HR0caGhpubu6IiAhOTs5FYfSTyMnJT5069dPFf/369dDQUFVVVVVV1Zs3bwhQoYuh//ukXrp0aceOHcuWLcMvydesWWNqamJtbb1x40YfH5/h4eHJycnomBhV1b1BQUH379//9B87Ozu3b9++uIx+0qpVq/Ad/3dqenr67NmzaWlp+JLS0dFRUFCwsbENDg7OQx0vhP6vkTo7O1tdXR0cHKyhoSEnJ6eiosLAwLB169aamtqamhptbW1paenk5ORnz57duHHDydFRSko6PDx8amrq4cOHgYGBMjIyPj4+o6Oj+N/29OnToKAgKuqvOFAXWGRkZBgM5ttlf/RosqGhISQkREtLi5+fn4WFZcOGDWpqar6+vidOnLC2tt6yRfT33cX9P0Jqb2+vp6engYGBpKQ4BQW5rKysurp6QEBAYGDg5s2blZWV29vb8U92dXUZGxvLycmh0ejp6emRkREvL295+d1p6env3r4dHh52dHSUkZFJT8/4NFBWVVWtXLlysVlFdu6U+/vYPTMz09LSEhQUJCsry8bGxsXFKS0t7ezslHfq1M2bN9++ffvpyYiIiLVr1969e29iYuLdu3cL0y4E1G9M6oMHDx48eDA1NeXv709DQ7Njh4yPj4+BgcHGjRvNzc1zc3OnpqYAAGCusLBAX99AW1v76NGjL168AIDz58/b2tjKysphMJjnz5/39/d7eXtra2tXVFQAwMWLF7W09ikqKjQ1NeH/1u3bt+Xl5ReXVGZm5k8eifHx8VOnThkbm6xYsYKRkVFCQsLDw6OsrGx4eBj/wOzs7IMHDy5evNjQ0FBYWHj8+HEpKSkEQVhYWLi4uERFRfX19bu6uha80X5evyWpr169io+PX7Zs2fr160VFRenp6amoqCwsLLDY1rdv305OTqalpe3du1dcXNzU1DQvLw/ftZw9e9bT03Pfvn2xsbH4Od/ly5dtbGwUFBWOHDky++7dpUuXbG1tzc3Nr169CgBHjx4VFxf38HB//PgxAExPT5uZmy0iqSQkJM7OzklJSRoaGnx8fGvWrNHV1T18OOPKlSvPnj2bmZnp6+s7fvx4cHCwi4uLkZGRtra2lZWVl5dXWFhYUlJSdHR0SkrKsWPHsrKyYmJiNwoJWVtbL247/pCIndRzvT3o5MRzvWfv3b394vmz9+/fh4eHi4mJkZCQLFlCIi4ubm1jffz48fb29lOnTllZWSkoKERHR9+5c2d2dnZwcOD48eO6urqqqqrh4eFXrlwBgNHR0ejoaB0dnUOHDt2+fQcALly4YGZmpq6mVldXBwDV1dXa2toREREvX76cnJy0t7ffsWNHbW0t/n18fX0XEVYEQfj4VpiYGFdWVk5MTDx8+LCrqyslJcXJyUlbW9vY2PjgwYNZWVnl5eWVlRUlJSW5ublpaWmRkREhIcFBQUHBwcFBQUFBQUGxsTHS0tJ+fn6L2LI/KuIldWxszNLchJ6efumK9StWC69cvV5CXFxBXpadlenAgcDs7Gy82wWFRrnsd/H3D8B3hDgczs7ObufOnYaGhgUFBc+ePQOA/v5+DAZjaGhobm5eWlr65s2bZ8+eZWdn6+sbeHl537hxAwA6Ozu1tbXNzEyvXr364sWLuLg4NTW1qqoqACgrK9u6daunpyd++yo+Pp6UdH53p/4uCgqKXbt2HTmSOTQ0NDMz09TU5ObmpqKy18rKMiE+obCwsLS0NCsrKzY21tvb28nJycnJKTAwMCwsND4+PiMj/dSp3OLi4vz8/IyMjKSkpIiIcENDw1WrVuG/3t9CRErqjZs3RITXcy1fZ+qXH1k0GZY3HnDktnVwxXY1F55VIhs2bDQx0j2RfWxs7IMTtKKiwtra2tfXt62t7dWrV0+fPq2rq3Nzc9PS0vL29v40IWtsbHRzd9PX14+MjBweHn779m1xcbGlpaWLi8vly5cBIC8vb8+ePQcOHJiZmbly5YqxsbGLi8vU1NTExISFhYWqqip+pnj8+HFaWtqFYZSLi8vd3f3KlSsvXrzo6+sLDw+3s7Pz9vJOTk7Ozc1NS0v18/eztbN1d3dHoVBVVVXXrl2bmZl5+/bt7Ozs06dP7927h8ViS0tLjx8/npCQEBkZGRAY6O7u5uBgz8nJKSoq+o3dY6ISMZI6NTUlKrqZm0/oYNYfmZ2Q0gyYJkhpgXQcpGEhpmTGJqROSs196WqxpTzL9+5ROHbk8MT42NzcXGtrq7W1tZKSkq+vb2tr67NnzyYmJk6cOGlubm5ubnbs2LHJyUkAGB4ejoiI0NHRSU5OHhoaevdutqSkRFdX18vL686dO0+fPg0NDcV3qO/evUOj0YqKivjRPyMjXUpKqqKiHABKS0tZWVnnlVEBAYHo6Gi8x7egoMDOzs7O3i41NTXv1KnY2FgrKysjY+NDhw7V1NTgyzU3N/fHH39UVFTExcV5enra2tqamJja29v7+vpGRkZmZmbm5+dXVFRUVVWVlpY2Njbm5uYyMTFFRUUtbnN/p4iR1JaWZlpaevuwuvRWiC6dQTdAOg5SmgFVD8l1gG6EtFZIx0Fs+SuXhK7tGj6s3ALL+VbqamuUnC6YGH9469atoqKioKAga2vrqKioy5cvv379+ubNmygUytTU1NPTs7u7GwCeP3+enZ1tYmLi4uJ86dKlN69fnz59Wl9f39/Pf2ho8OrVK5aWlnZ2doODg1evXtXS0nJ3d5+dne3u7paSkoyJiQGAxsZGRkbG+WBUREQkLy9vamrqzp07wcGHzMzMgoODjxw5EhoaamhoaG1tnZScdPny5bm5OQAYHx/PL8jf7+Kiq6tjaWkZGBh4+PDhhoaGnp6eixcv9vb2tre3V1RUZGSkR0ZG+vj42NjY6Ovr79u3T0VFhZeXl4qKqqysbJGb/DtEjKSiUShmNu7AI7dULaN26/opGQbpuR3xwvTFV7xOx0EqFtCNkFwPqAZIxUI6DqJLnrrEd2/X9OXiE165coWzoy0Oh339+tXz58+rqqq8vb3379+fnZ09MTHx8uXLiooKe3t7C0uLrKysp0+fzs3N5efna2vvs7e3u3jx4qtXr7KysvT09RITk8bHxwsLi3R0dPLz858/f3HgQKCysvKtW7cfTTzS1NT09vYGgNraWnp6egIyysPDk5iY9OzZ8+vXrwcGBlpaWsbFxaHRaAcHR01NTV9fvwsXLuBrCYvFBgcHOzk5OTo5hoWFlZSUdHZ21tbWpqdnRERE+Pr6Ojk5Ozk5eXl5+vj4hIeHp6Wl5uXlVVdXt7W1Xbp06caNm/fv3x8aGlJVVZWSkl7UBv8uESOpEeFhnMsErA+VqppHxp556onq03FO36nluUN9v5plrGNkY3jBI0wjpGEB0wTJ9YBu/ITsn4beBbyCchRUdOvXrQnw97586eLc3PuhoSE0Gm1qahoQENDT0/P27dvr168HBwfr6elFRkb29/e/ffs2Lz9PZa+Kq6vr/fv3Z2ZmIiOj1NXVi4uL79y5u3//fmdn58HBwdLSUikpqbz8vNnZ9/v37zc3N3v37l1RUdFXTwH8qCgoKFycnfv7+6/fuB4YGGhlZRUTExMWFrZv3z4dHZ2TJ0/iPcE3b96MiIjU1NTU09NLTEy8cOHC1NRUb29vbGysjo7Ovn373NzcMBhMfX19f38//r98W21tOFpa2sDAwPlv2F8SMZLq4uzIu0bMI/msY2RjSgukNEMGDlB1cCCr3/JAyR7TMGkVR3kdX3P/00FZA6g6SG/9MDdAN0I6DpLrwDv18h7zGG5+cUZmdikJsYS4qOGhwZmZmfr6ejc3NwMDg8zMzEePHj169Cg3N9fExMTZ2fn8+fN/Pn2ak5OjoKgYGBg4PT197949KysrIyOj3t7e/Px8TU3N6urq69evKygoeHt7v3//PiQkREND49mzZxgM+hcxlZOT6+npuX//fkhoiLOzMwaDCQkJUVVVNTMza23FAsDc3FxpaamdvZ2FhQUajcE7OvCKiYk2NjbOzs6+ffv2P1Xpq1evp6enJyYmRkZGBgb+uHXrVm9vb1NTc2VlVV5e3rp1ggiCODg45OXlDQ+PLEQb/7iIkVQTI8OVG2TiK14nVL5JqgW8JdcBpgnSWiGlGaJLZvbHt2vaJ8tpeSgZHjL2OOGbdiWx+n0qFjDNH7rYjDZIrgOftGu7jcN5BbdxcvOq7VU8mXPszu1bly5djIiI0NbRdnNza2xsfPjwYW1trbW1tb29fUtLy9jYaFR0pLqG+okTJ969e1dZWbl37964uLjOzk4bG5uQ0JD79+9bWVkZGBhMTEykpKRoa2uPjY06OTn9HKO0tLRhYWGXL1+OiYkxNDT08vLy8/PT1NR0dXU9f74PAAYGBlJTU11cXMLCwrq6uj7fIMXr88X75ORkX1/fmTNnMBhMZGRkSEiIv7+/j4+Pt7eXm5ubh6eHj4+Pn5+vj49PQECgj4+vp6eXu7uHtbW1qOiWlStWsrKyiogIPybKcFhiJFVPV3vlBpnE6neoBvhE6ufIohogtQXSWiGx+p1P2mUD92OKBgeVjYKNvU76pl+Lr3iV2gIpLR89Bm2QVDvnltwrqxPAzb91Od8qQ32d/LyTPT1nj2RmGhoaamhoJCUlXb58uayszNTU1MLCorm5+fLly+7u7sbGxn19fVPT0wcOBKqrq1VWVsbExBgbG587dy4iMlJOTvbGjRsnTpzQ0dW5efPm7t27fxRTMTGxkpKSzMxMVVXVoKAgT09PSUlJe3v7vr4+fFVgsVhra+tjx479UyDV8+fPz58/n56e7uHhoaevp66urqWlZWpq6uPjk5SUdObMmY6OjmvXrj14MDI1NfX8+fO/g/5JMzMzra2ta9euMTLUv3L50tAQcUVdESmpa4R3JVW/S677Cqn/Q209YJo/jPiHsvsdI+r32aOVjYP192d6JPfEnnme2gKpWMA0QSoWMtohvvL1/sSzMtoB3Ku28POvNjbUPXI4PT/vlL+/v729/fv37wGgvr7BwsLC0tKipqamrKzM2NjI38/vyZPHnZ2de/fuDQkJKSoq1NPTy8/PP3ny5NatW7FYbFZ2lpaWVnNzMz8//3cySkZG5uLicuLECRNjYzc3N/zAffr06XPnzn1eFXi8/l5Fd+7cycnJ8fX11dHR1dTUdHHZn5qaisPhhoaGvvr8tzX6YKS8rNTDzWmb5FZKCjISUjIOLm4uLu69KsoX+s7/bDMSWERK6lqR3Uk1s/9K6ucdLX7QxzRCeMG4fVjtXotIBf1AHafU/fFtMWeepWEB3fCXuyC2/KVNaN2mXRYcywQFBQTNTAxTMcm3bt749A5NTU2mpqZOTk5FRaejo6MMDAzq6uqmpqZ8fHx0dXULCgocnRyio6OKik7LyMgUFBQkJSUZGRmlp6fT0ND8K6YMDAzW1jbu7u6ampr4mJjv1/v37zEYjJycnLm5+bFjx65fv/5zrvvh4aHGhrrI8BDVPYrLeHjomDg5VmzeKm+l65LhFN3slXLeJRarYhG5RkCotbXlJ34/wUWMpOrr/TCpf1kdoBsgFQspzRCa/9AuvEbFNERGzVnLHhWW9zC5/sNjqAZIa4W0VogomrQ6VCGmaL+UT2gp91IlhZ1JCTE3b1zHv0lDQ4OlpaWvr19OTo6Dg72vr+/Y2FhZWdmOHTvQaHR0VJSLi0t+fsH27dvQaHR4eLitra2np+e/YUovKSm1a5d8WFjYT8wI5+bmrly58hNpV54/f37zxvWiwoJAf28FedllPEvpGNg4louIKzma+hcdOH4/sWY2ow0yO+FwO6TjIKMNUrGwQUJdRGjdq1evfvTPEVzESKqpqdEqIbnEqn8f/f+1l8V7soJy+o29TwZk3kDV/+8zHycPaViILpmxDqkRU3Zi5RFkZWWXFBf18XJrb2sdHBwoKiry9vaOi4uLjo42NTUtLS29du2akZGRp6fn0aNHHRwc4uPjt27dGhcX5+Hh4eDgoKKi8g1SWVhYTE1NL1y48MWUsb+//+XLlwCA9+f/oubm5sYfPuw525Wfd/JgoK+Whso6AX4mJiY6Jk5ufjExJQdDz1y/w9cTqt5ktMHRs3CkC1JbIKH6XdTpJxGFE9HFU+gGSGuFveZR3Fycn6eHWSwRI6k2NpYr1m2Pr3jzK6R+6TTAwlfWZzXvUfWQhoW01g/ugrRWiC790z6ycZuGF9eqrbQMLGvX8NtYmYUGHzQ1Ma6prn7wYMTb29vf3//ChQvBwcHGxsbHj2dZW1t7enpu2rTpwIEDOjo6zs7OQkJCX8WUkZExJibmxfPnGAwmPz8fX96BgYG0tDRnZ+fDhw8XFhb+REf79OnMvbt3OtrbCvLz4uNiHOysdu6Q5lvOy72Mn51HkGuF6Jote+V0A60OVR7MGUismcVv8qW0ALoRYs4888KctzxYYuyVre2A1rJDadklq1vFqFlGJVY+17RFreDlefbnn4Ru5B8WMZLq5eG2QlA6tvwVQUj9J0M3gHtSl6zGfnWraPvwmkMnBhKr36a1Qkb7hxEwoeqdT/rVfU6H10nosHCt4eTiFhTgt7OxKCkuwmAwBgYGOTk5cXFxO3bIFBTkW1pa6urqrlu3zsHBYfu2bUFBQVxcXF9gKiQk3NbWBgA+vj7u7u74ITUrK8vQ0NDR0cna2johIeH69evfqJm3b988nZm+e+d2S3Pj8WNHgg74W5ga7tguuU6An4WZkZKSkoSMipaJd5nADnFlZz33HL/MW5GnpxIq36Q0Q0YbpOMA0wyoBvhQsXWQWD2rtz9T1SzSIaL+wLG74QUTsWdexJe/ji556pbYmVj9Ws0iVlxc9A0RRLEQI6lRkeErBMVjSv9Mrp9HUpPqIKb0mXfqJfOAInWr+F3aPnJaHho2cXZhVUHZ/Uk17w+3Q2YnHOmCNCxEFT91ie9SNI5YulqaloFVTm5nSEhwcnLyixcvSktLe3t7p6amoqKiysrKzMzMTpw4oaCgEBISQk1NjWeUkpLS3t5+YmICAOzt7V1dXQHg0cQjW1sbK0tLT09Pb+8PwYcAMDMzPTQ0eO3qFWxLc2H+KXRyvI+Xm5HBPkV5WdHNIvz8/NxLlzEwc9IyLWXiFFixQV5EznyXXrDO/qO2oXX+mbejimdQ9ZCO+xAsgW4EVAP8U00m1szFlT1H10NqC6CbANUAqPqPO9UtgG4EaWUbMxOTxaTho4iR1IT4WJ5VwhFFT1DzSmotJNdDSjOktUJqCyRWvTtw7L5VULmmTaKSYZCqZbSRZ7ZzTEtQzgB+qYEfMTGNYBFYgiAIOxvrp7Min6++8VO6Xbt2qaurm5ubIwjCy8vb0NCA/1d/f39HR0cAuHPnjry8fHh4eFRUlKWlRXp6WkR4sImR/g4Z6fXrBDjZ2ejo6ahp6BhYeTlXblklrCQkY7JNzUvVBmN2oMw5rtMv41boqfG4shfoekjDQgbuw9QFP6DjQ3m+vxK++nByPUSVTPPwi8TFRi84Al8RMZKKQiVzLVsblvdwvkn9vH9Nrv8wnU1rhcTq2eATw24J3aY+eRo2CUpGh8z9i1D1gKqH+IpXQpLq+J5STEzsxYsXf/wxoKenNzw8lJCYMDIy0tbWFhUdfe7cOXZ2NjQabWFhgcPh8OXKyMjQ19cHgFu3boqJiWVnZ588edLW1jYlJYWMlJSdT3SXfoiW41Ftp2MG7rlWQVUeqAshp8bjK99iGiCjDY50wZEuyOz8MMXENAG64SNn8zBNQjeC3+HrTCxcDfV1i0nDRxEjqWlpqWycvMEnh7+6R7UAho96SWmG1BZA1UPQiYENYiq2hyoz2sDEOxdBEGpaZn5+fl09XX9/fwBwdHR0cHCsr683Nze7c+eOrKxsX19ffHw8nku8cDicoqLi9PT0jRs3pKWlz5w509PTo62tPTMzY2tjtWyNVGLVm4x2yGiDwx2Q2QmZnZDZAZkdcLgN0rCQVD0XVTwdkjt6MOuPiKInSTVz810JKc1geaCYlZWtv79/8Vj4S8RIaubhDBZ27qCs/sUi9X+orYO0VrAMPG3sfTK1BTbLGtAxsslqeq1exdfehtPU1Lhw4cLk5OT69esbGxtDQ0MxGExNTc327dvv3bsnLi7e2ooDgOnpmV27dlVVVT19+nTHDpmcnBwA0NXV7enpAQDZHdsVjEJSsZBcD6lYSK6FqNMzwSdGvDAXzHwLNazjFfT8d2n7KBoc0HZMsQ2pPnD83gKQimkCZePg9esEZmamFxkIACBOUrOzj7Owcwdk3kYTAamfeE2qnYureL18zdbVQnJRhZMbpbTXrl6luHsnGoUCgOLi0xYWFmNjY8rKykNDQ7t37y4qKkxJSbGxsQaA+Pj4sLAwADAyMoqPjwMAfFg0ALx//15YaMMe84iUFkisfmfsdUJc3kxUzlBG1VnVIlLX5bDVwRK3pO6DOf1RJTP4rg7duBDlRdWDkPQ+TU21RWXhLxEjqfn5+WwcS71SLi9Ak/xAyzVATNmzpSuENsvqpzRDUs2svnsW71oJFhZmWyuzzMNp0lKSA3/8gUajs7KyqqqqrK2tnz9/cf369eHhYUtLy7dv32IwaBsbGwB48eKFpqYm/kjJsaNHaKnJ125WQDfMWR4o3qnl6RLbEpo3mlD15tO8+cM6qeEH1km/Wt56iCicYF/KHx4Wstg4fBAxktrc1MTMwu6e1EM8pOIbL+bMs6V8GyUULNGNEF381MDtqEdSt1nAaQFxDXoWHlIycpntUjaWptulJc6fO7tnj3Jf33kAOHbsWG5u7p3bdxQUFPDhIw0NDQb6+h3tbUYG2iSkZNwrRZjYeENyR2wOlZv55h9u/+H1O8EN0wQusVhqGtr6OqJYTgFxknr+/DkGJhanGCymafEB/YvUOogpe86zUkRSyQbdCAlVb7TskgU2KygaHvTNuBxZNOmTdkXTIU1MwXrl+u2rBTfR0tBycbAY6u9bzsOhqa6ydYvw9m0S8bGRvt7uGwRXU5IvoaahW75e1jkWq2oRRU5B7ZHck1T7LjR3dBEB/WQpzbDPEcPCzNTff//fG2xBRIykXujrY2JisQ2rITZS4yvfrBCUlFS0xvvSU7EQkjus7YjepuKgoB9gF1oVWfQIXQ+oOgjLH3eOaVWzRW1T85BQshMQU1u5QW7lemn25ULL1m7bsstcwy7ZObbZN+2SunUcF98Gcgpq14SuhZmDfo+hG0Bst+U2aYl37/4xnnWBRYykXr50iYmJyfJgMbGRmlg9u1pYVlLBCtXwwYWJaYKMNkiofO0Sh9O0TZDVcJVSttm5z3ufQ7J9eJ3/4avhBeOx5X9Gl05FFk2Enho+mH3bN/2yF+aceUChnKbbenFVRYMAVYsoajomn3RimZej6iD2zDO+tWLe3p6LzcJfIkZSr165wsDIYOpzMqV58Zvtc1KTamYFNstLKdl84T5D1QM+ZDu+4lVQdr99WJ2WbbKcloeYvNnW3RZbd5uKyZtKKJhLK9vIaOzfuc9TQT9Qyx5lHVQeXvAoswP2mkcysHCHnnpADF65pFrANIJv2mV6RvaystLFZuEvESOpN25cZ2JiNPbMJjZSE6rf8W/cvkPd9Z86P1T9h/MF6a2Q2gzJtRBb9iLy9FRY3lhY3mh4/njMmWfJtXMpTZDeCmmtgGkCVAOIbNNexr85vvI1McxQk2ohpQUMPbJYWFhGRojo9B8xknr79i0WZmYj4iM1ruLV8rXiivoHMN/xYsl1H0I90A2AbvxgqIb/2WdH1UFM6TNuPiFJRSvicR6jG0BC0VpWRhp/XIdIRIyk3rlzh42Vxcgji7hIrYeY0qfcy9dLKNt9yOnyzzFK38tEI/hn3qSmYzLyOE4khUXVQ3TJn7yrRQP8fRcbhP8RMZLa39/PyclJbKSi6iHi9GP2pWvoGdlVrJO9Mu9FlL7Cn3LBZ3b5PMQuue6D/SP3dYBugMxOsA2rpaZl9Dt8nUiWU+hG8ESfp2dg/uKy3/wAACAASURBVBT/RSQiRlKvXbvGyMho4pVDbKSG5T9kYuc7aKqa7KyvIb9zu6yatJLVToNgzf3ZVpHtrpgbATkPw0tfxlVBcgOgmiAFC+k4SG+DjDZIb/sQM4r/CaYJwk8/dYhtFxDbu4x/c1z5C2KZpDaDpm3SiuXL8NG0xCNiJLWvr4+BgcHqYElGG6S0QCr2w0noxW1LVAMEnxxmZFlaH+8DF0pnm48N5MdWR7pkeBjH2OsFWujY6Wub6hoZ6FmpaTvs0fXcqbl/u7qrjKa3nG6QnH6IskWihmOmml2qgkm0zD6/rbstt8nsUZAUZaYlk1S2IZZJah2g6uaEpDQNDfUWm4IvRYykFhUV0dLRWweVhRdN+GTccI496xJ3NvTUw9SvnoVaQFIPHL/PwMxen+ALHfmAOwUd+dBzGs6VwPkSOFsIbSffNGQ+KUP1n4q6mnkQm+BRdMjmqKdRqoterLV6nK1WgoNuvL12gv2+w24GBQdtbp2MelCczMvOpO2Ultqy2Ix+LGPoqVGOpfxHjhDdla1ER+r09LSWthaCIDTMfPSsvMzMrCysrEyMTAwsvMqm4UnVbxcLVnQj+KRdpaVnrov3gY58wJ780lpzAXcK2vOgIx86C+BsEfQWw7kSOFcCvcXQcxp6iqDn9Icf9hZDb0lHykEqKhrXhA4i2ePANIFtcDUTE/Ply5cWG4QvRVyknjqVt3rtWlYmRg3F7RGe5qfTDp49k3KtOetS/dHMCFcmWgpJZfukmreLMg1AN4JrQhc1Dd0/kvqj1lmQ6GTIwL48NG90fk+M/QipO7V9Nglv+J4kgQssIiI1N/cUGRn5PiWZS3XHYaQdnpyDJ+dg4iw87IKJbpi+EGBvgCCIY3TToiyTMc1gH1FHTkFRhx/9f53U9lOG8uIrhXYl1bwnhuVUch3Elb9ctX6bm6vLYrPwFRELqSMjI2zsHFqK29/2t8KjszCMgwHs/9h4FzY/eQmCGHmfWJSxEn9ag4yUpCHBjwCk4nKnqzL5uVnktH2IxMWBbgC/jBuMLBynTxctNg5fEbGQmpGRwcbMeKX+OIx3fcnoABYGsfCoNyHQnpSMyjftyqL0qSnNYOx9kpyM5HxmGHQV/nKHmn/xSAQ9NZWZf+H37HgtTAGNPE8yMzEQT6Tf5yIWUq2sbXRV5GCyF0bbYQgHQzgYxsFwGzxoh7FOmDrfU5bBykQvucd+sRw6Kc2g73qMjAQpC3Waaz0BvcXQWwxdBdCWB7hcaM39XkZbc6E1F7qLyiPcqWkZfQ9fIxIXFboRtqu6bN266e1bYryvmlhI1dLSkt4q1FWe8fRG7dxAKwzhZvtbXtxpGO87c7UxOyXMnYOFEUEQI+/ctNZf3cP8OcM0g6Z9MhkFldCm7YYqyiEWWvkHbS5mHpqpSoO2k3C28MO6vrsIOgugowA68qEjH9rzoT3/gzegqxDOFkFPEXQXwNnCYAsNBvZVMWf+RBHHJDWh4s1q4Z021haLzcLXRSykZmVlkZCQkJKSSm3duE95h9k+Jb29OzUVt5tqKrpZ6ER6W6MOuSjLilPTMu3U8UfVzy38EgTTCEqGB9m4VwdmD7qmXNXxyJPXOyCrbKosv8dIRd5DVynWQScv0BKX6HErK3QwL3qiOGG8OH6yJHGiOGG0KO5WVmh3im9FhJOblqyB7Gad3dtYmegFRJWTaoliOYWqh9CToyzsy1JS0IvNwtdFLKRiMCn0dLQJAY5ny9ObTyV0FaMvVR0ZaC94cqnyfX8LPOqBJ+dhqK0QFchAS6m7/8jCL6rQjSCr6bp0lUhC5Vt8EtaUFoivmjuU98Qp6aKWe66CSfQ2DXdpZSupnXri2/aKSShKSCkpq5rK7daR2KYivUtPTt1R2SRMel+gtPYBA79SZq7VOzRciGS7H9MELrHt9PSMn/JoEJuIgtSXL1+uW7feQkcZJnpgohsmumG8Cx52wWgHjLTD0Ec/wEgbTPbaG+xh5OCPLJpc0DlAHaAaQFLJkneNWMKnJIR1H3NY4G91a4WUFkhugLiquejyN5GlryLPvIoqfxdd/ja67E1c9RyqETAtkNYKhzsguuQpExuvrnP6Yi78P8YlYpogswsMPbK5ODnxJ2aJUERB6sPxcTo6uqNxvjDZ85WF/+c20R3lY4MsofBLv7qgvVEdoOphq7wxn4B0QuU/bz3UAarhQwxKGu7DEVNUw8fMZPi0PHWAaQLX+A4qavr98Z0LPzigGiANCxltkN4K6EZIrHkflv/IKRrHt34XKSnpgYNBxHk/JVGQOvP0KSsrW6inFcxcgAf4tX8rDLV+9ADgYKgVRtrgyXkY6VCRFaVj5gnLH1/QbdU6QNXB5h16KwSkvkVqLcRVvHaIwloE13inXUuq/Xqmk5Rm0LJPpmPkCM0dXbjcWx//dFLNe5f4LhXLpC0Kjvyb1Tj5JSnouRAEWc3H5W1nuHrFsoSExMUm4isiClIBICY2dtVynqKUQ5MXK2f/wMJwOzzohOH2ucG2uUEcPOh8eq3mdGqIk4kGOTmFtmMKZmGnd/hg043SWt8mFdMENqE1Ojp6OdlZktsVfDKuf+VzqgNUPWyRNeRbKx5fsaAnUjCNEJTzx+rNeygoqbduWGGsLmOtr+BpqZF00L7yeOR43xmYuRDsai4lve0bV6wsloiF1Dt37pCRkXGwMKnv3mapp+Jkommrr7p3p6SijJjKTik7QzWdPTuoqSgRBNm0wyC1eaEjAPHZftZJqK4Q/BapKS2wzylVde+e48cypbft8Dty+++k4k9j86wSkVCwXMjvDZ9Zg2+dDA8b3ZnDoW/uNcF4Fzw6C5O9MHUeHvfCaAdMdJ9ODRYVFSWGxP5fiChIff/+vam5xZYNay7WHOvvKDhXebguO+5EYmBamHtWnF8++lBpRlhnSeqF+uOau6WZOfkDj99FLXifmlTzXmCzwgrBbd8gNbkOIounrEKq9TxOWB0qS6j8SgL45HqILpmhY2DTsI5PxS5cETDNYOpfxMZE31d5GJ6cg5E2GGz9YJ8WrBNnfe0MJCQl37whOuc/UZDa3d1NTk6eFe8HU30w2gEPu2DiLDzGf+vnYLIXHvXAeDdM9k6cL+PjYt5tGLTAS+aPpO7mE5BM+OYFBJ9uZUnDfb3jRzeCX8ZVKmo6m+CqhSxFSjNoOx/mYWN40FsC030fXCsPOj5U+JNz8KATc8iFhpom58SJxSbiKyIKUktKSuhpqW+35sJox7cW/kM4eNS7R2Yzv5D8T94B9GukrhNVXsa/Of7XLiDANIPlwRIaOmbfjAXdR8WfAxPculdEcNXRWN8bLScfnD8zfql87ELZbWzuKdRBhe1iCIJQU1HFxcUtNhFfEVGQ2tzcTEtDXZQaDJO9H0elT7EprTCEg5F2eNgFkz01WTHMdBRSexxR9e+TF6qN8aQm14KwtNavk5rSDGqW0SwcKyKLniykSzi5HtD1c8omofiE2rTUVOyszDzcHFwcbMyMdJTk5CLr+EsPhx+L8eFgY7t7995iQ/GliILU169f+/r6MjEwHNxv9uZ+M4x1wWQPTPfBdB9M9sKDjue36od6SuID7MlJEN61kmF5owsd1VEHqHoQ22WydKVwYuVbfEaJn+MV3Qjiu81WrZdJqFrQYQFVP7dbPxBBEEPVnScSArJifdND3NJC3NJD3UrSQq/UHn99uxGm+8bPly1byplfULDYUHwpoiAVPkxVKZnpaTUVttkbaRx0MYsJsI/xd/Cw1tsjJ8nDxcZAT0dOxSi91zmiYDxlYb3lyfWQ2gqZnbB9rwPHMsHQvLHY8j+Tat6ntkBGO6S2wKc0Vf/+q+ogoert8rViEgoLmooC1QDhBZN0zEvdrbTgYTc8Pvc/NtkL490w0gYPO8d6SlfwLj19unixifhSREHqu3fvFJWU9siK32/LazmVeDLBPyHQ0cNKx95Q1VhD3lpPxcVUk4KMZJ24WkoTLOhaqg5SsYBuAA/0OW3HNDpGbgRBWDhXMnOu5OITEZLcp2GT6J1yKanmfVorfE+YKaoewvLGmNiWqVrELOT3llwPUcXTbDwC4V5mMN0HY50whPtr7T+EgwftMNk7O9Dqaqq5ZvWapzMziw3FlyIKUt++fbt5i+guqc0wiIM/L8JkDzw5B4974dFZ/PQUpvsCHAzJKel90i4u2CYqugHSW8E37ZrwNl0EQSgoyDZL7tC2cLX1iTDbf0DN0FpUWpaUdAmCIJx8IoqGwYdyhtJa4dt7TuhG8ED1UlLTWR4oXeB9VEwjaNmn0NFQR3hajZ07A6OdMNkDkz3wqAcedMxcrW48Ga8iK05CQpKenr7YRHxFREEqANTW1jExMeupyI2dPwOTvTDa8SGeGm9PzlcejUAQxD6ibiEi5OsgFQtJ1e/UrePJyGkZmZlNXQKO113CDcLZCeh9DL2T0PMIOkYgs6rP6WCC9O49VFSUNPQcevsz0fXwxbD+Vz6VOkhtAVPfXFIycm/Mwn1yn14jpQlktXwQBOFkZVbbJWWnv9fBUM3BUG3vTsllnGwIgpCTkbGysvzxB1FclvKFiIVUAOjuPiuyabOwwKrsOP+pK9XwsBse9cCjHpjoeXKlSlNekoySNvDY3fme3iXXQ1or+GdcXyOigCDIHh2zgs775x5D9zjghqF1ELAD0DoIrYOAG4LucTg/BZ1jcKLpmoquOYIgOzTcULXv8VtT6MYPMVapzZDaAuk4OHYWlI0OUVLRRRQ+XuAdf3QjeKB6WLjXbhPdkHzIVWfvTtGNAquW8yzjYhcTFrTQ3ZOdEHADm6utLOPq6kqQW4YJKyIiFQCmpqZ1dPUQBBFYxWtnqBboZBToaOhioraGhwVBkF3aPqj69/PanJgmSGsBQ/dsckp6zqU84ZklnaPQNQ7YQcAO/KPhke0eB+/oDARBdmn7pjRDOg4iT08ZeuRI7nHauE1fRNZEVtNTyw61fM1Wbj4hdD2kty1oog1MI0jucVzKSnetMQdmLsDDrrmB1ld3m17cbpgbaIXxbnh8Dmb6wtzMN23a9N++/78LhUr++xXO66V1rQ4UJ1S9m1cHZCoWYktndu3zRhBEcqfy6e6B3knADX2L0c8NNww9j8DaIxhBEIsDJc4xLZzLhVjZuSR2yO/aq7VZUoZ3xUr8TapLSCklleycY7CJNbNpuAXiFdME2zW8doqth4fdMNIOQ60wjIORNhhp+ytabbTTUHWXnYPDojT9t0V0pEZFRZGQkHxidLOM3v54HKYJDrfPY4sm10E6DvyOXF8uIIUgiImzf8v9110Pv5fRT9Y2Ag23XggKb6WmYyEhoVDUMirsvNvxALrHoW0Iam88PdlyM/5krb6NBzMrK4IgvGslzAOLkmpm01rnPeYG0wR2YfVUlOSFKQdhtPNDOoXHvR/syTkY6z4a5c3IQN/U3Lzw7f6vIjpSfX19lyxZgiAIOSWN/v5MTAOk4+b3iB+qAdJawDroDDUdKy0d3YHkE11j0P7ghzHFW/dDCM0oQRBkl6pey/033ROAG4LWIcANQ/sD6HoIvY/h7ASU9T30jTmySWI7GRn5cgEp+4i61Obv8nP9vNVBQtUbBaNgenpG5R3i6GDX4iPhtdkxNcejq45FZUR67d0pSUJCYmZuPjs7u9Ct/h0iOlJdXFzwmJr45qXNf8o0fKpodet4BEFWrFmXUd7d8yMj/t+tcwy8Ig+v3bil/taLjtGvP9M6CB2jcO4x4AbnkgtaJGQVScnIpZXtIwrH57VzTWmCoKx+ajpWPh5OZgY6/KhFQUrKwkDHxcosvWUDHw9XQMCBhWrqHxPRkWpiYoIgS9St4xfgtHRKMyRWv5ZWcUQQRFHLuPzC+NmJn2cUbx2joG7soKBl0jn6L+sw7AC0DUPPJLQNwYHkE8xsbEwcK+xCq+fv+0xpBt39RyhIkd6KjId95Y0n4ssyI7pL0241nxy/WPH8Rt2WDWtd3d0XoJV/QsRF6ps3b8S3buEXkluAnH6pWAjPH123VYWMjMz5YBJuCDrHfhXT1kFoHZyT2qli5hrU+Q8d6t+tbRh6JyEXe0tUeieCIHtMQ5Nq383HvgC6EXxSL9MysJloyT+71QCvr8OzS/D0Ajy7BBM9QS6mtLR0ly9fnu9W/jkRF6nPnj1bybdM0fDgfIcYp7aAX8YVjmXr6ejpIzLP9DyCtpFfxRQ7AK1DUHfj2ep1wgGJJ36U++5xaLz7UkXPCkEQsd3msWV/zse0NaUJJJVtEQSRFRcuPxp5q+Xkvba8rvJ0Kx1lkiUkAYGBRHULxeciLlL7++8zMTGZ+RfO6+Z+eiu4JXRS0bJwL1t+pKqv59EHf/6vW9sw5OHucfHwHa2+9BNrso5RaBsGM9cgBEHWbd0TdfpxCqEzAKMaICxvbNnqrfhJKj0tDRM9HRUVJSc3DxpNpDkp8CIuUtvacPSMLB7J83i3byoWvFMu0jJyrFwjmI+7d3bi32eT32+do5CQ28jFu7L84uOfW5a1jUDHCKgZ2SEIIrBFIeL0BME/2tQW8Mu4ysyx/JMrUFhYZHh4eN5alTAiLlJLiotZOfiCTwzO0yQ1tRkCj95mYOHh5l2eh7t79hHBGMV+HMFdQ9Ebtkg33n3z0/10+wOovjbNv04YQRDBLYrRxVMEnwak4cDcv2AJsgRPqqqq6vy0JyFFXKRGRITxb9wWe+bZfKz6U5ohIn+Cm0+YkYk5q/7Kry/z/27tD2CProWyjnn78C911d3jkJjfQkFFjSDIOtE9MWeeEnaQSa4DVP3cpu3aCIKQkJAEBATMR2sSVsRFqrWVxabtOqhv3uT0c4ZqgPiK5xu27iUhWRKTU0Pw3hQ7AK2DUH/rxZqNWxwC4n9if+uLX9XxANSMHViWrkUQRHy3BaruPWG/XkwzeKDOUlLSkpKSHjt2bB4ak8AiIlLfv3+/W15uh4YHwU/B468p27bXCUEQa6/QsxMEW0J9bu0jcAp3l4mFPTan7vtdVP9kHQ/gFO6ugLi8sJI5giAaNvEpLYT8gD9eWKywZMmS8vJywjcnoUVEpL5582bzJhE1qxjCryGwYOSZgyCIiLhMw50XbcOExxQ7AF0PITitkIWNu6BzkCB/omsMDB18pQx8hRVNlyCIfUQ9YS8DSmkGeR0fkiVIM1Fu9H8hIiJ1YmKcl5fX0PM4YRcQmGbwy7hGz8RJSkqKKsB1j88LptgB6BgFNWN7EXHZpntvCdJnt49ALvaOgLi8XWYfI/eqpSuEokumCRiem9oCapZxNNRUd+/eJXBbzoOIiNTr16+xsrLbhtYQcHsG1QDxlS/XCMkiCCIhp9I6ODcf4z52AHDDUHPtKdeyFXq2Xl2/vNf1yTrHQNfKTd0j0zSuHkEQeR0/Ap6+SsPCPkc0Jwf706dPCduU8yEiIvXy5cts7Jzuyd2EWucm10FKCygbH0IQhIycIjEP+08hI79unWMQeawcQRC3sFQCktoxCofLe9dL7w1ueiO824SUlMw79SKhxpzUFlA2CRVcu+bly5cEbcl5ERGReunSJXYOLu/UPkKRmtoCjtFNpOQUZJR0O1UN2oYI6eT/wtpHYK++NYIgVp7hv7jw/x8bhNbB9wpaZpbodrfcO+SU1MJSmsl1hEkUgGkCGVWnPUpKxBnm94WIiNTenrNs7Nz+mYS5PxzdCJFFjziXCdKxcvMKbk0t7fr1AJR/MtwQVF+bXrFmPYIge3Qt237NmfqFdY5B7PHKbTpuMT0gY+iHIAhhElrVAboexHYZWVqYEbQZ50tEROrZ7i4mFnb/DAIkm06uA0wTSKvYkZJTbthlrGm6v21kDjs/mGIHoHMMEk81klNQIggiIr6j4fZrAs6GW4eg7safUkq6PqVjvqWj1Awsq4VkE6te/6J7NbkOEqreCGxWiIqMIGQrzpuIidSzXYxMLD5pl36d1NQWsA+vQxBEQttt/Ta1o1UX5m+Gih2AjlFQ0bPE70xy8fCVnnuII6gjrGMUHAPj1DwOx/eBrFkQgiD2YbW/uO5E1UN44Tj3coHiYmK80e/vIiJSz53rZWRidUvq/kXPP7oRwgvGWblWrtwkt9suVtPEqYMQEX3/ZO2jcLL5Ji09/RrhXRsl1KioaQ5XnG8n6IfRNgKFbfcllE2Dm175lI7SsXAIblZKrpv7zhRDXzVME7gldtAzMBFtQOoXIiJSb964wcbGbhf6S70FPv/CdlVnEnIK4+iqjTJq2fVXCMvNF9YxCmqGttR0rKGnHgafGKKgpPOJPUrIRRX+rzwAbUt3Tb8T8Rdgl1UogiCe6PO/UlEpzaBsHMrDw020l6V8ISIidWZ6mp9/laJx8K8sF1I+jvtKjnGKjvGG9t4E9Bn93TpHIaO8l5ycfK9FZHorRJfMsHCuUjW0aR8hsJ+hcwxSTrfxb5E7VP/Cv3ySgZ1XSsn2pwcfdCMkVr7hXb3F2dmRgC04ryIiUgHAyMCAlWtVZNEk/hT8j/piUA0QXTLDsXQNn7DM/lO314ntLGi//9OnTP/VWocAN/heauceVu410SXTqEZIrp1bL75XQEi08S5htqn++luD0Do4K6OooeKaFn8edpodpKFjPni8/ye2rFANgK4HuX1egoKCAwMDBGy+eRVxkdrZ2UlFSS66yzTw+O3E2vdprR9vJGv+cLfThyud/nlEU9Q/gCxZYpfRvdMq3N43qpvQo/Dn1j0OYYdLSUhIPx1SSGmG3Xr+1DQ0xb1jBDnu8rl1jkFMVgWf8PaQ5tfup+6TkJGrW8X/aCRASguktoCGTQIZGWlpCdGlnvyGiItUAMhIT1u7djUHN5/glt07tNyMvXLdkroPZg9El84k10EaFjJwcLgdMtq/JDilBdwSu0lIyCS0XNzy+4UkdldeekRwXD5Z+wicuTDBvYxPZLsO+mP3n9oCpn6nliBIQm5DB6FnHa1DgP3j3bbdGgbhldHdwC+6exn/lviK702QjWmCdBwEnfhDQsmGiorK3d2N+HJPfUtERyoATE1NYVuaIsKDdbTUN28S5uDk5li6avnqzUJSGttU7OR1/fc5YCwCC10S2gOP3Y4qfoJugDQcpDTCRnE1Mkpqn5IH2wz83EPRBF/W/GWD0DkG2pauZBQ0/pk3P61s0I3glXKBjIzSwS9mPjYaOscgLrtKUt0+uhv2BZxEEMQxsvHb66rkOkhphgwcRJdOadolsXCuXMG7rCA/j3DNtUAiRlI/14vnz65dvVJSXJSZkebpvt/IwEBaQpSHm4OeloaenpGZjZtv9aZ1YirSKo6bdxggCCJnGeKcc1NCXrP2xsyvJJj4tnU9BFRRGwkpiZplzOeH8lD1EFE4Sc/MLa+m3zZM+CjY1iFovPNSRsVgf+69gMopenYeUVnDv09Vk+sA1QApzZDRBqnNEJTzh5pVDM8qESpKMitLs99obvq5iJ3Ur+rZsz/7++93tLedyMkKDQmysjBZL7gGQRAmrpW+5ZNiqnaHULnzF92HG4Lme282ikrz8IvGV77+n+SSdZBc937tpt0r1qxruP2qdR4+la4x0LdxV3JBx50HcS1nCgrqkFNjqVjANEFKC6Th4HA7pLdCYtWbA8fvmvkXSCrZMLHx0FCTa2motre3Ea4RFlq/Jal/l7GxEYIgOgfybTP6ZPfoNt97PR+UYD92qF5RmQiCWB+q+Psp55RmUDWPpiAnP1x+bj42xjrHIPpYuYC0ekQHWKE7EARRNg6OOv04vOCR3+HrdmG1Wg6o7aqOq4VkmNmWsjAzKivtzkhPvXHjOuEqe3H0f4HU7OxsBEFEFM1CWuY27TbGnMbNXzBK2zBUXHzMxsEtsFkxqfYrWTLRjeB/+AYJCdk+c5f5eI3WIai+Nr1RbIdLzq2w1lm+jdtJSEjYOFdxcPPTM7KxsrCuX7dGV0s9OCiwpLhocOAPwlXzIuu3J/XatWuc7Cwsy9YeqJ7Wj6hU3GdGcK/759Y1Dm6hqQiCOEU24TNnfboXHd34YX2dgYMN4mos7Bwl8+Crwg5A5xjY+0fttIyIOwfaAacQBLGxsqisKGuor71/7y5x3nn+6/q9SX358qW0hAQNI5tdRm8o9r3Qds3M8t75C0bBDUHtjecrBTasEJRC10NqM2AaAY3vVqtnY0r+DDk54hTZpGR4kJ2TD0GQ/cGo+fA/tI3A6e4hoe3qgTV/BtU9Z1suaGpsSLhKJVL93qR6e3uRkpHrBp9OvAgqboc1jOx//VDoN6xrHDyjMhEE4V0pvE3JVkRSfaOY8rpNu/gFJVbwb2Zi4aSmZSSloEGo6Gn4RMkYOFetXVd788/5cEF0joK1Z7i6T3bCBVDzzCQnJWluaiJYtRKlfmNSk5OSSJYgig4JMT3gXzG1evOOnIZrHfO2d4obhuprMytWCy4hp6bkXEPCvIyMdRU5pyD1CnGG9QrMmzTZJQx5lb1W6cWttzsp4lW3TNkTQZCQtKJ56lbPnHsgrmTgXfowpOnVsvXS6wRWT0xMEK52iU6/K6m1NTXUlORi6s6RbRBzFnbbx5u6BM7fQgqL71DD0xAEWSbvstH1zEaXYqH9ZcJulSIeNZu8Gjb5NG/2adrkVS/iUSPsXinsVrHBsZCMgWer9K6WfgLHAOANfwGGqJp9XC9YJGKXkJCYGhsT4Z0nhNJvSer58+fYmBnWiO891PAiugs8i0Y2SimeOf9w/vZO24ah+soU74pVNLwiQm5lwm6Vwm4Vwq7lwq7lQq5lQvvLhPaf+cKEPaqXytqRLEESTtbPxyeEG4Kme6+2KWjoHDoddx5kDAPIliA5OdkEq2Ui0+9H6sjIiODaNdwCor6lD6M6IaoTZM2CXIOT53HvdAC6x8ExIA5BEH7tSBGP6r9z+RVS3crX2+cuoWbZoaTRNjz3dXfEr/W1nWOQVX95+TpR19w7EW3v10pr8CzlGhsbJVxlE5F+M1JnZma2SUtRip7y+wAAHN9JREFU0bE4Hb0Y3Q2RHWCTcW7LdqXqazOEPRDyubU/gKLuIQ4ubrpV0sJu5d+DKd5EPKo5pI0pKSgyKr7ukegag1/MttI9Dk4BcavElMPaZ11zbjGychUW5hOwwolHvxmpTk6OCILs2Y+K6YbwVghvm9u8x8Iv5mjXvO2dYgegexyMnXwRZMkaw2Rh98rvJ1XYrXydTRZCw6KkZdQ2/OWRw85RiD5Wfbz2yq9MWnBDgO1/u11BQ8YsJKYHhOQNnR3sCFnjRKPfiVQsFktGgvBvVQxpeROOg8gOcDp+mZl9aWbF+flb8neMwsmWW4yMjIyCu4Xdq74f00/dKruEARUl5fG6S5+/ZPsDKOoa4lzKF3Gk/Bc9ax2jUNjxxwYxObf8exo+x9evE3z27E/C1jwx6HciVUdHh4SU3BrdFt0FYViI6gTRPTaMTCynu4fnKSla6xDgBud2qeogSygFTNN+qEP92K1WCJgfRkiptcwcPxGJTzqpuM+UkYm19NzYr7/82XGIOVYprefucPQSGydPZ2cHgaueCPTbkHr16lVaGipheaOIdghvhdgesEzGIsgSG58IgneobSPQNgzYP6DrIcTl1JIgCNuWfd+5kPpat1rJskmDkYn5ZMst/FGZ7nFIzGtGEMRs/w9csfKtFx6GyouTm+U0XPPvLl8vGRURRvD6X3T9NqRGRUaQklNYo9tiz0JcL7jn3WfgWrVdUaPx7ivCbgK1DkLFpSdVV6baRqDh9kthsW0IGfVai8PCbj/coX7sVivXWR1ByOkMbL26xqBzDKquTi1dvmr9ZqnqazMEGQ1wQ1Bx8ZH4bm2fstFNypbbJCWI9gqUn9bvQers7Oz2bdJsfBtCWmfDWuf0Dp2mZuISl1GsvT5D8BPSHaPgGJjoGZnRNwV+8dkIgnCK64t4VAvtLxPaXybkWibsWi7sXiniWbvJu2GTd72IZ62IR42we5WwW4Wwa4Wwa7mQa7mQa7mwa7mwW4Wwe5WIV/0m73rGdbuYmFmKuobah+d2quqycizNa7/fSSDPGm4IyvvGN+1Q8a94ZBheQU5GVlx8muCtsLj6PUh9+PAhAx2t4DYtvUNFyzbKkJNTqOiYV1x8RHiP+iC0D4OStrmWmVNL/+vV6zYhpFQC5umbfOpFvGpFvGpFPGuEXMvW2+eu0AplFdVcKu+4Uid8tXHyetucjc6FQq6lwm7lwh5Vwu5Vwq7lG12K1tkc51MLYF4vT0rNiCDIHm0LRS0zGjqG1JIuAsZ6tw5Cw+0XErvUrdPORp+FDXJ6PFwcg4ODhG6HxdTvQWp2dhaCIKRkFAiCLONbiS5q6X4I8xEz1ToIbcMgr24oJqPoH5+DIAgFFTUV9zrG9btZRLVYNu1lFNxFzb2RlI6NkoqGBEGWIAg1DQ0NPRMlIzs5yzIq7nV0fFtoV0nSr5Ki491EwbqclIaJjJSUhoJEXU1l7dq1+IxAEZnlPYS+aKB9BJLzm8X2WngWDx+omeZYJSwvJ/N/KQKQ2Em9fee2q4sTLTUly9JVDOx8qwQ35rXd6X0M8xfS3/EA/BNy6OiZWNi5hYSE4uPj1PYoruXnZWWkY6Kj4uFkEV6/dp+GekJ8bHNzM7alubT4dEJ87IEAX3MTw927dshsk9gkJCgtLiq7TVJJfpeNlUVaasqlS5cAwNXVFUEQW7+Y7vF5uWjg7DjEZ1eKyGl7FAzsz75Oz7o0wN+PYC2x2CJqUru7u3mWcjFx8u11SzFPbF4nrni89sJ8XHvyubWNQHHPA1YObgRBjh07in+TJ48f3793786d28PDw3/++a0MznNzcy9evJidnf0iWOT58+ebN28SFJFouP1ynnxq2AHomYCYrDJBCWW/8knd4EIKCvK62tp/qeXfRMRLam9vLxsb2/KNMm559xIugMQ+V5/ItPnGFDsAuGEovzjJu0pg7dq109PThCpOT08PFSWFjXfUvMYnYAeh5xEcTMoRkTc81PRaUGYf/wq+R48eEaoUiygiJXVycnK9oAD3WlGfktH4PrBK6ZHYqdp87/X8be5/MtwQ1Fx7umbDZisrKwKWqKioiIqKKjAxZ15DE7ED0DoIXWOgY+Gi5nnEq/gBE/dKZ0cHAhZksUSkpAYGBJBRUFkmt8X2QEQbbFW1C0Llzm9v9FlLY/vf71DSsrAwJ2CJCgsLqamoDyafmm9SsQPQ8QBOdw9sktU81Dyr5nGYhoryym+SevIbIkZSx8bGuDjZNytbRXVARBt4Fj3YskO15tr/a+88w5pK2j4eAgRCAoFgKFGarFGIKBiKCVVKaILSRIQgShORrqwU6R0Exe4uFlTEhuujUmSVEKoILosC0iGIwUIRkBLKvB/Cw/LuqsuyKHg9/q7zIVdOMmfuM/8z5Z77zLz/ChXqI9ZaZa1T6vrmxsaGCxiYXFBA5ebicg8+/EXXHpw5irrAdpf9lMT88PwxESk5pwVtHxaFpajU48dTEShBt5+qY4pATDHYFp7luD/qiy4qPfsoaAePWiZIuqZmpqYLONPDYDCwoiJkM8qndgEoaAdFXaD8LSh+tQDv1hYzQGDyOR3HqMQnQH9vyjJBdGfnUt9t+vMsOaVOTk7q6WrhiCaRVBBZAKIKgbrNgdTrhV9TqflNY0oa5IVt/aempowNDUXFV96ufPPXxqGoC5S/AbcqGDHn7mYWt5cw/q1Yi16C4zcKCYYOUTTgdbEBwYdOv3hhAc35+iw5pTY1NQmiBUx8z8QUg0gq+PF2D8mY8p/q3s9M7he0Ayod0DpBURcofgVKukFpNyjtBiXdoPgVoL38Z85Lage4/3xgtRxh965dC2va0aNHOTg4Is/c/lOHu4QBfnn6xsrJTwAjikajV0isDEq5ROsEVDoo6Jin57WQDq6XtMqpGR+80xf267iUvJaH+96FNecrs+SUev78OdQyUc/0hmgaiC4CO5Oplrv9aLNjjdsBtQPQXoISBnj8Fjx+B0q7QSEd5NQP/1L17gqt9eecmjP3np659/TnnJqMora7Ne9LGaD8LShhgKIuQHsJCjvBZ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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-25707109693333691042013-05-15T19:44:00.000+03:002013-05-15T19:44:29.211+03:00Συνδεσμολογίες αντιστάσεων<div dir="ltr" style="text-align: left;" trbidi="on">
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<u><span style="color: windowtext; font-size: 14.0pt; mso-bidi-font-size: 10.0pt;"><b>Σύνδεση ωμικών αντιστατών σε σειρά</b></span></u></div>
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<span style="color: windowtext; font-size: 14.0pt; font-weight: normal; mso-bidi-font-size: 10.0pt;"> Στη σύνδεση ωμικών αντιστατών σε σειρά</span><span style="color: windowtext; font-size: 14.0pt; font-weight: normal; mso-bidi-font-size: 10.0pt;"> η ολική αντίσταση από τα άκρα </span><span style="color: windowtext; font-size: 14.0pt; mso-bidi-font-size: 10.0pt;">(</span><span lang="EN-US" style="color: windowtext; font-size: 14.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 10.0pt;">a</span><span style="color: windowtext; font-size: 14.0pt; mso-bidi-font-size: 10.0pt;">-</span><span lang="EN-US" style="color: windowtext; font-size: 14.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 10.0pt;">b</span><span style="color: windowtext; font-size: 14.0pt; mso-bidi-font-size: 10.0pt;">)</span><span style="color: windowtext; font-size: 14.0pt; font-weight: normal; mso-bidi-font-size: 10.0pt;"> είναι ίση με το άθροισμα των αντιστάσεων </span><span style="color: windowtext; font-size: 14.0pt;">(</span><span lang="EN-US" style="color: windowtext; font-size: 14.0pt; mso-ansi-language: EN-US;">R<sub>a</sub></span><sub><span style="color: windowtext; font-size: 14.0pt;">-</span></sub><sub><span lang="EN-US" style="color: windowtext; font-size: 14.0pt; mso-ansi-language: EN-US;">b</span></sub><span style="color: windowtext; font-size: 14.0pt;">= </span><span lang="EN-US" style="color: windowtext; font-size: 14.0pt; mso-ansi-language: EN-US;">R</span><sub><span style="color: windowtext; font-size: 14.0pt;">1</span></sub><span style="color: windowtext; font-size: 14.0pt;">+</span><span lang="EN-US" style="color: windowtext; font-size: 14.0pt; mso-ansi-language: EN-US;">R</span><sub><span style="color: windowtext; font-size: 14.0pt;">2</span></sub><span style="color: windowtext; font-size: 14.0pt;">+</span><span lang="EN-US" style="color: windowtext; font-size: 14.0pt; mso-ansi-language: EN-US;">R</span><sub><span style="color: windowtext; font-size: 14.0pt;">3</span></sub><span style="color: windowtext; font-size: 14.0pt;">+…..+</span><span lang="EN-US" style="color: windowtext; font-size: 14.0pt; mso-ansi-language: EN-US;">R<sub>n</sub></span><span style="color: windowtext; font-size: 14.0pt;">)</span><span style="color: windowtext; font-size: 16.0pt; font-weight: normal;">.</span></div>
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<div class="MsoTitle" style="text-align: justify;">
<br /></div>
<div class="MsoTitle" style="text-align: justify;">
<br /></div>
<div class="MsoTitle" style="text-align: justify;">
<b><u><span style="color: windowtext; font-size: 14.0pt; mso-bidi-font-size: 10.0pt;">Σύνδεση ωμικών αντιστατών παράλληλα.</span></u><span style="color: windowtext; font-size: 14.0pt; font-weight: normal; mso-bidi-font-size: 10.0pt;"> </span></b></div>
<div class="MsoTitle" style="text-align: justify;">
<span style="color: windowtext; font-size: 14.0pt; font-weight: normal; mso-bidi-font-size: 10.0pt;">Όταν έχουμε σύνδεση ωμικών αντιστατών παράλληλα</span><span style="color: windowtext; font-size: 14.0pt; font-weight: normal; mso-bidi-font-size: 10.0pt;"> τότε το αντίστροφο της ολικής αντίστασης από τα άκρα (</span><span lang="EN-US" style="color: windowtext; font-size: 14.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 10.0pt;">a</span><span style="color: windowtext; font-size: 14.0pt; mso-bidi-font-size: 10.0pt;">-</span><span lang="EN-US" style="color: windowtext; font-size: 14.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 10.0pt;">b</span><span style="color: windowtext; font-size: 14.0pt; font-weight: normal; mso-bidi-font-size: 10.0pt;">), ισούται με το άθροισμα της αντίστροφης τιμής κάθε αντίστασης ή η
ολική αγωγιμότης <span style="mso-text-raise: -16.0pt; position: relative; top: 16.0pt;"></span><span style="mso-spacerun: yes;"> </span>είναι ίση με το
άθροισμα των αγωγιμοτήτων των αντιστάσεων.</span></div>
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<br />
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<div class="MsoTitle" style="text-align: justify;">
<br /></div>
<div class="MsoTitle" style="text-align: justify;">
<b><u><span style="color: windowtext; font-size: 14.0pt; mso-bidi-font-size: 10.0pt;">Μεικτή σύνδεση ωμικών αντιστατών.</span></u></b><span style="color: windowtext; font-size: 14.0pt; font-weight: normal; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoTitle" style="text-align: justify;">
<span style="color: windowtext; font-size: 14.0pt; font-weight: normal; mso-bidi-font-size: 10.0pt;">Στην μεικτή σύνδεση </span><span style="color: windowtext; font-size: 14.0pt; font-weight: normal; mso-bidi-font-size: 10.0pt;">(αντιστάτες σε σειρά και
παράλληλα) τις αντιστάσεις που είναι παράλληλα τις αντικαθιστούμε με την
ισοδύναμή τους και καταλήγουμε σε ένα ισοδύναμο κύκλωμα όπου όλες οι
αντιστάσεις είναι συνδεδεμένες σε σειρά οπότε τις προσθέτουμε .</span><span style="color: windowtext; font-size: 14.0pt; font-weight: normal; mso-bidi-font-size: 10.0pt;"></span></div>
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" 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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-48883905216634037972013-05-11T10:32:00.002+03:002013-05-11T10:37:21.402+03:00Χωριά Φαντάσματα στο Δρόμο του Λιγνίτη<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: #ead1dc;"><span style="font-family: sans-serif;"><span style="font-size: 16px; line-height: 21px;">Οι «Πρωταγωνιστές» </span></span><span style="font-family: sans-serif; font-size: 16px; line-height: 21px;">επισκέφτηκαν τη «χώρα» του λιγνίτη και κατέγραψαν 4 ημέρες από τη ζωή αλλά και τις συγκρούσεις στην περιοχή που παράγει το 70% του ηλεκτρικού ρεύματος της Ελλάδας. Ε</span><span style="font-family: sans-serif; font-size: 16px; line-height: 21px;">πισκέφθηκαν τα εργοστάσια της ΔΕΗ, συνομίλησαν με τους εργαζόμενους, τους «υπέρμαχους» της ενέργειας που χαρακτηρίζουν τον λιγνίτη ως τον μαύρο χρυσό της Ελλάδας και «κατέβηκαν» στο μεγαλύτερο ορυχείο των Βαλκανίων. Παράλληλα, κατέγραψαν και τις απόψεις των «αντιπάλων» του λιγνίτη. 'Όσων δηλαδή προτάσσουν τα προβλήματα της ατμοσφαιρικής ρύπανσης και ζητούν τη σταδιακή μείωση της χρήσης του λιγνίτη και τη στροφή προς τις εναλλακτικές μορφές ενέργειας. </span></span></div>
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<span style="background-color: #ead1dc; font-family: sans-serif; font-size: 16px; line-height: 21px;">Ο Σταύρος Θεοδωράκης με τους συνεργάτες του, τη δημοσιογράφο Βίκυ Καραβάλτσιου και τους οπερατέρ Μαρία Μαράκη και Βασίλη Μουρίκη, επισκέφθηκαν επίσης τα χωριά Μαυροπηγή και Ακρινή που περιμένουν να «μετακομίσουν» καθώς τα ορυχεία της ΔΕΗ επεκτείνονται. Οι κάτοικοι τους διαμαρτύρονται ότι τα ορυχεία τους έχουν πλησιάσει πολύ και ζητούν την άμεση μετεγκατάσταση τους. </span></div>
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<span style="font-family: sans-serif; font-size: 16px; line-height: 21px;"><span style="background-color: #ead1dc;">Το οδοιπορικό στη «χώρα του λιγνίτη» ξεκινάει από τα εγκαταλειμμένα χωριά Κλείτος, Χαραυγή και Κόμανος που εκκενώθηκαν για να παραδοθεί το υπέδαφός τους στους εκσκαφείς της ΔΕΗ. Στον Κλείτο η κάμερα της εκπομπής «ανακάλυψε» την κυρία Μαίρη που αρνείται να φύγει από το σπίτι της ενώ στην Χαραυγή βρήκαν έναν Ινδό εργάτη, τον Τζαγκντίπ, ο οποίος επιμένει να μένει μόνος του στο εγκαταλειμμένο χωριό.</span></span></div>
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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-45601527324556515132013-05-10T11:31:00.000+03:002013-05-11T10:37:10.699+03:00Πεθαίνοντας στην Πτολεμαΐδα, πεθαίνοντας σαν χώρα<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: #ead1dc;">Η Ελλάδα είναι <strong style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">η πιο σπάταλη σε ενέργεια χώρα</strong> της Ευρωπαϊκής Ένωσης. Παρότι προικισμένη με άφθονο ήλιο, αέρα και πλούσιο γεωθερμικό δυναμικό, έχει βρεθεί σε θέση ουραγού στην χρησιμοποίηση των εναλλακτικών μορφών ενέργειας: χώρες όπως η Γερμανία και η Αυστρία χρησιμοποιούν την ηλιακή ενέργεια πολύ περισσότερο απ’ ότι η Ελλάδα, ενώ στο Λονδίνο λειτουργεί ήδη ένα ηλιακό χωριό!!</span></div>
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<span style="background-color: #ead1dc;">Αποκορύφωμα, το μεγάλο σκάνδαλο των Ολυμπιακών Αγώνων του 2004 που είχαν διαφημιστεί ως η<em style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">πράσινη Ολυμπιάδα</em>: <strong style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">στο Ολυμπιακό χωριό δεν τοποθετήθηκαν καν ηλιακοί θερμοσίφωνες</strong>!! Όπως αποκαλύπτει ένας από τους ανθρώπους που μιλούν στην εκπομπή, οι εταιρείες κλιματιστικών ήξεραν από πριν ότι θα αναλάβουν τα έργα, ενώ οι αρμόδιοι δήλωναν αφοπλιστικά: “αφού εργάτες θα μείνουν μετά, τι μας νοιάζει εμάς;”…</span></div>
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<span style="background-color: #ead1dc;">Στην <strong style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">περιοχή της Πτολεμαΐδας</strong> δύο από τα εργοστάσια της ΔΕΗ φιγουράρουν ανάμεσα στις τριάντα πιο ρυπογόνες βιομηχανίες της Ευρώπης, ενώ είναι <strong style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">εμφανείς οι επιπτώσεις στην υγεία </strong>των κατοίκων της περιοχής: παιδιά γεννιούνται με προβλήματα υγείας, νέοι άνθρωποι πεθαίνουν από καρκίνο. Ο φακός του<strong style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">Ρεπορτάζ Χωρίς Σύνορα</em></strong> κατέγραψε συγκλονιστικές εικόνες από “το ενεργειακό Νταχάου” που λειτουργεί στην χώρα μας χωρίς να το γνωρίζουμε…</span></div>
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<span style="background-color: #ead1dc;">Την ίδια στιγμή, <strong style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">ο μέσος όρος ζωής των κατοίκων της Αθήνας και της Θεσσαλονίκης μειώνεται</strong>, εξ’αιτίας της ρύπανσης της ατμόσφαιρας από τα μικροσωματίδια. Για τις επιπτώσεις του περιβάλλοντος στην υγεία, <strong style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">μια έρευνα του Πανεπιστημίου Θεσσαλονίκης</strong> είναι αποκαλυπτική: ενώ στην πλούσια ανατολική Θεσσαλονίκη οι καρκίνοι και οι θάνατοι από καρδιακά-εγκεφαλικά επεισόδια παραμένουν στα επίπεδα της δεκαετίας του 60, η βιομηχανοποιημένη δυτική πλευρά της πόλης θερίζεται από τις θανατηφόρες ασθένειες…</span></div>
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<span style="background-color: #ead1dc;">Η Ελλάδα <strong style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">ξεκίνησε πρώτη την χρησιμοποίηση εναλλακτικών μορφών ενέργειας</strong>: το 1983 εγκαταστάθηκε στην Κύθνο το πρώτο αιολικό πάρκο στον κόσμο, παράλληλα με ένα προηγμένο σύστημα χρησιμοποίησης της ηλιακής ενέργειας. Όμως στα χρόνια που μεσολάβησαν, η έλλειψη πολιτικής βούλησης, η γραφειοκρατία και η διαφθορά μετέτρεψαν την χώρα σε ουραγό των εξελίξεων. Είναι φανερό πλέον ότι <strong style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">η Ελλάδα δεν θα μπορέσει να καλύψει τους στόχους του πρωτοκόλλου του Κιότο</strong>, για τον περιορισμό των εκπομπών διοξειδίου του άνθρακος και την επέκταση των εναλλακτικών μορφών ενέργειας. Ελληνικές επιχειρήσεις θα υποχρεωθούν να πληρώσουν πρόστιμα, τα οποία θα μετακυλιθούν στους καταναλωτές.</span></div>
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<span style="background-color: #ead1dc;">Χωρίς σχετικές εκπομπές</span></div>
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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-62270303422378546352013-05-09T09:26:00.000+03:002013-05-11T10:37:42.631+03:00Η Βιομηχανία του Λιγνίτη στη Δυτική Μακεδονία<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: #ead1dc; color: #333333; font-family: 'Courier New', Courier, monospace; text-align: justify;">Μέχρι το 1938, η χρήση των λιγνιτών στη Δ. Μακεδονία παρουσίαζε ενδιαφέρον μόνο για τους κατοίκους της ευρύτερης περιοχής σαν υποκατάστατο του ξύλου, κυρίως για ανάγκες οικιακής θέρμανσης. </span></div>
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<span style="color: #333333; text-align: justify;"><b><span style="background-color: #ead1dc; font-family: Georgia, Times New Roman, serif; font-size: xx-small;">F. Kegel</span></b></span></div>
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<span style="background-color: #ead1dc; color: #333333; font-family: Courier New, Courier, monospace;">Το 1939, με τη δημοσίευση της έκθεσης του Γερμανού καθηγητή F. Kegel, εκδηλώνεται η πρώτη σοβαρή προσπάθεια αξιοποίησης των λιγνιτών σε βιομηχανική κλίμακα. Ο Γερμανός καθηγητής, με τα πενιχρά τεχνικά μέσα εκείνης της εποχής, εκτίμησε τα αποθέματα του λιγνίτη σε 6 δις τόνους. Την περίοδο εκείνη, η χώρα μας κάλυπτε το 95% των ενεργειακών της αναγκών από εισαγωγές. Τη δεκαετία του 1950 ξεκινά εκτεταμένη μεταλλευτική έρευνα με στόχο την αναζήτηση και αξιολόγηση των λιγνιτικών κοιτασμάτων και το 1956 ξεκινά επίσημα η περίοδος της βιομηχανίας λιγνίτη. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif; font-size: xx-small;"><b style="background-color: #ead1dc;">Η <span style="color: #333333; text-align: justify;">ΛΙΠΤΟΛ</span><span style="color: #333333; text-align: justify;"> το 1958</span></b></span></div>
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<span style="background-color: #ead1dc; color: #333333; font-family: Courier New, Courier, monospace;">Τον Σεπτέμβριο του 1956, η εταιρεία ΛΙΠΤΟΛ ΑΕ (Λιγνιτωρυχεία Πτολεμαΐδας με πρόεδρο τον κ. Μποδοσάκη, υπέγραψε σύμβαση με τη Γερμανική εταιρεία KHD για την κατασκευή του πρώτου σταθμού παραγωγής ηλεκτρικής ενέργειας με καύσιμο λιγνίτη, ισχύος 10 MW. Έκτοτε, οι ατμοηλεκτρικοί σταθμοί πολλαπλασιάζονται ενώ νέα ορυχεία ανοίγονται συνεχώς στον άξονα Αμυνταίου - Πτολεμαΐδας Κοζάνης. Ο λιγνίτης, το εθνικό μας καύσιμο, έχει αναλάβει πλέον κυρίαρχη θέση στο ενεργειακό μας σύστημα.</span></div>
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<span style="background-color: #ead1dc;"><img height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsEtREdJd9L5HFu2MCPt4pfJkM75VZJvhpB5S0dQGv0x5v9Qw3inxCe2SNPbRL6KB0dXjUFlEu8fb2-bU03stsQCxC6WS16WuLrOGz6GW-f0m22DfDM1B-xtQi52NTVr-Gs2ROqoJ_Y6d0/s400/%25CE%25A6%25CF%258E%25CF%2584%25CE%25BF+%25CE%259D%25CE%25BF+2.+%25CE%259B%25CE%25B9%25CE%25B3%25CE%25BD%25CE%25B9%25CF%2584%25CF%2589%25CF%2581%25CF%258D%25CF%2587%25CE%25BF%25CE%25B9+%25CF%2583%25CE%25B5+%25CF%258E%25CF%2581%25CE%25B1+%25CE%25BC%25CE%25B5%25CF%2583%25CE%25B7%25CE%25BC%25CE%25B2%25CF%2581%25CE%25B9%25CE%25BD%25CE%25BF%25CF%258D+%25CE%25BA%25CE%25BF%25CE%25BB%25CE%25B1%25CF%2584%25CF%2583%25CE%25B9%25CE%25BF%25CF%258D+%25CF%2584%25CE%25BF+1956%2528%253B%2529.+%25CE%25B4%25CE%25B7%25CE%25BC%25CE%25BF%25CF%2583%25CE%25B9%25CE%25B5%25CF%258D%25CF%2584%25CE%25B7%25CE%25BA%25CE%25B5+%25CE%259F1-05-2013.jpg" width="400" /></span></div>
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<span style="font-family: Courier New, Courier, monospace;"><span style="background-color: #ead1dc; color: #333333;">Οι λιγνίτες αλλά και οι άνθρακες γενικότερα είναι το αποτέλεσμα μιας ιδιότυπης αποσύνθεσης φυτών η οποία χαρακτηρίζεται με τον ειδικό όρο ως ενανθράκωση Τα λιγνιτικά κοιτάσματα της Πτολεμαΐδας διαμορφώθηκαν κατά την τριτογενή γεωλογική περίοδο και είναι ηλικίας ενός έως πέντε εκατομμυρίων ετών. Η ευρύτερη περιοχή η οποία οριοθετείται σήμερα από το Μοναστήρι, το Αμύνταιο, τη Φλώρινα, την Πτολεμαΐδα την Κοζάνη μέχρι τα Σέρβια, πριν από εκατομμύρια χρόνια, ήτανε μια περιοχή με αβαθείς λίμνες και διάσπαρτα έλη. Οι κλιματολογικές συνθήκες της τότε εποχής ευνοούσαν την ανάπτυξη υδροχαρών φυτών και κυρίως καλάμια και βρύα. Όταν τα φυτά ξεραίνονταν, έπεφταν στο φτωχό σε οξυγόνο νερό των βάλτων και σκεπάζονταν από λάσπη. Παράλληλα, λόγω καθιζήσεων και φερτών υλικών, τα φυτά καλυπτόταν με επιπλέον ιζηματογενείς αποθέσεις. Η αποσύνθεση των φυτών γινότανε σε περιβάλλον χωρίς αέρα και κάτω από πίεση, ενώ η παρουσία μικροοργανισμών υποβοηθούσε την αναερόβια ζύμωση. Κατά την διαδικασία της ενανθράκωσης, διέφευγε στην ατμόσφαιρα το οξυγόνο, το υδρογόνο και το άζωτο και κατά συνέπεια αυξανόταν το ποσοστό του άνθρακα στα υπολείμματα. Αργότερα φύτρωνε καινούργια βλάστηση και ο κύκλος επαναλαμβανόταν Πάνω από τα νεώτερα στρώματα λιγνίτη επικάθισαν γαιώδη υλικά, τα λεγόμενα "υπερκείμενα". Το πάχος των υπερκείμενων υλικών, άμμος, ασβεστόλιθος και άργιλος, κυμαίνεται στα ορυχεία της Πτολεμαΐδας από 12 μέχρι 200 μέτρα. Επιπλέον, το κοίτασμα του λιγνίτη δεν είναι ενιαίο διότι ακριβώς μέσα στο κοίτασμα υπάρχουν τα παλαιότερα γαιώδη υλικά τα οποία ονομάζονται "ενδιάμεσα". Για τον σχηματισμό ενός κυβικού μέτρου λιγνίτη, υπολογίσθηκε ότι απαιτείται χρονικό διάστημα 1000 έως 4000 ετών.</span></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Αποθέματα λιγνίτη</span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Στη Δυτική Μακεδονία παράγονται ετησίως περίπου 60 εκατομμύρια τόνοι λιγνίτη. Μέχρι σήμερα έχουν εξορυχτεί 1,2 δις τόνοι λιγνίτη, ενώ με τα σημερινά τεχνικά και οικονομικά δεδομένα, τα εναπομείναντα εκμεταλλεύσιμα αποθέματα της περιοχής, εκτιμώνται σε 2,4 δις τόνους. Η λιγνιτική δραστηριότητα που αναπτύσσεται κυρίως στη Δ. Μακεδονία αλλά και στη Μεγαλόπολη, κατατάσσει την Ελλάδα στη 2η θέση μεταξύ των λιγνιτοπαραγωγών χωρών της Ευρωπαϊκής Ένωσης και την 5η θέση σε παγκόσμια κλίμακα.</span></div>
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<span style="font-family: Courier New, Courier, monospace;"><span style="background-color: #ead1dc; color: #333333;">Η ποιότητα των ελληνικών λιγνιτών είναι χαμηλή. Η μέση υγρασία του λιγνίτη Πτολεμαΐδας είναι 50-60 %, η τέφρα 35% (επί ξηρού) και η κατώτερη θερμογόνος ικανότητα 1.300 kcal/kg. Σημαντικό συγκριτικό πλεονέκτημα όμως, πέρα από την ασφάλεια εφοδιασμού, αποτελεί η χαμηλή περιεκτικότητα σε θείο.</span></span></div>
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<span style="background-color: #ead1dc;"><img alt="Εικόνα 4.51 :Παραγωγή Λιγνίτη" height="277" src="http://digitalschool.minedu.gov.gr/modules/ebook/show.php/DSGL-C124/54/418,1555/images/img_4_51.jpg" style="color: #333333; text-align: center;" width="400" /></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Εξόρυξη του λιγνίτη</span></div>
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<span style="font-family: Courier New, Courier, monospace;"><span style="background-color: #ead1dc; color: #333333;">Ιδιαίτερο χαρακτηριστικό των λιγνιτικών κοιτασμάτων της Πτολεμαΐδας αποτελεί η συχνή εναλλαγή των οριζόντιων λιγνιτικών κοιτασμάτων και των ενδιάμεσων υλικών, τα οποία αποκαλούνται "στείρα" ή "άγονα". Η εκμετάλλευση των λιγνιτικών κοιτασμάτων γίνεται επιφανειακά με τη μέθοδο των "ορθών βαθμίδων".</span></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Σε ένα σύστημα συνεχούς λειτουργίας στο οποίο χρησιμοποιούνται ηλεκτροκίνητοι καδοφόροι εσκαφείς, ταινιόδρομοι και αποθέτες, το κοίτασμα του λιγνίτη εκσκάπτεται κατά στρώσεις. Η εξόρυξη των υπερκειμένων και στη συνέχεια του λιγνίτη, γίνεται με μεγάλα ηλεκτροκίνητα μηχανήματα συνεχούς λειτουργίας τους καδοφόρους εκσκαφείς. Από τα υλικά που εξορύσσονται, ο μεν λιγνίτης μεταφέρεται στους Ατμοηλεκτρικούς Σταθμούς, τα δε υπερκείμενα και ενδιάμεσα υλικά μεταφέρονται και αποτίθενται κυρίως στις περιοχές στις οποίες έχει προηγηθεί εξόρυξη, ώστε μετά το τέλος της εκμετάλλευσης, η επίπτωση στο τοπίο της περιοχής να είναι η ελάχιστη δυνατή. </span></div>
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<span style="background-color: #ead1dc;"><img height="194" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9VHbfgh7FpoJi_7Uh-LveOPNbaXiRyuCHA2NPjy_K-AxXnWxvU5xaf6hNTUQId4ZvHzktT-BsfSLgkXuC3oeaGl2hgUZ0XmY5eyPVM-SETqm8rNnPdalj67TN_bJmSNpJknH9r0AUCFwO/s320/%CE%A4%CE%91%CE%99%CE%9D%CE%99%CE%9F%CE%94%CE%A1%CE%9F%CE%9C%CE%9F%CE%99+%CE%94%CE%95%CE%97.jpg" width="320" /></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Η μεταφορά του λιγνίτη και των στείρων, γίνεται με τους ταινιόδρομους οι οποίοι μπορούν να μεταφέρουν συνεχώς σε μακρινές αποστάσεις μεγάλες ποσότητες υλικών. Τέλος, η απόθεση των στείρων υλικών στις περιοχές όπου έχει αποληφθεί ο λιγνίτης, γίνεται με μεγάλα ηλεκτροκίνητα μηχανήματα - τα συνεχούς λειτουργίας που ονομάζονται αποθέτες.</span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Εκτός από τον κύριο εξοπλισμό, η εξόρυξη και διαχείριση του λιγνίτη απαιτεί τη χρήση πολλαπλού εξοπλισμού όπως χωματουργικά μηχανήματα, φορτωτές εκσκαφείς, φορτηγά κλπ τα οποία περιγράφονται με τον γενικό όρο "βοηθητικός εξοπλισμός".</span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Χρήση του λιγνίτη στην παραγωγή ενέργειας</span></div>
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<span style="background-color: #ead1dc;"><img height="196" src="http://lithanthrakas.files.wordpress.com/2009/01/cebcceb5cf81ceafceb4ceb9ceb1-cebaceb1cf85cf83ceafcebccf89cebd1.jpg?w=693&h=359" style="color: black; font-weight: normal; text-align: center;" width="400" /></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Στη Δ. Μακεδονία είναι εγκατεστημένοι έξι (6) Σταθμοί παραγωγής ηλεκτρικής ενέργειας με καύσιμο λιγνίτη. Η συνολική εγκατεστημένη ισχύς των Σταθμών είναι περίπου 4.500 MW. Κάθε Σταθμός αποτελείται από επιμέρους μονάδες ενώ στις περισσότερες των περιπτώσεων, ένας σταθμός αποτελείται από τέσσερις (4) μονάδες.</span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Η χρήση των ατμοηλεκτρικών σταθμών γίνεται προκειμένου η χημική ενέργεια του λιγνίτη να μετατραπεί σε ηλεκτρική.</span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Ο λιγνίτης μεταφέρεται από το σημείο εξόρυξης στον Σταθμό παραγωγής ηλεκτρικής ενέργειας με τη βοήθεια ταινιοδρόμων και είτε αποθηκεύεται στην Αυλή του λιγνίτη είτε οδηγείται απ 'ευθείας στους σπαστήρες όπου και θρυμματίζεται σε κομμάτια μέγιστης διαμέτρου 4 cm και τη συνέχεια μεταφέρεται στα σιλό λιγνίτη των μονάδων. </span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Η καύση του λιγνίτη γίνεται στον λέβητα της μονάδας όπου η θερμική ενέργεια που εκλύεται από την καύση του λιγνίτη ατμοποιεί το νερό με συνέπεια τη δημιουργία υπέρθερμου ατμού. Ο υπέρθερμος ατμός (Υ/Θ) εκτονώνεται στο ατμοστρόβιλο υψηλής πίεσης όπου και παράγεται χρήσιμο έργο. Στη συνέχεια, ο ατμός οδηγείται εκ νέου στο λέβητα προκειμένου να αναθερμανθεί, να αυξηθεί δηλαδή η θερμοκρασία του και ακολούθως εκτονώνεται στο στρόβιλο μέσης και χαμηλής πίεσης όπου παράγεται επιπλέον έργο. Κατόπιν, ο ατμός εισέρχεται στο ψυγείο της μονάδας όπου συμπυκνώνεται με τη βοήθεια ψυκτικού νερού. Ο συμπυκνωμένος πλέον ατμός, με τη βοήθεια αντλιών, προθερμαίνεται με τη χρήση εναλλακτών θερμότητας και οδηγείται μέσω αντλιών και πάλι στο λέβητα ολοκληρώνοντας έναν θερμικό κύκλο.</span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Η θερμική ενέργεια που απάγεται από το ψυκτικό νερό αποβάλλεται στον πύργο ψύξης όπου με τη μέθοδο του καταιονισμού χάνεται μια ποσότητα νερού με τη μορφή ατμού και σταγονιδίων.</span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Στον άξονα του στροβίλου ο οποίος περιστρέφεται με 3000 στρ. /λεπτό, είναι συνδεδεμένη η γεννήτρια, η οποία μετατρέπει την κινητική ενέργεια σε ηλεκτρική.</span><br />
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Για την παραγωγή 1 KWh απαιτείται η καύση 1,85 Kg λιγνίτη περίπου και η κατανάλωση 2,5 λίτρων ψυκτικού νερού.</span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Τα καυσαέρια που παράγονται από την καύση του λιγνίτη οδηγούνται σε ογκώδεις διατάξεις κατακράτησης των αιωρούμενων σωματιδίων, τα ηλεκτροστατικά φίλτρα (Η/Φ). Στα φίλτρα αυτά, τα σωματίδια εκτίθενται σε συνεχές ηλεκτρικό πεδίο υψηλής τάσης, μετατρέπονται σε ιόντα και τελικά συλλέγονται στα φίλτρα.</span></div>
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<span style="color: #274e13; font-family: Courier New, Courier, monospace;"><strong style="background-color: #ead1dc;">Το κοινωνικό και οικονομικό κόστος του λιγνίτη</strong></span></div>
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<span style="background-color: #ead1dc;"><img height="286" src="http://otoposthsoikologias.files.wordpress.com/2012/02/lignite-economic-costs-per-station.jpg" width="400" /></span></div>
<span style="background-color: #ead1dc; color: #333333; font-family: Courier New, Courier, monospace;">Η πρόσφατη έκθεση του Ευρωπαϊκού Οργανισμού Περιβάλλοντος (ΕΟΠ) με τίτλο, «Αποκαλύπτοντας το Πραγματικό Κόστος της Ατμοσφαιρικής Ρύπανσης από τις Βιομηχανικές Εγκαταστάσεις της Ευρώπης», επιχειρεί να αποδώσει σε οικονομικούς όρους με τη χρήση επικαιροποιημένης μεθοδολογίας, τις επιπτώσεις της ατμοσφαιρικής ρύπανσης στη δημόσια υγεία και το περιβάλλον από περίπου 10.000 ευρωπαϊκές βιομηχανικές εγκαταστάσεις. Σύμφωνα με την έκθεση που χρησιμοποίησε τα διαθέσιμα στοιχεία από το ευρωπαϊκό Μητρώο Έκλυσης και Μεταφοράς Ρύπων (Ε-ΜΕΜΡ), για το 2009 το συνολικό κόστος αυτό ανήλθε στα 102-169 δισ. ευρώ, ή 200-330 ευρώ κατά μέσο όρο ανά Ευρωπαίο πολίτη. Όπως είναι αναμενόμενο, το μεγαλύτερο μέρος της ρύπανσης, άρα και η μεγαλύτερη οικονομική ζημία ύψους 66-122 δισ. ευρώ, οφείλεται στις ευρωπαϊκές μονάδες παραγωγής ηλεκτρικής ενέργειας με καύσιμο τον άνθρακα και το λιγνίτη. Σύμφωνα με τα στοιχεία της έκθεσης, οι 7 λιγνιτικοί σταθμοί της ΔΕΗ είναι υπεύθυνοι για επιβάρυνση της ελληνικής οικονομίας το 2009 κατά 2,3-3,9 δισ. ευρώ! Αυτό αντιστοιχεί σε 216-362 ευρώ ανά Έλληνα πολίτη.</span><br />
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Αν και ο ΕΟΠ υπολόγισε τους θανάτους και τις χρόνιες παθήσεις που προκαλούνται από τη ρύπανση προκειμένου να καταλήξει στο οικονομικό κόστος, δεν έδωσε στη δημοσιότητα αυτές τις εκτιμήσεις.</span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Η Greenpeace, αξιοποιώντας τα δημοσιευμένα στοιχεία της έκθεσης και με τη χρήση της ίδιας μεθοδολογίας, εκτίμησε τους θανάτους και τις χρόνιες παθήσεις που προκύπτουν από τη ρύπανση των μονάδων.</span></div>
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<span style="background-color: #ead1dc;"><img height="345" src="http://otoposthsoikologias.files.wordpress.com/2012/02/lignite-implications-for-public-health.jpg" width="640" /></span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Τα αποτελέσματα για την Ελλάδα είναι συγκλονιστικά: 534 άνθρωποι χάνουν κάθε χρόνο τη ζωή τους -μεταξύ των οποίων και ένα βρέφος- ως αποτέλεσμα της ρύπανσης από τη λειτουργία των λιγνιτικών μονάδων, ενώ 244 επιβαρύνονται με χρόνιες αναπνευστικές παθήσεις. Τη μεγαλύτερη καταστροφή δε, την προκαλεί η λειτουργία ενός μόνο λιγνιτικού σταθμού: ο ατμοηλεκτρικός σταθμός (ΑΗΣ) Μεγαλόπολης, που σύμφωνα μάλιστα με τον ΕΟΠ είναι η πιο ρυπογόνα μονάδα της Ευρώπης ανά τόνο εκπομπών για το 2009! Μία διαφορετική οπτική γωνία για την κατανόηση των επιπτώσεων στην εθνική οικονομία από την επιβάρυνση της δημόσιας υγείας, είναι ο υπολογισμός των χαμένων εργατο-ημερών («restricted activity days» ? ημέρες περιορισμένης δραστηριότητας), ως αποτέλεσμα της νοσηρότητας του πληθυσμού από την ατμοσφαιρική ρύπανση.</span></div>
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<span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace;">Greenpeace</span></div>
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<span style="background-color: #ead1dc; color: #274e13; font-family: Courier New, Courier, monospace;">Εκπομπές CO<sub>2</sub> από μια μονάδα ισχύος 500 MW ανά είδος και τεχνολογία καυσίμου</span></div>
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<tr><td bgcolor="#abb800" class="white" style="color: white;" width="48%"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">Είδος μονάδας</span></td><td bgcolor="#abb800" class="white" style="color: white;" width="52%"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">Εκπομπές CO<sub>2</sub> (τόνοι /MWh)</span></td></tr>
<tr><td bgcolor="#ebebeb" class="gray" style="color: #6b6b6b;"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">Τυπική μονάδα λιγνίτη</span></td><td bgcolor="#ebebeb"><span class="gray" style="color: #6b6b6b;"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">0,90</span></span></td></tr>
<tr><td class="gray" style="color: #6b6b6b;"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">Άνθρακας με καθαρές τεχνολογίες</span></td><td><span class="gray" style="color: #6b6b6b;"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">0,69 -0,74</span></span></td></tr>
<tr><td bgcolor="#ebebeb"><span class="gray" style="color: #6b6b6b;"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">Άνθρακας με καθαρές τεχνολογίες & βιομάζα</span></span></td><td bgcolor="#ebebeb"><span class="gray" style="color: #6b6b6b;"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">0,60 -0,65</span></span></td></tr>
<tr><td><span class="gray" style="color: #6b6b6b;"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">Φυσικό άεριο</span></span></td><td><span class="gray" style="color: #6b6b6b;"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">0,36</span></span></td></tr>
<tr><td bgcolor="#ebebeb"><span class="gray" style="color: #6b6b6b;"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">Φυσικό αέριο ή άνθρακας με καθαρές τεχνολογίες και CCS (δέσμευση και αποθήκευση άνθρακα)</span></span></td><td bgcolor="#ebebeb"><span class="gray" style="color: #6b6b6b;"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">0,10</span></span></td></tr>
<tr><td><span class="gray" style="color: #6b6b6b;"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">Ηλιακά – Αιολικά συστήματα</span></span></td><td><span class="gray" style="color: #6b6b6b;"><span style="background-color: #ead1dc; font-family: Courier New, Courier, monospace; font-size: small;">0</span></span></td></tr>
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<span style="background-color: #ead1dc;"><span class="gray" style="color: #6b6b6b;"><br /></span><span class="gray" style="color: #6b6b6b;">Πηγή: <b>UK energy pla</b></span></span></div>
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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-110676828984026972013-05-08T18:06:00.000+03:002013-05-11T10:43:02.874+03:00Ανεμογεννήτριες<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;">Η ενέργεια που υπάρχει στην κίνηση του ανέμου (αιολική ενέργεια) μετατρέπεται σε ηλεκτρική ενέργεια από τις ανεμογεννήτριες.</span></div>
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<span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;">Ο άνεμος περιστρέφει τα πτερύγια της ανεμογεννήτριας, τα οποία με τη σειρά τους περιστρέφουν ένα μοτέρ το οποίο παράγει ρεύμα.</span></div>
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<span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;">Το ρεύμα αυτό μπορεί να διοχετεύεται κατ΄ ευθείαν στο κεντρικό δίκτυο ρεύματος ή να αποθηκεύεται σε συσσωρευτές ή και να θερμαίνει νερό.</span></div>
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<span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;">Η ισχύς που μπορεί να δώσει μια ανεμογεννήτρια εξαρτάται κυρίως από δύο παράγοντες:</span></div>
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<li><span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;">Όσο μεγαλύτερα είναι τα πτερύγια, τόσο μεγαλύτερη η ισχύς της. Διπλασιάζοντας το μήκος των πτερυγίων,<b>τετραπλασιάζεται</b> η ισχύς σε κάθε ταχύτητα ανέμου.</span></li>
<li><span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;">Όσο μεγαλύτερη είναι η ταχύτητα του ανέμου, τόσο μεγαλύτερη η ισχύς. Με διπλάσια ταχύτητα ανέμου,<b>οκταπλασιάζεται</b> η ισχύς της ίδιας ανεμογεννήτριας.</span></li>
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<span class="style9"><span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;">Υπάρχουν πολλών ειδών ανεμογεννήτριες οι οποίες κατατάσσονται σε δύο βασικές κατηγορίες :</span></span></div>
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<span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;"><img height="7" src="http://www.cres.gr/kape/energeia_politis/images/arrowb.gif" width="9" /><b>Οριζοντίου άξονα</b>, των οποίων ο δρομέας είναι τύπου έλικα και βρίσκεται συνεχώς παράλληλος με την κατεύθυνση του ανέμου και του εδάφους</span></div>
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<span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;"><img height="7" src="http://www.cres.gr/kape/energeia_politis/images/arrowb.gif" width="9" /><b>Κατακόρυφου άξονα</b>, ο οποίος παραμένει σταθερός και είναι κάθετος προς την επιφάνεια του εδάφους.</span></div>
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<span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;">Μια τυπική ανεμογεννήτρια οριζοντίου άξονα αποτελείται από τα εξής μέρη :</span></div>
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<span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;"><img height="7" src="http://www.cres.gr/kape/energeia_politis/images/arrowb.gif" width="9" /><b>το δρομέα</b>, που αποτελείται από δύο ή τρία πτερύγια από ενισχυμένο πολυεστέρα . Τα πτερύγια προσδένονται πάνω σε μια πλήμνη είτε σταθερά , είτε με τη δυνατότητα να περιστρέφονται γύρω από το διαμήκη άξονα τους μεταβάλλοντας το βήμα</span></div>
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<span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;"><img height="7" src="http://www.cres.gr/kape/energeia_politis/images/arrowb.gif" width="9" /><b>το σύστημα μετάδοσης της κίνησης</b>, αποτελούμενο από τον κύριε άξονα, τα έδρανα του και το κιβώτιο πολλαπλασιασμού στροφών , το οποίο προσαρμόζει την ταχύτητα περιστροφής του δρομέα στη σύγχρονη ταχύτητα της ηλεκτρογεννήτριας. Η ταχύτητα περιστροφής παραμένει σταθερή κατά την κανονική λειτουργία της μηχανής</span></div>
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<span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;"><img height="7" src="http://www.cres.gr/kape/energeia_politis/images/arrowb.gif" width="9" /><b>την ηλεκτρική γεννήτρια</b>, σύγχρονη ή επαγωγική με 4 ή 6 πόλους η οποία συνδέεται με την έξοδο του πολλαπλασιαστή μέσω ενός ελαστικού ή υδραυλικού συνδέσμου και μετατρέπει τη μηχανική ενέργεια σε ηλεκτρική και βρίσκεται συνήθως πάνω στον πύργο της ανεμογεννήτριας . Υπάρχει και το σύστημα πέδης το οποίο είναι ένα συνηθισμένο δισκόφρενο που τοποθετείται στον κύριο άξονα ή στον άξονα της γεννήτριας</span></div>
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<span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;"><img height="7" src="http://www.cres.gr/kape/energeia_politis/images/arrowb.gif" width="9" /><b>το σύστημα προσανατολισμού</b>, αναγκάζει συνεχώς τον άξονα περιστροφής του δρομέα να βρίσκεται παράλληλα με τη διεύθυνση του ανέμου</span></div>
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<span style="background-color: #d5a6bd; font-family: Courier New, Courier, monospace;"><img height="7" src="http://www.cres.gr/kape/energeia_politis/images/arrowb.gif" width="9" />τον πύργο, ο οποίος στηρίζει όλη την παραπάνω ηλεκτρομηχανολογική εγκατάσταση . Ο πύργος είναι συνήθως σωληνωτός ή δικτυωτός και σπανίως από οπλισμένο σκυρόδεμα</span></div>
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<span style="background-color: #d5a6bd;"><img height="7" src="http://www.cres.gr/kape/energeia_politis/images/arrowb.gif" style="font-family: 'Courier New', Courier, monospace; text-align: left;" width="9" /><b style="font-family: 'Courier New', Courier, monospace; text-align: left;">τον ηλεκτρονικό πίνακα και τον πίνακα ελέγχου </b><span style="font-family: 'Courier New', Courier, monospace; text-align: left;">, οι οποίοι είναι τοποθετημένοι στη βάση του πύργου . Το σύστημα ελέγχου παρακολουθεί , συντονίζει και ελέγχει όλες τις λειτουργίες της ανεμογεννήτριας , φροντίζοντας για την απρόσκοπτη λειτουργία της.</span></span><br />
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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-39186124597617219222013-05-04T17:46:00.002+03:002013-05-04T17:46:38.469+03:00Κόκκινες, πασχαλιάτικες πινελιές<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: white; font-family: Verdana; font-size: 12px; letter-spacing: 2px; line-height: 14px;">Θα Γυρίσεις? (2012)</span></div>
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<span style="background-color: white; font-family: Verdana; font-size: 12px; letter-spacing: 2px; line-height: 14px;">Αεροπλάνη (2012)</span></div>
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<span style="background-color: white; font-family: Verdana; font-size: 12px; letter-spacing: 2px; line-height: 14px;">Σύρος Βαπόρια* (2012)</span></div>
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<tr><td style="font-size: 12px; letter-spacing: 0px; line-height: 16px; text-align: center;"><span class="workData" style="background-color: white; letter-spacing: 2px; line-height: 14px;"> Ποσειδών* (2012)</span></td></tr>
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<span style="background-color: white; font-family: Verdana; font-size: 12px; letter-spacing: 2px; line-height: 14px;">You Have Grown Up So Much! (2008)</span></div>
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<span style="background-color: white; font-family: Verdana; font-size: 12px; letter-spacing: 2px; line-height: 14px;">Αεροπλάνο στα Μάτια της* (2013)</span></div>
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<span style="background-color: white; font-family: Verdana; font-size: 12px; letter-spacing: 2px; line-height: 14px;"><b><a href="http://www.irenekana.com/index.jsp?lang=el">Ειρήνη Κανά</a></b></span></div>
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<span style="background-color: white; font-family: Verdana; font-size: 12px; line-height: 16px;">Γεννήθηκε στα Χανιά. Σπούδασε ζωγραφική στην Ανωτάτη Σχολή Καλών Τεχνών με δάσκαλο τον Παναγιώτη Τέτση, απ’ όπου αποφοίτησε με άριστα το 1990. Σπούδασε επίσης σκηνογραφία με τον Β. Βασιλειάδη.</span></div>
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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-25559898529487539962013-04-30T08:12:00.000+03:002013-04-30T08:28:57.267+03:00Ernst Werner Siemens<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: 'Courier New', Courier, monospace; text-align: justify;">Γερμανός εφευρέτης και επιχειρηματίας, ιδρυτής της ομώνυμης βιομηχανίας ηλεκτρικών ειδών.</span><br />
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<span style="font-family: Courier New, Courier, monospace;">Ο Ερνστ Βέρνερ φον Ζίμενς (Ernst Werner von Siemens) γεννήθηκε στις <span style="-webkit-transition: color 0.3s ease-out; transition: color 0.3s ease-out;">13 Δεκεμβρίου</span> 1816 στο Λέντε του Ανόβερου και ήταν το τέταρτο από τα δεκατέσσερα παιδιά ενός αγρότη. Εγκατέλειψε από νωρίς το σχολείο και κατατάχθηκε στο πρωσικό πυροβολικό για να γίνει μηχανικός.</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Πολύ γρήγορα διακρίθηκε και το 1842 έκανε την πρώτη του ανακάλυψη, μια μέθοδο επιμετάλλωσης με ηλεκτρισμό. Τα επόμενα χρόνια, εκμεταλλευόμενος τη μετάθεσή του στο Βερολίνο, ασχολήθηκε με τη βελτίωση του ηλεκτρικού τηλέγραφου, καθώς κατάλαβε αμέσως τις δυνατότητές του για την παγκόσμια επικοινωνία. </span><br />
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<span style="font-family: Courier New, Courier, monospace;">Ο Ζίμενς θέλησε να εκμεταλλευτεί οικονομικά αυτές τις ανακαλύψεις του και με τον φίλο του μηχανικό Γιόχαν Χάλσκε ίδρυσε την <span style="-webkit-transition: color 0.3s ease-out; transition: color 0.3s ease-out;">1η Οκτωβρίου</span> 1847 την εταιρεία Telegraphen - Bauanstalt von Siemens & Halske (Εταιρεία Κατασκευής Τηλεγράφων Ζίμενς και Χάλσκε).</span><br />
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<span style="font-family: Courier New, Courier, monospace;">Οι δουλειές πήγαν καλά από την αρχή, με την εξασφάλιση συμβολαίων από το στρατό για την εγκατάσταση τηλεγραφικού δικτύου. Έτσι, ο Βέρνερ αποφάσισε να παραιτηθεί από το στράτευμα (1849) και να ασχοληθεί αποκλειστικά με την επιχείρηση και τις εφευρέσεις.</span><br />
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<span style="font-family: Courier New, Courier, monospace;">Τρία χρόνια αργότερα παντρεύτηκε τη Ματίλντα Ντρούμαν, με την οποία απέκτησε δύο αγόρια. Μετά τον θάνατο της Ματίλντα, ήλθε σε δεύτερο γάμο με τη συγγενή του Αντωνία Ζίμενς, η οποία του χάρισε μία κόρη κι ένα γιο.</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Η εταιρεία των Ζίμενς και Χάλσκε άρχισε να γιγαντώνεται και σύντομα απόκτησε πολυεθνικό χαρακτήρα, με παραρτήματα στο Λονδίνο και την Αγία Πετρούπολη, τα οποία διηύθυναν οι αδελφοί του Βέρνερ, Γουίλιαμ και Καρλ αντίστοιχα. Ο Χάλσκε διαφώνησε με αυτή την επιλογή και αποχώρησε από την εταιρεία, η οποία έμεινε αποκλειστικά στην οικογένεια Ζίμενς.</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Το μυαλό του Βέρνερ συνέχισε να είναι σε εξαιρετική φόρμα και στις <span style="-webkit-transition: color 0.3s ease-out; transition: color 0.3s ease-out;">14 Δεκεμβρίου</span> 1877 έλαβε δίπλωμα ευρεσιτεχνίας για τον μετατροπέα κινούμενου πηνίου, που αργότερα μετεξελίχθηκε στο μεγάφωνο, ενώ πέντε χρόνια αργότερα (<span style="-webkit-transition: color 0.3s ease-out; transition: color 0.3s ease-out;">29 Απριλίου</span> 1882) άρχισε τις δοκιμές του ηλεκτρικού λεωφορείου (τρόλεϊ).</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Ο Βέρνερ Ζίμενς αναμίχθηκε στα κοινά και το 1866 έγινε μέλος της Πρωσικής Βουλής. Πάντοτε φιλελεύθερος, ψήφισε επανειλημμένα κατά της αύξησης των στρατιωτικών δαπανών. Το 1888 απέκτησε τίτλο ευγενείας με την προσθήκη του φον στο όνομά του (Βέρνερ φον Ζίμενς). Αποχώρησε από την εταιρεία του το 1890 και στις <span style="-webkit-transition: color 0.3s ease-out; transition: color 0.3s ease-out;">6 Δεκεμβρίου</span> 1892 άφησε την τελευταία του πνοή στο Βερολίνο, που ήταν πλέον η πρωτεύουσα της ενοποιημένης Γερμανίας. Προς τιμήν του, η μονάδα μέτρησης της ηλεκτρικής αγωγιμότητας ονομάστηκε «ζίμενς» (SI).</span></div>
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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-5265916980920957822013-04-29T17:52:00.004+03:002013-04-29T17:53:35.548+03:00Elektromote, η πρώτη εκδοχή του τρόλλεϋ.<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: white; color: #0f0f0f; font-family: FedraSansNormal, sans-serif; font-size: 13px;">Σαν σήμερα, ο Ernst Werner Siemens παρουσιάζει το 1882 στο Βερολίνο σε δοκιμαστική διαδρομή 540 μ. το πρώτο τρόλλεϋ. </span><br />
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<img height="303" src="http://www.lifo.gr/uploads/image/489350/Untitled-1_193.jpg" width="400" /></div>
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<span style="background-color: white;"><span style="color: #0f0f0f; font-family: FedraSansNormal, sans-serif; font-size: 13px; text-align: start;">Το Elektromote του Ernst Werner Siemens στην πρώτη του δοκιμαστική εκκίνηση στην περιοχή Halensee του Βερολίνου. Η γραμμή διατηρήθηκε μέχρι τις 13 Ιουνίου 1882. Το πειραματικό όχημα εκπληρούσε όλα τα τεχνικά κριτήρια ενός τυπικού τρόλλεϋ</span></span></div>
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<img height="333" src="http://www.lifo.gr/uploads/image/489353/Untitled-14_224.jpg" width="400" /></div>
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<span style="background-color: white;"><span style="color: #0f0f0f; font-family: FedraSansNormal, sans-serif; font-size: 13px; text-align: start;">Ο Ernst Werner Siemens, ο εφευρέτης του τρόλλεϋ </span></span></div>
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<img height="355" src="http://www.lifo.gr/uploads/image/489357/Untitled-21_200.jpg" width="400" /></div>
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<img height="259" src="http://www.lifo.gr/uploads/image/489361/Untitled-12_234.jpg" width="400" /></div>
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<span style="background-color: white;"><span style="color: #0f0f0f; font-family: FedraSansNormal, sans-serif; font-size: 13px; text-align: start;">Ενα από τα πρώτα τρόλλεϋ που δρομολογήθηκαν στη γαλλική πόλη Mulhouse </span></span></div>
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<span style="background-color: white;"><span style="color: #0f0f0f; font-family: FedraSansNormal, sans-serif; font-size: 13px; text-align: start;">πριν τον Πρώτο Παγκόσμιο Πόλεμο</span></span></div>
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<img height="243" src="http://www.lifo.gr/uploads/image/489366/Untitled-8_243.jpg" width="400" /></div>
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<span style="background-color: white;"><span style="color: #0f0f0f; font-family: FedraSansNormal, sans-serif; font-size: 13px; text-align: start;">Hobart (Αυστραλία)</span></span></div>
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<span style="background-color: white;"><span style="color: #0f0f0f; font-family: FedraSansNormal, sans-serif; font-size: 13px; text-align: start;">Αθήνα, 1979 </span></span></div>
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<span style="color: #0f0f0f; font-family: FedraSansNormal, sans-serif; font-size: 13px; text-align: start;">Πηγή: </span><a href="http://www.lifo.gr/team/sansimera/37884" style="color: #004676; font-family: FedraSansNormal, sans-serif; font-size: 13px; outline: none; text-align: start; text-decoration: none;">www.lifo.gr</a></div>
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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-62449779670794079412013-04-28T18:34:00.000+03:002013-04-28T18:37:12.359+03:00Ηλεκτρικό σύμπαν<div dir="ltr" style="text-align: left;" trbidi="on">
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<img alt="Ηλεκτρικό σύμπαν " src="http://www.biblionet.gr/images/covers/b113383.jpg" /></div>
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<span style="font-family: Courier New, Courier, monospace;"><b>Bodanis, David</b>. <b><span style="color: red;"><span class="searchstring">Ηλεκτρικό</span> <span class="searchstring">σύμπαν</span></span></b>
: Η εκπληκτική αληθινή ιστορία του ηλεκτρισμού, μετάφραση Σταμάτης
Νικολάου. Εκδ. Α. Α. Λιβάνη, 2006.</span></div>
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<span style="font-family: Courier New, Courier, monospace;"><b>“Από τα παγωμένα νερά του
Ατλαντικού ως τους δρόμους του Αμβούργου και από τη φωτιά του Δεύτερου
Παγκόσμιου πολέμου ως το εσωτερικό του ανθρώπινου σώματος, το βιβλίο
"Ηλεκτρικό Σύμπαν" είναι ένα μαγευτικό ταξίδι ανακάλυψης από ένα
δεξιοτέχνη συγγραφέα επιστημονικών θεμάτων. <br />
O Nτέιβιντ Μποντάνις υφαίνει ιστορίες έρωτα, θεϊκής έμπνευσης αλλά και απάτης,
συνθέτοντας με τρόπο εύληπτο τις εξηγήσεις σπουδαίων επιστημονικών ανακαλύψεων.
Mεγάλοι ερευνητές ζωντανεύουν με όλη τη λαμπρότητα και τις ιδιομορφίες τους: ο
οραματιστής Μάικλ Φαραντέι, που αγωνίστηκε εναντίον των προκαταλήψεων του
βρετανικού ταξικού συστήματος, και ο Σάμιουελ Μορς, ένας ζωγράφος που, πριν
ανακαλύψει τον τηλέγραφο, διεξήγαγε προεκλογική εκστρατεία ως υποψήφιος
δήμαρχος της Νέας Υόρκης με ένα πρόγραμμα που υιοθετούσε τις διώξεις εναντίον
των καθολικών. Kι ακόμα ο Άλαν Τούρινγκ, του οποίου το όραμα για μια θαυμάσια
σκεπτόμενη μηχανή -αυτό που εμείς γνωρίζουμε ως ηλεκτρονικό υπολογιστή-
συνάντησε την αδιαφορία των συγχρόνων του.”</b></span></div>
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<span style="font-family: Courier New, Courier, monospace;">Ο πολιτισμός μας είναι πια ηλεκτρικός, όχι βέβαια
χωρίς κόστος, καθώς έχει υπολογιστεί ότι το 50% της ενέργειας που
χρησιμοποιήθηκε στο δεύτερο μισό του 20ού αιώνα, καταναλώθηκε για τη δομική
μεταμόρφωση της κοινωνίας. Για την απαραίτητη υλικοτεχνική υποδομή (εγκαταστάσεις
και συσκευές) προσαρμογής στην ηλεκτρική πραγματικότητα. Κάποιοι μάλιστα,
περιγράφοντας τη μονοδιάστατη και υπερβολική χρήση της, λένε ότι είναι σαν να
κόβεις το βούτυρο με πριονοκορδέλα.</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Μια διακοπή του ηλεκτρικού ρεύματος την εποχή του
Α΄ Παγκοσμίου Πολέμου, δεν θα επηρέαζε ιδιαίτερα την καθημερινή ζωή που θα
συνεχιζόταν σχεδόν αμετάβλητη. Στην εποχή του Μεγάλου Πολέμου, αντίθετα, θα
προκαλούσε σοβαρά προβλήματα. Σήμερα, όμως, μια γενικευμένη διακοπή μερικών
ημερών σε μια μεγάλη μητρόπολη, θα την οδηγούσε ίσως σε κατάρρευση. Ιστορικά
καταγεγραμμένα δείγματα των συνεπειών από ωριαίες διακοπές, την προαναγγέλλουν.
Τα πολύπλοκα αστικά οικοσυστήματα, χαοτικά στη συμπεριφορά τους, μοιάζουν να
είναι τελείως εξαρτημένα από την ηλεκτρική ενέργεια.</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Ο ηλεκτρισμός είναι το mondus vivendi της εποχής
μας, αλλά η ιστορική του εξέλιξη και καταγραφή δεν απασχολεί, ούτε τις εκάστοτε
«ιστορίες» που αυτοκαταναλώνονται στις αυξομειώσεις συνόρων, αλλά ούτε τις
όποιες «φυσικές» που εξαντλούνται στις αυστηρά τεχνοκρατικές μαθηματικές
προσεγγίσεις. Στα καθ’ ημάς, μια απόπειρα εισαγωγής μιας κάποιας ολιγόωρης
«Ιστορίας των επιστημών» στον εκπαιδευτικό μας μικρόκοσμο, πριν από μερικά
χρόνια, γρήγορα θα εξοβελιστεί, μάλλον κάτω από την πίεση ισχυρότερων
επιστημονικών συντεχνιών που σπεύδουν να καλύψουν το κενό στο πρόγραμμα. Έτσι
η περιαγωγή στον χώρο της ιστορίας των επιστημών, όπου αναδεικνύεται ότι τόσο η
θεωρία όσο και η τεχνολογία δεν είναι προϊόν μόνο διανοητικών διεργασιών, αλλά
και κοινωνικών καταστάσεων, παραμένει αποκλειστικό προνόμιο της εκδοτικής
αγοράς.</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Με το «Ηλεκτρικό του Σύμπαν», ο Ντέιβιντ
Μποντάνις, καθηγητής Ιστορίας της Πνευματικής Δημιουργίας στο Πανεπιστήμιο της
Οξφόρδης και μπεστσελερίστας, με την πολυδιαβασμένη «Βιογραφία της πιο διάσημης
εξίσωσης στον κόσμο, Ε=mc2», καταθέτει ή μάλλον προσπαθεί να καταθέσει μια
ιστορία του ηλεκτρισμού. Αλλά όπως ο ίδιος εξομολογείται, το βιβλίο προέκυψε
από τις διαλέξεις του στο πανεπιστήμιο. Έτσι φυσιολογικά, δεν συνιστά ακριβώς
μια ιστορία του ηλεκτρισμού, αλλά διαδοχικές γοητευτικές ιστορίες από την
εξέλιξη του ηλεκτρισμού. Όπως ίδιος σημειώνει: « Όσα αφηγούμαι αναφέρονται
τόσο στη θρησκεία, τον έρωτα και την απάτη, όσο και γενικά στην επιστήμη και
στην τεχνολογία».</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Ως ικανότατος αφηγητής και διακεκριμένη γραφίδα
εκλαϊκευμένης επιστήμης, ξεκινάει από τις αρχές του 19ου αιώνα με τους
ηλεκτρομαγνήτες του Χένρι που θα δώσουν την ευκαιρία σε έναν θρησκόληπτο
παράφρονα, τον Μορς, να βρει έναν τρόπο μυστικής επικοινωνίας των πιστών
καλβινιστών, που απειλούνται από τους καθολικούς. Μόνο που ο τηλέγραφός του θα
γίνει αφετηρία για τη δημιουργία μιας δυναμικής γεμάτης μετανάστες Αμερικής.
Καταλήγει δε στο τέλος του 20ού αιώνα στα εργαστήρια της εταιρείας Eli Lilly
και την ανακάλυψη του Prozac που αποτελεί συμβολική επέμβαση στη μελέτη των
ηλεκτρικών ρευμάτων του εγκεφάλου και των νευρώνων. Αυτή η μελέτη ίσως να
ξεκίνησε λογοτεχνικά όταν η εικοσάχρονη Μαίρη Σέλεϊ, μια νύχτα με καταιγίδες
και κεραυνούς, εντελώς φυσιολογικά σκέφθηκε ότι ο δρ Φρανκενστάιν χρησιμοποίησε
ηλεκτρισμό για να δώσει ζωή στο τέρας του.</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Ενδιάμεσα, η γραφή του πηγαινοέρχεται στις δύο
ακτές του Ατλαντικού παρακολουθώντας τις επιστημονικές ανακαλύψεις. Τον
Αλέξανδρο Μπελ, ένα νεαρό μετανάστη που προσπαθεί να κατακτήσει μια νεαρή κωφή
σπουδάστρια, τη Μέιμπελ, και φτάνει στο τηλέφωνο και τον Ρόμπερτ Γουάτσον Βατ
που, αποφασισμένος να δραπετεύσει από έναν βαρετό γάμο, οδηγείται στο ραντάρ.
Το 1920 η λέξη computer αναφερόταν σε ένα πρόσωπο που έκανε αριθμητικούς
υπολογισμούς με το χέρι ή στην καλύτερη περίπτωση με μια μηχανική αριθμομηχανή.
Μέσα στις φλόγες του Β΄ Παγκοσμίου Πολέμου ο Τούρινγκ, ένας νεαρός Βρετανός
ομοφυλόφιλος, σπάζοντας τους κώδικες των γερμανικών υποβρυχίων, οραματίζεται
τις πρώτες μηχανές λογισμικού, αλλά τα transistor δεν έχουν ακόμα εφευρεθεί. Ο
Τούρινγκ θα κυνηγηθεί άγρια μετά τον πόλεμο, αφού η ομοφυλοφιλία στη Βρετανία
ήταν έγκλημα. Τον Ιούνιο του 1954 θα οδηγηθεί σε αυτοκτονία, ψυχολογικά και
σωματικά ράκος από μια υποχρεωτική θεραπεία με ορμόνες. Η ανακάλυψη των
transistor θα αλλάξει τον κόσμο και ίσως να σηματοδοτεί το οριστικό τέλος της
εποχής του αστικού κόσμου. Ο συγγραφέας το περιγράφει συναρπαστικά χωρίς να το
ονοματίζει. Τα μικρά ραδιόφωνα, οι φτηνές ηλεκτρικές κιθάρες γίνονται χρήσιμα
εργαλεία της εφηβικής χειραφέτησης, οι παραδοσιακές χειρωνακτικές εργασίες
εξαφανίζονται μέσα στα τσιπ των υπολογιστών και «οι άνθρωποι δεν χρειαζόταν να
ανταποκρίνονται άλλο ως μέλη κάποιας ομάδας».</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Από τη συναρπαστική ιστορία του ηλεκτρισμού, που
είναι η ιστορία της εποχής μας, ως σπαράγματα του κοινού νου, θα διασωθούν ο
Αμπέρ, ο Βόλτα, ο Βατ άντε και ο Χερτς, ως μονάδες μέτρησης ή καλύτερα ως
περιγραφικά στοιχεία συσκευών. Η μαζική δημοκρατία του Παναγιώτη Κονδύλη είναι
εδώ, ηλεκτρική και ηλεκτρισμένη και η πορεία πραγμάτωσής της έχει μια σαφή τεχνολογικοεπιστημονική
συνιστώσα. Ίσως χει αξία να μπορούμε να παρακολουθήσουμε αυτή τη δομική
μεταμόρφωσή της, έστω και ως στοιχείο αυτογνωσίας και το βιβλίο βοηθάει σε
αυτό.</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Να μην παραλείψουμε να αναφέρουμε την πλούσια και
έγκυρη βιβλιογραφία που παρατίθεται, αναμενόμενη από έναν καθηγητή, στο τέλος
του βιβλίου.</span></div>
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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-47573128143238352742013-04-27T08:38:00.002+03:002013-04-27T08:47:44.115+03:00William Kentridge, Italo Svevo<div dir="ltr" style="text-align: left;" trbidi="on">
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<img alt="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc7tfIE1HQJbNidsLKx3lLbOx1iQ4aLFF_COlws50NOi_GOcOwjtuUceRAkqlRsgrqeX_DuLHbKZLiZVw7yKEIQ1TZbUtR6pSXGHKJSbPDlhYoLPo5x6YHulLY-u5hi-p6P5hdnDvOVGgR/s1600/kentridge.jpg" class="decoded" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc7tfIE1HQJbNidsLKx3lLbOx1iQ4aLFF_COlws50NOi_GOcOwjtuUceRAkqlRsgrqeX_DuLHbKZLiZVw7yKEIQ1TZbUtR6pSXGHKJSbPDlhYoLPo5x6YHulLY-u5hi-p6P5hdnDvOVGgR/s1600/kentridge.jpg" /> </div>
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<img height="310" id="irc_mi" src="http://www.priskajuschkafineart.com/artists/William_Kentridge/images/kentridge_an_emvarkation_signed_dated_1998_150x190cm_em.jpg" style="margin-top: 37px;" width="400" /> </div>
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<img height="302" id="irc_mi" src="http://www.hypocritedesign.com/wp-content/uploads/2012/03/William-Kentridge-Untitled.jpg" style="margin-top: 0px;" width="400" /> </div>
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<img height="266" id="irc_mi" src="http://www.moma.org/collection_images/resized/018/w500h420/CRI_158018.jpg" style="margin-top: 65px;" width="400" /> </div>
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<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-weight: normal;">William Kentridge</span></span></span></h2>
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<img height="200" id="irc_mi" src="http://img.timeinc.net/time/2009/time_100_walkup/william_kentridge.jpg" style="margin-top: 26px;" width="126" /></div>
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Γεννήθηκε (1955) στο Γιοχάνεσμπουργκ της Νότιας Αφρικής όπου ζει και
εργάζεται. Σπούδασε στο Πανεπιστήμιο του Witwatersrand (1976) και στο
Art Foundation (1976-78) του Γιοχάνεσμπουργκ. Συνέχισε τις σπουδές του
στην École Jacques Lecoq στο Παρίσι (1981-82). Από τη δεκαετία του 1990,
το έργο του έχει παρουσιαστεί σε μουσεία και γκαλερί σε ολόκληρο τον
κόσμο, όπως η Documenta του Κάσσελ (1997, 2003), το Μουσείο Μοντέρνας
Τέχνης της Νέας Υόρκης (1998, 2010), την Πινακοθήκη Albertina της
Βιέννης (2010), το Jeu de Paume στο Παρίσι (2010). Η παραγωγή του
Kentridge για τον <i>Μαγικό Αυλό</i> του Μότσαρτ παρουσιάστηκε στο
Θέατρο de la Monnaie των Βρυξελλών, στο Φεστιβάλ της Aix, και το 2011
στη Σκάλα του Μιλάνου. Για να συνοδέψει τη μεγάλη έκθεση του στο Μουσείο
Μοντέρνας Τέχνης της Νέας Υόρκης, σκηνοθέτησε (2010) το έργο <i>The </i><i>Nose</i>
του Shostakovich για τη Μητροπολιτική Όπερα της ίδιας πόλης -η παραγωγή
στη συνέχεια παρουσιάστηκε στο Φεστιβάλ της Aix και στη Λυών το 2011.
Το 2010 στο Μουσείο του Λούβρου παρουσίασε τα <i>Carnets </i><i>d’</i><i>Egypte</i>,
ένα project ειδικά σχεδιασμένο για την Αιγυπτιακή Αίθουσα του Μουσείου.
Την ίδια χρονιά, τιμήθηκε με το περίφημο Kyoto Prize ως αναγνώριση για
τη συνολική του προσφορά στο πεδίο των τεχνών και της φιλοσοφίας. </div>
<div style="text-align: justify;">
Το <i>Zeno</i><i> </i><i>Writing</i> (<i>Η Γραφή του Ζήνωνα</i>),
ένα project πολλαπλών μέσων του νοτιοαφρικανού καλλιτέχνη William
Kentridge, που περιλαμβάνει ένα σύντομο φιλμ animation και
συμπληρωματικά σχέδια, βασίζεται στο μυθιστόρημα του Italo Svevo <i>Η Συνείδηση του Ζήνωνα</i>
(1923). Το μυθιστόρημα εκτυλίσσεται με φόντο τη βιομηχανική ανάπτυξη
και τον πόλεμο κατά τις πρώτες δεκαετίες του 20ού αιώνα και παρακολουθεί
την ακραία κοινωνική μεταμόρφωση που βιώνει ο πρωταγωνιστής.</div>
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</div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/OmvK7A84dlk?feature=player_embedded' frameborder='0'></iframe></div>
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<br /></div>
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…</div>
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Οι ταινίες του Kentridge, φτωχές από τεχνική άποψη, είναι ωστόσο
πλούσιες σε νοήματα και όραμα. Ξεκινά να εργάζεται πάνω σε μια απλή
κόλλα χαρτί, σβήνοντας και ξαναδουλεύοντας επίμοχθα το σχέδιό του, και
αποτυπώνοντας φωτογραφικά κάθε αλλαγή. Οι σιλουέτες του Kentridge […]
είναι μόνο κατά το ήμισυ ανθρώπινες, και μοιάζουν ανθρώπινες μόνο από
μια οπτική γωνία. Καθώς γυρνάνε και αλλάζουν κατά τη διάρκεια της
ταινίας, αποκαλύπτεται ότι στην πραγματικότητα πρόκειται για κάθε άλλο
παρά ανθρώπινες μηχανικές συσκευές.</div>
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…</div>
<div style="text-align: justify;">
Μιμούμενη την κίνηση του καπνού του τσιγάρου και των ελιγμών των
πολεμικών αεροσκαφών, η γραφή στρέφει την προσοχή στον τίτλο της
ταινίας. Ο Ζήνων, με την ενθάρρυνση του ψυχοθεραπευτή του, γράφει την
αυτοβιογραφία του, ένα project τύπου «ρεύμα της συνείδησης», το οποίο ο
Kentridge μεταφράζει σε οπτική μορφή. Τα δάκτυλα της δακτυλογράφου
χορεύουν πάνω στη γραφομηχανή, υπό τον ήχο της επιστροφής του κυλίνδρου.
Το τοπίο κυλάει οριζόντια, μιμούμενο την κίνηση των λέξεων στη σελίδα.
Το τοπίο ξεκινά σαν μια αυλή με ξύλινο φράχτη που παραχωρεί τη θέση της
στην εικόνα ενός ερημότοπου περικυκλωμένου από συρματόπλεγμα. Αυτή η
μεταμόρφωση παραπέμπει στη διχοτόμηση ανάμεσα στην ειδυλλιακή ζωή που
θα ήθελε ο Ζήνων και τη βάναυση πραγματικότητα του πολέμου που τον
περιβάλλει.</div>
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<br /></div>
<div style="text-align: justify;">
Όλο αυτό το πίσω-μπρος, η απώθηση και η έλξη, η διακοπή και η παύση,
εκθέτει χωρίς καλλωπισμούς την εγγενή αβεβαιότητα του σύγχρονου κόσμου.
Οι φιγούρες φέρουν οπές, είναι πλάσματα ασαφή ως προς την κατασκευή
τους. «Υπόσχομαι στη γυναίκα μου να κόψω το κάπνισμα στις 2 το
μεσημέρι». Κι αυτό ακόμα είναι αβέβαιο.</div>
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<img height="200" id="irc_mi" src="http://boro.gr/wp-content/uploads/2013/03/%CE%B9%CF%84%CE%B1%CE%BB%CE%BF.jpg" style="margin-top: 56px;" width="137" /> </div>
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</div>
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Το μυθιστόρημα "Η συνείδηση του Ζήνωνα", το διασημότερο έργο του Ίταλο
Σβέβο, θεωρείται ένα από τα πρώτα και σημαντικότερα δείγματα του
πειραματικού μοντερνισμού στην ευρωπαϊκή λογοτεχνία. Αντικατοπτρίζοντας
το βαθύ ενδιαφέρον και τη γνώση του συγγραφέα για την ψυχανάλυση, το
βιβλίο εξερευνά επίμονα, διεισδυτικά αλλά και με χιούμορ τον ψυχικό
λαβύρινθο του ήρωά του Ζήνωνα Κοζίνι. Ο "νευρασθενικός" Ζήνων, που
θεωρείται το alter ego του συγγραφέα, γράφει την αυτοβιογραφία του για
τον ψυχαναλυτή του, ο οποίος και την παρουσιάζει γράφοντας τον πρόλογο
μετά τη διακοπή της θεραπείας από μέρους του ασθενούς του,
απογοητευμένου από τα αποτελέσματά της.<br />
Ο ήρωας είναι ένας άνθρωπος
που ζει αδιάκοπα μεταξύ ψυχικής υγείας και ψυχασθένειας και έχει
καταφύγει στην ψυχανάλυση λόγω του εθισμού του στη νικοτίνη, ο οποίος
όμως στην περίπτωσή του έχει προσλάβει τον χαρακτήρα νεύρωσης, αφού ο
Ζήνων καπνίζει αδιάκοπα το "τελευταίο τσιγάρο".<br />
Στη "Συνείδηση του
Ζήνωνα" ο Σβέβο χρησιμοποιεί το πρώτο πρόσωπο στην αφήγηση, τον
εσωτερικό μονόλογο και το παιχνίδι με τη μνήμη και τον χρόνο, την
παρουσία του παρελθόντος στο παρόν και αντίστροφα, γνωρίσματα για τα
οποία τον συνέκριναν με τον Μαρσέλ Προυστ. Αλλά οι ομοιότητες ανάμεσα
στους δύο συγγραφείς είναι εξωτερικές καθ' ότι τα θέματά τους και οι
κόσμοι τους διαφέρουν. Ο Σβέβο ασχολείται με τη μοναξιά του σύγχρονου
ανθρώπου, με την ανικανότητά του για θέληση και δράση, με τις
απογοητεύσεις του, και όλα αυτά στην Τεργέστη μετά τη θύελλα του Α΄
Παγκοσμίου Πολέμου, όταν ένας καινούργιος κόσμος γεννιέται.<br />
<br />
<span style="font-family: "Courier New",Courier,monospace;"><b>Italo Svevo </b></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<img height="200" id="irc_mi" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBZbKT3H8_E1Kqu9M2wHmHjUxOdF7uxdhleEPPsj2v9bMlSKB4ReAs2-nrDqmKieysqrQmOOJMN4c5dPV9wTmg8RTEkWKiswwZ6EMR5QE6lPMsO1L2P5yPvZ9DzqQlsxAyo5rHGU9j2CQ/s200/italo-svevo.jpeg" style="margin-top: 0px;" width="147" /></div>
<div style="text-align: justify;">
Ο<b> Ίταλο Σβέβο</b>, ψευδώνυμο του Ααρών Έκτορος Σμιτς, γεννήθηκε το 1861 στην
Τεργέστη και πέθανε το 1928 στη Μότα ντι Λιβέντσα, επαρχία του
Τρεβίζο, ύστερα από αυτοκινητικό δυστύχημα. Γόνος πλούσιας εβραϊκής
οικογένειας, ο Σβέβο έκανε εμπορικές σπουδές. Όταν παντρεύτηκε ασπάστηκε
τον καθολικισμό και ανέλαβε τη διεύθυνση των επιχειρήσεων του πεθερού
του. Η πραγματική του αγάπη, όμως, ήταν η λογοτεχνία. Το πρώτο του
διήγημα, "Ο φόνος της οδού Μπελπότζο", δημοσιεύτηκε το 1890 στην
εφημερίδα "L' Indipendente" της Τεργέστης. Αλλά τα δύο πρώτα
μυθιστορήματά του, "Μια ζωή" και "Το γέρασμα", πέρασαν απαρατήρητα και ο
Σβέβο αποφάσισε να μην ασχοληθεί ξανά με τη λογοτεχνία. Τον μετέπεισε ο
καθηγητής του των αγγλικών, που δεν ήταν άλλος από τον Τζέιμς Τζόις, ο
οποίος δίδασκε τότε στη Berlitz School της Τεργέστης. Ο Σβέβο ακολούθησε
τη συμβουλή του Τζόις να συνεχίσει τη συγγραφή, αλλά με καθυστέρηση
μιας 25ετίας: το 1923 εξέδωσε τη "Συνείδηση του Ζήνωνα". Ο Τζόις, στο
Παρίσι πλέον, τη σύστησε στους πνευματικούς κύκλους της γαλλικής
πρωτεύουσας με αποτέλεσμα να δουν εκεί το φως διθυραμβικά σχόλια για το
βιβλίο του Σβέβο. Έτσι ξέσπασε η "υπόθεση Σβέβο", όταν ιταλοί
διανοούμενοι με επικεφαλής τον Εουτζένιο Μοντάλε, υποστήριξαν ότι είχαν
"ανακαλύψει" τον συγγραφέα πριν από τους Γάλλους. Ακολούθησαν οι
νουβέλες "Γενναιόδωρο κρασί", 1927, και "Μια επιτυχημένη φάρσα", 1928.
Μετά το θάνατό του κυκλοφόρησαν διάφορα έργα του, όπως: "Σύντομο
αισθηματικό ταξίδι", "Δοκίμια και σκόρπιες σελίδες", "Κωμωδίες",
"Ημερολόγιο για την αρραβωνιαστικιά". </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Τίτλοι στη Βιβλιονέτ:</div>
<table><tbody>
<tr><td valign="top"><span style="font-size: x-small;">(2011) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/171784/Svevo,_Italo,_1861-1928/%CE%9C%CE%B9%CE%B1_%CE%B6%CF%89%CE%AE"><i>Μια ζωή</i></a>, Ροές</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2007) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/126031/Svevo,_Italo,_1861-1928/%CE%97_%CF%83%CF%85%CE%BD%CE%B5%CE%AF%CE%B4%CE%B7%CF%83%CE%B7_%CF%84%CE%BF%CF%85_%CE%96%CE%AE%CE%BD%CF%89%CE%BD%CE%B1"><i>Η συνείδηση του Ζήνωνα</i></a>, Δημοσιογραφικός Οργανισμός Λαμπράκη</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2007) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/126803/Svevo,_Italo,_1861-1928/%CE%A3%CF%8D%CE%BD%CF%84%CE%BF%CE%BC%CE%BF_%CE%B1%CE%B9%CF%83%CE%B8%CE%B7%CE%BC%CE%B1%CF%84%CE%B9%CE%BA%CF%8C_%CF%84%CE%B1%CE%BE%CE%AF%CE%B4%CE%B9"><i>Σύντομο αισθηματικό ταξίδι</i></a>, Σοκόλη - Κουλεδάκη</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2007) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/124684/Svevo,_Italo,_1861-1928/%CE%A3%CF%8D%CE%BD%CF%84%CE%BF%CE%BC%CE%BF_%CE%B1%CE%B9%CF%83%CE%B8%CE%B7%CE%BC%CE%B1%CF%84%CE%B9%CE%BA%CF%8C_%CF%84%CE%B1%CE%BE%CE%AF%CE%B4%CE%B9"><i>Σύντομο αισθηματικό ταξίδι</i></a>, Κασταλία</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2007) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/119953/Svevo,_Italo,_1861-1928/%CE%A4%CE%AD%CE%BB%CE%B5%CE%B9%CE%B1_%CF%86%CE%AC%CF%81%CF%83%CE%B1"><i>Τέλεια φάρσα</i></a>, Το Ποντίκι</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2003) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/81891/Svevo,_Italo,_1861-1928/%CE%9C%CE%B9%CE%B1_%CF%86%CE%AC%CF%81%CF%83%CE%B1_%CE%B5%CF%80%CE%B9%CF%84%CF%85%CF%87%CE%B7%CE%BC%CE%AD%CE%BD%CE%B7_%CE%BA%CE%B1%CE%B9_%CE%AC%CE%BB%CE%BB%CE%B1_%CE%B4%CE%B9%CE%B7%CE%B3%CE%AE%CE%BC%CE%B1%CF%84%CE%B1"><i>Μια φάρσα επιτυχημένη και άλλα διηγήματα</i></a>, Πορεία</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2000) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/64811/Svevo,_Italo,_1861-1928/%CE%9F_%CF%86%CF%8C%CE%BD%CE%BF%CF%82_%CF%84%CE%B7%CF%82_%CE%BF%CE%B4%CE%BF%CF%8D_%CE%9C%CF%80%CE%B5%CE%BB%CF%80%CF%8C%CF%84%CE%B6%CE%BF"><i>Ο φόνος της οδού Μπελπότζο</i></a>, Αστάρτη</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(1996) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/14900/Svevo,_Italo,_1861-1928/%CE%97_%CF%83%CF%85%CE%BD%CE%B5%CE%AF%CE%B4%CE%B7%CF%83%CE%B7_%CF%84%CE%BF%CF%85_%CE%96%CE%AE%CE%BD%CF%89%CE%BD%CE%B1"><i>Η συνείδηση του Ζήνωνα</i></a>, Εξάντας</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(1992) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/21970/Svevo,_Italo,_1861-1928/%CE%9C%CE%B9%CE%B1_%CF%80%CE%B5%CF%84%CF%85%CF%87%CE%B7%CE%BC%CE%AD%CE%BD%CE%B7_%CF%86%CE%AC%CF%81%CF%83%CE%B1"><i>Μια πετυχημένη φάρσα</i></a>, Παρατηρητής</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(1982) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/23189/Svevo,_Italo,_1861-1928/%CE%A4%CE%BF_%CE%B3%CE%AD%CF%81%CE%B1%CF%83%CE%BC%CE%B1"><i>Το γέρασμα</i></a>, Νεφέλη</td></tr>
</tbody></table>
</div>
Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-52313860521007097012013-04-26T06:59:00.004+03:002013-04-26T18:47:53.909+03:00Gustav Robert Kirchhoff<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Ο <b>Γκούσταβ Ρόμπερτ Κίρχοφ</b> (<i>Gustav Robert
Kirchhoff</i>, 12 Μαρτίου 1824 – 17 Οκτωβρίου 1887) Γερμανός φυσικός, ο οποίος
έχει συνεισφέρει σε διάφορα πεδία της φυσικής και της χημείας όπως η μηχανική,
ο ηλεκτρισμός, η φασματογραφία, η θερμική ακτινοβολία και η αστροφυσική. </span></span></span></div>
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;">
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" 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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Γύρω στο 1845 μελέτησε τους νόμους που διέπουν τα
ηλεκτρικά κυκλώματα, και στη συνέχεια έδειξε ότι η ταχύτητα αποστολής ενός
ηλεκτρικού σήματος είναι ίση με την ταχύτητα του φωτός. Το 1854 μαζί με τον Ρόμπερτ
Μπούνσεν (<i>Robert Bunsen</i>) επινόησαν την φασματική ανάλυση, μέσω της
οποίας ανακάλυψαν δύο νέα χημικά στοιχεία, το καίσιο και το ρουβίδιο.
Χρησιμοποίησε την φασματική ανάλυση για να μελετήσει τη σύνθεση του Ήλιου και
ήταν ο πρώτος που ερμήνευσε τις μαύρες γραμμές που εμφανίζονται στο φάσμα του
(1859). Το 1860 εισήγαγε τον όρο <a href="http://el.wikipedia.org/wiki/%CE%9C%CE%AD%CE%BB%CE%B1%CE%BD_%CF%83%CF%8E%CE%BC%CE%B1">«μέλαν σώμα»</a> για να περιγράψει ένα
εξιδανικευμένο σώμα που εκπέμπει και απορροφά ακτινοβολία.</span></span></span><br />
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black; line-height: 115%;">Ο Κίρκοφ γεννήθηκε στις 12
Μαρτίου του 1824 στην Καινιξβέργη της Πρωσίας (που σήμερα ονομάζεται
Καλίνινγκραντ και ανήκει στη Ρωσία). Πατέρας του ήταν ο Φρίντριχ Κίρκοφ
(Friedrich Kirchhoff), νομικός σύμβουλος, και μητέρα του η Johanna Henriette
Wittke. Οι γονείς του είχαν έντονα πατριωτικά αισθήματα και θεωρούσαν ότι
μπορεί κάποιος να προσφέρει τις υπηρεσίες του στο Πρωσσικό κράτος από τη θέση
του πανεπιστημιακού καθηγητή, έτσι φρόντισαν ώστε ο Γκούσταβ να ακολουθήσει
ακαδημαϊκή καριέρα. Το 1842 μπήκε στο πανεπιστήμιο του Κένιγκσμπεργκ (Albertus
Universität von Königsberg), από το οποίο αποφοίτησε το 1847.</span><span style="color: black; line-height: 115%;"></span></span></span></div>
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98GChceFaKjYmxMjA/z8QE23ssn+7nUAJ0cIJND6ZWeWcdpubwcmRue6P5g8NL7A5c//O7X/uTRH35VP3TGPHZh6Mrht55/+J//9g8f+ub/+sX3v/zNr/4P0KG3Hn/nxR8/9M0v0SlbSyAUq9ggJfhoKTUi4IzaAddODYhwiH1vtSNGfXg3oyQOsZMJkzJ/hKxNZNcnCxGdhLol1C3knGzGRsSNaFib29DkNjTKRzdgndvQAFjq8HmP76AERsWCR0LdTNpaiOiQtQkFqYZ8gfq9t4EihsekyKgUHwdQuEQfn+zl04NSfhyN9GLRIbk0kwtPSQV/PmrBkw6+4Dt58NGnfvE3fZffmBo8uBToji2PTTsvb84PRxZHPaZzYz37D739k6d/8dXD7/4sujRGpyz3ERSFFSVquVdQmhGB32U7NRDT0G13zwqTtsIcstIlbMYmoW4Y+6jJ47MOCXU3j7EV4IScU0LdSkQM/xdlvK0ekMP54EDhOsp/XDmhIWu8BygjQnRUio+KiREh0c8l+oRUH5/pJ6PdJXRKyGmZjI5OG/CYgU47WMTJZs3p9cGV4KUiYU+vD5JpbZX2CqiNzZrpjLFMuvm8FYvr+Lx9m58WUAedNrQUjNdbit7zkUob6LSBTOmplB4SRPck8PEcYgVB9LeHlDOV4AAEh0qLisXWoIDBAFDwmAFmJamkGSIJuIIy+UAmDPDRymcp3wGCVvjmN1+1AdMKagoN6kgLIIAfRnM6p6XfvN31RAa46CAfHxAS/WJyQEz3i+l+PtPPpQb49DCfGRcQjYgYhKxJyFp4xCzkzXzOyOeMXNbAZQ0somcRA4sYmIyeTuvotI5KaamUFp4zGT2T0jEpHZvWg7iMAaS0NIhJ6ZiMnk3rWcTAZQzwnE7rmJSu+ZFJ6eiktqXgVeWjlc/lMiYQj5h5xCxkLZ9N8HYeMcPV2LSRTRuZlKGBpz1M6Q3UEFNLcVlzS7Wg/+ZlVb+BW/avXeDVzlIySYui24PZaB8X6+fjfUKiX0j1KQJQhMyYmJkQEZ2I6ETEKCJGIWfkswYQh+g5RM9mdCAmrWXSWjo1Raem4Dmb0SnP4RCkfleDlNPUF1eu0Cz4uGY1f+INZQxcxsAjRpCQNX02KVdoRP92S9PASoM1uomFoVlc1thS8Au8KZWF/nyg3GJlD1DYaB8X6xUS/XyyV0j18clePtnLJvu51BCfHhUzE0JGC6AIGYPyF2/go7nboIVKahpa1P33+UHZQy0oQfT3hZI9cFH7KTUuDYjc8Gg37EQLIPicqaWYjF6lW/76dpfaGIbvAUojK+1AYSK9AAof7+MSPXyyl0v0cIkeNtnPJgf59KiQHhcyWiGjFTIGIWPYu2/o1BSV1AAcCihKS8vf+ucEZQ/mGii5YQibKBFz5s+gdsQ0hzVqNQZGOQufs7QEQsibW+p2w6PyVjevz2dtEIPvPaxrGaqzGdudQeFivVyih413g5hEH5MY4FIjfGqMT0/x6Sk+refT+mbz0EyJmpUvFpRGSm6C8jkpaQZFaW8XCKvblfSaiNpE1CailmZ9BlBUCDoUVvYGpcWwbg9QmEgvG+3hYr1svJuJdTGxLjp6nY73MokBNjnMJUe5lIZLabiUjkvp2vkRaGwABVp+q67nNrfSRgolQs7YsnelvOVe1e4KSpq1ARd1+hUkoU6pYJcKdqlgbVZLekTUcruHUsW5t9mqWwS0G/YLOWczKxxivzMobLTnBiLR61TkGhXroeP9TGKIS46yyUk1KA39DZ2hUEImJsnEpJqV32owe8tU3K7WlORa2JLPQImUtzS/vYhai6gVIGjGReFDydMXC64i5ihijiJma1ZLeqSC9XYPZVGkUCLk7AoEe4PSkpW2oNDhHibSy0S6FVCoyDU1KGxihE1OsslJNqllk402X+mMdqC0iyt/x6DcoKQJlM9GSTMoQEmpcAuIBlbUiNyg5AEARX3mHUCBUY/ieiCS5RI9VKwH2+wiIn3geuj4OJOYEhHj3sPRvYNcMjFJxCeI+AQeG2/u0b2jjXYxUEtwm/2OAsqtqPN2QU83q1SwFVGrEpSIOTM0thsHKSg0SG1Rbgm17QGKkDfD8EfIm8EZQQucwCIGJmMU8lapYBfy1tsBdd4RiAZbogSzfMbOpW1sytra9SgWhYl1QTBLx3vJaC8dH4Q8CpucZBJTXKptR7YDqDGWVP+4m1Iye0jMm9RvgefQKOZNIAk1g4oFS8t2CTW3A6Jd0NpgPxpMSAuBqWhSCXO3EO4sE64y4WhWjXZXSGcJt5cJR4V0VilXlXJVSKdUsFZIZ4V0iqiFz1lE1CbkrUzG2ACKQkYDKM2xy92CQod76HAPHe5iIt0QoAAuVKyHivWxyWHIo9DxcSIyTkYn8Nh4S4HHaVZ+czi/OVyIjGLRMSI+AV5JwUgxD+3erhaYIkVwNeU5SH1ycyOV1FCJqXuSkuS9lThunw6mk9p262Baz21ljHTacHsO7YYK0XH17j1lC0UhOk4kNJD75rJmcF5qiyLmb4NDed7AymcEhYl0M5EbQx41KLAskoyO4uHhwsZIYWMEOr5Z0blrLZVe6cus9iNrA7mNofzmMBoewaJjWHSsoUfV3d9SaHgEDY/kN4dzG0PKpdDwiHIIgkY0PFKIjILg45TrF8JjLdUOFDKuoRJTalCgsZ3abRNpvezhxoyVtllkcopIaGCvDZmcIpNTyqYbEB6fZBFTEXOUCVcJb3BwLgUOMe9SH7ab9bwzKEqMwkZvJFGUhBuTGCCj/dhGL7o+gG0O4eExIjKujhLUUjsUte4YQzRErHsMcdUnK43tUiaKb2rwPm1ji/ZBKziaUsEG8Qo0wmELtXQxmLuMe1qIcFVIN7iSBoGjUfwOuCERtYD34bJGyKOA9ylijtuDoVtwwPM9WLk3UCDhpg5m+fQgnx6mYgOF9R50fYCMjrJJLZdq3dMcom9nCRq42WN4Av3dbhQD/a2+lLqlZTiiDllAJaxNYHGTg2YpL5UxexmzK41w2KwK4b0Hke4q5YH4o0FKSFvEbCXcXsRskG0DUIS8mc+ZwHPxOUuZcMGayJusuBTBgoQGVppDlrsNZpU8ipKZpeO9bHKQjg8W1nsKG4NMYkLIGNSZ2QZ9tiC3eQDcDkS2zaRjcx5WzV9z+HyvszlgQpR4Volk2wa/bUY9rVWwt8vMqk2LEsbyORNEJ3zOJKIWFjERCS2LmCqkG0Lmm1d2q0FpycrnDWaVGKWwcZWM9pLR/sJ6D7Y5xCYnhYyBTbadrW3nkpq7EDpMQs2KGVDbm5YmQULNzQapwZYo5gSMRxm3gSqEHVQlHVXS0c5ytOv4Cu4AQ6IYnjJmr+COKuFsLdLXUjXK31I3XU/jYwl3lnB7CQfv4y7hdiFvhVllqWCt0e4t1gsbdoiEVkRtyvCqgQw4VFo+OyhstA+Gx3S4i4pcUwY+EKNQsYH4zEUupaFiY4pFYdIaNjPFIVpFbGaqvVr83BVX0qx2sU47tevgdi5m75R8c8a2ZZJDrRJuh0EsqF2M0hCsNDigCuEtE64y7inhzhvDZtwDLQ2PkDWpkO4S7hTzjtTycIXw8llbseC5KZ9adwSlMRGXtfGIlctY2LT5rkCh471UrI+M9semL7DJSTI6yqf1XAosyiSwcndqPTnXDpR7Beh+gdI2U/I7AIXwVggvtN8h+MU9RcwhorYq5QFQ0isjFcIr5OwtKWkGRWHljqBwmbuzKFSsh4z2EpE+AIWIjHApHZMAhzKhsMKkNaA9QGkxhdselL1dz28PlIYpm1vDnAcMlBLulAr2Gu0tEy4JdWZWR2HDzh1BaWBlD1AUVu4WFLAo4HrI6CiAQiYmARRghUlr4LnaE92u1pNz9wpK2/Pv1N/3KvUYp4zZHzRQyoSriDnUoNTpQLHgKmHeEuYtYf4GAUDt7EqzxJz9nkGh4/1UbCA5dwkys3xazyanPhsozfn7e3YxvxNQGih5AEGpkG4ABVzPXYLSzModQeER6z2AQscHU/OXRUSngNLO9fBZXRu1mOX5DLFIO0vz2VBomS/5vbAoAEqV8hQxh5Czp1dGapS/WHCVcV8Z95XxQINKmLeZFbVpaVTOrrByV6CQ0W5I4SsWhUvp6Phku2D2jqDcDSV76LcNSnN08mDGKBXSLRXsFdItojY+a0stD98RlJastAMFSijcAyh4+DoR6SGj/YnZDj49BZlZKjbRbnh8l6B8ZiB+B6D8XgSzMEIuEy4hb+UQa3JpqEr6JNS5NygKK/cfFDLaDQk3AAXyKGxySsybyMQ4lZwoRIZrlJ1KTtRph5DTc4gWyBByeiGnh+ccom1ApCGnDoJYFU4rYdYSZoVcWQmzwniHzxpqlJNKajhEX8ZtQs7IZnRwTciGqfsYkiK3cuq4Q50fa5d632a8yOqgLAThCkXUKouhCu6AfDmgUMRsW6x3h/dLBWuZcEBmHVhRJmVqlB8ybND9SrYNHut0oE4H4BCwgEfIlSmsFAsuMe+AFmDoFj2Eq0y4RNRWo71sxlKITFVJXwlz7wHKzZd8ZdwHxDT7ICVGgeoswMrnAoXN6CTUKFemifgYmBYJNSqUNIDCZ3V7W44GVsS8CSJfMW+CqRlFRHyiTru2WU+xYGHS2gphl8szZdympErLmF3pY8i0qheeNQQizQamRrqYlK5KOLmMoU656aSWR4xizrzN+WBpiJJKL2I3ku4KImBUbtiVm52qXoaitiLAkAIEtCgA1enAFhPc4aZ3uOktJqhuhOcKKHXGdx9BUViR8o77A4qYNyUWr4NFqZK2Ou1g0ho1GQ1qHtw2GBg1K3sMjMu4bZv1kIlJCGyppKaEWXMbQ1LeUirYKrgD4IB5YCXmgJeUNLyiZmPDI8YK7oDkrFxbLGP2GumSxRCR0FRI5zbnq1IuEbUQCQ2LGGQpBEalznjqjKdKucCi1Gi32gAolKhNC0jBBcqcKFZEyNnBkED3w2JKaIFzABSpYK8zPg6xYlHt3qCoKVFA2YOV++l6igXTNuuq044SZqaSE0xaUyyYwJAoxCiH7WZklPYGT1TCrM3cgBXZZj1EfKKM23Y4r5AzymKgjNuUXGrzyrQialXmZdRTNgoralDKmF0WgmLOzCPGKuFkUjoha6KTWog8YHXIFuuVpVARs/E5UxGzVUhnnfHUaDcYlSrl2mK97UBRWFE7pgrhVc/7qNsVKT5riwluMUFYmdAMSoXwVwh/hQg2CPiAVxtYaRmy3DdQkks9JcxciAwT8TEyMS7k9NusCw0PiXmDmDeoQYEWcCXqIS7Q0A4UOBlcD0zpVUlHjXJm1wfl8kyNcop5E5814LHxYsECMYqUt4CbAPtRRK0wZaOwoqwQKKLW5nXzileqU25AissYqoRTFoKlgq1Gu2UptM35YMYf1oUos/8QpoAnAgOj+B1lEbVCTMuVkTXKX8Y9YDNqlH+LCUKLmHeUcQ+4pArhBeCqpK9CugGULdYPoMD5e4By86UbrKhBaWblvoFSwqzFggmPjcqCt4xbwJzIkl9Cjc2gSOitJa4Nvqad64FIFuZ7lWCWQ/Q1yimhZjIxWcZt8vbSDudlMzpZCoLTgf6uEs4a6YIWsBaKwaiRLpDS3iAAaIv2bNEeIWuqkS4qMbXD+oS8GY9PclljmXDARs4bLoZ0KtHJrUiWdjcYDMWQqIc2ijOCkS0sSysWXEqwAqEuHAIHysoEAKWIObZYP5+14TEdnFAlA1UyUCVDDQI+4FUFlHZjZgl1K8GsmLN/LlCopAaLjsiCl0pOTHa/0nfhqY5jP4vOXSkWTBJqVIMiocZiwdQQajQk0JqDWTUoYGCopAaPjfece6r3/NPavjeNQ+9m1we3WU9+c3ib9QhZE4SiFdwBDqiM2RXbAIYEvEyNdNUpN+ACr8IJcI7igGC946qv49MDD8Xnu+XqvH7w3dFrr+TDozu8X5ZCdcaTD4+CXVFHKmXCIaKWBiAaRsLqRnAoYDZ2+ZltNgQ8waEszcWljxkAACAASURBVG+zIeBpmw3JwuyNcygPZNsUUMDk3CUod2SlVHAplSk/DyjaEmbFY+PbrGey+7Vrp34l5k0jV17qv/gsdLZ6lTxwUMEdJdxeKthE1CJkTSxigDIWRdQqFazwKOUtQt4sZE18zoRujmKxCTatF1ELJEalvIXPmZ780Z949B8LWdPVU0+MX3tVri1UCaeIWvCoRkRtW7SvTLiYlAGPTwlZS53xCVkLi5iYlIFM6qiEjskYhaxFRG1S3ibkzULWwmWNXMbEZPRMykCltEzKIBWs0CJXl9ZDnS8/9tcwuOi7+IK2/90q5RHy1thCL5021GgvlOwlkzo+Z6mQ7jLhYjLGfHicQSwMYqEzVjpjhkcGsTGIhcs52KwVnjOIjcvZ+LxTQB1oWMNmLMWCi0mb0ysj0bm+9MoIHtMJOTsa1sTm+5NLQ1TSCHjxWZsCyjYXuEtQbr7Uwqg0x7ZlzA2gFFHnbaBQm93UZjcsXFK2a3CJHjreKyKjdHwQ2+hlk5NCRsskpvi0nssYqpQLj0/+5om/zqwN1mg3lzWuBi7tCoGRq7+5eOyREm43DO07d+RnWGyiEB0fvfbaRM9bxuH9Vdrbc/65ngvPD15++erpp/ouvpBeGy7hzpVAZz48Lhbsl048Ptj5mzLhmuh5yzL2YZ31s4hJwhwiatvmg28++w+zznM7fHDR2/Hqk18pk+4i5pjsfds+cWSw81U+a6vS/lMf/mzg8iuT3e8seC7t8jOW8Y/OH/nl+nTXmUO/SK+NMmnz+698yzj0gX7o/VX/1Trr7zj2q5Dt9PH3HnbpjvZffLnG+EqYe4sLcIg1tTp0cv+Py6RXO/C+bnC/XF8VC04Jc5069PN5d8cWF7pw7PGJnnf85lOOqaN0xrwrzmr69i14Ooe73l4KXp/s/2Csd1+VndUOf3ju2JNyeWlq8OD1Cy9VmBm/7VzHJ89uiXPhhWGP+fSCp9M4dFCWFhOLw8f2/Wgj1GMcOujWnqxRwY/e/MGy96pTc3yq9/0dbnaLmRZy9grp3uYCRcxRZ3xl3EMljTfNVesYRR2gqNVu2KzevdYaFDrcdWPJUrybjXdTsZ4GUNiklk3rqYQOi2mi8z0/+c4fVCkPHp+SS3MsYpKLswHzJ8ff//ct1u/WHe3veFHeXe86+0x0oZ/P26+efiYf0fjNp5CN8fd+880aE5h1XpCL87HFgccf/lM+b5e31ly645c/eVIuzvd1vLwWul5ng1zOVsTdYsFZYwIfvP6v5rFDshzp63j56HsPydXlzdme0etv1piQY+q4fuhDubh45vAv10Ldshw7e+SxHWEuMj8wcu0tWVrIhacKMf2uOD/Y+bqEudJroxeOPV6hfOm1US5n67nwYo0JxBYHSoSHQSwC6tjiQlTa9NrT/9B78aWeCy+XST+eMIoF9xY3c/3sC37zGbm2Zhg+OOO4KNfWPt73MIPYLONHnNoT8vZmcm2SQOxe63mn8bS8G12e7p0aPlQT5j2Wc/1X35LlRGJ98tyJp6r8nN9+0ak/JRcXtX37g+azEuoev/5OnQ7V6RCH2AsR3fj1d2pUEIq/7XCzO9ws+CY1KHTK9NsABVi5AyjKdg0hM0LFBhpA4RHzNheYsZ957pG/ZBETGplY8nYsuC+IqM2jP3bg1W/K26uplcG+iy9ssf7zHz8ycu0NAXXI5UVkY3xHmKEz5g/f+G4Rd1NpE5u1zrs7XvrVl9Nro2XSi0anzhx+REAdvRdf4nK2Ku0XUEeZ9EqYq8YEjr730Lsv/cu5j3959sij2/w0m7V2n3/BqT0m74RnHBevnn5Orq8Pdr4+47i4MdPbde5FMmWOLw13nXtxfbqniHslzMPnnUff+xGDWBLLQ8NXX9/iQhXKV4hpj73/sIA6irgbPo7L2STMVYhpn33krzo/ferwO/9exL10xioW3DUmNNn73rL/mry1MXTlDbf+k21+duDya5n1Ce3Agcz6RBH3EmmbXF13G89cPfsSmbGbxo9eP/8bub65Ot13+dTzdNbpt164fOp5eTsy2v1ebHlMlmOz9ovDnW/I4kLnyacdk8di84MVws9mbN1nX5yxXcisjsvbYTplEfOuHW4aQIHhsQJKlfTdKyjt8yu3tn20AIXavN48e9wMCpcxsGljhXRbxw8++4v/RaX0cnH20onH333xH0u4c3PmetfZZ4S8dcnboel9W5ZmyKTu1KGfnzr080Xv5V1xVkAdm7M9+1/9NhqdKuLuQkzr0h13TB2d6HmHy9kqlK//0m+MIx8aRz6sMYEy6RULzirtlzDXrjj75nNfRzbGsbju2PsPZ9bH5Ppq9/kXtAPv7whzy/5rH+97eFecH7n21sDl166ded468bEsLSRXRjs/fWaqf398aViWFkqE79LJX2v69l0/+1x8abDOBsF+dJx4okR4iri7iLtrTEDCXAxiweK6N5/7OhbXfXrwFz0XXpZLSxLmYRBb9/mXoguDRdw70bOv89Nn+i+9ml4bl2trZw7/0qk9UWNCbN5d5+etmhOXTz0fXxkfvv7ulTMvyrWNaefliyefWQ72TPQd6Ol4Ta5vHt7340LCLOZdkdn+3vMvbzHTFz7+1WT3Pp/hlCwuyML82Y9+qe3b7zOckotLTNpaJQMQ/G6x/htrl3APnTLdzM3sFcy2A6VVfuXWav69QAHR0etktFvZrsEmJ0VEx6V0XMaQWx+GXUlP/fRPhbxZ3loavPziuy9+TRaD+sF3Tx38kVydXw91dhx/lEUMNdq9K07bNYeP739oLXSVzZqptOHi8cfIlL5Musuku+fC8z7TyQ/f+E6F8sjSzIzj7FvPf21ztkss2Iu4UyzYq7RXwhxyZeHtF74+1vWGXJ6/fvaZY+//u1xdPP3Rz+JL/bIcSa+NHnzz3+Tdzetnn3PrT8hbaz0XXsxHNMv+K9fPPlciPGLBySCWEuG5fvY5NmsNWk+tBq/sCCEBtZVJ98kPfkQkdVXau80H4YvVGJ+A2l558ityZSG+NHjk3R/mwpOyNLcrzp469PPkyvCuODt05bXE8lA+orl08tdyfXXoyms+06eyHKtxc0Ta5jae8VnOy5W1Bd91w+iRMj3tt17QDX8kb4UTqxN9l9+Qq+uXPn1uJdQrV9c2p3uNQwe32ZnhzjeEnLNY8Oxws2Xc13v+5RLmLUR0W8x0nQ7JpWUYNzWDUqP8nwGUNvmVW8me1qBQm9fJ8FWFFSLS1QyKiBjl6gKXNSaWel976stL3gtyaab3wrO/eeKvZXndOv7B0X3fk+X1jekr3eeelitzXsPRMuGS5Y2uc8+axz6UKwtU2vD+K99IrgzWGF/QeuryJ0+sha6+/cLXVwKdcmkuFx5/49l/oDNGNmsWC3axYK9QHglzyNLM8f0PTfS8JcubK4HOxx764yrtDVpP9XW8yGatLt1xy/hHshw5f/Sxafs5eWvtwrHHw3O9ufDktTPPytVlKm3amOmWy4uH3voelTYklgf2vfzPcFkqbTi+/yFZmuHz1i0uQGeMVdpbpb3JlcHHH/6T9NqwXF7s63j5+P4fMYhFLi8e3/+jRe9lWY5M9LzjNX4iV5cvHHucQSzz7g5N374S4Vn0XpGIgHHs4+Hr78pyYtZ95fzxp3aLy17zubGe9+WtcDaiP7r/Z3JpJbI4oh88VMK8Xv2n6ZWxLWb61Ie/wKJ6eWsTyqmdO/xYGffJ4sIWM42GtWTCVKcDJcxdZ3wwKVjGPUzaDMPsGhWsUcEaNd2gdqC0z6/cSg/uBYoiAAW2awAofFovIsbIzLUt2iPzgQXn2fOHf9Z3/tkrJx93TBwkYpN0Utt95qnxa6+eOfhjr+5jeWe1+9zTV089uRa80nH8MSZjFFFbeLbryZ98CY9PVUj3eNcbzqkj21ygv+NF++RHsMbCNHIABpxC3gr7JYuYQyrYX3/67/SD78FNRc5//MiM/cwOH/Toj/kMn4xff4tOmSTUOdz5mmX0kHXsI/vEETSsSSwOnj/yy5Err/eef1E/sJ9DrJ9+8NNCdLJKeTo/eQI27oZnuzqOP5bbHIPKADt8EIrbbExfO33op5sz1+mUKWQ5c/it72+EuqikcfTqGzO2c9tsqO/CS/aJI1tM0Dr2kW38sCzMzjsvTvW/59Kd3OZng9ZzfR2vbPOzAcvZq6efkysrs86OiZ590YXBRe+VjhNPigW3WHDbJo8GTGcCpjMS6uYQe//FV1Z812RxoUYFJdQ9dPn18ExfseDZYqYjs/3JpZEtJvhbAkVhRb3a4XOBUkSteHRCyltgtnbFe3Gb8cLkiFxfQlYH4/PdbFpfJZxYZLyCO7CYZtZxtog5qJR+i/WLqI1IaLGYhsuaiYQ2tzlWxByZtWG4W9k2F9hi/URCK5fnhbwVdtUWMQecz2SMXNYs5K2yNINGJmDdKJR+32KCxYILDWsyq6OQ1pTLS5nV0S0mSCWNUOeoQnjhNjR1xlcmXHh8SkRtcmWhiDn4nGVXCKGRCVmawWKabS4gorZ8eJxFTBLqhItDpRN4An9KaIfsapX0cYi1WHDtivNs1l6hAhD8Sphnm59ls/Yi7i2T/iodlIuLXM5RoQIC6ioRPipplmvr2+wMnbLIlVVABIYku/ycLMxLqHuXnyth3h1uFj73foHSMr9yaxV3O1DUwSwdvU7FerjUEBHpwzZ6uZSGT0+xSW0xZxYyeiGjFxGDlDVKWWMxZyrlzaW8uZgzgeCwjFrKqKVYsChT8A31YZT2Bt1xoVBD5aoS7mwpSEwpqtFe0M0tVbd2+UImXnmuXmhSxGw3q2fZoW5Au49TBEFxEXeXCE+J8JRJ795SEl/q6LKhF1XyQYzSPDxuF6O0uU6gPUC3kshth8f3HZQyailjrUG5IxB7g6Kw0q7DYDq+ub350xvAbfq4ewOlhH0WUJRh6gMNCmwphTzK3YGiFRGdlNVLWX0xZyjljaW8sZgzgOCwjJrKqAlAadjevfeSxLuRchEpbyljzpaq4C54Uio4SgVHEbUXUbuUtzWv0W+3cP/mZ9lBcJ12H3fjs2Cf355LHhvUkpIHEZQ9Cum0AsV0j6CYynhjHYDPtqZVfRH1ddr1WY30VAl3lXADMTdZaVxnr1ytoaqbcmY7UCq4q6XuFZS7tiUPBihQSKchM9sSFDGtFzNaCdEVs/piVl/KGcp5YzlvLOUMIDisoKaKAsrNBbDKoqQ9pF7+qFbDdZRLtVsDC7PBDVvMbyx7u31ZLlyq3bq7dts42i1XaPB9sCqgrYi7DE0eAFCUGm7qiksw1/P5QamgpirWGpR2QLRThbA3s1LC2tYpUVuL2+pWNK3uVq+CaFFYpQ0o7aoZ3HBAdwkK6a60cjc1KvjggtJQ7O8+ggKqFKyVglUJcuHw7lXD7TXc3nC1SsFaxewtVSnYFJVRq0qNn34r7r4piMdvRuU33giXUq5fJ5zNAlDUvgnc3x5qScnvAShKIZ29YxQJ0UlZfTGrL+YM5byxlDeWIEDJGUp5YzlvLN90Pe1AUdobVClYS5i1+bGG2yuEvYbby7ititmgfQ9QarhDrVt9idlquL1OOBQp/Km/oTKUK0MkBOu0C7YyZq9i9jJmByyaH+8RlFsTv2pK7gxKwQXzPl9YMKt4HzreC1tKk3OXRETHJCZExMindVLWKOT0UlYv5g3FnEFCjaW8Uf1YLJjKqKmEmSsFcwkzN/ialu7jNhVsRczW8rGE28uYvUxAKHDDuWxTripmg5F5pWCF53xaxyQ0LUVGx1uKT+tExFDMmdT2poxalAVW6u+w1yPhart36/ZNG3ur3f6gCuUrk94KFajSwSLu5XIOAXVVqEA7lUk/JPoUNbSoTyuTt83+3FUwq4ACe4/Z5KSUNQkZWFWvV9ZOS6ixQcWCqVgwlTAz6F5Bucs9eUrOo0Y5AY5S3gzWooxaRMSgdh9qiYihneAiaq9ULFgaEj/t8oS3tvbsScn9ACVQJv1qUMSCW+nvZik03ODgZstnAaU5mAVQmMTAgw9KlXTAGuxiwVIh7DXKWcZtEmqGQlzNUr5Ag5Qv2RB6P+Cg8Hnn3qBscTM1JlQm/UXcC9MINSa0xc3cMyjtglm4DQuTGErNX5ay+gcWFFisD3s7qqSjTruqpEOp2NYspaTbHvp9AaVE+Pi8U8I8NSbUDpQ6Ow2vKhalxoTq7PRnBKW5KqQCSnqhU8rquZSmmDOLiOFBA0UZCcOQtWGRfbPajaWVdzVk9h5MUKp0sMaESoRPQF1F3Ftnp/d2PXB+jQk1+J17AKW5IDEsroY7gAEoxZzhAQeleTN6O1DaSXlXY5WDBxiUMukXC+4S4dviZvaIZ+HkOjsN1gXg+OygQEFideVqNjnIJocfcFCUneIN27Fa3omgYd64eQ5ZmSNUrvx7Aco2P9uOEjAkzfq8oCiVqxVQMotXAJRS3iJljQ8sKM2HrTuyDUAKJTApDfPJZcLxgIMiYZ4y6d8DlG1+FiISZVRcZ6e3+dnPOOpRWxS4YRzcpZRLjSBLV8uoSchoARQxb1IjAlioBXyUcQuoHShtRx9tKIE9m3XGs835mIy+znjI5FSFdNZob3ZjdIcPwoKmCulmMsYq5RFR264QggVyXNZcId1ydZFOG2CvA5c17wohIW+FFSol3Mkipl0hJKI2WCEFxReLmIPPmYAkIW+GgtJFzEaltJ8NFHWXK7tH70ngaCTMA3EJg9jU/a34lGbL0TI0aeGnVBm5uwWFTQ6qQSmj1rsHRWHlfoECNyfhska4VY1cXywTjh3eXyZccmVhhw/C2rkK6ZaLs3XGV2d8W6y/QrrrjK+IOVjEBLVZ6bShhDvrjA92+4moDZiQS3NVykMktGXCtSuEqpQH9v8JeXOFdG6xXqhtAbDWGc9/OFAabj6pHvWA6wFQRERXRq3FnOmOoDSwcr9AkcXgFusFu8IihjLhWPScd+uOIBuj8+4LxpEDcnleri7CkmxYwV/EnUXcKWGOIu7kchY2a66zflh8L2GObT4ol+bKpLtEuKq0l0obGMRUIlw7QqgQ01gnDkUXerf5YI12s4gBj08yGT2EOCJqYRHDf0RQ1LezVe5oq9ylVAGlUrCV8uZ2oDQc3jFGaad2HQA/6CJmqzMe8EQOzaErn/6qzvqTK4M+00ksPkVnjEXcWWN8RFJXZ/3bfHCbD7JZ8xYX2BFC+chEEXcCDdt8sEy6i7gTT2j5vHVXnN4RQgBNmXTzeatheH90oVdAbQDHDu+XxWARs5HJKRG1yKWZewWlobiBuibK7xkocINshZUGiwKuZw+L0hDMKqzcL1BuLky01hnPFuuVK3Mh6ydXTz0hl+dhD+I2Py0WnGTKWMTd2/z0rjiLxXW58GRscaBC+eiM2TD8QXiut84Gq7Qf2RiPLQ4UcbdcW5EwV2Z9jMvZYO8gGp0SUIembx+yMV6hPFzWiKwPpVb66bROqVqwR1R79zHs7xkoyv16+Hgfn+xV30m9OZgVEUM7UNQjoNs90b2B0m5UsisEtjmfQoxcmpm2fXr11BObsz09F15Mr42KBWc+orFNHrFOHF4NXtviQiHbWZfu+LT9XI0J5MKTF4//KjzXu81PByynzx99bMZxns1ac+FJ0+jBkO1swHJaQB1s1jptP1eIaS9/8mRyZViuLi55O9y6I86pjzamr0gFqyyFSrgdi03cKyj3CsSDCAoX6+fjfQ2gwI2d+PRodvlaKW/k01OwYHYPUNqwcn9AYRGDckMjPmeSy7NzzjNdZ5+Sq8ts1lpng0TSELKdXfBcQjbG10LX5eL8kq8zaD3j0h2XpbltfnroymtU2iQX51cCVyd735W31rb56RnH+cHOV+XyYnShv0R4VoPXJnrekYvzmr59mfWxbT443vXGnPMM1NKBu7bVaLdcX/yPC4qQ6AdQgBUhMyRkRoTMGIDCpTRS1sSndXuD0irIvT+gCHkzlO6sMx6pYN3h/fbJg8ff/0GN8bFZM5nSy/XlgOVT0+gH+cgEBLCJ5YEl36WeC89nN8d2hFBfx4vr09fqbDC60N99/gU+b4e98uPdb8cWByLzfbI0F1scmOh5R5bmLp389aL3slye9xqOL3rOxxd70MgYfG6FdBIJzX84ULhYPxfrV2IUhRVwPWBRyqhJsShCzqgGQind1hYUzNpSZcJeIR1VylmlnGXCXsJtRcxawm1KsguypUrlNAhm4T6vVcpFp3WbM1f9puNkcorJ6OEmr0xGn1rpD89ei853lXB7bnMkvtiDxyeh7CcWm4gtdEuYIx/RxJcGCzFtjQlscaF8RDPnupiPaPi8vUL5uJwtvTYaWxwoxLQlwlXEHJm1weh8F5HQwD24hLwZIpWWarevBw6Vlgrl21tV2t9SZdKvgFIifFTaUiJ8JcKn5GEhVa+ogRgFCCXD1qC2CTcABVyPGhQuNaC4HohR7i8oUsECZKhVJuxF7MZAQ0mfQ1BSpVwl3C6ilhJur9HuGu0uYjYmo6+QjjJhr1LOLdZTpZyA4DbnlQoWETWXcFuNdlUpp5A38TmjVLDWWX+V9kNn1JhAnQ3WmECF8ikdDH0MfVmlvRXSDTfzkwpWKDULuHxRoCgWBSYFqbRFvdCkAZTmnP3nAoWPD6hjFDUoQmYst3K9UjDfd1AUXBTdbLTB4KKI2SATCvU564wH7qsHrEDia4v1FjGrkDexiJ7LGrisgUX0Qt5Uwm0iaq6Qjh3et815i5iVRfQiat5ivWzWLGEuqKlBpU1U2iRhrm1+epufBlzKpLfOButssEx6BdRWpTw7vB/i6BJuB1tCp3VtpwJuAtGw++s+glJnpwGUMunfA5SWkzufHRQ+PgCgKDGKkOoTUn3NoMCo536BAh4HfvcialaeQO61SrkgaIXirTAXo8z2FTGbakupDd4LlxVRM58zsogeLi7kTXBxOEfImyXMIWEuCXMpPSdhLii7Bb0IFXX4vF1AHRLmKOE3akDyORPYFcWwNcwcweRiu92B9xcU2NisgKIOTdSgNAcrnxcUIdEPoAAlQqqPTw9CMJtf7apiFhHR3V9QKqQD+lgqWMDpwCEU6qyQTiFv5rJGZWYOagBDiU5lchjypErVV6WwJ7inImbjskYua4Q3wmGF8kC5rxLhqbPBLS4EtXoE1AGsFHE3PKkxgR0hVMRuzPLA12ARA/idhlnGWxPRlO+3CkoR99aYkAIKnbEqMWwzJfcTFCExKCQGARSFEjHdD6CIyLgCShm13kdQ4Ocu5E1gXWq0q0I6ipi1Rrth5k8pHQ79oSwGAHMCdTshYoAWFjEwGb2QNyuTwNB/SgQKZ4KpEFAHl7OxWSuUiavSfnA9EuaCwzobrFA+sWAv4U64FCRyRNQC9wltWOFwq1i+qrN/G6CA02kARQGiAZSKapnBfQNFTA4olLQDBZYZ3K8YRUTNCihVyimiZiajK+F2uJsFRAbQ5eCAlHgWvBJIydXCLx7oqZBOcGEQ63BZIwBUxGw1JgCCiEQsOEFgUaALoUgTl7PRGSPcXFZZbwDU7gGK0qMNrNxHUKp0UA1Ks9P5XYAClDSDImX19xeUGu0qE3YY+FRIh1SwkElNbnM4tzmSXO7LbY5ArxAJDSQtlI6BMBYiXBG1bM5cLUTHARGgBHgCy6Q83xUCdcYj5K11NghRCFgOAXUgG+OrwWurwWuFmLbOBneEGSjjViI8cnG2TLjqjIfLGpPLfZm1wSJmg1TKFwuKgLoaQGkeFSsD5vs56lFbFCHV1zw8hjyKiECx4VsLlxpuuqIubn5juge3wRgEjEeZsHNZAxoZpVJTO7yPyeio1JRcmpYKll3BP237ZMl7IbM2SKd18AvOh0ehZDSZnJKlkIhakPUh8EQsYqhSrqm+d6CWE5QEJpM6ubJAJnVQpQJuVc5lzenVISymkUtzhZgWpoTqbHCbn3ZMHY0vDXI5G5+3wxwQkTSE53rTa6NkyigW7FhMA/FNbKF7Y/oKrEShUtp8eBQI5rJGJqOnUtpCdHxXCIRsZ+mMGY1OkSkjVK/EE3o+b4f0DJ7Qczkb4EKlTXsA0U6VmwuXqnQQ1sxCTqVdYq2dFDIgDQNr9Iu4UobU3yLhdl9Aaa6CD6AUMSuXNUgFS51xC3lTdP76nPP0nPP0kvf8su+Cz3jUPPo+mdSkV/u3WI/fdMw4/B6V0mbWBt26Iyv+jvVQp1t3xGc8Nnb9Va/hqLb/7bXg5ezGsIhaFj3no/NdLu3Hy75LQcun0fmeJW+HQ3MYalXyOQudNtgnP0LWR4KWT9HIxLTtNBqZsE0ege6RpbkK5TMMf7Dk65Sry2BUJnre2ZztWfZfwRP6JV+nS3d01nF2LXh5c+bqsu/irOP0nPPMrON0yPqJdfwDv+n4xvSV9VBndL4rOt8Vsn6y5L1g13xciGkj833T9nOrwWvL/itLvs55d4dt8sis80JscWDe3RGe64VcX5n0PiCgKKz8LkBRpAalTNip1JSImmUpyCL6oOWEZWz/jP3TJe/5WcepedcZr+FjuTIromZ5Z3nFf9EydqDOeDJrg5reN5e8FyJz1w1D+7T9b6+HOpH1IY/+423OV8RscnU+YD6x4D4Xsp6asZ/xGo6nV4fWglf0g+8llwfk0hwsXPKbTuLxKYfmcG5zLGQ9RacNusH9yhTxFhda9l+ZcZyvUL7hq69vzHQveC4JqMOpPTbrvOA1frI52zXnPDdt+3TRcz48e201cMmj/9g28aHXcDRgPjHnPLMe6lz0nE8s9Rai4+uhzvVQp23ySHxpcMnXGbKdXQlcXQtdB0Pi1B5bC13Pbk7MOM4v+TorlG+bny4Rni8clAZWfqegqFmp0S4mo+Oyhi3Ww2UNa8FLK/6LWGx80XNu0XNuNdCx6DlXpZxEYrKIWWcdp+KLPducj0ppw7PXWMRApbTroc7YQnd6dQCPT87YT1VIJ5XSyqWZ1cCl6HxX//FiXQAAIABJREFUeLarEJ0sRCdF1IbHp8KzXVRKD6WRWMQUnu2KLfSGZ7uSywOplcES7lyf7qrS/sh8H4NYdsVZCXNFF/rzEU1kvk9AHbnw5DY/DXVBM+tjRFJHpw25zZF8eJTJ6PH4ZHS+KzJ3PbsxjEbGYIogaDm5HupkMnoioeGyRjQ6hSf0kfm+zPpYfGnQrT8x67yQC08KqAOSe2TKSCQNECzDmocvBJSGSEVhRV2l+LcCivpQDUqFdMAwGCIVOq3lsgZIq+/wPiWPUqWcu4If5nqUe99AcABJfT5n2uZ8Qt4MQ2K5MgdRrVSwb7OhEuYW8w42Y2EzFuUOOJnV0ehc3+Z09w43XcY90A5TzVzOBgWSa0ygRHigtjYU1oZELbgGBjFtsX4YRkF6Rvl6MAgnEpol74Xw7DUYgW+x3h1hps4G2ay1SvuptAnsR3ptVC4vsllrEXdDbFShfAxi2RFmvlhQmln5rYOiHgEpoEioEXKmkEwDIMqEXUTNXNZQZ9xFzLrD++i0toTbhLypRruKmI3PmXZ4/64QYDJ6EbXs8H7IgmxzPrk0wyIGOq2jUloRtZDJqR1uGm6pBjcwgalaWBNUIbwcYi3jHlmal8W5CuHdZkPVm5XTd4QZMmUsk165OF+hfHzeXmMCELhscaFCTLsjzNRZfxG7sU4WWIGEHmRm64xnh/dD8maL9Qp5c412M4hlm5+us8FdcbbGBIq4e0eYgVgEqnNDfWy5OA/TBV8UKO1GQOobb/yOQAFWYLADk8MKMVzWQCY1TEZXwm3bnLdKOSukg0X0fM4Iv1cY/UJKFPIWkKiFAAVu7wfDVKChWHDt8jOyOFenA3DvLD5rk8W5LSYoC7McYmUzFiyqrdMB+CmLBSebtSqjVkjhQyF8WCAnYa4tLsTnrUWscecH5Pf4nElELTXaDWmeGu3G45N8zgQWCwbAAuoQC84dYYZKm+CDdsVZmC+Ui/Pw6V8gKK3tyucApauMmvi07o6gSKhRfeumGzdqwm3q2Rw+Zyxi1jrjlsUAk9GJqJlITFYppzIpqCwYgKWpYN7l0owsBlnEAL/aGu2GpJxUsEJhozodEPJWPmur0d4K4a2Q7hLmrpDuMu6RCvZdfqZGe+t0QBbn4GctS3MMYpErS2zWisV1dTYIPcogli0uBPdNqFC+CuXZFUIl3C5kTSJqKaJWLmuU8pYa7d7l/EXMVirYuKyxRrrqjIdN6+uMb5ufLuJuNmsFt8Ln7fCkQvnEgnNXnIWcL6Rz5OL8FwtKi2Dl7kC5IT7ZzyYHpewYmxxm4qPFnEHKGtmktmEpJIAioWa4W1eFsIs5M5vWC1kT3EerjNkhzgDbIKIWyJCCSYAfJSSswGaoC3s2TKY07ORrqgIKv3uYA4LEP9x31lbEbHXGt8P7i5gDj09BDCFLc5DGEAtOCFnUs763kmOEq4K7tmhPnXCKOXMxZ64Szh3aU8EdNdzR6tFVxN0S6StS/hIdUFSk/EXKX2FDVW66yk1X2FCZCZaZYIUN7Yrzu+J8lQ7CVq4dYQ5WEezdtdWbe4+VTeowNVhR1bmo3NzOvrfuOZgVEv0KJXyyn0sNSdkxJj5Mx0akrF7KGrmUrpgzlTCrkNOzmVv3UwfjQSe1dFILN/eEGopS3iblbWAbiqp7BYuohcno+ZxJWZ0E94uFW8a2ROQuQGl8F6RQwT3VGc+uECCTU/Ous5uzPYvey+vTXZBhg+nAHWGmHShiztpQv6mK2Ys5c0NFp9qdQAEsgBJoKdGBMhNU+lLZxgdL1x5EUJSlkIrf4ZP9fHpYyo7RsSEyMiRktCJi4FK6Uh5uBall0hoO0UqosYxboLhIqWBj03oeMRZRq5C1QKVNNm2EPThgQsCdwwJY2BoDwxllPla9X6ZhVvaOoDSwAi4MiIGMe3p1IGg5uT7dNe/umHVegBUFFcpHpU2Q0mhnUaBOwjbjhWLue5SELBOuEuFpBkUho8KGQFVuekuc2y0tbvOz2/zsjjC3K87DztDy7QWSHhRQ2q2Z5dODIjJKxQaIcD+fuVELv4xamLRWyOnVGzIk1Mwh+irhhFKtPGLEoxoeMVcJt5C1QAc37+lt2PGg2IzWc/ftQWkgRrnCrhAAdwZjE1gOxyIGLmfjcjZI5PN5+xYXAqPSEpQS4dlhA1ALAwpqACU7rG8PUBRKwL8orIBRgZYyE6zxM9vSvFxc3OJm6uz0rji/I8xVqECJ8D2YoPTc2Ktx+yp8LjUgZEbIaD++2cdnJoWMFkDhs4YybqkQVj6rg7tjc4iezeiYlA7MCY8YybiWR8wV3FUqOGAiF+wK2BKY14Vdosr2O2Ut6r1alGbrolxBcXZwGuzjqtL+EuGBnT41JlCl/TAL2A4U+F8UUTuU8AOv2q4asRoUoERhpcpN1/iZGj9TZoJFyi8SXjA8NSZUxL1iwV0m/cqUnroi0gMEyk1WepQNYFyih0n08elBMtpPhPsFRCMiOj6tK+XNHKKF7V5UcoJMjEuosU676rSLSel2Of824y2iVqgXzWVMPGKGvAhkQWDZACxB2hUCygojgAmWKd1rMAtWqtkTsYgB1rVA1Fyj3VusVypYq7SfzpghjJUrS5A+AXpaSkRtVcK9RfvqlLdOebdoX5VwS3lbO1DKpF8BBbwMsAJhSo2fqQuzQExdmN0S56C2AJABRbPq7PTe3ueLAQWKcnGx7pugdHMJpXzoABntJyMDYnZKRHRcSlvMmZi0BobETFoj5g01yi6hZiw6RiWmZDHEZQzI6iD8TcEBQS61fPPu0hCvwCAIVgtAT29zPkCnOQRRcGkHSktWwN2IqGWL9e4KAfgOdebWOkVYtcRmrbBYqR0ocM/yOuPjsmYua4YpJKlgh2F5C5G3zIkaFJHwwsCnwoaKlF/APVzBxaJOKm3ZEebk+vr2/8/de/ZGdpiJmr9n9x8ssB8udrHAzgAD7N07d3B3ZnbujMfX9ozlsSRLtiwrZ6lzN5tkN3OOlXPOuYpkMVTO8eRYmeHsh5c8fbrIYjdbLcle4AVRLJaahs/DNwcm3EY90FbSQtx/nqDMX4CycAHKPJaZo/IrcPqYryr5qpouKPmKnqloxBnSdtNIlVT73gnNynup0CyRV0dtD+2KL4i8to+5sKz6mPDAJCZd0ce9k3HvJF3RD0gXUdSoV/4YsT/c9z3xGW/veSYguQmTvVc+++tBET8vVUg+422b8otmRs7VTfu+J3HvZKtpwQp6obfHNx35+EbEMQF5Nug+uVJg9S9dMaaji+noIrACF6cuSxt1iaCIfiuwItodqm6vpNVH0ZWIe8pvGw9ax7GCUeBjHcwLh37OuOj1eZGfCpQ5ECozR2bmqOw8CJaZI3PLSHIBTS1zFQVfVcMJylbD0MMslcMVLCfrombwUT787f+WDs/hOZVH+20utohl1T3UCVGPuCQiYL5rU34BBT+hE55/9Mut2beFXrSW3ApZ7+MFdQe1ndAesZP5lPH2cIfA+SG+lY5KiNoIRigEPgC9KUIvOiBd8IE2Ys3vLT/+5h/PWN8p401F5mAwp426junAGRfGCvpKQi7049Ak2yd9Z1wYkrYnTBB8l1M2BIn/DuLiaja46kQWje2mM7+73se9TMWC5/XVI/kpHWw1HFzDztYdQnePRVxn7Z0O6R+w4Q7pP23FyJrttBVr4V6kaJy4+0se8wjHh10qUDyQDaig0D9oIW7hNAmpFIGP9Qi/0NqBPmp43uLwjthN/fJ7Zq+RoX6UkQm3c1DSs0Og4Nl5qrCEJOeQ5BJblnMVFdwBa6Y3O4iJq+m6qJmv65HMVqth+ub9v4nZH1UPN9oNC5KWC+1o5WAzGZw7Ib311DZd0deSW1CaP2W8QivI1U36jQ+1a386Y32Z2ILQjcAd+2pis57aRrKK8uF6F7NDU1l+b/mYcuMFNcyLCyd7pYO1LmYvHazBTBdXNwl8oLi/ehiYqqe2YTuGMNhJhGbWnv4HEFY+XD8KTrM1Yz6+UTrcRvO6NurK7q4RJWP5SCb047WUEpqJ0LwOLxqqSUU1qcjtrbebznpSydftaFZLlUzGzc+j9gmmYqknlenIMlUyBUwPY47JPu7l63ahHeMxTyOvr2W11YwGKRqbBUM9p6vndD06KHT3BmzYrPpOsfoxQEM3HMJpkiiZc3ubActjvGiqpdSJ8HIb9dBVWyWhrCZVcG8ZVMgpGxE1Su/l1of+MKBkZ6jcLAiZX6AKS83EbONogSnJuIqKLij5ihbPy7maDqwPRD1CK/Dk1j8p5t+df/CLUnz1hHRzVXPI/CBkfuDT34k5xzam34x7J/2mO7vucfBOhNO4fOHd1Se/KR+uK5f+cMb6oDUpaLkX905mYgua1feZqmFr9u2o45F84V14zMatj3dcj3XrH/iMt82yTw8DU/KFd6OORxvTbybDs3HvZCI0UznaAH+IqRr2PBOrT34j8AFhsNPMyLM7i+XDde36J0HrmHb9E7Jski38MR/fMGx93sxqgtaxqHPSa7y/7589DM7bVN96DPfivhmX7k7cN8PWbYatzw8Cc/rNzwr7m/n4RiUh1218ytZtJtmXPtODLu5pZNRd3MNjnkRs1a672ywYLOpbVN3uMj6IBxeEzm6H9AudXaPiG+XaJ8JZskcHqbo9FV2tJlUbM3/Y9cyUDuXFA5lTe3ffP0+UzCHbxJ53FiwLAAEt+L2LVmoxhX/N+tDXCkp69jIoVGGRLi43E7P1w1m6uMWW5XRR3qrqRD7ospoqqfi6vo/bv/zDXx/6ni4++pVN/jlfMzVTCq5qDpru69c+aiPW5YlfC4OdXfe4fuPDXff48sSva8kt49bHLu03wmCnuL8qCAcW+WdOzddCJ5zdWcQL6rmHvxDaofWp3/YJp279g2piEy+o3bpvO6ht+t6/VhObEftDoR9bmXyjhzu8hltUWWfY/Mi49XEhvpLdWXzwxX87Ck6XDtbGvv4H0DeHgalW07LjeuzS3WHrNtXKhydMcHnyTUFIufV3474Zvuk4CMw5tbebWQ1ZNvlMD5KRJeH06CAw5zHcy+yseo336aolaB2rp1VQITJsfc43HTvup3HfjDDY72BuoR0TevHkzprXMtalAhb1rWMu4jY9TO9tCN09vGI5a+8QVevM2G/ahO+Ej1Yzmodf/bPQjS88/q1wkiDLlkZGmwgvu/X3O5h3zztbPJAJvX2hs3fKRoRu/JSNiKBAcPTC9aGvD5T07AUoMy8GpaZhKppmepOtajuIqd000mV19Wj9D//2v/r0t4R2+Of/9X/WrrzfSMo3p95OBueWH78RdTxaGv934TTuNdwybX/Swx2Z2MIx5Z5/9Mvtud+Bq9EnnFbF537THYEP6Dc+DFru3fvs7zKxhYWxXwEBEftDv+mOQ/1Vfm/Zqvg8aLmXiS0gWcWT2/88IF2zD/5H3DsZc47tuB7veSagaABrB5bG/33PM5GJLYRtD44pd9w7aVV+Q5SMyuUPKgn5ypO3hM6Oz/TAsPX5KRsChQE9RxbF1zHXk1M2dBRaClrHQ7YJr/FhKrrq0t1z6e75zWN73lnN2qc+0yOv8aFJ9jVRMrN1R4/wE1WrduuLg/DSrn8u7Hq6F5j3WsYC9omz9g6PeTqkXzg5Mim/Te9t0A3HUXRl7JufwTl2vulKhJed2rs77mmb6lYivOwxPEiEl+mqDc0b6KptQAXJsuUnB2V6CBQyv0AVFpuJ2cbRHFPa5ioKuijnq2qqpCIKig5igqIxlpOxVb1p6yMkLeeqxmRwxrz1CZ7T5HdWDn3T1cOtZkae211qI9bK0Ub5cL1POCGbchScDlnvM1WDwPn5hrm4v1rcX+XqpgP/0/zecjI8WzpYS0Xm8IK6mtgsH64nQjPQWkZX9Lvu8crRRi25deB/ytaMB/6nfcKZ31uGz8M6pFPG2yec2Z1FaJCDyBzJKrK7a1TFXDrcxouGWkrJNx101QKreLiGPbOzWkspybIJ/JgO5q4klGdctIv7kJy+klCydQeS05cO5VjB2MzqSofyFuIuHyn6ZEDgYydM+JiLpPc2OqSfbjiYphOvWNCSCa9Y2oRP6OzSDQf4uYUjOVW313M6iIQBhRMmnNvbRPMGGCpG84YO5j1hwi3EfcKEhf6B2E//U5ie50CZonLTVG6ays3i2TmqsIgk55DkAluWcRUFVZBxFRV0PbYaBiSzRZVUaHZb4Hx93N5uWPI7S8LZQatu5qrmY8IDp0hg91o1sSnwAWjzgUKM0I9BQxBkVsT9bBDgCJ1wF7OfsT7IlXUxO2zGgsfP1U14QX3G+oROGBr0+Yb5jPUJ7RBd0RNFDUQ9EHJDgVpoBc/Hcy6SsF3cI3R2iJJRaMf6pI+t24RWFAZ8oCvgYiTMxdYdRMkM+p9vusiyRRAy8AiP6ZDQPzhlIx3MCzEIBMYc6hZ6cQ51n/BRFnEdcxGm6TxtxXjMg5XNgpCBpP4xFxHOUmjeILR22qhH6B/Aw4OoR0zRthB3G/V0sPNZjZ/ImR02PdOgUbDMLJlfRJJzaGrxPDwuyNiSGs/LoRxIFBQDwoZktuiylqnoOojlmHQ2kttQ9Omhdsjo4wU1pEdhSR/szmsj1kZaBtEvmlPCJgtxHJCu6NGcEhhqI1amajim3GJWXhz6gmHxZkYOVMFgMGRQzqdHL8LsU8YL/2AbsXZx1xkXbGY1HczJNexMzdzB3HhRR1ctp2yghTi7uKtP+siygWvYz5uM2rtd3EdVrHzTBS0B4rJoOGJ8xkWZmr2NegQ+xmMeqPkRVavQi5M12wkfFfNsx1zkmIsgReNpK8Y0nR3SDxqlg3mFbpwsW6A6CCYGMm+iZQG98pOFx1R6HoTOzlPZeTo/Bzk3PDvHlFbQ1GL9cJ4qbPFVNVNUcWWNtCv2qoXExqFLcOLEl7jYAqSL2UDgW8nmCxtbM4KagcJvn3AyVYM4ZgxUQRHnhPZAQQBqjaBs6IoexgpPGS9MBgmdMIwMwkDyCe2BZRbQuQI9Kz0cUjWuLgZX3mxwDZdvOgaUHxItfdIHHbWwMgNmPsTUHCinHu1vkZ4W6eky/gEf6nPBDu1rU154s0V62pS3TXk7tK9D+7rUde0EN0q43RSUoSkNvukCka7/GJFwS8+TklQKnp1nimsXoMj4qhpOH70IlEubq28ICtSGoBsSQIFnDKUA0BxiNwKUGAEpsqSFOUJoj8ILatigcUy5YbIcIIPSYAe1SafhQeGBgHMtCmzBYGpW6G8FUGBrhvg+tE6CteIxF4M6GNTB4a425e0yfpAhUICVvyRQiOQsCJmaI9KzRHoWcPlxQBG/lbBiBSag3xGsDFRqxD54sZQo9i1ATVFcrCJ2t7A1o9CNUGUd5HwhgQvZW8gFg28krTFJB0U7qE3kAFYfQGIXFmcIrSia13Vxj9CKQvdTj/Aec6EBG+wzgQ7pbROeK6VDekH+8kA51yuZZ/JDgzJKIDEPTxrLqyDvDgqmkZbVkls93HHG+qQmBrZRwMIBvmGmK3rwS8C/gXZ5AAKoajUtjbSsdLAG3IDSOqbcokChGwQraDuYG3qtoZMe9EqP8B7TAbJsgrIiXjSQZRPfdLRwd58JHHOhHu0XyeAxVwt3t3D3ZVb+3ECBv4Hzv4QrfRQqfZ68v/BRfhpQqLKuntoGJpLhWcibwXPddY/vuB5D5j67swjRMlHUgGqpp7YrRxvF/dXc7lL5cJ0oao4p94B0pSJzx5Q7HZ2vJjaFVhDoye8t7/ue5PeW66ltKBrgBTWWVwGaSFbRzMgbaVkjLUuE52spefloq5FRlo+2CvvrfNPWJz101VQ+2qIqxlR0MRVdrCS2dz1PyLIhtbtaz2lYxAFY9Gh/nwl0KR+AcpmVvzBQ6MwCnVkQKfkRQLnMDRijo+B02PYg5hzb80wEzHe9hltRx6O4d9Kt+zZkvR+03HPrvvUabsWcYyHrfZvyi8PAFPiwftMdq+LzqONR0HJPt/5BIy0DxwUqkRH7Q6geg14pxFd23eOHgalkePYwMJUIzUB5ec8zsesejznHoo5HMGYcc00kIwu7nie7nidR53jcN8XWLQIfgtXqSE4dto+F7WOF/XW3/jZR0h8E5qoZFY+5wPT0aD+oFlGpSFlpEy9oZvvxQRH3gHAN+xXOLOAyVBT8EUAR3xF925hzDDjIxBaS4dkD/9NkeDYVmYs6HmV3FvN7yzuux7DPMx2dD1rupaPzEAbHnGNByz148F7DLdhI28zIw7YHZ6wvEZo58D+tJbeAFSyvKu6vVhOb1cRmIb5SOliDtQnVxCYkBksHa5ADLO6v15KydHQxE1vKxJZyuyttxH5C+xppRSqygBe06ehiIb5GlvTJ8HwbdcBuhFM2BDPosMPi8u4/yXqLvxBQhpzZH81HGQUK5FKriU0xCwc+LOwIFbtSxLSKuIULNgPCB85YHwz+wIse7khH5/N7y2RJS1f0MF0mbuABH0Ua6YgRUA93dFDHMeVla2Y4fM7WzAPSwzesXczJn+9jspzQPoELtpo2oRVOhBfxoqFP+jqYG1pxe4T3mv0ofzGgSH0UqTNL5s9vO5V2p1o1DVWQcWUdU3xuD8rl/Tk3AuVy+NOWXNeAGEScBrqy7e0aEf1WaSwjNmJKl9gO9eeeb9iSrInrSK5Gib99xP8e+zW7caQbdURcrqHhmgcv1nqYmp2p2eH8KHxA+p93JI1LQ3yI34qgcA0n13BCdw5kqG8GSnHnKaRlubKOLqi/JygiH6NAGTWNcU0T9ZVymQDxkV8eFxJnAwAUqV65ISjWHvaXDQq4sTcDBQ6Vvi5Qhli57Mxe7GYyiYsepQ/7SoAuP/UhgQcvPmyoEoiZXHGPl6haRFAgJTMgXeJt06GjlK26GQS+Pb9tiljFcytD0rs4+jZ0bEN8kDcCpUf4YXM1XbVB9eA1ggKUMDXrq4BC5rdfDZTnlw0/YwVeD4HSunRTcGj24jIroxABR0TULuLohqgMxNUEon2RqhPRa5FSIiXjSlA6TWsHdYzahX8lKJ3n21pfCIr4MfBRXhmUa8Ljm4FC5M5PHxdiT7iKisxvsyUtlVe9GiiXWRFfP0+JeWgyQ/RRrmm6HgUKfzHPLL4QVQhcfxPHiIbS9s/5KBf3ssXrD1DJuvoYxM1BEf+4XxKU3vPVYwDl8r/wkqCItUAJKzcHhcguEdmV7wmKuDhaysplBSOCIvUJABFIz1/JCn+xz/OyiMOq8K04uCot7gAorYs9x0OUAKniTdVWw8TXjWLVcyQoTXu76bws14Ai2oLLT/p6UPimS6we3xQUKSLPy7n1edmoB8/OS0EhcltMUfNqoFzJivhaSgnfeDbYB5QwVYMIyjV65bIAHABEq2lpZuSlg7XK0QaaU+Z2l7I7i3DkFFwW0ZO9PJXYQSzdhrlTN3XqpnbN2K4Z4bUo3Ya52zD3mpZe09JpWtsNW7vhuCx9zNND3T3U3UVcXcQFr3vY+QN7eVCkkTDfdFEV6+sF5XxIBXFel8KXgDL/PCgKIrfFFFVUXvFqoIisvBAU2OMlClPVg4jvDJF3Ieahrx3UxtWNraZlQDrZmjG7sxBzjkXsDxOhGZ/xtlv3bSa2IPa1XPadRecG1EmnbuLrxnbNCF9bDVOnboKv7aa52zB3ECkoV0gfc/VQJ8xQdhEHvO5jrlbDIU3HiQtFL2KlHxsUiMuuKApSmTkQOjsvOZC9TBdWqfwamVsHUCDnxpbUdFlNl9VSUC7n3J7Pv12hqNtNM183DghHD7OdUK5204znlXzd2EEs0BXVahjE1XCwiKWHWeDXtZtGtqqFE6hMRdPFLURJ2cVsbF3XQa10VTMgnXzTwNWNXEPPN0xt1NTFbF38fNMTmCRI8HdQG1c3QVIO9Ic4pYxkFWesT7yey9dMbcTaqpupso6tGLqYvdO0UmUdXdJ1UFsPtTNVA1c19jFHF7ENcCf0bdElXbth6SI20ee9LNIA7SKL4+rhrj7h7uEu0VSJBktqp6Q+CqglaTgj0iBVVyI0w/1KF/+hxKt1vRCUZTq3TBfWpaCQ+U2+qmbLylGgXHnXVrwABtZdKn3cDtPtzfQ2U9Gd0m6uZiAKCr6upUoKqqTg69p2U8/VNFxN02ro0OwmVVKQRXkHMTAVVRc1wgc6mJksq9i6jqlpuYaereu6uIWt6waUvY2amJqWrmroqoapafmmoYtbIGMrnpwDcwYTiqKNg6K02EYJdlDsXpBqnctONFlUczVDF7WC9DBbH7f3MNuoy/GXG3Qu2mLc4u3lHwKUKz8D/44oPyooomoZWnNNFBRUSSXwXrijLfBemP84oWxcTcNUVB3E0MNMXE1Dl5V8XctUVKe0na9rj0krYFRLrFAlRQsxcg29SEkHM7dRE980wLdt1HTCOAeUnWvoqYqarevQnBIamqBrTuADIhOwCR1i5i5mJ4oa6GGAoAm0Dvg0dEUv7oqCHz1zmSs6tqqH/VMdxAK7yqSqdBQoElae6ZUhUDqIaxQoUkouBzidS7OlV35m6J2XAoXKr1H5NSK7lo9OsmU5md/kKiqmpLip6ZFSwlQ0QANVUoFZYataNLtdOVxppDaYimZA2FoNHV/XcjUNX9fCC7aq5moaPL/dx81Ybqvd1JNFeR834/ntAWEhSsoOZuYaer5pADKYmraFGEGvgC6hKmq8qGDrumP6/BoHLKsFb7ea2IRFCpA+AWdlQLqQrAIcW2hSkW6FhGbN9lX3egTWC4vKQJdANDQgHKNAuaqfC2zQBSWoA+KmlwRlyLhc7yZfZuVVQCFzqyIoRG7jelCGFhKL0qrqWlUdX9FyZQ1bUjNFFV1Q0gVlp25oVXX1w9VjzCqwHrak7iNmpqhqpNa4mgZowPPbfF3bQQzwDsDBVtV4fhs+0GromtmtLm4BAwSsUBV1GzVhBTlRUnINfRe3dHEL/Iit6/qEk67ooTMSAiK/kwcwAAAgAElEQVSmaoBFClRZh+VVeEE9IF1CKwgZF+jpBwME/6Fos+DDQB40ZXZQW7tppkoaPK+EhnNYR8XXjdeD8jwrz4HSRp7F29eDMsoR6UguP0nLivBiCKkb+yhkbhVAyUUmmJKMyG2wZeU1oEjvJkiFr2iBEhEUECqvAIAE2nVK2ImsDD4DxuWYtHI1DVVSgI9CFuV8XQsOShc1slU1uCl0WUlV1H3S1iOspcPlPmkT1Qlw08HM8O0J4+wRVqaqB2NBlXWwFwPLq6TmRlyQAfMl4skX/mLRFzgrUK8WDz6JxzZ6uANWH/ZxO5gesD5EQTUKlMtVsAv95BRBaTUcrca5XhkFijTnJjUu4vu9i2kgQARevzZQ8MyqFBS6KL8pKFxFJRW2rATpNHREbqtd17rVn25N/XvA8NWe8163qe9hJqIgQ7ObXE3TQQx0WUkUZHRZ6dF9YVN8RJeVHcTQaujw/LbQD3I1TRs1sTUDmlO4tF93UCuSlfMNE1XWnrHePuGoJjbCtvu77sdEUX1MuTqoFRol4QFH7A8Nmx/l95Y1q+9Dhg2WJxBFjUX+WQe1hW0PABcYNIH2SmjSZmtG6JWETA8UhqiyjiyqT2m30ArwdSOalTMVXQ+zXePMXlUxPQflXJ28NChXhsdSdSIFRXrTZ1TY/LKgENkVERQ8u349KKNMD1tWDrHCV9V8Vd1t6iv7C0I/aNl6f+PJr4q7s6qFN8Pmb8sHi179lx7dF7XEShc1UiUFUZAdk1bt6ruyuf9oN/V8XVtPrgZM3zTT617912zNUNxf2fdNzj74OZKVpyKzSFae213c84zn95YysfmI/UHcO1FNbGRi83bVF0fBaZgS6uEOh/or9cof8YJ6c+atLmZPhGZ23eOJ0AxeUOvWPyBL2nuf/R1R1MCE/WFgKre7tOeZCFruRR2PvIZbhfhKbnfJqfnaof4qGZ5NhGYs8s8MGx/EPePJ0LRT/aV29Y8hy91Gausa03NVG8ZzoLSaNgDlnJVXBWXoEOUoUEb6KExuAQRAITPzZGaRzCwS2RUyt4qlV9LBMbq4TRe3oStFpERMtQ1tqxbfAdeVLSu5kpIrKfmyii+rWhV1q6JuVzVcSckWFWeENaj/SjHzG0HYtWz8cfPpvx36H69O/vIoMI5mN88YR+VwqY+bO4jBo/vCrvxY6Ph6mIkuKx99+bfHpHVl4le53cWVyTe4umlz5q3K0ca+74lF/plF/tnDL/8feIpoTmlXfenWfZuKzKmW38vEFsR+FK/h1tbs27vuce3an5Lh2eWJXwvC4eSt/14+XNesvt8nnMsTv+4TzqPg9PrUb1ORuUZatjL5BlnSPvjiv3F1k3zhXaKoiToe6dY/CFrulQ7WVMvv4Xnl6uSvhVZg7sHPj0nn8vi/EQXVKe0eeSj8omwuwQXWS9lBIOoRq9DwRy+aCbpqg0nB632R69ugpHZqpOn5wUEpKtiiQsoK4HKCmftNg8C5d6y3lx78C1tUKGZ+41B8lItOqZd/10EMEdvtTHSqh5n6uPmYtK4//betmTcSwYmw9VYjtbb0+OdIZkO9/G4jvf3k9j8jWcXG9JuJ0EwPdygWf+/Rf6ff+HB96retpiVkva/f+LB0sLb29D8c6q8ggXbG+gQ+oF3708b0m+XDde3an3bd4/KFd6uJzc2ZtzKxBfXKH4miRjb/DpJV7PueaFbfPwxMVY42ZPPvYHnVyuQbjbQMPmnY/Ghz5i276stUZE6/8WFuZ2Fr5k2ioNqaebOe3NSsvFeML0srRH/moIw0PSIlAAqVXfgBQJGBcCW5KERmvX6wQOe3dm23tp78MmT4Urf0ViY8kfA/tis/bjV0pq33nepPkcwGUZA10+vq5d8ZNt5zqj9VLLxZ2l8wb/9px3nPpvikltyEwz0h6/3c7lKradnzTOy4Hhf3V13ab4RWELqmY84x5dIfzLJP495J8exC3DtpVXy+55nwGm4hWUV+bzkdnYe9G1HHI6Ko2XE9PgxMwQd2XI/ze8sW+WeVow276kumagiY78JlmJD1Pmx0SkXmGqmtXdcYUVDFPeOVw7VsbL6W2ICA+TWCAkxIi4KvCxSpPAcKICIFhcouUdml1wIKW1ZKQZGKQFo6NfUJZuw1tHxZ0aooWxWl0PYMMBNf10JurYMYyKJc6AU6iOGEsvVxcw8z1ZOrQtffw0xMRQXXO04ZbzMjh+QYbPeD0FfMc/QJp894u3K0EbTcy+8tC4MdKBQLJ3swWQizPKeMFy+oof0AUmpgpE4Zr8D524hV6Mc6qA32Qw1IF5ZXCa0gzItA+y3fMPdxe6thOiadfN1IFtXHpJOp6AaE43WBIo2EpbWe1wXKSB/lRwCFL8quFDq7QWXW2fzWoKHlCtvtsoLKbfJVNZ7fRrObrYZuQFiqR8tcTdNMr7ebeiy31UWNZFFOFuUXGVt9F7NTZYPQ3+XqFqZq6hNupmoS2pEzNsBUTSe0T+BDp4yfq1tAxHwJXdEjWQVd0QucHyIXaM+GYPiYchNFDfyog9oGpAuG6SH9D5VttmaEAErg/APSBZhC2n5AOGBP8zHp5GoGpqL74UAZyqP8UKCIIY8ICkQ9rwsUriRvXYiUklZJPmhou1VVu6zoVJR8UTZoaPmyol3X1pOrXdSIZDbYqvqMcRAFGWBRT672cXMXNTbT65BT4et6uqJHsiq2Zm6kFXB/soM6mKqph7vgdRdzIlmVwAX5hvWE9kGOVdqSAmk3qPUI7RBeUEPoi+VV8KMOauvhDrKkBRcYJpkhwIbBVXELYatpYat6iHGokoarGYAJuqx9XaBIa8I/BCg3Do9fFyitirJdloO0SrJWScYXt/nidqsk69fVvZqqX1dzha1eTTVoaE5xE1dRAQTN9DoExkRB1kEMbFXNVtUdxACVQqIgazf1dFndRqwCH8Lymh7uEno7VNkgHMfJkr6LOU8ZP1nSN9KKRGiOKhuOKS9XtxwGpsBBAcMBSwMhJS8uRgBTAiUeyK+IgZLY5g2pfbHTFngakC6o8kiZGBAOyM++dlC4hpOqWOmq7YUZ2Nfgo1wLyjqWXkkHHn8fUNpVVaei6FQUUlaAklZJxuY3j5tavrh9gujo7Hq7pqQKsjPGUT1a7mGmLmos7M0xFRWQ0UWNYJXOGAdVUrQaOqai4WsmJKs4prxM1YDlNR3Ukd9bxfIaGMY5Zfxx79OQ9SHU2E5oX8T+0Kn5OruzWE1swpW3ytFGfm+5uL+a3VmM2B8CLnA4CnauQHIWMrlM1QAtcDBnBDPPkN2Hjioggy5ru6iVLmvFiuBoUJ71vrSebV92vCQoZNnyekGR5nafA0WcFKQzC1R2ic4tM7k1JrdG5tbpwiaV28yFn0Lyvl3TQz/KlaAMQfMsLVt6BodURDUDGHWrym5V2a4puYoKlAck7+E1sAKvxZ/ydW2rYeDrRq5m4KrGVsPUqpvJgqZ0sJYIzeT3VpmqiSwbDgIzAcujzM4qW7f1Sc+O6/Gue3zPM7Hve3IYmDoKTsMkIgRHh4GpQnwFy6tAhYi5+VEiNtpJWu+uFmnTp0SscJ8ZrmWeYzGi6/b8Ch4ZkN5pIcsWrGC8pnFpiIAhPq6QUQeyrwGFKW7ReVk+MgWgdOoGrqz5YUGpqm4Iiq5TN7WqBvAMoBuNKuuQrAKMUZ/0ECV9M6uBO5M9wk0UdbBs/fzYRkUPwlQNcOcadgVKp8VGtVpeicurgCLJ0F+DyHmTNuEX91T3yQBVseJFU4/w//8DlCukXVaAdCrKTkXZraq6VdUrgNJHrO2aEbpA2k1zD7OBaWg1bQBKj3DDydE+6Wsh9gHpgVEM8fYohNAQTkM3rljngx6UK0U0GZeI+WFB6WBeSK8BKHTVRpTMMAz204BCZNfowiaV286FnzIlBV2Ut2t6pqi6OSjKHxSUY8zebZjZqp6p6M6jDNTWQW2wsZ6tW1qIXdIHar84JPdsHERs24YgGeC4PB14GRRpd6344R8alBbi7l6sOwdQyLLlhAn/ZKDgmVUyt05kNjPBSboopwqyVlVHF5SvAIo0ISsKX1aAQKqtXVW1X1WjdBtm8FQgUw5W4IT2dVAH37R1cRdswmkhzj7p6WLOyyOlELkMkSFeQLwhKOYrZfTo641BgSAWQGFqdqpi/bMAJRt68sqgMBXNjUBp1W4KiqFVNZy3xV/EEeK8eAd19Aj3CeOH+7ItxNk+jyauuFk49FxF5/TmpueGoEgrwy+tUaSg/MQa5SLq2Rajnk7dcNOo5wKUK0RaIIR6cruqadU04uLJoX9NfC1tb2g1DHxF364ZxYCzfTGUytUtbcTewZxd3NUjvHAxnamZ+YZVhEAqsBFDbLfmJZtIb+jM/rCggNEZMj3HdOgnA4UubLKlbaYgL0Sn+aqaq6h6TRNf0d4UFLHN4CVBGZoYeiEoMJEFiQroZIaH3cWcPdzFN21MzQw3rweUn2tYYU2o1I0VtYv4ZuvSqcKbhMc3AsV+U1B+MmcWlnJdHHZaZvIrAApb2uYrcqYgF6OebsPIV0Z0Jz3/CDlJx3W3qW/VNEhqrVXTdBo6LLMBfW5EbospKaAZChre+KqayG21m0YsJ2ukNsii8uK45XkHHVFQ0GU17OAni0r4AF1Q9xErXzdCFxld1kJQQ1eMAh/imzahFYYNfR3M3ULsXN0itIL8xVEo6ImENHwHtWF51THlhnEeyNmLc8tszUgUNVBuBP8X+AA91Hq2f8XUw11M1QQZEbpi7GJOrm7poA62ZoYfwe4diMtEOKQDp1JixOFTEOguaKMeGFKHhFtvdJsBdCdJ+2chwB4FSh/39zDfi0ERNQpb2ubKsu8PCldRdRo6pqRo17Vkfrvb1FMFGZnf7qNGeNFp6Np1LZHbogqyPmrE83Kmoumi5i5qpkqqRmqDKCh6mKWLmmH4A76yVW2rYejjVoHxnhJONCvnaoYTytXH7X3CieaUHdQhcMFaSj6gvD3Ci+S0J0ywhdhBo0CmBFrtYTe/WO6B9CtbM4IxgpSrqHLOl89e+DSQ6YfryrCetIM6TmgfV7e0mja2ZiZLerg0B4j0CTeUn05oH9+wDkjPTUEBB0UKCtwNuyYzK9Uuol55dVDozHk5kM6uMrk1prg1BArkUW4KCltSD1BLp27gK1o0tXlGOto1fauq6yNm6LVuVXVcWUPm5ExRNUAtYqALPgeEM+2mGc5wMxUdllMgGRlRUME77Zqxj1hh7KrVMNFlLdT8qLKhiznbqGNAeeFWehf3sHXLCe27sE32Aemqp7aBGzjxA5pDNEbiggyx7gOfFG0NzAdBbyVs2Ibfy9UtPdzVRuxQdYJvRVA6qKOHu0DZ3BQU4KODeWE/ClEyUxXrNUXBUSZpFCg9zHc1KM9vhVwCUOjsquijSEFhS+qbgtKq6s5IB7Tg8xUtlt46Ix2tqg5Lb7Vr+k7dABfojjFrr2nC0lt83UiVNFhOIaIA3/J14zHphPlTaPg4pd09zMZX9CcXve/nLSCU+5hytxF7D3cJx/EWYm9mNUJvj2vYhVb4lPHDUz+hPaAz+IaZKGrgOgNk3mAbNixSgEUHTNUA67LhKAPsoQSA6Iq+kZZRZR28A7+XLOlhwxvAAQoGtgRSZQNR1D1784agiO6ICApZtlxT65GaG6kZugYUoORqUERnlsouAShUfkN0ZmGiBxJuNwWFr+tPaSeWk3E13QnlsCs/xfPyQ/9EOjJdPlhGMlt4Xg53CrGcLBF8Arqkh9ngqYOq6CCWiO1+MjRd2FvKxuazsflifDm/u3gUeHpGuo4xO5KRUSUNKKFjys1UDT3chRe0QevDVHQx5nrSyKhrKSXXsLYRe+vi2O1RcLqD2vCCOruzyNVNgE4bsWZ3FtGcMhNbKMRXILUPR0EGpAtGPXq4gyhqThkvTI7FvZNQWSRL2mPK22o4cjtrxfhmI6XCcroO4mIqlmZazdVsfdyb310v7G0ck/5j0i91YF8SFDjW0CP8EOmA6blGo7wyKFdcAJMsJF6isktUZoXKrIgpfBEUyKPc2PRUtX3ciuVkMFa+MfVG2HpHu/qHHecDt/bLmOM+UVC0m8b87nzEdjdqv1fYW8pE55Kh6dzOApqVQ8WVKKjc2q8jtvsHvsmjwFOQuGc8an+Q9D8txBYO/U+AntL+ClgWoRujK8bF8TfoqumUDeX21vmmo5LYbqQVcOsHySpc2m+Ioia/t+w33YFzhunofOVoI+6dTEXmDvxPi/ur8GYzI4e2N7gltO97UjpYayNWKAyFrPfj3kmf8XbcO5kILhwF5kOWsQPfbG5nLRVeSoWXQpaxo8B85VCGZrUxx+Su6ylXs3VRN1+3v5pGEUGBNoNrfJSbmh4x5Ln6puDF2otFERRI4X9/UMB1gC6e3M6CU/2lTfGZS/PVrmvMofoian8Atfhd1xi8GbU9tGx/qph/1674ori3wtdM1cONgPGOT3/Lp78VNN2N2h5GrA8Cxjt+w+2Q+Z5548Nd+8O4Z/wo8DTmeBhzPIRRv2ZGGXU83p7/fSq6eMqGIo6J4sGW33wfyar2PBPQIRuxP4R9sl7DreL+6p5nAsrIxf3VXfd4LbkFxxf2PBONtOyM9VUTm7Cx2KH+qprYhCHCemo7GZ6N2B/CAmOX5nbUPhG1T2Rjq8X45r53JuaYtMq/ToWXsrHVyqEs7pmOe6abaTVRMLwCKGJFEFQLjGuIjsv3d2ZFSkYcnzy/rnGhVLJLRHaFLmzS+S0pKFRecVNQ2k0zW9XyFT1RUPi039ST6wH9d830ZiY0kww9bRxtdBATV9alI9MH7vFsbL6R2gKbko3NgzWpHq2HrfdqiY387mImOpffXczG5o8CT1PhmcrhWio8Uz5YzUTnCntLINB71sMdce/kgPK69bfpqqmWkuNFHVk2DEhXzDk2IF3VxGYzIy8frjNVw1Fwmm+YDwNTeEG96x7nG+ag5R5TNUBvLPQ6Cce7aE5Z3F8liprsziLYrzPWl99bpsq6w8AU3DorHWwgWVX5YLuRVtQSivzeajOtria2yaKxlpTheX0tKYOfNtPqPu69KShiEkUEha07wF95LeGxCEqr8fy4hnQhMZmZp7ILTH6JLSzjmUUqv0IXNgvRp6KPAil8uqyky0qmomLO0+3nOTG2qgX3ExJfEL90G8ZuU9+79LVT07fr2k5N36pp2lVdq6ZpVbSQ0IOcnnRdDwTDooAV66LmHgY5+ytE3AxwuShzzSovNKeEddZoTgndskPJfnEr04vE+XJfneIu6yEZtYN0qM2ArtqktZ7epUGvFzYoDbfKStaJXeHMglKBzdXP7h7nV6j8Wj46eQGK8WagVAxMRdep6Ts17ZUC2dh2VQPJ2VZFDbk4+kLgV8BvoZ9//1m559JeuIulgcOLSS9+NDLH2np+d+3lN6W4XLlh8FXkhqAAH1JQpLWeHxAUJrtIZxaAFbjXAyKCkotMQP60VTW8AiitilbkQCpSPsR0PsThsEhniBWpSKvHLyzrS5eBiTviLovYLy2m1MSzdNL6zuVq4kvKSE32lwKKqFGI5CyemhFvO2GZOVgfmg2PX1SPXwUUfgQoQ4hAAYgtK6kLUIZYGSodtxq6dlPfQQyjQBniQ7JKbmSBV1wvKC0NXt4qeL0Ju6HYXwEUMWHfI/xDRcHvD4pYe2o1HM+BgidmQAAUMD10bgFAIbIr6eAY5Nr5yg19lIqBqejaNX27rr0sMKp+ecvBlZSIMmx3GroRDUGWKym5BhSo9YjLlaDPTdy4dBNQ7FcKeCSX5aagiEVBeEFVrETJ/GOAgh1Ng+CJmSFQiOwSll5KBR6R+W0it8VX9FRecWMfpW7oNHSXpVXTACtDuFz2TkBg+9IzPpr6DmLooubrQbnMyvXVYKmxkPouNzE9jivl9YIC7UsiKGK69vuDwtftolytUQAU8RKLCErS/5DIbeHZTa6se0VQrhKo+Ij7mMR9O1fuJuVqOnEfKYQ8PczSx60DwjbKmb3MyvU+CtgakRVph9sNndmrQRkpNwele1EX7OK+Hw+UZw5KYgZLTmPJaTw1g6dmABQ0tZj0P8Szm68MSrtmbNf018gQLkOISLfAiY0v550oTWMHeXHX+xAuo0zG5U6UzsW5yxuGx1drjlEm6XuCQpYtPxIoYh4FfBRR0PRs/XAazywfee/j2U22rCRzSjInp0oq0YG4wEW6YkkHGRSYtYG07JXbIqV9Say0I06iRaQisiJ+C6xcEx4DJZc83Ks7j67Jr7xMINN5dsnDOZQ6u74jqYU4YQMx7AAWX8PFdziw3Cd9XdzTRl180yH2zIqgYAXjNf0oo0AZDnbEXUuSRqqXAgXLzAEoh557WGaDKSmovIrKK8jisL8pzY8NgwJzWaNBuczKC7dLcpKFpdeAAjuuhxbwD5keKQqvDRRxmlxsXnwlUGCdtXSRNQwSAB/iihSiZEbzhmuKgjcFRVQnw87sKFCI3ELjaAZLL+277qDpdQCFKaqIggL2CZBF+QUxKgkrw6CMMg3gWl5eZX55dbFUwK5Bt/3QaqtRoIgGCH7dUMQrPuPXDsoQK6N7YF1gU2DLufh6lEmSgtJGPVjB2MzqpFuHrwRFmqS/kpVnNzZuCgqZXwRQ4s7bSGqNLsrpgpotqYmCgijIiIJMgsv53tgbgSKNRKTL74dWoktFSgyA0pG4IFdmZkXrI/4i0eIMdbm+JlBc531ol1gZdfDpGh/lyothYtQDcKB5QyOjhebIK0G5XqSgnB/Ivqnp+RFAuZKYa0AZOoRyPShwfk6SkDVfXB4bTtJDdPNaQTnv6hBL9h3EI347JDcFBVCQapRGRnuNRrkpKFJt92dhei7HrucJsRFy+fjC+brfEaA8n401QZmwh9uhq01sg+1Ibgq+FlD6uBdAkbLSRZ+9OSSXjQ68Hg2QT+q64kUTktNf3wo51H1y2WsRKeEaTqm5/FGd2evHF64YnaqZrhTpdTY4VtFpWrvIyDwKXG4RieQbJqaqpyu6dHS+uL/azMihOU16oOd1gQL9yUOsjALlSjcWXlzpzIqgwIsXRj2jxjWkH3juSumF6fme4bHyBuFxzfBCUC6zcj4JXB3+2m5Y+Ia5VTfD11bT0mlC5mOkM9tqmsHBhN6RZkZeOdoImO/uuB5nYgvNjBzug3UvTiuPAEVMjtkuvl4NSg99BorIyiuDMio8Bh9FWhSEPMpNQZEumRVBYesOrmYDYavPn4qTZmYh4QaCpmeJ7BKeWRZrPVxZBxfAoGUEXBOxfQReiNrlIujVD9kaMQ8mrb9Iha0ZmLqBrRnYhpGrG9mGkW+YuaaZKhs6mLNPuPGiro3Yu7gLy+kGlBfJK4WTHaZuaObkVFWHFVVdwtElHDxiqaW3u7irmVURJf1hcDYfXzsIzByGpivJzWR0LmC9F/c/QQsqumagqvoe6eSaZrpmaKHWHulsYzauaWbrlg7mHlB+vukgSnq+fp5PG5CeTtPeadpBq3URWw+1D1B7D3X2ca/U9otJsAEVhBfHdKhPBsAbhXfgT3lABY/pELx/woTxogleHNMh2P7YQtzHdOiECcO/DEk2WPZ3woSlvwiWDXevbXl8YdRzXQr/+4NyueHoslMCoIzyXdiGURSuaeKaJh6x8IiFqZnJsoGtW/CijmvY+6SPqVmPaR9V1fOIuZra7OA2YRBlGya2YWqh1jbqOGUDLcR+EJgL28cVS3+K+2bM8q8yO8uHoenN2Xfy+yv6zU9i7sdO7XdCO8jWLXTNIPChLuEgSnq2YeKbNqG/e0wHiJKZrdvOuPCA8PF1O1e3UGUDgAKU9BHbQALKlX/KbdTDN10dzHtMh6A5DXRAnwyAfyCC0kY9J0yYrtrgw30ywNYdsFbplI1A12MX94nN1UzNfkyHLjdR/8SgSCmRsnIlJVJQhlgZGQE1TRd8mEFaqLWFWtm6Bc1reoS7gznbqOuMC/NNB1UxtjEbj1jKiY1aepsoa6mKsYu7+KaNa9hhiUEH8+JF0/zYf+z75/PxjbhvJre3GnVOKpb+aJZ/lQjPs3XbKRsQurtUxQjThF3cI7TCSE6b2VntEX6iZOYazmM6BCsRTungCRXoNO1dxAGgACVSUKSaH54E13DC8uABFTzjoiIronYBTQAfBi3SI/ywXImtO5iavYv7zrgofKBPBkC1ECUzXbUBbWKlUATl+njnRwIFhjqlSmWIkvPc64jjkyOjlWd8WFqopY1Z25itjdm4hpUsG07ZAFUxVhLyAeU/48Js3SbwoYjz0eTtn93/4u83Z99JRRfbqAsvGvCiQRgcEiUzU7PXktrSoTxomVyaeGvy9i9UKx9uz7/v0t2JOJ6wdRtZtrQQJ1Eycw17F/exdVsivBxxTMR9cy7dvXRsDZ4Q33S1ECdbt3E1m8CG4TSgaHQGqP0Yc/QxVx/3SkstogfQwbxs3cHWHT3Cf8ZFT9kI/BQ0BDx76es26gFQIBjmm64u7jthwmzdAVQBTHjRBJOCXMMJ2ZQrk2w/DSgiJVJWrqbkApSXZ+USJeeg8E0b37T1CPe+f9qhuVVPqwaUv426ApZHXuPd3N76QWBu9enbm7O/z+5unDBhob2LFyxI1piKrFsVd+5//s+//dl/evjlzz5882/ufPoPdz/9pzuf/sPS+O+c2rvp6AZWMJIlm9De5epuruGM2KdMsq9LB0qv8eHK9LtoydQj/HzTJfCx7O6GR3eXqVjOB/5QZw919lB7H3P0rwVF4GNd3Cc+b7Ap8EThgQ29hsUWoGakUS5Ts4Oy6RF+ruGEScEW4v6zAwXMzRAoVOm5wTBp6U68K3rVadGrZIRGYWrmLu46ZQPJyIJN9W3M9STum4n7Zj56+6+/+eBv7erbfvOYYevLSkIp8Ht0xZHfk/XwUDWhXZn8/a/+4X+ZuvvGZ+/+V+PWt9q1L/UbXznU9z753f81/u0vbu9fnmwAACAASURBVH/8j0HLZH5PRpZsAzJMVxx9IpTb3Y46pgtx+fLEO7c/+yef9fGedzazs87WHV7jQ83KRydUoIu6u5jz4tio41wI9yjTI3T2wKsQ9cSVNkL6/KQ+h+jlsHUHANFC3LBFB/zZPzvTI1JCFBREQSGyciUlAMqNWHneO7G0UAv4KFzD2kLsJ4yfKOkzO6t+80PN2scew72D8JJu+8ujyFrA9mTm0W9dhkdUzdXCAkTFIVv8LGCd/tu/+p9i7sW5sXcSEdl+YC0Z20ztbLmNjznEZ5B9t/Tk919/+Pce07hT/ygeWB4wMabhceofmZV3DLLvHt/65ZN7vzbKvwOJeWeinulUdFXox89z8Jizh7v6mKuPuQa4WwTlsjN7xkWBDwhJ4EfSTgDR9+xcTPJJ02jwWrx7Ae4tDPVAI/6fnTP7kqA8mxQcca94VHg8ypk9ZQNk2YAXdURJj+Z1MdcTm+pbNK8jq47bn/2TWXn7hNvZD65szH3gMox1ybB86fOYe3Fh/Pf3vvj51P23I85Fj/Fp2LHgt0xl43KXYSzimt2Y+8Ag+27y7q/nx3+X2tkyK+9gJdt+cMWiultOar3miY25D2RLH/utkyHHlHbzK6vmNlI0nnFRomQWizUAygB3AyhDikSMWnsXUzYnTFh0WkW9MhTNQvQLpoprOMWEPbyAaBmMDvi5ZNnyg4fH56m2iw43sckNTc+iqXk0tZgNjzMlBZHb4so6pnjusUoDH3Bmh2fTL9oJIB8qCiRML7ssYn5F5EMiFh6xCO1INSljaubZh79aefKWfPF9r/F+MrJUOFQqVj41ym/teBfQonXXt3j703+ZG3tnbfoDv2Xq7V/+1d3P/8eeb23Hs6LfuufUTURdCzH34tb8J1HXwmFow2t6svL0/a/+9A9+y5RJfnf+8btG2Z1mzrofWDNs3zYpbpvVd4LOKYfhoc82aZR/tzj5zvbSB6szv+9g3g7mFqez+rh3QHoGpEdUGCIoAyoIXfJDCTExAwYeBtdwisk0MCLw/CAPxtYd8BngBr5tIW6sYERyemkyTdqydJkMaVPBUI/Bec6tamWrVqZiYSqWqzUKdnTe3gaN+NeAMhQhDx0EG5pQf0lQnuVXRoBClPRs3SIIiXpaEffNpKLLAcujff9s0P404prJHyi95olaxrDrW/yPf/3fpx+8VU7oH33zqw/f/lv50pdR11LEubgf2HIbnug2v1Msf7HjWWrmrC79eNS1YJLfvffFz+VLn6d35Ibt27c//Rej7A5eciJ5WzywHHLN7AWXNhc/3A+vuI1jLsOj5M4aVb84uiUZ4+sT7gHxXKWtfbEX6ZrVWdK/fqmA+wwuCNdwwrMUHRTRdcWLJjRvkHYUfE9QIHnP1+1czfYcKGJzNXY0jSampK2QWHoBSy/BXI8IypV5lJGxcU33QlCG8ysjQGmjDoEPnXHBZlZl2Pp83z/r0NxKx1aOImvp+HbYPeOzTcZDK8ndrR3/okFxq5jQ3f/6F19/9P+uznxQz9li3hWrZmw/tOkxP5GvfhZ0Tsd8Cw7DI6xiN6vvfvjuf7739b+m47Kj2Mba3J82Fj606R7oZN9atfeDzmmf7UkxqQm5ZnKHiphvvpzU9OlIC/e2cNEL8XTx85FPsQFAdBp6ktk+KSjw30otRVtyrvq86P/842xfHOsRXVeiZMYKRnFE9JrS8WsABT2cAkGOnj5jJTuPZxYvgyKNeqSgjEjha0eBMipmHgVKC7H3CHczq0pGFjRrH+f21rO7a8dcKOiYXHjyjll9Z+bxm08evJHc3coeKAoJddAx+8kf/u7+179w6B/v+teCjvl4cMOuG/NaJ6tZQ3J3y6S6Y1bfPYptLE+/d+/rf50dfzvkmtkPr0a98x7LhFF5e2vp4/yRKuZbWJ5+j256DiJrSMniMo3Jlj7uEEEe8wAoXdx33tCKuruoeyj6EGXoQUqdVikW4gODVOwxHQKHBjIxYm+stBUSL5qkPbOXveMbgQJVHqZiocvmlwKFyC2AM5uPTgIobElLF9TSwFiaRBFBGWLlelAuszIKFLyoY+uWLu6ChFszq0nHVhKx5WbBkD3YvvX5P24u/olqOFjU26XD+SOlSXVndvztD9/9z1bt/YPwxq5/ZT+07jSMh1wzfTaa2Nnw25+EXNMx3/z28sf3vv7Z04e/senuZw/kPSYidPd7TESx9tni03ftxrFkXJaMyw53NiOeubPOfmJn46S1y6O+FvZssXgH84qtimIMDNl68czj5acIDxuOZMA1FfBRuIYTakBEyYwXTUzNLnq+IijwQtqFL2VFmnp5baBcaXoAFCK7AqCQ+W0ABYIdMeR5ZY0yMmYeAQrftLUQ+xkX5BrWLu6pJhUHgTmL+tsW4VOsffL5n/52ff6PLOo+acUy+7J0fDvgmNrxL77x8/80PfZmNWNK7cpdxonk7lbA8fQgsuqxjJfT2qPY+m5g0ay+8/Ef/u94aDkeWs4eyGs5w0FkFavYlOufz46/NfX4rWretDL3p62VT/32p302JnT3U3tbPOrj0ecUO3REw6MCSiCxdhkUkRLRjjA1O9dwgucLduqMi6J5QyK8nI6twYjXgAqCw9sd0YU/FOO8Gihgeq6rHg85s2R+ESYFC7EnXEX1QlCkIvVUrgHlalZG+yhcw8rWLWTZMKD8bN3G1m3FhMxjfahTfvX4/i/2Y0ux4Oz0xG/Sh9sM7inn9FbDgzvf/Gzi4Ruby58E3bO5hNpheqzY/MJlHTvYWcXqNof54fLcH54+/s3C9DvRwFzEP9usmNGa1aD+rlrQB9xPnZbHO8Hl7JHGpHngd84KQraS0Z+29475HQ7x8qivTfg6pF80H6AJwO0QnQ9pZX/ogiwENe2LW/dggACXalJV2N/Ox7fqaQ38s+DeAh/iCzA94n4UqYYTNdbrAYVIzkvC41kxPKYKS2Rumcytw9oLMicHUPC8Es/L8bz8SlBe3pkdlV8ZBQpbt3QwJ2TxO5gbyWlT0WWX8V7IPXmws7y68MeIf7pRNs1Mvrkw/U45pw15Z3fDy3rVrTd//X88uPVLm+FRwDVjUN8O++b2Iith31zIO+u2TSzNvvfOb//KoL6diG8l97creYPV8ODTD/6uVjTVS+aIf95pHsfrLqxil69+FnBM9dkoWrZ26fCVoMCqEulJYfEJSfP6UlBgA9sxFeniPrJkwwpGtuYaUEG76m4qutpB/UJn75iKcA0n3/D0LmYELzuzrwuUkaYHTyzgiTkiCdsMzlekUNkFMrfMFNfowmYuPMmUFHRB2aoamKKGLmupkkYUuqyFZiWmogN5rnGpZhhquH9xfvZajdJGHV3chRcNqejyUWghE1/vMaEeE0rHtyOe6eyBPOabV6x9plj7bHPxw8TORmJnQyf75v23/+brj/9+dvwtq/aeRvbt/NPfG1R3ph6/9fjer99+4/+Ur3+R2Ns+iG3YDI98jinFxpc2w6NiWue2Tlr1D8tprdA7oOuuRHRdtfY5WbORNVuXCoAz28K9POZhEReLuHjM0yZ8bcIj9PfImoWsWU5bkS7lI2uWYy7EYy4WcXQpH9O095lAnwlgZSOPedimR+gecIgvEV2XL3+661swyL4TBgmm4bFp7rmNj4V2nKq52KanjQf7dEQEpY16TphwC3HjRRP0JFwpQy6LNLCSptrEnO81pmcBTywQyXkyBUePpaBsnINSVNEFZatqZIpauqwVWYHXUlCAkh8CFLZuYWpmOIJAlIyp6PKuZyrumykeqRI7G9rtr7eWPvLbn7jNj1dn/7j49F2fbVK28onT+Cjmm/fbn3zy3n/5w2//+ttP//H2F/+8OP3+xIPffv3pf//ui585TBOHO9uJPblVP6be/s6gujd2942nY287TBOr8x/NPH7rMLzKIq6AfcJnfaxY/biUVHZIf4f0jwIFKeqZpv2EDw/YIIc6yZqFqJpPW5FmQUc3bCziGLBBsmbpkN784RaLuJp5E9PwCP1EhwjVMga67lavf1k8UlM1l0P30KS4XUnpsJKNbXqpmqueNdAVB5R4mJodyj1QcXztoAyHx3higUguiqBcHCp9WVBEOK6k5DWC0kLsbN0CFR8kp93zTjs0t0yyLy2qO0eRtfTu1kFoJRFd3/MvHoRWiIp9z7+YjG1k4zKn/uFBaOUoshZ2Ts88fnPy/huKtc+Xp99zGB5FPHP1vCngmPLbn9r1D6Pe+XJa57c/DblmmkVL1DtvUNxyG8ey+1urM7+36+6aVd+l9zYGbJiq20eBwmMeDnWftmJtwseh7j4T6tHBZsHAIq6z9g7TdLKIy2N+tBeYt2puN/L6Nh6IB5Z7VKRPR3tUpJEzyZc/7ZJhr3nCqX90FFknKo6zVrxPR89acaGzf8rEwLqBOsEKRrJsEZ3Z1wKKyMqQj7JIJBfJ1IIICp1bpHOLo0BhKjpgRapOxF1cz+kSaKB/TaB0MCc4s3zThhcN6dhKwPLIrv7OZXh0GF4tHCqxkvWYjZ1wOx0ieMrvNvOmSkrrt056zeMW1Z307lY2LquktKWUJrW3FXbPHkbXajmj1zqhk32b3N3c8S9WMrrTdpxBPBzmF44TdNNTyeiCjslEbFUv++ooupLaXUeKxi4VIKrWa0DZ8c0a5d9hZbPQO4x5Z6ppXY8OUjUnUbVm47JqRpOMbVB1ezYu6xBBm+b+wsQ7bNPLNr0dIpTe3Vaufn7K77FN7zG7I5xm2niQrrsduodm5Z2g/WkmtpkIL9dSasj0i/0oo0AZ5aOMAqXddL4AFCq9eHHO9gWgiKyI5kYEZZiS1wcK17AyNTOkUvqkj2868KKhkVGndjbLSQ1atHCI95iN9agwXXeRVUePCtezhphnLrO3bVXfVa9/oVr7/CC0chRbR0qm1N6WxzIW882HXE+Dzqn8kRyv2omarUUEiJoNLVvpppNquNqkv5HXVzOackrFIi4OdR9zERZxARBXgkLVnF0yZFHdzextd8nw9uJHlZSuR4WF0wxZdaR3t+F9oXuwH1wxym8pVz/fXvxY6B3RdXcLCzRypphn/oTbPeF2m3nzrm9Rs/GVQ/dwZeo9i+puPWtIhtdCtonc3ia4xpDUH0XJkG97JSujQBkuCpKpJTK1JIIClDD5petBkbquUkMzRElLUij+/qaHa1i5hrWDOQeUH65l9AgvWbN1yZDQjh+zMarmRIsWtukZMFEe9R2zMaGzn97dSsY2Iq6ZmGdOL/vKIP/6aGfZa30c8T4Nu6ewqil3KGsUdV06yOEuDvO0SA+LusmGlUFcfTbcZ0JU3S76JT06SFStfSZ0NSh4oE9HheOUxzR+EFrtURGL6m6PinCIDylYCoeqRHQjaJ9CCpazVhwtWpOxTbLq9FufdMnwMbszYGLxwLJVfa+ZN0fdc4noRjWtJ6tOtun1W58YZN9FXDPNrG7HPV3Y3z7joj3CT5YtUCC8hpUr5RpQRFauAIVKL4qgMPmla0CRBjgiKOJU8BAlrxGULu7qYE7ABXpXW4iTa9iF1g5dtTWzOrxo4psu6Bwjy5YO5oXIEysY26inklA2Mtr8oaySVqb3VsKuyeTOUia+jpX1LOIQBrtE1cw0rSzi6FKePhNoE64W7qYbthbubRM+pukE5wOvWDjUzWOeUaD0qIhq9auZh28fhTfbWFi1+lU1ZUQL9i4RFbpJquoJ2Wfdhgm85CTKrg4RamGBsHO6ktIKnf0uGbJr72/Of+CzTDTzJrbp4RBvjwpTNWcpoU5E1+tZg1N7d3P2vaB1HJoNmlkdpF5eFygw+nUdKHRm6TWC8mwI9PVplDbquNArdpiPaiFOpmZnanZw2WAxPPwfARlxpmYX+BgMNHANZ4/wkjVTPacSBrssYhNO4mhJd8IHiaqxS3lO+CCH2omqkW5YOqR7wPqJqpGomk/4KFoyDdjwWXsHLZmEXpxuOEaBwjQ8fstUPWMOWKdVq19tL3y651t58NUvSkc6uuaNOOd1m9/9f+2d53MbSZbg/9aLuK8X+2Fv7y5uZ293etb0zKitutUt0YBeFL2B9x6gd/Deo3yhCo6kKOE+PCCZqKoEAYpUtyZG8YIBloogWfnjc/ney63FP3XYI67oadR8N+JRlz8Qq55cZOcitJiP7l4Lh9fCoUz5O1yYKznB62oxQb/11eLrf3Luvdic/+fowWLv5uqGD1EZ44PW59lBYZKLcnEzGfqZS29Khb1GXt8qm5HTqpAReZSJBDVqoCI3KIVsUU5M3OOIYiYAgCXTTpmxq6XFOUGarKPJOvrXaWeT8ci0V6a9QAO8BkrgU8i5wZUuf3Ann91JF73rxNvpP5g2Xvz6zf/YWf4P++4PTN7VpMLFmDFy8I4tuO+kiw571GJC1bQpc7VxdbhI5c0S5blrHrMlG8RH8OZNxseV7YX4ztXh4pF3qhzfzZyvpU5XmZy5w/jZvIXJmVF1PslXRem4DlaphLoD8XoXfLLLuKbnEaBo5lF+K1CAFSSDi88FSpPxdfmDzOW2/t2f13T/+ua7f6gkLR7jq435P5o2XnTYo2v+pM0cXvMnvVakSYWTp1uH7pnz4EIta2zU3b3ri7vmca9zxpXtiDwAhS3Ziond2MnKWVDH5i2VxF4xug3nOUHvMfT1jAMKTgnqDmxUnMCKVHXhw3/GdWYnBYWUR3lWUPC5qLjAhA90BBu8lmvO4fe5lw7jBmnTLrBxIOOAAsvZZHwdLsyX3evz/89neVVOGu/ks36U27m6EY9vxONe56rLH6bONw/dM8mzDbbobDHB3vsIuEGVtL5Rd3Nle1cIgUZpsf4OH2yxfrhOFyxt2ieWHdBHeMOH2LylnjZcc8EHQVFcQboEbDeSEb3HxPBYExSF5lDMNNfMo0wkippZVFw9KShyxYEGwuDFOBOC0vdhHwQFrre5QIsJNulAkw5KdV+vfSlWPdGjVaHi7vKHybP18+Bi5HAldvyOylmvhSOp7hOqTpn2Js/f0QWLTHs/tk8BO7HmkihPi/V3hdBN4+BWOuyLEO4wfqnqgr1DNm+ppfSaCZIRezq4LoEibVSqjXqPJ0i4jQBF7YuMyKM8AhTcmX0AFMIQPblqk6u2Zs2OBK6QjBTuymB2iggKwAFrCdDA614vVUru8WXXtRhmCvZeL9G7S1B586l/7sD9OnG6RuXNMuXvvY98aJ6lLta4sr2U3HGbvq2k91qst8V6haq9UXfC6xbrbTIeEJl2y7QbaqAg0gH/HY29eBAU3C8hgQI1s1LZPkEKXxMUPCGLQh486lHnUSYTctQzKSjAR6vuaNUdiJVnAqVRd0MIXU7tX4thcDjey0fJ83fL0/+09+6r08AsU7T2bq8+tk+FqhNy+dWMIXO1Fj9dNmz8KRtZr6T30pfvall9VwggRICPJuNpsd4216+wRIVLMMNttOlRgIK7rmrTMwoU0qbg40BR51GeG5TBYIEhaVXtraq9XXMgaVXtzZq9RblRawIu6qCgHzeOAUqT8QEoMu390DqCzb+rw3mX8Run4UXibKXXPf3YPv7YPpZpN10wSZSrw/slysWVrfr1r468rx36v6L9whbrvRaDEuUCAUS6QuBaDN5KYeggbA9qcvH5KKPlvs6+6oKtRE1nFhDR3hQklRkwyfk+KJl1qbDXyO+PDwqeR3kGUPq43E9rrSs/tqr2Vt3RrjngCrxuVp2alDwJKGLNJdNepmgtp/YvDxZse3+VaW+vcyZUnS3WT+XNcGeHD35sn0qUhy5YbhoHjbrzY/s4erzYqDubjEesOW6lcJvzgUaRaXej7hRrDiQtyos6TwEUNm95BCik8BhRonRmmegszDfn4rNcEjuJJbfIJOcb+fVE8Cc+u9Es6eWioVU24RuBuIOiUCQwshGda655EvknS58ScGkVHzuURyhZm1XnXSMsVxx80dKlvWzehFQxVKqiZgjoGr/mgneNQ9hDgYZy0nOH1l+x7IB08HvxQKq66mnD3vJX1s2/9NqXUsVTSxrLsf1SdK9RdgtF5514fMMdCEVns+a7ZsOtul+uetESImuC7/GqRa640GSeDuVjMiYqZbhmAq2aBwQO74LBceOIYs4PMeF2Pwh/eMQ5n12gE3ON/DuYhd8s70kF/e8MFHubspN8Dr5o6bI+JmfsMN4P0sENH+h1TuVaP13LF22wwB+kI+jJa1FeoWSH68gJQC19apFr7rvG4QfpqJrc95t/3H/7R+feizPfzJ14IhRdXsPLDd2/LPz8j9WEUf/2P8zrf46GV7i8o00F5aqvQ4e6TFiqeBtld5sKPAIUWOAnBAWxgkDRPjQBBwXVzKpBaZaMXwoojYq91z7pMF6AppLYkWvORsXepn1QuQ6ZbzjGRCw7YGgRqkUdEUeAwBZBh/EzOTOkSums6YYP9eTz/ZV/N6//uXcTP7C/uQoumda+zpxtnnnnqLSlVQ+06oEuE+7QIbnqa1OBMUFBKXa54oKj3GCZ2ayZThu7tP/RoChYQWnZUadr3JfgJ2e5zDwV1yFQ5NJuI78vFw2/M1CIWdpm3XURmKEyehiA1msdtyh3JbEDJfIwykYsO2opfaPi7LXPIH8FjcF4sTQJFJiOhGbj9JonYLykileu+nq97FVwaeHnf4yElumM1bLxl1rS1KaCXSYsV31tKtihQx069F446tBBNSiaiAxqWl3turdZdbfr3i7t53KWx4GiuA0bYOkdC5T7cxPSc2pQpIL++UHRDndJQgIlebL864v/zhctd43wofPVVUjnNX4bsPxw6Pz13D8bPVg8988GLC8DlpeR8EItpT/xTJXjuxBK4J3AI5QKZDLgftBSfNF2zR7wBWfY9vr7P/23UnRfLLnbVLDXidxwhx8ap20qKJbcYHpa9UCXCXXoINIfiiI0HBTkdcoVV6vmgY9d2s/nrXTa2KF8jwNFixUvyuJrg4L6evqS0tVjs2JuNRn+CUARc3tQXP1FgHLDB1an/2eb9vBFy+Iv/7C9+M87S38IWH5w678NWF76zT8691649d+G7a+OXK/D9leWzf9Kna4CKHD0Z3cwqJNkesCbaQ86gW/4UK950qr778ST7PnWgf1NrxvtdaNiyd2qB0CdSBVvo+y54Q67TFgouoSiE+8kRaDgXYMoVOnHJhVXs+pulBzNqvtTQEF3Km5GA7cfAOVekrO16AyAIuQ2ARQxt/elgNKi3Guz/2t3+V8M7/64tfB/j1y/HDpf2Xe+1q9+FbT+dOKZClhehmw/n/tnw/ZX+tWvPIbvSrGd9+LBNRdEEIDLoinQIQGZTXB35Jq7UXHyBQdfcHTo4C1/KBSdbM7WZUJy1StVPB06KFe9ctV7wx20qQBfcDTKbtzWACjIEqnT7Y2KU6645IpLLNoBFKFgo9NGOH12UlA0WYH57BOAQiVmFKAI2d0vCJRaak+qOhoVe4tyCyUrmze1aQ+dNRjX/j17sQ4uLZ01SVUXnTVFDxYDlpeVxB5afrA7I3wUaPNEg9fANDTrnjvxuFX3C0Unk7X2PqSaNV+HDjZrvi4TuhOPu0yoVfcjdG75QzTnAgcFRlrgmQ+UbgdQhIINwh+hYGMypkeDor7/YVBwZxamGbCpBeg9rsWW21U9m9qSCnqpbOxQNrliEov6dt0KL7q0nZRwU5xNgB/K1mWcXH7/lvewuT34VCwZ25SzQ3luWH+H8khle5f23nKBVs0FP32jZAPdKBatsOH3XgyJZRuKhKmMHg0Kh8GQcEOjYm9U7HzRApXrMJSxltL32me968sO4+91znFT0hmciSOWHbAPB4M68eGOKInSZQONivNWCMNsQVAt0N4HUXdzcKhBZ7gOHr4QgnP4pjDqokV54R0g4w6IQBIWEAGXFpxZKmUA9xZEoSpIQrqfOAt/UlCaVbNQ2KfTW42SoUvb+fweldoEdDRT+CRQ4JwCoWh4L3iFouGW97wXvLe8B7Z5hYJFrjgAEbFoBW66tBfgaFadUtkOnnmX9Yllm1xz9ppHQsl61wjfNcJcwdysu+SakyuYW5SbK5jfi6EO4xXLtjbtg2ZdOOYGVgi5pbAq8Bqq26G3Cpb2g3QElR/QWd67vmTzFoirIQsOSw4zUVBMBMGUersf0EFfJVVdOCiQKsU1Sj+SL9qbVTcEyddMAPkovztQ+PyeWNSz2R0+v9euW6WyEV6QNgVJoIglY6tua5RN7wUvHG4PR4W26+5bLiBXHIgPqWy/Znzv+SBkgWAMCfB0w/phWGib9iDV8kE6oLOGZt3VZX1yzQn1+q3BmVoo+S2U7BDQ0llTr3UKqXFYb5h7A0oC1gkWDyZ28kXbNRespfS91imdNQF2TM7M5i0f5WNADca11dMGOJS4Oxjvqd4rAEyhTx0HBdkyRdTTKDlaNU+z6gZQwPR0af/jQEEGCPsSwrnHk4JSja91aXuHsrHZHbA+oDlIZQYkUOC1VDHfcG6pYu7Qjuz5UiW+CRx8EMNyxVGObkll+8fGQaNku2H9YHduucAtFwDrc834uqxPKFl77ZNqcveDdBA7XBBKVtj+bdZdH+VDKLBNnizXUnvXXL9rt1n33AphoWTvdS+kquujfHzDhyAzi0YEvBcP0N80AMTkzInjlfTZu/ZgZnCveyGWHb3OeV/HNE/EsiN99o4rWD9IRzCGD/Z4QSuAdYOOLBTdoN0ABAqa6IecJOTEoDwKAoXNmq+ZwKSg4IgMyxjH2Y4DCpXabFbNoEKEwn45ulqOrjar95VvClZIoFyzrjZll6sWeNFlnMeul5HQTIfyRILzfN7aoXwHtleR4PwtF2Kz5sThMuSqC5ebhcvNGzZIpQzJoxUmZ7wVgr3mUTm+3WseeQzfHDh+7rWOa6m9c/90Pb2fOF76IB249v8aCc/RWQOVMUYPFtu0r5bSx4+WYQpN+uzdNRdMnrwtxXY6jP8ioIsdLvWaJ5nzNcjIgTEqdqavJgAAFc5JREFURLZ8ph8Onb+KZQeVMVq3vq4m9/NXm2H7KzZvgRhKqjrC9p+uQjo4BKFZd11zfjCOUtUh15xt2gOnZbQot1R1dBg/bC3BZEfwaYCPfm3iYM4FpATxhBsC5YYNPhUoxMKlSUFp1SxUapNOb91yLrliOnb+cOT4fkQp5AhQ4EWXcd5w7lveE7J+mzial8r2/eV/u/TrurQ/aH5p2/y6ntRzOYt+5Y+p47dS2Wnf+rNj+y9yxZU5fWd4+1UkPHfXCNNZQ4tyMzljyPZyXfe/u6zv3D+9Mfd/7DtfG9e+6rI+69Z/Bq0/XoV0hciWeeM/34sHQetPZ76ZsP3VDR+ybP6XULKfeqfjR8uNitNv/jFk+/mGD535Zi4CulpKD21UhciWx/BdwPKyltKnTle3Fv5w4plqUd7d5X/t3VwduV4njlcaFbvf/L3X+G01uQtwdBgvHJsBnzbrLjiiqVl3iWUbjMOQqi5oLgFQwHHBQQHddiuE1Qm3x4GixgW+HNWjKJvUHwEKk9mmUptd2t6qWeIH01eBX4XCPqm4mgQKogQioGvWFbJ+W0/tyBXHof2X5NFKh/Jlz9ZO3VOV2G6j5AiaXyaPVuSK68D26sD2qll1p09WD2yvEsdLHcZbim3dNcKZ89Xc5ZrH8A2bN12FdD7Td17jtx7DN3LNeRGYOfNN5S7X6mlDyPbzB+noIqDLXqxfBufatC9sf0VnTaXYTuZ8Ta65U6erFwFdlw1kztcSxyvQO9OivBBIRw8W2bwlerDoNX5/6Py1TfsClpcf5WOYZSKUrOmzt5HwXCm2xRctoEvQEStIqXQYr1xzCiUrBNiwT4mDcs0Fwd0BhwbMEAJFKjtBqXA5C5MxPcL0KFhBXw7zIDWmQk4KCpPZ7lC2ZtXM5/fABgmFfS63SyqRHBH1tOq2W94jVcxwJFfA/EKqWMFvvWZ87Xq/dUCuuKSy8z0frsb3PoiHsHfVk46plOFj4whcELnmfC+GitFN+KvlixZI3otlG5s3wVEc9fR+r3WMoh7wRWB/uFFxcgUrDDmCmoFaSg9eCBQdgj8B2RfkBYNvAbOQGhUnDNNq1l13jfA1529U7OA+AxkwkB3m/0B7AIACHefwA+CggJpBoEBa74YPASKNkgOIgU3BzwSK5gw3OCCbz6zkTl7XYsvN8h6T3JQKesUQA1IJPnJm4aAmOKcc4aI4KnQ4/6bKqg0fHdylveigPvDS8fJpVHnP582tmgviJjqt/9g4gKwMnEWBZqZBCU9bq+2l7z8SElbk8PKBvRWVuPE+ATQMGEqH4LfGN+rkiqtRcgAukHmDgJnkc4y56YPuJ86ZHQeUanRJDQo+8EK7o0cLFDUrIxO1Q7hMBMoN64ewSCxa5YqjVXPJFccHMQwhTHswFgviUnwQzZigjMnHg6Aojke+7yzBQMFvAP2KPJVPBEXtrKCJS5OBAsP+ABQ6sdHIKwctqUFRsIJAIbHyTKD0pEM2a4SUTE86hF/+hvV/lI+ZnLnXPoMjTdQjaMYEpa3cSxs6k3R8UEgHaqNfB/3ig+vupwJF06WdeHwonZxlUwtqUPj8Hq5U0BQMkl5plE2NsmkEK88ECiRaIOlyywU6lKcU2SxebUhV15lvBsoWkydvwU98HCjjKJIxQVEoFRwU1MM20Dce2EBGoAgF2whQxg98wJI+EhRwZiuRRbm0qwAFwYG/VrMCoKhZeW5QGiUbnOzWoTzpkxW54ji0/+wzfFuO7zr3XkC8E7a/ghO08IlFE4Ey/l/wgz6K2k3BDzXHcOknVdt176eDoqDkMaBQiRkmOc+mljJHvwAoVHxdzO3x+T2cFcX0JbUZEktGNStSxfwZQOk1j9mskcuZPPsv6LTetfsXx/bX2Yt1n+mHy+DcofPXkO3nSmJPKNnRuSgTgaJOQkDC9BGg4I2cuKCCeAQK7h41q24ABSzRowWjxPVkoHC5XTUoCh2DsyKWtFl5blDAdRWL1kbJduZ5IxatF77p+MFC5nwtdrgUCS9cBHRXofnc5UYtpecK1klBIZn5xzmzCqWC98AiVgZPoF9z1KF8TwLKMCWuiZ1ZHJTy1YJU3BkHFLWzAqAgVj4bKFLZ3qq5brlATzpslGwfxDCbNXZpb5cN9JonkECDMxvR1vFEoCi810eHxwpnFicGjfEcDpX96Bs9ISgDSlwTh8f1+DRU4V96vqlEFvnsBp/Z4dLbXG4XsYJ7tSRQ5KoFyMBBgYvgqeCJWvzgbDiQGs4Z7jL3USL8VWELoN2kPnz/vZAKkUjtEZOConAOxgDrng98dCe8wNNfcBHeAVIprZqHyZjqSb2mt6TwUdT6A88DoYujUvgkjYJAqUaXng8UxIrihPXByeWuvyVQ1AoG1yWKhBvyFcCAgmqBr0KgsFkzlTJ0sIo1TVA0Dc2TgQJV+BHfd7XYMp/d4NLbfGZnUlBwStQuLa5UFKC0sePuvzhQhr2Q/v2aZghPn+CuCWgRoASx0ijZYEXFol0qO9uDvR68XUMNipqSEaBMnMKnk7NQhR/1f08l3vLZDTa1xWd2IOrBQdGMfdSgIE8FXcGVCohctQy7LE7Eym8FCtm30AaF7LRq+79qowN/zTgiuEC2TSjYpLKzQ/lg9xjvFBzbaX1qUOLBH5nUOwBFyO7ilGiyogYFUYKzgkBBrMDr4epr5z0rfxOgaCUw7g0NbmtIAkYHL64eBxQ1JU8GCpPSoSp8LrPOZzeY5KaYG0JEExcFKGBuFKDgZgjlahE0GCv3Uc9vBQrp0Y+OetRJLfWVwfLcKxKSucGvAyh4u8Zo06MwN4PQxvlkPgqT0lUj02JuNX34is9ucJl1OrHxOFCAD6FoEIoGxApSLTglKGwesOL4QkHpqFK3BEqGEicKvYIcWNyxhQID1ACm7ut5UJdIZecIUEZVuCFQaAwUPjWHQBGzm58ZFDQp6W8VFCyTqx0e4yHxcKjcB6VV86Aq/PGNDlAyAhTyucexGTY6TV+9oS5fU5e/UpHXTGyKiU9T0SkuOc/E5ksXM1RspVncbRYMdGKDyWwzmW02uwMCQRDEQfh+IdruEfJ6TWlWLJoCI7XwR9aquUir3qE8eDEwLoosFrpOAosMnDJpBk+WFA0psu9IjaNkoEJ/kH5++LFxNYPeB10Ui1ahYOHzZj5vJmwMuXHTo2mGcFwUMgoU+uo1E5ti49NsYlbMLDGx+cLx68LprJDZ6FYsnapFLmqXnqAX0CbYoWwdytal7e2aTVPksllTUCISPSBISpKE9KA1/1exWuMIyWQ8mGlVVA4Mcsr3/wU/3ojfC8+mIMFDaDyLqgAFvfNoUBTlV48BhYnPiJklLrFYPHmTPZqqR5flvL5VNrGpLTq9Rae3FKoF/xRXMBNrlMEe2JgaBX/6uJDM0KSmipQoI+dXiLVIOBboF1TvFYOg25BmUqgohah3m+HbjQBlNCVKUNjoNBOZYiJT9NUb+uo1E3lDR98wsana1WsuOS+klqnIfPlivnK5ULlYKZ4v4bVLio1Adc1ss2puVa2aIhYM2lIygxOH/Hx4CriThQvpQePTDfHHN+n7KBSJQmOrRRGkgHVAgq7weTOXM3E5EykMRp6KIggCQ4O/G/Jm8N8CU6JEVhSUqLXjsDMbmcLkDYBCR9/Url7TsVk2vsDGl5jEKh1/WzpbSoans8dz6ZO59Mlc5nQeJHu2kD1byF8sISlcLiMpXr7VFCa9oy3ZfTanB2Gy+0x2n8sbhKKJLxg1BR63WqDAgMuZFE8WPlULvpzDS2sHge03oWDj81Y+b0WfKkQBB+lbAChs1kj6vugGJmMAYbNGNmtEb4Wn9vFRjgpWHk3JuKBwSR0dm61fzdLRBS61JmQ2uORWPbaGSlIUydmhXh5cCL4In9vXFKFoEktmEKFoEoqmRtkiV22NskVbMPutFlw5j6+6FRpFM1tFEnVlCb5+6kiYpOHUyTfFb6RgQpOVZtX5ICItcuXvECj01RughI1Os9EpAIWKvOaSOiauo6NzTGyRSazy6XUxs9vI7/MZ7XhHncvvC8HEkABCgTGaItymnF2GOHh4tO+i9k5I90Mrq1pu2OANG0RDE7ERViQhVjdq+qokQDWDtQ7l0fRFABQCK+PqErW/NRYoVHSKieuE1LKYXmUSq1RshYlvCNldIXsPB57LV2wN3nswRaOmkABqlC1SxQoCOkOu2lp1BwwoV8uIqEddATRCczwYHitiH5IoHFjcZ9JUGCSNotB/eELlwTsfAYqmY66MekBwUOjoGzYxyybm2PgCl1hmk++41JqQ3kGgDMU1Wpm3+7prktOKyCgaG0WjVDKBoMybYnuZ0EjmIC3wg0AogiZyPmMIEWSDyKxov49CeSBWFPl7TeOCf/pUoJCiti8JFM06BGL5/oSgqDMNIyJnlEdR5zofAYpCKyBQ8HQIStv/TkFho9MAChud+pyg4Maoz4pWlRPaW1az8ghQNG282rHAowa16/eJoCAyFJT8fkEZIHIPChObYmJTzw0KyXfBd5vxzSByW5BDc2EmBUWR7Mf+9IdYQRadHHMS8zqaPsrwzvDTg0L2pR6om/m9gyKWDLg0ykY4tRIJHF85OMFyYlBI6X/cexh+7k8GiiJE1yw9+f2CgoU8fVDY+DTs9TwrKGBoNOKgkkEo6pEgVnBiECty1dKsEQOZiUDRTL1IZTvJ9JBTKQ8spIISRd72yUEhAUEC6AFQUHjMxaY/JyiIFXQd+OAL+3xhH0ABVkBUrDwGFIUWgSerTnTiD1rtzE4KigJBAEWVBf4iQZlhE7MDUN5yqTUhsyVktz8DKEAJzgoCBbHyaFBIJgYHpTncmacZHj8VKGgvAlLSkEaSqzb4CClHyCrBp78ZKJBwY6PTXGyGi01zsTds/A0Te03HX9OxKTYxyyXnufSykH0nZtfF/Baf2cIzsyjzRiq6vs/N5/VCXq8GRSEIGvz+ofgZErhY/cqwSR7LR2kNZpAq+iGawwME8HoXHK8RC/PgQg5tGZbM8GTwX5OUs+6XYVSsmlsQCusmDzbhSYk1EkC4aR4LlHr0l3o/PzvDJBfZ1BKffsdl1hWgqFlRqJZnAgWxglZCwQoJFHy3RR4OU9HDVfsxag4UoMjDOZLxQRHyytlExF2ziunTQWlrVfWOB8rlNHM1g4Ey3Qcl8pqKvqFj0wgULrWKgzImK08OioIVzdV60OKoRaGQEByalKhXBb3JpKCIhftxEJ8CipobddSDs/JkoAzOY+mbHj6zKmTWhNwml97ULIVUEINYIYFCzKMQQFEmcAesKHLeDwo5jFRG1/Lw3pDiHdTp9jG/rxoU7dl3jwIF/6kGv924W4ADuU85jgsKm5jhkjo+tYBA4bMbAMr4rDwtKGpWNIsKRiwYbmgw/axNCSoxJK33+KyQQCEpy0l9FEkrvYtAGXMXEIHSUR+a0AclMjvY9Jlm49NM7DUdm6Jj00xcx8R1dGKJSS6zybdM6h2b6tdX46yMskQEUEYk4jRB0dQrUskkDpdrqBMhI5Sz2lSpQSEtNuk7TgqKVLKMiQiqKR5BiSJrJ1ccpJLH0WUSmqDMaoEyRcemFaAwiRUABRXMjsXK04GiyQpeFDgmLpoOioIbtLSjV3p8vUICRS5bx0RkIlAwVrSLqB8Hio6NzHJRXX+DMD7N9ANjHZec55NLbGqFS63y6XUus04qrlaw8kygiKrdZkU5qroS7EFK0ELirCguKlwTPPv+SaAUrROCMsruaG4FkNoyHgkKF9XxsTk+PsvFZujIFHUFu8f95CyTXOZSq0JmQ8xvceltRcE9CCrER//bx4VQ8kgCRcjr8duAlUbRiMr3lV7LyFJItTwICvoUHr06llY3e+KCayOcIWLTeckymYzhoAw7K/cdXzgxE0c9zJWOjcxx0XkuqgOlAr2DTHyGieuY2DwTW6Tjy2zyLZ9e5zN9UNS2hti0QaqNJbRx8Ll9LruHBLHyGUBBrOB/o7gl0jQ6mu+vRuq5QSGLEhHQKxODwkYWhkCJ6gbHxs3SsVmomaXjsN2zwaU3ubR2vKMA5d76EEAhCZfdYzO7SBArnxkUtLQKHfMgKPjXKmzis4JCDrg0HBQyJSNB4aKLXHQescKCUonNMnEdE1uEdg0utcanN/nMFqm4GrGCqxM8PB4fFMSKmpLxQSEuDFl1q00+HESm6VuMYFHEOj0VXRoaVfVPBAo5xzg+IiNB4WNLKlB0XHyOievYxByXWBZSb/n0upDZgE1BAEUd3eB6BZ/KNKmPorZQj/NRHgEKYgVfb4X5fwQoClyU4dKk8huCgrGi46I6Lj7HxefYxByXWOSTK2J6VchsiNlNMbuN7x4rcmvqtJsi4Ta+M4v8WUTGI0AhNVaNaaGQ4SCRNxEo6FN149Zzg/JkpkeIrahB4RPzTGyejS8gUECj8JkdRZnBPRADpYKDgu/1jO/MIgOEs/LcoCjWHi02STONyZmiZfD5QCH7Xk/kzIrxt0JshYsuglfLxnR8Yp5PLVARHROb5xLLkEHh05t8ahtNhVTXo0wKykPO7D585LJ7fA4oAaUCCRWoYjE3iubfGyi4f4Pbmt8QlKcJj9noEhtdYqOLXGyJiy9wiUUQJjZPxechgyJmN8XcDp/ZYVNbJHeEJJqqArSFthSMXN7A5UxsTs9m+6/5gpHPmzU+Dj/6BhZukBYYOoRhwJVCGiVHo+RQdBqPjlm03l8bUJKPAt9ULWLRDi8UPxu6QbH8iqIqpDnItb1D9ugelJoLCREUFgOFTixQ8Xk6vsylVoXs9ieCoghqRoEyaPOHnmy80ZzUXD4pKIo1QMuAKPkUUB4E6G8WFDb5lh/EO1x6+xGgqCkZAQpOyTisqMPO0dkLAAWe+GhEYGrB04KiZbyeBhR1jeaDiDwlKFRsiUmscOnNB0FRRD33zoqKEpQj0ZYBKGjWA2mwBQJIDcqIMRY4KJq2BvhA8qApGd8HIvg6TwyKYkTbZwKlHl2k48tsagNSbY8GRUHJaFDwoSAPsqIwQHh8MQ4oCBEuZwH5ckHBZ/mNz8qTgULFlpjkOpfeHA2Kehu5fwMGAaKESe/gefohyRrVoIwQzRk1I30aG7IyQAkAwWbNICpiRr2bWshAKHEZgPU0oCiGPqL/enZQmOQiFZ+vRRbq0UU6sfbpoOCUjAYF+KDTejqtf5AVxUwleD3Cp8EpQaDARHkmY9LC5SlBaQxvAz0tKPid4yuVJwaFTW3wmR2Yhf8poKARXL8TUIASLmeh00aclUeD8qBJ+lJBoS7nmcgiF1viYktMbB6EjS/QiYV6bA43PVx6G68xUGwakyoNFO4IsEKntkmg4EZHU/BQCM1qg0XC0SH5NIroBvNFbIAIXEevFYHVeNZN435yGG/XFDCRsN5wBRZegQiCQ50WQrepHReAA/0X5N/6Cf6qE6SpmFz9939//zf6399B+fu/sf79fydzdZ1yxzJmAAAAAElFTkSuQmCC" 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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black; line-height: 115%;">Κατά την περίοδο 1843 – 46
παρακολούθησε το σεμινάριο μαθηματικών και φυσικής των Φραντς Νόιμαν (Franz
Neumann) και Καρλ Γιακόμπι (Carl Jacobi), το οποίο είχαν καθιερώσει από το
1833. Το σεμινάριο αυτό καταπιανόταν επίσης και με τη διδασκαλία ερευνητικών
μεθόδων. Ο Γιακόμπι είχε φύγει από το Κένινγκσμπεργκ τον Ιούλιο του 1842 και
παρέμεινε μακρυά λόγω του κλίματος της περιοχής και της κλονισμένης του υγείας.
Ο Νόιμαν όμως βρισκόταν στο Κένιξμπεργκ και είχε ιδιαίτερη επιρροή στον Κίρκοφ.
Ο Νόιμαν είχε ασχοληθεί με τη μαθηματική φυσική και την εποχή που μπήκε ο
Κίρκοφ στο πανεπιστήμιο, είχε αρχίσει να ασχολείται με το θέμα της ηλεκτρικής
επαγωγής. Μάλιστα δημοσίευσε την πρώτη από τις δύο σημαντικότερες εργασίες του
στο θέμα αυτό το 1845. Τον ίδιο χρόνο ο Κίρκοφ παρουσίασε την δική του εργασία
πάνω στο ηλεκτρικό ρεύμα, διατυπώνοντας τους νόμους που έμειναν γνωστοί ως
νόμοι του Κίρκοφ. Μέσω των νόμων αυτών μπορούν να υπολογιστούν οι εντάσεις των
ρευμάτων, τα δυναμικά και οι αντιστάσεις που εμφανίζονται σε ηλεκτρικά
κυκλώματα με πολλαπλούς κόμβους:</span><span style="color: black; line-height: 115%;"></span></span></span></div>
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Το 1847 αποφοίτησε από το Κένινγκσμπεργκ και
παντρεύτηκε την Clara Richelot, την κόρη του καθηγητή του των μαθηματικών
Friedrich Richelot, και μετακόμισαν στο Βερολίνο. Από το 1848 ως το 1850 δίδαξε
στο πανεπιστήμιο του Βερολίνου στη θέση του άμισθου λέκτορα, ενώ το 1850 έφυγε
για το Μπρεσλάου όπου τον διόρισαν ως επισκέπτη καθηγητή (<i>extraordinary
professor</i>). Τον ίδιο χρόνο έλυσε ένα πρόβλημα που αφορούσε την παραμόρφωση
ελασμάτων. Τον επόμενο χρόνο γνώρισε τον Μπούνσεν, που βρισκόταν στο Μπρεσλάου
κατά την διάρκεια του ακαδημαϊκού έτους 1851-52, και έγιναν στενοί φίλοι και
συνεργάτες.</span><span style="color: black;"></span></span></span></div>
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" 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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><b><span style="color: black;">Οι
Γκούσταβ Ρόμπερτ Κίρχοφ (αριστερά) και Ρόμπερτ Μπούνσεν (δεξιά). </span></b></span></span></div>
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Το 1854 ο Μπούνσεν εργαζόταν στο πανεπιστήμιο της
Χαϊδελβέργης (Heidelberg) και κάλεσε τον Κίρχοφ να μετακομίσει εκεί, αφού
μεσολάβησε έτσι ώστε να του προσφερθεί μια θέση καθηγητή της φυσικής την οποία
αποδέχτηκε.</span></span></span></div>
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Στη Χαϊδελβέργη ένωσαν τις δυνάμεις τους και
εργάστηκαν μαζί θεμελιώνοντας τη φασματική ανάλυση. Ήδη ο Μπούνσεν δούλευε στον
τομέα αυτό. Η μέθοδος που ακολουθούσε ήταν να θερμαίνει τις διάφορες ουσίες ως
τη θερμοκρασία στην οποία ακτινοβολούσαν ορατό φως, και στη συνέχεια διαχώριζε
τα χρώματα χρησιμοποιώντας χρωματιστά γυαλιά ή έγχρωμα διαλύματα. Ο Κίρχοφ
εισηγήθηκε την χρήση πρίσματος για την ανάλυση του φωτός, πράγμα που έκανε τις
παρατηρήσεις πολύ πιο ακριβείς. Αυτό τους οδήγησε στην επινόηση του
φασματοσκοπίου, μιας συσκευής που με τη βοήθεια ενός γυάλινου πρίσματος
διαχωρίζει το φως που εκπέμπεται από μια θερμή ουσία στις χρωματικές του
συνιστώσες, οι οποίες αποτελούν αυτό που ονομάζουμε «οπτικό φάσμα» μιας ουσίας.
Ανακάλυψαν έτσι ότι το κάθε υλικό έχει το δικό του μοτίβο φασματικών γραμμών,
παρατήρηση που αποτέλεσε την αρχή της φασματικής ανάλυσης. Η τελευταία
αποδείχτηκε πολύτιμο εργαλείο στη χημεία, ιδιαίτερα στον εντοπισμό καινούριων
χημικών στοιχείων και στον προσδιορισμό της χημικής σύστασης των χημικών
ενώσεων. Ήδη, την άνοιξη του 1860 οι Κίρχοφ και Μπούνσεν παρατήρησαν μέσα στο φάσμα
που παρήγαγαν σταγόνες μεταλλικού νερού που έριχναν στη φλόγα του
φασματοσκοπίου, δύο γραμμές έντονου μπλε χρώματος, που η μια βρισκόταν πολύ
κοντά στην άλλη και που δεν αντιστοιχούσαν σε κανένα γνωστό στοιχείο. Έτσι,
απέδωσαν τις γραμμές σε ένα καινούριο μέταλλο το οποίο ονομάστηκε καίσιο, από
τη λατινική λέξη «caesius» που αναφέρεται στο μπλε χρώμα. Στη συνέχεια,
συγκέντρωσαν άλατα καισίου εξατμίζοντας τεράστιους όγκους νερού και
διαχωρίζοντάς τα από τα υπόλοιπα. Δεν πέτυχαν όμως να παρασκευάσουν καθαρό
μεταλλικό καίσιο. Ένα χρόνο αργότερα, μελετώντας με το φασματοσκόπιο το ορυκτό
λεπιδόλιθος, ανακάλυψαν δύο καινούριες γραμμές σκούρου κόκκινου χρώματος,
αναγνωρίζοντας έτσι ακόμα ένα στοιχείο. Το ονόμασαν ρουβίδιο, από την λατινική
λέξη «rubidus» που σημαίνει βαθύ κόκκινο.</span></span></span></div>
<div id="irc_mimg" style="text-align: center;">
<a data-ved="0CAUQjRw" href="http://www.google.gr/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&cad=rja&docid=TDWLpe85o0yK5M&tbnid=ciP3FXYGZjCUAM:&ved=0CAUQjRw&url=http%3A%2F%2Fglossary.periodni.com%2Fdictionary.php%3Fen%3DBunsen%252C%2BRobert%2BWilhem&ei=gPx5UbP3H4iHOLXygIAK&bvm=bv.45645796,d.ZWU&psig=AFQjCNHyk_VV__I99Yl85BJsGDt8roM4ow&ust=1367035260459179" id="irc_mil" style="border: 0px none;"><img height="184" id="irc_mi" src="http://glossary.periodni.com/images/bunsen-kirchhoff_spectroscope.png" style="margin-top: 72px;" width="320" /></a></div>
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Το φασματοσκόπιο των Κίρχοφ και Μπούνσεν. Από το
περιοδικό Annalen der Physik (1860). Η φλόγα από ένα «λύχνο μπούνσεν» (D)
θερμαίνει το υλικό που τοποθετείται μέσα σ' αυτήν με την βοήθεια ενός
στηρίγματος (E). Το φως από τη φλόγα συγκεντρώνεται στο πρίσμα (F) με την
βοήθεια ενός τηλεσκοπίου (B), και αναλύεται στις χρωματικές του συνιστώσες.
Αυτό συμβαίνει διότι η ταχύτητα του φωτός μέσα σε ένα υλικό είναι διαφορετική
για κάθε μήκος κύματος, με αποτέλεσμα η γωνία της διάθλασης που συμβαίνει στις
επιφάνειες του πρίσματος να είναι διαφορετική, έτσι κάθε συνιστώσα διαφορετικού
μήκους κύματος ακολουθεί διαφορετική πορεία. Τα διαφορετικά μήκη κύματος
αντιστοιχούν σε διαφορετικά χρώματα. Η παρατήρηση γίνεται μέσω ενός δεύτερου
τηλεσκοπίου (C). Το πρίσμα μπορεί να περιστρέφεται γύρω από ένα άξονα με την
βοήθεια ενός μοχλού (Η). Αυτό γίνεται έτσι ώστε να αλλάζει η γωνία πρόσπτωσης
του φωτός στο πρίσμα και, ως αποτέλεσμα, η γωνία διάθλασης. Με αυτό τον τρόπο
μπορεί να γίνει επιλογή της χρωματικής συνιστώσας που πρόκειται να παρατηρηθεί
στην κάθε περίπτωση. Η μεταβολή στη γωνία του πρίσματος μετριέται από ένα
δείχτη προσαρμοσμένο στον άξονα περιστροφής (G)</span></span></span></div>
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Ακολούθησαν ανακαλύψεις στοιχείων από
άλλους ερευνητές, με την χρήση της ίδιας μεθόδου. Τα πρώτα από αυτά ήταν το
θάλιο (Tl, William Crookes, 1861. Από την ελληνική λέξη «θάλλος» που αναφέρεται
στο πράσινο, καθώς εμφανίζει στο φάσμα του λαμπρές πράσινες γραμμές), το ίνδιο
(In, Ferdinand Reich και Hieronymous Theodor Richter, 1863. Από την λέξη indigo,
που σημαίνει μπλε του λουλακιού, την περιοχή του φάσματος στην οποία ανήκουν οι
γραμμές που εκπέμπει) και το γάλλιο (Ga ,Paul Émile Lecoq de Boisbaudran, 1875.
Παρουσιάζει δύο ιώδεις φασματικές γραμμές).</span></span></span></div>
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</span></span><br />
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">H πείρα που απέκτησε ο Κίρχοφ στην πορεία
του με την θερμική ακτινοβολία των διαφόρων σωμάτων, αξιοποιήθηκε στην
αναζήτηση των γενικότερων νόμων που διέπουν την εκπομπή θερμικής ακτινοβολίας.
Έτσι, στα τέλη του 1859, σε εργασία που κατάθεσε στην Πρωσική ακαδημία,
διαπίστωνε μεταξύ άλλων ότι ο λόγος της ισχύος της εκπεμπόμενης ακτινοβολίας
(e) προς την ισχύ της απορροφώμενης (α), e/α, είναι ο ίδιος για όλα τα σώματα
για κάθε συγκεκριμένο μήκος κύματος και εφόσον αυτά βρίσκονται στην ίδια
θερμοκρασία.</span></span></span></div>
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</span></span><br />
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Λίγο αργότερα μελέτησε με μεγαλύτερη
λεπτομέρεια τη σχέση μεταξύ εκπομπής και απορρόφησης, και σε άρθρο του στο <i>Annalen
der Physik</i> (1860) εισήγαγε τον όρο «απολύτως μέλαν σώμα» ή απλώς «μέλαν
σώμα», ως το σώμα εκείνο που απορροφά όλη την ακτινοβολία που πέφτει πάνω του.
Σε ένα τέτοιο σώμα, ο λόγος της εκπεμπόμενης προς την απορροφώμενη ακτινοβολία
(e/α) πρέπει να είναι μια συνάρτηση του μήκους κύματος λ της ακτινοβολίας και
της θερμοκρασίας Τ του σώματος. Το μέλαν σώμα ένα εξιδανικευμένο σώμα ως προς
την εκπομπή ακτινοβολίας γιατί, σύμφωνα και με τις προηγούμενες παρατηρήσεις,
αφού είναι τέλειος απορροφητής του φωτός πρέπει να είναι και τέλειος εκπομπός.</span></span></span></div>
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</span></span><br />
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Οι παρατηρήσεις αυτές ήταν εξαιρετικά
σημαντικές, καθώς η ακτινοβολία του μέλανος σώματος ήταν το αντικείμενο εκείνο
που ώθησε τον Μαξ Πλανκ να διατυπώσει τις πρώτες βασικές αρχές της κβαντικής
θεωρίας, μιας από τις επαναστάσεις στον χώρο της φυσικής τον εικοστό αιώνα.</span></span></span><br />
<div style="text-align: center;">
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;"><img alt="http://users.sch.gr/kassetas/zzzzzzzphKIRCHHOFF_files/image008.jpg" class="decoded" src="http://users.sch.gr/kassetas/zzzzzzzphKIRCHHOFF_files/image008.jpg" /> </span></span></span></div>
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</span></span><br />
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Παράλληλα ο Κίρχοφ εφάρμοσε την μέθοδο της
φασματικής ανάλυσης για να μελετήσει το φάσμα του Ήλιου. Ήδη το 1814, ο Γιόζεφ
Φραουνχόφερ (Josef von Fraunhofer) είχε παρατηρήσει ότι το φάσμα του Ήλιου
είναι συνεχές, με εξαίρεση κάποια συγκεκριμένα μήκη κύματος που απουσιάζουν από
το φάσμα και εμφανίζονται ως μαύρες γραμμές, οι οποίες ονομάστηκαν γραμμές
Fraunhofer (στην πραγματικότητα, ο πρώτος που παρατήρησε την παρουσία σκοτεινών
γραμμών στο φάσμα του Ήλιου ήταν ο Άγγλος Ουίλιαμ Χάιντ Βόλαστον (William Hyde
Wollaston) το 1802). Ο Κίρχοφ ερμήνευσε την παρουσία των γραμμών Fraunhofer
χρησιμοποιώντας τις ακόλουθες παρατηρήσεις, που έμειναν γνωστές ως οι τρεις
«νόμοι του Κίρχοφ για τη φασματογραφία»:</span></span></span></div>
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</span></span><br />
<ol start="1" style="text-align: justify;" type="1">
<li class="MsoNormal" style="color: black; line-height: normal; text-align: left;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;">Το
φάσμα του φωτός που εκπέμπει ένα θερμό στερεό σώμα είναι συνεχές.</span></span></li>
<li class="MsoNormal" style="color: black; line-height: normal; text-align: left;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;">Το
φάσμα του φωτός που εκπέμπει ένα θερμό αέριο είναι διακριτό, και
αποτελείται από φασματικές γραμμές που αντιστοιχούν σε συγκεκριμένα μήκη κύματος.</span></span></li>
<li class="MsoNormal" style="color: black; line-height: normal; text-align: left;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;">Ένα
θερμό σώμα το οποίο περιβάλλεται από ένα αέριο χαμηλότερης θερμοκρασίας,
παράγει ένα σχεδόν συνεχές φάσμα, το οποίο παρουσιάζει μερικά κενά που
αντιστοιχούν στα μήκη κύματος του φάσματος εκπομπής του αερίου. </span></span></li>
</ol>
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</span></span><br />
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<div style="text-align: center;">
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><img alt="http://users.sch.gr/kassetas/zzzzzzzphKIRCHHOFF_files/image012.jpg" class="decoded" src="http://users.sch.gr/kassetas/zzzzzzzphKIRCHHOFF_files/image012.jpg" /></span></span> </span></span></span></div>
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Όπως είναι φανερό, ο τρίτος νόμος πηγάζει
από τους δύο προηγούμενους μαζί με την παρατήρηση ότι τα μήκη κύματος στα οποία
ένα υλικό παρουσιάζει μεγαλύτερη εκπομπή είναι τα ίδια στα οποία παρουσιάζει
μεγαλύτερη απορρόφηση. Μετά από αυτό, η ερμηνεία του Κίρχοφ για τις γραμμές Fraunhofer
φαίνεται τετριμμένη: οφείλονται στην απορρόφηση ορισμένων μήκων κύματος
ακτινοβολίας από τις διάφορες ουσίες που υπάρχουν στην ατμόσφαιρα του Ήλιου.</span></span></span></div>
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</span></span><br />
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Ο Κίρχοφ αντιλήφθηκε ότι με τον ίδιο τρόπο
θα μπορούσε να μελετηθεί το φάσμα από την ακτινοβολία των (υπολοίπων) άστρων.
Έτσι γεννήθηκε ένας καινούριος κλάδος της επιστήμης, η αστροφυσική, που μελετά
τις φυσικές ιδιότητες των ουράνιων σωμάτων.</span></span></span></div>
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</span></span><br />
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Το 1869 γυναίκα του Κλάρα, με την οποία
απέκτησε δύο γιους, πεθαίνει. Το βάρος της φροντίδας των παιδιών πέφτει πάνω
του ενώ ο ίδιος, μετά από ένα ατύχημα αναγκάζεται να χρησιμοποιεί αναπηρική
καρέκλα ή δεκανίκια για να κινείται, κάτι που κάνει την κατάσταση ιδιαίτερα
δύσκολη. Το 1872 παντρεύεται την Luise Brömmel από το Goslar.</span></span></span><br />
<div id="irc_mimg" style="text-align: center;">
<a data-ved="0CAUQjRw" href="http://www.google.gr/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&cad=rja&docid=j7ntR8v_V63_rM&tbnid=4HVA22mdbCmkGM:&ved=0CAUQjRw&url=http%3A%2F%2Fprofmokeur.ca%2Fchimie%2Fspectre.htm&ei=L_x5UcjMGcf1OdLxgMAH&bvm=bv.45645796,d.ZWU&psig=AFQjCNHyk_VV__I99Yl85BJsGDt8roM4ow&ust=1367035260459179" id="irc_mil" style="border: 0px none;"><img height="264" id="irc_mi" src="http://profmokeur.ca/photos2/kirchhoff1.jpg" style="margin-top: 38px;" width="320" /></a></div>
</div>
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Αν και ο Κίρχοφ είχε δεχτεί προτάσεις από
διάφορα πανεπιστήμια, ήταν αρκετά ευχαριστημένος στη Χαϊδελβέργη και δεν θέλησε
ως τότε να φύγει από εκεί. Ειδικά το 1871 προσκλήθηκε μαζί με τον Μπούνσεν, από
τον Χέρμαν φον Χέλμχολτς, στη θέση του καθηγητή θεωρητικής φυσικής στο
πανεπιστήμιο του Βερολίνου, την οποία δεν αποδέχτηκαν. Όμως, όσο η κατάσταση
της υγείας του επιδεινωνόταν, οι δυσκολίες να συνεχίσει το πειραματικό του έργο
γίνονταν μεγαλύτερες. Έτσι το 1875, όταν του προσφέρθηκε ξανά η ίδια θέση, την
αποδέχτηκε. Εκεί δημοσίευσε ένα τετράτομο έργο σημαντικής αξίας για τη
μαθηματική φυσική, με τίτλο «Vorlesungen über mathematische Physik» -
«Διαλέξεις πάνω στην μαθηματική φυσική», (1876-1894). Μεταξύ των φοιτητών του
στο Βερολίνο ήταν και οι Χάινριχ Χερτζ και Μαξ Πλανκ.</span></span></span><br />
<div style="text-align: center;">
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;"><img alt="http://ecx.images-amazon.com/images/I/51XhsgzgQ0L._SX225_.jpg" class="decoded" height="200" src="http://ecx.images-amazon.com/images/I/51XhsgzgQ0L._SX225_.jpg" width="152" /> </span></span></span></div>
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</span></span><br />
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<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: black;">Ο Κίρχοφ έμεινε στο Βερολίνο μέχρι το
τέλος της ζωής του. Το 1886 η υγεία του τον ανάγκασε να αφυπηρετήσει οριστικά.
Πέθανε στις 17 Οκτωβρίου του 1887. Το 1888 εγκαινιάστηκε το Ερευνητικό Κέντρο
της Γερμανίας, με διευθυντή τον Χέλμχολτς, όπου η επιλογή ενός από τα κύρια θέματα
έρευνας είχε επηρεαστεί σημαντικά από τον Κίρχοφ.</span></span></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-74678253178585226042013-04-25T07:32:00.001+03:002013-04-26T07:30:39.402+03:00Συνδεσμολογίες Φωτιστικών Σωμάτων<div dir="ltr" style="text-align: left;" trbidi="on">
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<br /></div>
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Προκειμένου να σχεδιάσουμε μια απλή ηλεκτρική εγκατάσταση οικίας είναι απαραίτητο να γνωρίζουμε τον τρόπο συνδεσμολογίας των κλασσικών φωτιστικών σωμάτων. </div>
<div style="text-align: justify;">
<b>Απλός Διακόπτης </b></div>
<div style="text-align: justify;">
Η πιο απλή συνδεσμολογία είναι αυτή των απλών διακοπτών τύπου πλήκτρου (τάμπλερ) . Ο αγωγός της φάσης συνδέεται με τα φωτιστικά σώματα μέσω της επαφής του διακόπτη, ενώ ο ουδέτερος συνδέεται απ’ ευθείας στα σώματα. Το τμήμα του αγωγού φάσης από τον διακόπτη μέχρι τα σώματα ονομάζεται συνήθως αγωγός επιστροφής.</div>
<div style="text-align: center;">
<img height="331" src="http://www.manolas.gr/images/connections/aplos_big.JPG" width="400" /> </div>
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<b>Ο κανονισμός εσωτερικών ηλεκτρικών εγκαταστάσεων απαγορεύει αυστηρά να διακόπτουμε τον ουδέτερο αγωγό με το διακόπτη αντί για τον αγωγό της φάσης, γιατί τότε ο τελευταίος θα πηγαίνει απ’ ευθείας στα σώματα. Αυτό είναι δυνατόν να προκαλέσει ηλεκτροπληξία εφόσον τα ντουί θα βρίσκονται συνεχώς υπό τάση παρά το γεγονός ότι τα φωτιστικά σώματα θα είναι σβηστά. </b></div>
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<br /></div>
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<b>Διακόπτης Κομμιτατέρ</b></div>
<div style="text-align: justify;">
Ο επιλεκτικός διακόπτης, που συνήθως τον αποκαλούμε διακόπτη κομμιτατέρ, χρησιμοποιείται για τον έλεγχο τουλάχιστον δύο (ή δύο ομάδων) φωτιστικών σωμάτων και μας δίνει την δυνατότητα να έχουμε όλα τα φώτα αναμμένα, ή ένα μέρος αυτών αναμμένα, ή όλα σβηστά.<b> </b></div>
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<img alt="http://www.manolas.gr/images/connections/komitater_big.JPG" class="decoded" height="321" src="http://www.manolas.gr/images/connections/komitater_big.JPG" width="400" /><br />
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<b>Διακόπτης Αλλέ-Ρετούρ </b></div>
<div style="text-align: justify;">
Ο διακόπτης εναλλαγής ή αλλέ-ρετούρ χρησιμοποιείται για τον έλεγχο φωτιστικών σωμάτων από δύο διαφορετικές θέσεις. </div>
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<img alt="http://www.manolas.gr/images/connections/alleretour_big.JPG" class="decoded" height="323" src="http://www.manolas.gr/images/connections/alleretour_big.JPG" width="400" /> </div>
<div style="text-align: justify;">
Η αντίστοιχη συνδεσμολογία για
έλεγχο από 3 ή περισσότερες θέσεις είναι διαφορετική, όπως επίσης
διαφορετικοί είναι και οι διακόπτες (έχουν περισσότερες επαφές). <br />
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<img height="300" src="http://hlektrologoi.weebly.com/uploads/7/4/2/5/7425135/1665369_orig.png" width="400" /></div>
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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-51528860969960998532013-04-24T18:33:00.002+03:002013-04-26T07:32:21.323+03:00 Κίνδυνοι από το ηλεκτρικό ρεύμα (iii) <div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: "Courier New"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Ηλεκτρικά
εγκαύματα</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></div>
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<span style="font-family: "Courier New"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Εγκαύματα μπορεί να προκληθούν από την επαφή του δέρματος με ηλεκτρικό
ρεύμα χαμηλής ή υψηλής τάσης. Το οικιακό ηλεκτρικό ρεύμα προξενεί σοβαρά
εγκαύματα, όπως και το ρεύμα υψηλής τάσης, όταν υπάρξει απευθείας επαφή με
ηλεκτροφόρα καλώδια. Επιφέρει, επίσης, τοπικές βλάβες στους ιστούς -μικρότερες
στο σημείο επαφής και πιο εκτεταμένες στα βαθύτερα στρώματα-, ενώ μπορεί να
προκαλέσει καρδιακή ανακοπή, η οποία επιτείνει τις βλάβες των ιστών. Υπάρχουν
πάντοτε ένα έγκαυμα στο σημείο εισόδου του ηλεκτρικού ρεύματος και μεγαλύτερες
βλάβες στα βαθύτερα στρώματα, οι οποίες σε υψηλή τάση μπορεί να περιλαμβάνουν
καταστροφή δέρματος και μυών σε βαθμό που να επιβάλλεται ακόμη και ο
ακρωτηριασμός του σκέλους.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></div>
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<span style="font-family: "Courier New"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Το ηλεκτρικό ρεύμα υψηλής τάσης μπορεί να προκαλέσει καρδιακή ανακοπή και
πολλαπλές κακώσεις από την πτώση του αρρώστου. Σε αυτή την περίπτωση,
χρειάζεται εφαρμογή καρδιοαναπνευστικής αναζωογόνησης και σε δεύτερο χρόνο
αντιμετώπιση των άλλων κακώσεων. Κάθε καλώδιο πρέπει να θεωρείται ηλεκτροφόρο,
ακόμα και αν έχει διακοπεί το ηλεκτρικό ρεύμα, η ισχύς του οποίου κυμαίνεται
από 115-50.000W. Οι τηλεφωνικές γραμμές έχουν πολύ μικρότερη τάση, η οποία
ωστόσο, υπό ορισμένες προϋποθέσεις, μπορεί να προκαλέσει καρδιακή ανακοπή. Όταν
ένα ηλεκτροφόρο καλώδιο πέσει πάνω σε ένα αυτοκίνητο, οι επιβάτες είναι
ασφαλείς εφόσον παραμένουν στο αυτοκίνητο, γιατί οι ελαστικοί τροχοί τους
απομονώνουν. Κάθε υλικό, π.χ., οι ελαστικοί τροχοί, που εμποδίζουν το κύκλωμα
να κλείσει, θεωρείται μονωτής, ενώ κάθε υλικό που επιτρέπει στο ρεύμα να
περάσει θεωρείται αγωγός. Το ανθρώπινο σώμα, το νερό και τα περισσότερα
μεταλλικά αντικείμενα είναι αγωγοί του ηλεκτρισμού. Πάντως, για να προκληθούν
οι βλάβες, πρέπει το σώμα να συμπληρώσει το κύκλωμα ανάμεσα στην πηγή του
ηλεκτρισμού και το έδαφος. Τα περισσότερα ηλεκτρικά εγκαύματα στο σπίτι
προκαλούνται από χαλασμένες ηλεκτρικές συσκευές, ενώ έξω από το σπίτι από
υπόγεια καλώδια σε εργάτες που κάνουν εκσκαφές. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></div>
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<a href="http://www.blogger.com/blogger.g?blogID=5823418751494398532" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=5823418751494398532" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="font-family: "Courier New"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><img alt="" 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" /> </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Courier New"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-no-proof: yes;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="font-family: "Courier New"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Μπορεί να είναι:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 4.3pt;">
<span style="font-family: "Courier New"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Θερμικά εγκαύματα από τα ρούχα του θύματος που μπορεί
να αρπάξουν φωτιά. <br />
Εγκαύματα από το σπινθήρα άμεσα. <br />
Εγκαύματα από τη βαθιά δίοδο του ρεύματος στο σώμα. Το ανθρώπινο σώμα υποδύεται
το ρόλο ηλεκτρικής αντίστασης και το ρεύμα περνώντας μέσα του παράγει
θερμότητα. Είναι πολύ σοβαρά και μπορεί με την πρώτη ματιά να υποτιμηθούν ως
προς το βάθος τους. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<a href="http://www.asxetos.gr/sendata/articles/images/asArticleRecords-998.egkauma4.jpg"><b style="mso-bidi-font-weight: normal;"><span style="color: windowtext; font-family: "Courier New"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></b></a><b><span style="font-family: "Courier New"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><img alt="" 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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Γενικές
αρχές </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> Α</span><span style="font-family: "Courier New"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">πομακρύνουμε δακτυλίδια , βέρες
, κοσμήματα πριν επέλθει οίδημα. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Courier New"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Αν έχει κολλήσει ύφασμα στο
έγκαυμα δεν το τραβάμε. Προσεκτικά κόβουμε με ψαλίδι το ύφασμα που είναι
ελεύθερο. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Courier New"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Επαναλαμβάνεται ότι τα
εγκαύματα στο πρόσωπο , στις παλάμες και στα πέλματα θεωρούνται εξ ορισμού
σοβαρά και χρήζουν νοσηλείας.</span></li>
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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-33690191716626900802013-04-21T16:49:00.002+03:002013-04-26T07:32:01.811+03:00Tesla Motors<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: #d9d2e9;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;">Η <a href="http://www.teslamotors.com/"><b>Tesla Motors</b></a> είναι μια αμερικάνικη εταιρεία η οποία κατασκευάζει
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<![endif]--><span style="background-color: #d9d2e9;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><b><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 115%;">το Tesla Roadster<span style="font-size: small;">.</span></span></b><span style="font-size: small;"><b> </b></span><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 115%;">Ήταν το πρώτο 100% ηλεκτρικό (όχι υβριδικό) σπορ αυτοκίνητο στον κόσμο! </span></span></span></span><!--[if gte mso 9]><xml>
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<![endif]--><span style="background-color: #d9d2e9;"><span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 115%;">Η εταιρεία που το κατασκεύασε, η νεότευκτη Tesla Motors, άρχισε να
λειτουργεί από τους μηχανικούς Martin Eberhard και <span style="text-decoration: none;">Marc Tarpenning</span> στη Σίλικον Βάλεϊ από το
2003</span></span></span></span></div>
<span style="background-color: #d9d2e9;"><br /></span>
<br />
<div style="text-align: center;">
<span style="background-color: #d9d2e9;"><b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EL; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><img height="240" id="irc_mi" src="http://www.popularmechanics.com/cm/popularmechanics/images/qC/Tesla-Roadster.jpg" style="margin-top: 47px;" width="320" /> </span></b></span></div>
<div style="text-align: center;">
<span style="background-color: #d9d2e9;"><br /></span></div>
<div style="text-align: center;">
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<div class="MsoNormal" style="line-height: 12.6pt; text-align: justify; vertical-align: baseline;">
<span style="background-color: #d9d2e9;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;"><span style="font-size: small;">Δ</span>εν διέθετε μηχανή
εσωτερικής καύσης, αλλά έναν υπερ-αποδοτικό κινητήρα που δούλευε με ηλεκτρισμό,
ο οποίος παρέχονταν από μια συστοιχία 6.831 ενισχυμένων μπαταριών ιόντων λιθίου
(lithium-ion batteries) με συνολικό χρόνο φόρτισης 3,5 ώρες (φορτίζουν με
οικιακό ρεύμα). Η διαφορά του με τα προηγούμενα πειραματικά ηλεκτροκίνητα
αυτοκίνητα, τα οποία και τελικά απέτυχαν λόγω χαμηλής απόδοσης, ήταν ότι το
Tesla Roadster έχει υψηλή απόδοση και αυτονομία, μεγάλη ταχύτητα, σπορ
σχεδιασμό και μηδενική έκλυση ρύπων και αερίων θερμοκηπίου! Συγκεκριμένα το
Tesla Roadster, που ζυγίζει μόλις 1.135 κιλά, μπορεί να αναπτύξει μέσα σε λίγα
δευτερόλεπτα ανώτατη ταχύτητα 209 χιλιόμετρα την ώρα, ενώ η αυτονομία του
(τελική απόσταση που μπορεί να διανύσει όταν οι μπαταρίες του είναι πλήρως
φορτισμένες) φτάνει τα 402 χιλιόμετρα. Ωστόσο ο υψηλής ηλεκτρομαγνητικής
απόδοσης αερόψυκτος ηλεκτροκινητήρας του, ισχύος 258 ίππων και βάρους 75 κιλών,
δεν είναι ιδιαίτερα ενεργοβόρος. Αν υπολογίσει κανείς το κόστος του ρεύματος
που καταναλώνει, τότε το Tesla Roadster αποδεικνύεται πολύ φθηνό, καθώς ξοδεύει
μόνον 1 με 2 σεντ ανά χιλιόμετρο ή λιγότερο από το 1/4 της κατανάλωσης των
αυτοκινήτων εσωτερικής καύσης. Επίσης το Tesla Roadster διαθέτει σοφιστικέ
ηλεκτρονικά συστήματα, όπως το ESS (Energy Storage System) και software, κι
έναν κεντρικό υπολογιστή που παρακολουθεί όλα τα μηχανολογικά και ηλεκτρικά
μέρη του.</span></span></span></span></div>
<div class="MsoNormal" style="line-height: 12.6pt; text-align: center; vertical-align: baseline;">
<span style="background-color: #d9d2e9;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;"> </span></span></span><img height="200" id="irc_mi" src="http://image.motortrend.com/f/roadtests/sedans/1110_2012_tesla_model_s_first_ride/34071035/2012-Tesla-Model-S-passengers-side-front-three-quarters.jpg" style="margin-top: 0px;" width="320" /></span></div>
<div class="MsoNormal" style="line-height: 12.6pt; text-align: justify; vertical-align: baseline;">
<span style="background-color: #d9d2e9;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Το </span></span></span><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Model S είναι μια </span></span></span><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">ηλεκτροκίνητη λιμουζίνα κύρους η οποία στοχεύει στην κορυφή της κατηγορίας της. </span></span></span><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Ξεκινώντας από τα του κινητήρα, αυτός είναι ένας τριφασικός 4 πόλων
επαγωγικός, εναλλασσομένου ρεύματος, με χάλκινο στροφείο. Ο
συγκεκριμένος κινητήρας θα λέγαμε ότι αποτελεί μια όχι συνηθισμένη
επιλογή για ηλεκτροκίνητο όχημα, αφού η συντριπτική πλειοψηφία των
οχημάτων του τύπου χρησιμοποιεί ηλεκτροκινητήρες μονίμου μαγνήτη.</span></span></span></span></div>
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Η επιλογή της Tesla Motors όμως δεν είναι τυχαία. Ο επαγωγικός
κινητήρας δεν απαιτεί τους ακριβούς μαγνήτες των σπανίων γαιών που
χρησιμοποιούνται στον κινητήρα μόνιμου μαγνήτη, οι οποίοι επιπρόσθετα
έχουν μια μονοπωλιακού χαρακτήρα δομή αφού οι σπάνιες γαίες παράγονται
κατά ένα ποσοστό 90 % από την Κίνα, αλλά επίσης αποτίει και φόρο τιμής
στον Nicolas Tesla, τον οραματιστή και αδικημένο επιστήμονα που
ανακάλυψε μεταξύ άλλων τον επαγωγικό κινητήρα εναλλασσομένου ρεύματος. </span></span></span></span></div>
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" 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Anonymoushttp://www.blogger.com/profile/01518838866731860922noreply@blogger.comtag:blogger.com,1999:blog-5823418751494398532.post-53401122115127038802013-04-20T07:40:00.001+03:002013-04-26T07:32:54.036+03:00Αστραπές<div dir="ltr" style="text-align: left;" trbidi="on">
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<img alt="Αστραπές " src="http://www.biblionet.gr/images/covers/b187522.jpg" style="border: 1px solid rgb(169, 169, 169);" title="Αστραπές " width="160" /> </div>
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<b>Echenoz, Jean</b>. <span style="color: red;"><b><span class="searchstring">Αστραπές</span></b></span>, μετάφραση Αχιλλέας Κυριακίδης. Πόλις, 2013.</div>
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Οι "Αστραπές" είναι η
μυθιστορηματική βιογραφία του ιδιοφυούς φυσικού και εφευρέτη Νικόλα Τέσλα
(1856-1943), ο οποίος ανακάλυψε, μεταξύ πολλών άλλων, το εναλλασσόμενο ρεύμα,
αλλά που λίγο τον απασχόλησε η εμπορική εκμετάλλευση των εφευρέσεών του,
αντίθετα από τους Έντισον, Γουέστινγκχαουζ και Μαρκόνι.<span lang="EN-US" style="mso-ansi-language: EN-US;"></span></div>
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Ο ήρωας, όμορφος άντρας που
αντιστέκεται στις γυναίκες, αδιαφορεί για το κέρδος, δεν φοβάται τίποτα εκτός
από τα μικρόβια, ζει σπάταλο βίο και οδηγείται, σχεδόν αναπότρεπτα, στην
παρακμή, με μόνη συντροφιά τον κακό χαρακτήρα του και τα πληγωμένα περιστέρια
του. Μάλλον αξιολύπητος παρά συμπαθητικός, παραμένει ωστόσο ιδιαίτερα
γοητευτικός.<span lang="EN-US" style="mso-ansi-language: EN-US;"></span></div>
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Ο Ζαν Εσνόζ, με τις
"Αστραπές", κλείνει τον κύκλο τριών μυθιστορηματικών βιογραφιών. Οι
άλλες δύο, που είναι αφιερωμένες στον συνθέτη Μωρίς Ραβέλ ("Ραβέλ")
και τον δρομέα Εμίλ Ζάτοπεκ ("Δρόμος αντοχής"), κυκλοφορούν επίσης
από τις εκδόσεις "Πόλις". Και στα τρία αυτά έργα του ο Εσνόζ τονίζει
τις ανθρώπινες πλευρές των ηρώων του, όταν θαμπώνει η λάμψη τους και αρχίζει η
καθοδική τους πορεία (ο Ραβέλ άρρωστος, ο Ζάτοπεκ σε δυσμένεια, ο Τέσλα
απομονωμένος από την επιστημονική κοινότητα).<br />
<div style="text-align: center;">
<img alt="http://www.leseditionsdeminuit.eu/images/3/v_9782707321268.jpg" class="decoded" height="200" src="http://www.leseditionsdeminuit.eu/images/3/v_9782707321268.jpg" width="144" /> </div>
<div style="text-align: center;">
<span style="color: purple;"><b>« <i>Naissance hors du temps, donc, et hors de la</i> <i>lumière</i> … »</b></span></div>
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<img height="200" id="irc_mi" src="http://www.deslivres.com/images/products/image/Echenoz-Jean.jpg" style="margin-top: 56px;" width="133" /></div>
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Ο <b>Jean Echenoz</b> γεννήθηκε στην Orange το Δεκέμβριο του 1947. <!--[if gte mso 9]><xml>
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Αφού πέρασε τα παιδικά και
εφηβικά του χρόνια στη Προβηγκία, ο Jean Echenoz (που γεννήθηκε το 1947 στην
Orange) σπούδασε κοινωνιολογία στο Παρίσι και εργάστηκε στον ιατρικό- κοινωνικό
τομέα. Καίτοι συγγραφέας που παραμένει πεισματικά εκτός των λογοτεχνικών
κυκλωμάτων, δεν παύει να θεωρείται η αιχμή του δόρατος μιας νέας αβάν-γκαρντ,
αν και οι πολεμικές συνδηλώσεις αυτού του όρου δεν δείχνουν να ταιριάζουν σε
μια μυθιστοριογραφική παραγωγή που τοποθετείται υπό τον αστερισμό της ειρωνείας
και της ελαφράδας. Και ακριβώς, το πρώτο μυθιστόρημα του Echenoz "Le
Meridien de Greenwich" (1979), εντάσσεται στο κίνημα του Νέου
Μυθιστορήματος: προτεραιότητα στις φορμαλιστικές αναζητήσεις, στην αφαιρετική
αφήγηση, σε ποιητικούς, υφολογικούς και περιγραφικούς πειραματισμούς. 'Ομως ο
συγγραφέας δεν εξοβελίζει ούτε τους ήρωες ούτε την πλοκή: μιλάει για τη
σύγχρονη πραγματικότητα, για την αισθητική και την κουλτούρα των παρισινών
προαστίων, για μια αποπροσανατολισμένη κοινωνία συνηθισμένων ανθρώπων, χαμένων
σ' έναν τεχνοκρατικό κόσμο που δεν μπορούν να τον κατανοήσουν. Με το
"Cherokee" (1983, Βραβείο Medicis), το "L equipee malaise"
(1986) και το "Lac" (1989), ο στόχος αποσαφηνίζεται. Ο Echenoz
δανείζεται την πλοκή των μυθιστορημάτων του από τα λογοτεχνικά είδη μαζικής
κατανάλωσης: το αστυνομικό, το εξωτικό ή το μυθιστόρημα κατασκοπείας, και,
παίζοντας με ό,τι πιόνια διαθέτει το αμφίσημο και το σκωπτικό, αξιοποιεί τα
υλικά τους και μπλοκάρει τους μηχανισμούς τους. Ασκεί ανελέητη κριτική στις
αντιλήψεις μας (για τη ζωή, το θάνατο, το κοινωνικό γίγνεσθαι, την ιστορία και
την Ιστορία, τις ηθικές αξίες) έτσι όπως τις έχουν διαμορφώσει και παραμορφώσει
ο σύγχρονος πολιτισμός μας, η εμπορική εκμετάλλευση των αναγκών και των
επιθυμιών μας, η παγκοσμιοποίηση των εικόνων και των ήχων. Όμως, αντίθετα από
τη στρατευμένη λογοτεχνία η οποία απλώς καταγγέλλει (και είναι πάντα ευάλωτη
απ' το σύστημα), ο Echenoz δε χρησιμοποιεί ρητορείες, αλλά το άκακο σκώμμα, το
λογικό παράλογο, την περιγραφή έτσι όπως δεν την έχει φωτίσει κανείς άλλος, την
απόκλιση μεταξύ πραγματικότητας και φραστικής της αναπαράστασης. Δεν
αντιμάχεται τις εσφαλμένες αντιλήψεις· τις διαλύει μέσα στο παράξενο ή το
ευτράπελο. <br />
Το "Nous trois" (1992), το "Les grandes blondes" (1995), το
"Un an" (1997) και το "Je m 'en vais" (1999, Βραβείο
Goncourt) σηματοδοτούν έναν καινούργιο σταθμό στην επινοητικότητα του Jean
Echenoz, ο οποίος, χωρίς να εγκαταλείψει τα παιχνίδια του με τα λαϊκά είδη, το
φωτορομάντζο, την επιστημονική φαντασία, το ρεπορτάζ, χωρίς να απαρνηθεί τις
σκηνοθεσίες του της σύγχρονης κοινοτοπίας, εξαντλεί τον οίστρο και τη
συγγραφική δεξιοτεχνία του στην ίδια την ύλη των αντιλήψεών μας: τη γλώσσα
-τόσο τη γλώσσα των λέξεων και των φράσεων, όσο και τη γλώσσα του ηχητικού
περιβάλλοντος που μας διαπερνά και μας τρέφει, τη γλώσσα των εικόνων και των
ηλεκτρονικών υπολογιστών που μας μεταφέρουν (ίσως οριστικά) εκτός
πραγματικότητας. <br />
Η αλλοτρίωση, έτσι όπως την περιέγραφαν κατά τα πρώτα μεταπολεμικά χρόνια, έχει
πάρει έκτοτε ένα άλλο πρόσωπο, αυτό της ανώνυμης, συλλογικής, απολυταρχικής
υποδούλωσης των πράξεων, των σκέψεων και των αισθημάτων μας. Ο Echenoz αναζητεί
ασταμάτητα μια γλώσσα -κατ' ανάγκην ανάλαφρη, ευκίνητη, επινοητική, παράδοξη-
που μπορεί να μείνει μακριά απ' την τυραννία του μαζικού πολιτισμού.<span lang="EN-US" style="mso-ansi-language: EN-US;"></span></div>
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<tr><td valign="top"><span style="font-size: x-small;">(2013) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/187522/Echenoz,_Jean/%CE%91%CF%83%CF%84%CF%81%CE%B1%CF%80%CE%AD%CF%82"><i>Αστραπές</i></a>, Πόλις</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2010) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/151916/Echenoz,_Jean/%CE%94%CF%81%CF%8C%CE%BC%CE%BF%CF%82_%CE%B1%CE%BD%CF%84%CE%BF%CF%87%CE%AE%CF%82"><i>Δρόμος αντοχής</i></a>, Πόλις</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2007) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/118112/Echenoz,_Jean/%CE%A1%CE%B1%CE%B2%CE%AD%CE%BB"><i>Ραβέλ</i></a>, Πόλις</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2004) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/83632/Echenoz,_Jean/%CE%A0%CF%81%CE%BF%CF%80%CE%B1%CE%BD%CF%84%CF%8C%CF%82_%CF%8C%CF%87%CE%B9_%CE%A3%CE%BF%CF%80%CE%AD%CE%BD"><i>Προπαντός όχι Σοπέν</i></a>, Πόλις</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2003) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/75972/Echenoz,_Jean/%CE%96%CE%B5%CF%81%CF%8C%CE%BC_%CE%9B%CE%B5%CE%BD%CF%84%CF%8C%CE%BD"><i>Ζερόμ Λεντόν</i></a>, Πόλις</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2002) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/71713/Echenoz,_Jean/%CE%9F%CE%B9_%CF%88%CE%B7%CE%BB%CE%AD%CF%82_%CE%BE%CE%B1%CE%BD%CE%B8%CE%B9%CE%AD%CF%82"><i>Οι ψηλές ξανθιές</i></a>, Πόλις</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(2001) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/57202/Echenoz,_Jean/%CE%A6%CE%B5%CF%8D%CE%B3%CF%89"><i>Φεύγω</i></a>, Πόλις</td></tr>
<tr><td valign="top"><span style="font-size: x-small;">(1995) </span></td><td><a class="booklink" href="http://www.biblionet.gr/book/14001/Echenoz,_Jean/%CE%9B%CE%AF%CE%BC%CE%BD%CE%B7"><i>Λίμνη</i></a>, Εκδόσεις Καστανιώτη</td></tr>
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Για τον Tesla και προηγούμενη ανάρτηση: <a href="http://electrondiaryart.blogspot.gr/2013/01/blog-post_28.html">http://electrondiaryart.blogspot.gr/2013/01/blog-post_28.html</a><br />
κι <a href="http://zenithmag.wordpress.com/category/%CF%84%CE%B5%CF%83%CE%BB%CE%B1-%CE%BD%CE%B9%CE%BA%CE%BF%CE%BB%CE%B1-tesla-nikola/">εδώ </a><br />
<div style="text-align: center;">
<img alt="http://zenithmag.files.wordpress.com/2012/10/tesla-fotos.jpg" class="decoded" height="240" src="http://zenithmag.files.wordpress.com/2012/10/tesla-fotos.jpg" width="320" /></div>
<div style="text-align: center;">
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</div>
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