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	<title>Δοκιμαστικό περιοδικόΔοκιμαστικό περιοδικό</title>
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		<title>Κοινωνική Κινητικότητα</title>
		<link>https://schoolpress.sch.gr/dokimastiko1961/archives/57</link>
		<comments>https://schoolpress.sch.gr/dokimastiko1961/archives/57#comments</comments>
		<pubDate>Wed, 17 Jan 2024 15:13:37 +0000</pubDate>
		<dc:creator>ΓΑΡΕΖΟΥ ΓΕΩΡΓΙΑ</dc:creator>
				<category><![CDATA[Κοινωνικές]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/dokimastiko1961/?p=57</guid>
		<description><![CDATA[Κοινωνική Κινητικότητα είναι η δυνατότητα που έχει ένα άτομο να αλλάζει κοινωνική τάξη, θέση ή στρώμα, κινούμενο προς τα πάνω ή προς τα κάτω. Ονομάζεται <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/dokimastiko1961/archives/57" title="Κοινωνική Κινητικότητα">[...]</a>]]></description>
				<content:encoded><![CDATA[<p><strong>Κοινωνική Κινητικότητα</strong> είναι η δυνατότητα που έχει ένα άτομο να αλλάζει κοινωνική τάξη, θέση ή στρώμα, κινούμενο προς τα πάνω ή προς τα κάτω.<br />
Ονομάζεται δηλαδή κάθε κίνηση σε ένα διαστρωματωμένο κοινωνικό σύστημα.</p>
<p>Η <span style="text-decoration: underline">ΟΡΙΖΟΝΤΙΑ ΚΟΙΝΩΝΙΚΗ ΚΙΝΗΤΙΚΟΤΗΤΑ </span>αναφέρεται σε μετακινήσεις μέσα στο ίδιο το κοινωνικό στρώμα, όπως η περίπτωση αλλαγής επαγγέλματος του ίδιου επιπέδου. Π.χ. Εκπαιδευτικός που πηγαίνει από το σχολείο Α στο σχολείο Β.</p>
<p><span style="text-decoration: underline">ΚΑΘΕΤΗ ΚΙΝΗΤΙΚΟΤΗΤΑ</span><br />
Μπορεί να είναι ΑΝΟΔΙΚΗ (μεταπήδηση προς ένα ανώτερο κοινωνικό στρώμα, π.χ. υπάλληλος που γίνεται επιχειρηματίας) ή ΚΑΘΟΔΙΚΗ<br />
(μεταπήδηση προς ένα κατώτερο κοινωνικό στρώμα, π.χ. επιχειρηματίας που χρεοκοπεί). «Από δήμαρχος κλητήρας» λέει ο λαός.</p>
<p><span style="text-decoration: underline">ΕΝΔΟΓΕΝΕΑΚΗ ΚΙΝΗΤΙΚΟΤΗΤΑ</span>  Δηλαδή η κοινωνική πορεία του ίδιου ατόμου κατά τη διάρκεια της ζωής του.</p>
<p><span style="text-decoration: underline">ΔΙΑΓΕΝΕΑΚΗ ΚΙΝΗΤΙΚΟΤΗΤΑ</span> Δηλαδή η οικογενειακή πορεία (μετρούμενη κυρίως από πατέρα σε γιο).</p>
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" 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]]></content:encoded>
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		<slash:comments>0</slash:comments>
	
		<series:name><![CDATA[2ο τεύχος]]></series:name>
	</item>
		<item>
		<title>ΤΟ ΠΟΛΙΤΕΥΜΑ ΤΗΣ ΕΛΛΑΔΑΣ</title>
		<link>https://schoolpress.sch.gr/dokimastiko1961/archives/53</link>
		<comments>https://schoolpress.sch.gr/dokimastiko1961/archives/53#comments</comments>
		<pubDate>Wed, 17 Jan 2024 12:16:29 +0000</pubDate>
		<dc:creator>ΓΑΡΕΖΟΥ ΓΕΩΡΓΙΑ</dc:creator>
				<category><![CDATA[Πολιτικές]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/dokimastiko1961/?p=53</guid>
		<description><![CDATA[Προεδρευόμενη  Κοινοβουλευτική  Δημοκρατία Είναι Προεδρευόμενη Δημοκρατία,  γιατί αρχηγός του κράτους είναι ο Πρόεδρος της Δημοκρατίας, ένας Έλληνας πολίτης  που εκλέγεται από τη Βουλή. Είναι Κοινοβουλευτική Δημοκρατία,  γιατί <a class="mh-excerpt-more" href="https://schoolpress.sch.gr/dokimastiko1961/archives/53" title="ΤΟ ΠΟΛΙΤΕΥΜΑ ΤΗΣ ΕΛΛΑΔΑΣ">[...]</a>]]></description>
				<content:encoded><![CDATA[<p align="center"><b>Προεδρευόμενη  Κοινοβουλευτική  Δημοκρατία</b></p>
<p><b>Είναι Προεδρευόμενη</b> Δημοκρατία<b>,</b>  γιατί αρχηγός του κράτους είναι ο Πρόεδρος της Δημοκρατίας, ένας Έλληνας πολίτης  που εκλέγεται από τη Βουλή.</p>
<p>Είναι <b>Κοινοβουλευτική</b> Δημοκρατία<b>,</b>  γιατί ο λαός ασκεί την εξουσία μέσω των αντιπροσώπων του (Βουλευτές) στο Κοινοβούλιο.</p>
<p><b>Δημοκρατία,</b> γιατί όλες οι εξουσίες πηγάζουν από το λαό, υπάρχουν για το λαό και ασκούνται όπως ορίζει το Σύνταγμα, σύμφωνα με την αρχή της λαϊκής κυριαρχίας.</p>
<p><a href="https://schoolpress.sch.gr/dokimastiko1961/files/2024/01/syntagma1.jpg"><img class="alignnone size-medium wp-image-54" alt="syntagma" src="https://schoolpress.sch.gr/dokimastiko1961/files/2024/01/syntagma1-300x204.jpg" width="300" height="204" /></a></p>
]]></content:encoded>
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		<series:name><![CDATA[1ο τεύχος]]></series:name>
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