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	<title>Αργεντινή &#8211; Κώστας Μελάς</title>
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		<title>Tις εκλογές στην Αργεντινή τις κέρδισε ο… Τραμπ</title>
		<link>https://www.kostasmelas.gr/2025/10/tis-ekloges-stin-argentini-tis-kerdise-o-tramp/</link>
		
		<dc:creator><![CDATA[kmelas]]></dc:creator>
		<pubDate>Thu, 30 Oct 2025 20:06:28 +0000</pubDate>
				<category><![CDATA[Αργεντινή]]></category>
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					<description><![CDATA[Tις εκλογές στην Αργεντινή τις κέρδισε ο&#8230; Τραμπ]]></description>
										<content:encoded><![CDATA[<blockquote class="wp-embedded-content" data-secret="Xzgcl3DIbG"><p><a href="https://slpress.gr/oikonomia/tis-ekloges-stin-argentini-tis-kerdise-o-trab/">Tις εκλογές στην Αργεντινή τις κέρδισε ο&#8230; Τραμπ</a></p></blockquote>
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		<title>Ο Τραμπ κέρδισε τις εκλογές στην Αργεντινή</title>
		<link>https://www.kostasmelas.gr/2025/10/o-tramp-kerdise-tis-ekloges-stin-argentini/</link>
		
		<dc:creator><![CDATA[kmelas]]></dc:creator>
		<pubDate>Thu, 30 Oct 2025 10:16:24 +0000</pubDate>
				<category><![CDATA[Αργεντινή]]></category>
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					<description><![CDATA[&#160; &#160; Χωρίς πολλές υπεκφυγές ο μεγάλος νικητής των ενδιάμεσων βουλευτικών εκλογών στην Αργεντινή είναι ο Τραμπ. Αυτό που ώθησε τους περισσότερους Αργεντινούς να ψηφίσουν το κόμμα του Χαβιέρ Μιλέι στις ενδιάμεσες εκλογές ήταν η πεποίθηση ότι χωρίς τη βοήθεια των ΗΠΑ, η χώρα θα χρεοκοπούσε για άλλη μια φορά (Κ Μελάς, Αργεντινή – Ελλάδα,&#8230;]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Χωρίς πολλές υπεκφυγές ο μεγάλος νικητής των ενδιάμεσων βουλευτικών εκλογών στην Αργεντινή είναι ο Τραμπ. Αυτό που ώθησε τους περισσότερους Αργεντινούς να ψηφίσουν το κόμμα του Χαβιέρ Μιλέι στις ενδιάμεσες εκλογές ήταν η πεποίθηση ότι χωρίς τη βοήθεια των ΗΠΑ, η χώρα θα χρεοκοπούσε για άλλη μια φορά <strong><em>(Κ Μελάς, Αργεντινή – Ελλάδα, Εκδόσεις Πατάκη, 2015). </em></strong></p>
<p>Εξάλλου η χώρα έχει υποστεί τρεις πτωχεύσεις σε 25 χρόνια. Οι περισσότεροι Αργεντινοί έχουν βιώσει από πρώτο χέρι τι σημαίνει μια οικονομική κρίση, γιατί χωρίς να γυρίσουμε πολύ πίσω, από το 2001 μέχρι σήμερα, η χώρα έχει χρεοκοπήσει τρεις φορές, με καταστροφικές συνέπειες για τους πολίτες της, τα οικονομικά του κράτους και για όσους του είχαν εμπιστευτεί τις αποταμιεύσεις τους.</p>
<p>Ας δούμε βήμα &#8211; βήμα πως φτάσαμε σε αυτό το εκλογικό αποτέλεσμα που ο Τραμ πανηγύρισε περισσότερο από τον Μιλέι.</p>
<ol>
<li>Σήμερα η Αργεντινή βρίσκεται χωρίς συναλλαγματικά διαθέσιμα. Πρόκειται ως γνωστόν, για τους πόρους σε ξένο αποθεματικό νόμισμα, ουσιαστικά δολάρια, που το κράτος και η Κεντρική Τράπεζα πρέπει να έχουν στη διάθεσή τους για να ανταποκριθούν στις οικονομικές τους υποχρεώσεις που απαιτούν πληρωμή σε ξένο νόμισμα.</li>
<li>Κατά τη διάρκεια του έτους, τα αποθεματικά της Αργεντινής εξαντλήθηκαν σε μια προσπάθεια να στηριχθεί η συναλλαγματική ισοτιμία του πέσο έναντι του δολαρίου.</li>
<li>Πριν από τις εκλογές που έφεραν τον Μιλέι στην εξουσία, η συναλλαγματική ισοτιμία ήταν σταθερή: 350 πέσος για ένα δολάριο. Θεωρούνταν και ήταν υπερτιμημένη γεγονός που δυσκόλευε τα μάλα τη λειτουργία της οικονομίας</li>
</ol>
<ol start="4">
<li>Η νέα κυβέρνηση υποτίμησε πρώτα το πέσο στα 800 πέσος έναντι του δολαρίου, παρόλο που η συναλλαγματική ισοτιμία της μαύρης αγοράς ήταν ήδη πολύ υψηλότερη. Στη συνέχεια εισήγαγε τη δυνατότητα διακύμανσής του εγχωρίου νομίσματος κατά +/- 2% ανά μήνα έναντι του δολαρίου ΗΠΑ. Ήταν φανερό ότι η αύξηση της ισοτιμίας πέσος/δολαρίου ήταν πολύ περιορισμένη σε σχέση με την εξέλιξη του πληθωρισμού. Δεδομένων αυτών των συνθηκών, η διακύμανση προφανώς ξέφυγε από τον έλεγχο και τον περασμένο Απρίλιο, και η συναλλαγματική ισοτιμία έφτασε τα 1.200 πέσος ανά δολάριο.</li>
<li>Τα συναλλαγματικά διαθέσιμα της Αργεντινής, που χρησιμοποιήθηκαν για τη στήριξη της συναλλαγματικής ισοτιμίας, πλήρωσαν το τίμημα, και μειώθηκαν κατά 7 δις δολάρια. Χωρίς αποτέλεσμα φυσικά.</li>
<li>Για να αποφευχθεί η χρεοκοπία, ήταν απαραίτητη η παρέμβαση του Διεθνούς Νομισματικού Ταμείου (<strong>Milei, i miliardi del Fondo monetario e la scommessa sul suo programma economico. <a href="https://www.repubblica.it/economia/rubriche/outlook/2025/05/07/news/milei_i_miliardi_del_fondo_monetario_e_la_scommessa_sul_suo_programma_economico-424170848/">https://www.repubblica.it/economia/rubriche/outlook/2025/05/07/news/milei_i_miliardi_del_fondo_monetario_e_la_scommessa_sul_suo_programma_economico-424170848/</a> )</strong>. Από τη μία πλευρά, η Αργεντινή συμφώνησε η διακύμανση της συναλλαγματικής ισοτιμίας να μην είναι πλέον 2% μηνιαίως, αλλά εντός ενός εύρους μεταξύ 1.000 και 1.400 πέσος ανά δολάριο, το οποίο μπορεί να διακυμαίνεται σε ποσοστό +/- 1%. Από την άλλη πλευρά, το ΔΝΤ χορήγησε δάνειο 20 δισεκατομμυρίων δολαρίων για την αναπλήρωση των συναλλαγματικών διαθεσίμων της χώρας. Η εισροή νέων πόρων  επέτρεψαν στη χώρα να πουλάει δολάρια για να υπερασπιστεί το πέσο εάν πλησίαζε το όριο των 1.400 και να τα αγοράζει εάν άγγιζε το όριο των 1.000.</li>
<li>Η συμφωνία με το ΔΝΤ, ωστόσο, ήταν ότι η Αργεντινή θα πουλούσε δολάρια μόνο εάν η συναλλαγματική ισοτιμία πέσο/δολαρίου έφτανε στο μέγιστο επίπεδό της, θα παρέμβαινε μόνο εντός της ζώνης διακύμανσης και σε κάθε περίπτωση, θα επιδίωκε κυρίως να αγοράζει δολάρια και αντίστοιχα  να αποφεύγει την πώληση.  Εάν η Αργεντινή είχε σεβαστεί αυτούς τους κανόνες, θα μπορούσε να είχε διατηρήσει ή να είχε συσσωρεύσει συναλλαγματικά αποθεματικά, όπως ζήτησε το ΔΝΤ. Αντ&#8217; αυτού, οι οικονομικές αρχές της Αργεντινής δεν συμμορφώθηκαν.Για την υποστήριξη του συνεχώς διολισθαίνοντος εγχωρίου νομίσματος, το Υπουργείο Οικονομικών και η Κεντρική Τράπεζα της Αργεντινής, πουλούσαν δολάρια. Ως δικαιολογία η Κεντρική Τράπεζα της Αργεντινή υποστήριξε ότι η επιθετική συσσώρευση συναλλαγματικών αποθεματικών θα απαιτούσε νομισματική επέκταση με κίνδυνο την αναζωπύρωση του πληθωρισμού. Επίσης υποστήριξαν ότι οι μελλοντικές εισροές από τους τομείς της ενέργειας και της εξόρυξης θα αναπλήρωναν τα συναλλαγματικά αποθεματικά μόλις ωριμάσουν τα έργα. Αντίθετα, το ΔΝΤ  υποστήριξε ότι η έλλειψη ορατής συσσώρευσης  συναλλαγματικών αποθεματικών ήταν η κύρια ευπάθεια του προγράμματος και ότι τα χαμηλά αποθεματικά εξέθεσαν την Αργεντινή σε σοκ και υπονόμευσαν την εμπιστοσύνη στο καθεστώς κυμαινόμενου επιτοκίου.</li>
<li>Η κατάσταση κλιμακώθηκε προς το χειρότερο τον Σεπτέμβριο πριν από τις επαρχιακές εκλογές του Μπουένος Άιρες, όταν οι Αργεντινοί αποταμιευτές άρχισαν, όπως κάνουν παραδοσιακά πριν από κάθε εκλογή, να πουλάνε πέσος για να αγοράσουν δολάρια. Και ήταν ακόμη χειρότερες οι εξελίξεις  με τα αποτελέσματα των εκλογών, επειδή το κόμμα του Μιλέι ηττήθηκε από τον νυν κυβερνήτη και υποψήφιο των Περονιστών, Άξελ Κιτσιλόφ, ο οποίος έλαβε το 46,8% των ψήφων έναντι του 33,8% της La Libertad Avanza.</li>
<li>Η υπερτιμημένη συναλλαγματική ισοτιμία, η αδιαφανής νομισματική πολιτική, η μείωση των διεθνών αποθεματικών, η διαφαινόμενη αύξηση του εξωτερικού χρέους και η νίκη των Περονιστών έχουν ρίξει σκιά στο πολιτικό μέλλον του Μιλέι ενόψει των ενδιάμεσων εκλογών της 26ης Οκτωβρίου και στο μέλλον της Αργεντινής, την οποία πολλοί έβλεπαν ολοένα και πιο κοντά σε μια ακόμη χρεοκοπία. Στις αρχές Οκτωβρίου, η συναλλαγματική ισοτιμία είχε εκτοξευθεί στα 1.500 πέσος και, οι καταθέσεις σε δολάρια που κατείχε η Κεντρική Τράπεζα είχαν μειωθεί σε μόλις 680 εκατομμύρια δολάρια.</li>
<li>Με την Αργεντινή να βρίσκεται σε πλήρη κρίση ρευστότητας και για άλλη μια φορά στο χείλος της χρεοκοπίας, εμφανίστηκε η βοήθεια των ΗΠΑ η οποία υλοποιήθηκε στις 9 Οκτωβρίου, μετά από τέσσερις ημέρες συνομιλιών. Οι ΗΠΑ παρενέβησαν στην αγορά συναλλάγματος της Αργεντινής μέσω της πώλησης δολαρίων και της αγοράς πέσο μέσω μιας ιδιωτικής εμπορικής τράπεζας. Εκείνη την ημέρα, ο Υπουργός Οικονομικών των ΗΠΑ, Σκοτ ​​Μπέσεντ, ανακοίνωσε στο X ότι οι ΗΠΑ  παρέμβαιναν προκειμένου να σωθεί η χώρα: «Σήμερα αγοράσαμε απευθείας πέσος Αργεντινής. Επιπλέον, οριστικοποιήσαμε μια συμφωνία ανταλλαγής νομισμάτων ύψους 20 δισεκατομμυρίων δολαρίων με την Κεντρική Τράπεζα της Αργεντινής. Το Υπουργείο Οικονομικών των ΗΠΑ είναι έτοιμο να λάβει αμέσως τυχόν εξαιρετικά μέτρα που είναι απαραίτητα για να διασφαλίσει τη σταθερότητα της αγοράς». Είπε επίσης:  «Ο Μιλέι έχει δεσμευτεί να εξαλείψει την Κίνα»: που σημαίνει ότι οι ΗΠΑ θα εισέλθουν, οι Κινέζοι θα εξέλθουν. Επίσης υποστήριξε ότι «Το πέσο της Αργεντινής είναι υποτιμημένο». Σε αντίθεση με το ΔΝΤ και την προφανή «μη βιωσιμότητα της συναλλαγματικής ισοτιμίας», ο Μπέσεντ πιστεύει ότι, με τη βοήθειά του, το πέσο θα «ανατιμηθεί». Οι ΗΠΑ ενδιαφέρονται για μια ακριβή Αργεντινή επειδή ανταγωνίζεται τις ΗΠΑ σε σειρά αγροτικών προϊόντων. <em>(Julia Strada ,  Scott Bessent&#8217;s bailout of Javier Milei&#8217;s government: new debt that strangles and limits Argentina&#8217;s national development, October 10, 2025, CEPA Argentina).</em></li>
<li>Δεν αποκλείουμε το ενδεχόμενο να υπάρχουν ιδιωτικές επιχειρήσεις επενδυτών κοντά στον Μπέσεντ που σκοπεύουν να αποφύγουν μια υποτίμηση στην Αργεντινή, όπως δημοσιεύτηκε στους New York Times (Big Investors Await Windfall From Trump’s Argentina Bailout<strong> <a href="https://www.nytimes.com/2025/10/09/us/politics/argentina-bailout-investors.html">https://www.nytimes.com/2025/10/09/us/politics/argentina-bailout-investors.html</a></strong> ). Οι Ηνωμένες Πολιτείες παρενέβησαν, ολοφάνερα ,για να στηρίξουν μια κυβέρνηση ιδεολογικά ταυτισμένη με τον τραμπισμό</li>
<li>Λίγο πριν τις ενδιάμεσες εκλογές , ο Πρόεδρος Τραμπ εξήγησε απερίφραστα ότι τα χρήματα συνδέονται με τη συνέχιση της παραμονής του Μιλέι στην εξουσία. «Μπορεί να κερδίσει, μπορεί και όχι», είπε ο πρόεδρος των ΗΠΑ, αναφερόμενος στις ενδιάμεσες εκλογές. «Αλλά νομίζω ότι θα κερδίσει. Και αν κερδίσει, θα μείνουμε μαζί του. Αν δεν κερδίσει, θα φύγουμε». Ένα τελεσίγραφο που οι Αργεντινοί κατάλαβαν καλά, και στις κάλπες ακολούθησαν το παράδειγμα του Τραμπ. Το Libertad Avanza του Μιλέι κέρδισε σχεδόν το 41% ​​των ψήφων και στην Κάτω Βουλή, όπου είχε μόνο 37 βουλευτές, πέτυχε 110 έδρες από τις 257, όχι πλειοψηφία (129 έδρες), αλλά αρκετές για να εμποδίσουν την περονική αντιπολίτευση να παρακάμψει τα προεδρικά βέτο.</li>
<li>Με την εκλογική νίκη του Μιλέι, η χώρα έχει κερδίσει την υποστήριξη των ΗΠΑ και ο πρόεδρος έχει κερδίσει χρόνο για να προωθήσει τις μεταρρυθμίσεις του στην εργασία και το συνταξιοδότηση κατά τα δύο τελευταία χρόνια της θητείας του. Ωστόσο, σίγουρα δεν θα αναπληρώσει τα συναλλαγματικά διαθέσιμα της χώρας, τα οποία εξακολουθούν να είναι δεσμευμένα σε ξένα δάνεια.</li>
<li>Η Αργεντινή πρέπει να αποπληρώσει στους ξένους πιστωτές, συμπεριλαμβανομένου του ΔΝΤ, περίπου 45 δισεκατομμύρια δολάρια μέχρι το τέλος του 2027, με περίπου 8 δισεκατομμύρια δολάρια να πρέπει να καταβληθούν μέχρι τον Ιανουάριο του 2026. Και πρέπει να συνεχίσει να διαχειρίζεται την ισοτιμία του δολαρίου για να αποτρέψει την επιστροφή στον πληθωρισμό. Όλα αυτά χωρίς να είναι σε θέση να εκδώσει χρεόγραφα στις διεθνείς αγορές.</li>
<li>Χωρίς τη βοήθεια των ΗΠΑ, η Αργεντινή θα είχε χρεοκοπήσει. Δεν είναι εύκολος ο δρόμος για την ανασύσταση των συναλλαγματικών αποθεμάτων. εξαρτάται από την γενικότερη οικονομική ανάπτυξη της χώρας. Εκτιμάται ότι οι Αργεντινοί έχουν μεταφέρει κεφάλαια 250 δισεκατομμυρίων δολαρίων στο εξωτερικό. Εάν η εμπιστοσύνη στη σταθερότητα και στις θετικές προοπτικές της οικονομίας  αποκατασταθεί, μέρος αυτών θα μπορούσε να επαναπατριστεί. Αλλά αυτό είναι σίγουρα μια μεσομακροπρόθεσμη διαδικασία με πολλές και αμφιλεγόμενες προϋποθέσεις.  Μια άλλη επιλογή είναι η προσέλκυση ξένων κεφαλαίων, από αμερικανικές και ευρωπαϊκές εταιρείες που επενδύουν στον μεταλλευτικό τομέα, ή μια τρίτη επιλογή είναι η αύξηση των εξαγωγών. Όλα αυτά πόσο θυμίζουν τα μνημόνια που εφαρμόστηκαν στην Ελλάδα. Δεν θα πρέπει να διαφεύγει της προσοχής μας ότι αυτή την οικονομική πολιτική  εφάρμοσε ο Μιλέι μέχρι και την παρέμβαση διάσωση των ΗΠΑ δείχνοντας με ακρίβεια το αδιέξοδο αυτής της πολιτικής. Άλλωστε και παλαιότερος φιλελεύθερος(;) πρόεδρος Μ Μάκρι την ίδια οικονομική πολιτική είχε ακολουθήσει και είχε οδηγήσει την οικονομία της χώρας σε πλήρες αδιέξοδο</li>
<li>Δεν είναι μυστικό, άλλωστε, ότι οι Ηνωμένες Πολιτείες παρενέβησαν επίσης για να αποκτήσουν προτιμησιακή πρόσβαση στον ορυκτό πλούτο της χώρας, ο οποίος κυμαίνεται από λίθιο έως χαλκό και ουράνιο, και να τον απομακρύνουν από την κινεζική επιρροή.</li>
<li>Η διακυβέρνηση του υπερφιλελεύθερου και ιδεολογικού  φίλου του Τραμπ. Μιλέι, μετά δύο χρόνια οδήγησε την χώρα ουσιαστικά σε νέα αθέτηση πληρωμών, την τέταρτη μέσα στα τελευταία 25 χρόνια. Η βοήθεια του Τραμπ απλά την έκρυψε μέσα σε ένα σύννεφο που πολύ σύντομα θα το παρασύρει ο άνεμος, αποκαλύπτοντας τη …γύμνια του βασιλιά..</li>
</ol>
<p>&nbsp;</p>
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			</item>
		<item>
		<title>Ο νέος συντηρητικός κοινωνικός συνασπισμός στην Αργεντινή</title>
		<link>https://www.kostasmelas.gr/2024/03/o-neos-syntiritikos-koinonikos-synaspismos-stin-argentini/</link>
		
		<dc:creator><![CDATA[kmelas]]></dc:creator>
		<pubDate>Thu, 21 Mar 2024 07:53:14 +0000</pubDate>
				<category><![CDATA[Αργεντινή]]></category>
		<guid isPermaLink="false">https://www.kostasmelas.gr/?p=5212</guid>

					<description><![CDATA[]]></description>
										<content:encoded><![CDATA[<a href="/?pdfemb-serveurl=https%3A%2F%2Fwww.kostasmelas.gr%2Fwp-content%2Fuploads%2Fsecurepdfs%2F2024%2F03%2F%CE%9F-%CE%BD%CE%AD%CE%BF%CF%82-%CF%83%CF%85%CE%BD%CF%84%CE%B7%CF%81%CE%B7%CF%84%CE%B9%CE%BA%CF%8C%CF%82-%CE%BA%CE%BF%CE%B9%CE%BD%CF%89%CE%BD%CE%B9%CE%BA%CF%8C%CF%82-%CF%83%CF%85%CE%BD%CE%B1%CF%83%CF%80%CE%B9%CF%83%CE%BC%CF%8C%CF%82-%CF%83%CF%84%CE%B7%CE%BD-%CE%91%CF%81%CE%B3%CE%B5%CE%BD%CF%84%CE%B9%CE%BD%CE%AE.pdf" class="pdfemb-viewer" style="" data-width="max" data-height="max" data-mobile-width="500"  data-scrollbar="none" data-download="off" data-newwindow="on" data-pagetextbox="off" data-scrolltotop="off" data-startzoom="100" data-startfpzoom="100" data-download-nonce="d9acfd7a51" data-disablerightclick="on" data-toolbar="both" data-toolbar-fixed="off">Ο νέος συντηρητικός κοινωνικός συνασπισμός στην Αργεντινή<br/></a>
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		<title>Η Εκλογή του Javier Milei, και το Μέλλον της Αργεντινής</title>
		<link>https://www.kostasmelas.gr/2023/12/i-eklogi-toy-javier-milei-kai-to-mellon-tis-argentinis/</link>
		
		<dc:creator><![CDATA[kmelas]]></dc:creator>
		<pubDate>Sat, 30 Dec 2023 07:04:03 +0000</pubDate>
				<category><![CDATA[Αργεντινή]]></category>
		<category><![CDATA[ΕΘΝΙΚΕΣ ΕΠΑΛΞΕΙΣ]]></category>
		<guid isPermaLink="false">https://www.kostasmelas.gr/?p=5116</guid>

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										<content:encoded><![CDATA[<a href="/?pdfemb-serveurl=https%3A%2F%2Fwww.kostasmelas.gr%2Fwp-content%2Fuploads%2Fsecurepdfs%2F2023%2F12%2F%CE%95%CE%A0%CE%91%CE%9B%CE%9E%CE%95%CE%99%CE%A3-146_%CE%A0%CE%A1%CE%9F%CE%A3%CE%A7%CE%95%CE%94%CE%99%CE%9F-B_%CE%9C%CE%95%CE%9B%CE%91%CE%A3_19_12.pdf" class="pdfemb-viewer" style="" data-width="max" data-height="max" data-mobile-width="500"  data-scrollbar="none" data-download="off" data-newwindow="on" data-pagetextbox="off" data-scrolltotop="off" data-startzoom="100" data-startfpzoom="100" data-download-nonce="7d662ae8c0" data-disablerightclick="on" data-toolbar="both" data-toolbar-fixed="off">ΕΠΑΛΞΕΙΣ 146_ΠΡΟΣΧΕΔΙΟ B_ΜΕΛΑΣ_19_12<br/></a>
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		<title>Οι προεδρικές εκλογές στις 19 Νοεμβρίου 2023 στην Αργεντινή: οργή εναντίον φόβου</title>
		<link>https://www.kostasmelas.gr/2023/11/oi-proedrikes-ekloges-stis-19-noemvrioy-2023-stin-argentini-orgi-enantion-fovoy/</link>
		
		<dc:creator><![CDATA[kmelas]]></dc:creator>
		<pubDate>Fri, 03 Nov 2023 16:07:02 +0000</pubDate>
				<category><![CDATA[Αργεντινή]]></category>
		<guid isPermaLink="false">https://www.kostasmelas.gr/?p=5091</guid>

					<description><![CDATA[Οι προεδρικές εκλογές στις 19 Νοεμβρίου 2023 στην Αργεντινή, βρίσκουν την χώρα αντιμέτωπη με μια οικονομική και κοινωνική κρίση η οποία έχει βαθιές ρίζες. Μετά τα γεγονότα της τελευταίας αθέτησης πληρωμών και την απομείωση του χρέους στις αρχές του 2000, η πρώτη δεκαετία της νέας χιλιετίας βρήκε την Αργεντινή να προσπαθεί να βαδίσει σε ένα&#8230;]]></description>
										<content:encoded><![CDATA[<p>Οι προεδρικές εκλογές στις 19 Νοεμβρίου 2023 στην Αργεντινή, βρίσκουν την χώρα αντιμέτωπη με μια οικονομική και κοινωνική κρίση η οποία έχει βαθιές ρίζες. Μετά τα γεγονότα της τελευταίας αθέτησης πληρωμών και την απομείωση του χρέους στις αρχές του 2000, η πρώτη δεκαετία της νέας χιλιετίας βρήκε την Αργεντινή να προσπαθεί να βαδίσει σε ένα αρκετά ισορροπημένο δρόμο υπό την προεδρία του Νέστορα Κίρχνερ (2003-2007) και την πρώτη προεδρία της Κριστίνα Φερνάντες ντε Κίρχνερ (2007-2011). Η δεύτερη δεκαετία  με τις προεδρίες των :Κριστίνα Φερνάντες ντε Κίρχνερ 2011-2015, Μαουρίσιο Μάκρι 2015- 2019, και Αλμπέρτο Φερνάντες 2019-2023 ομολογουμένως ήταν αποτυχημένες οδηγώντας την οικονομία της χώρας σε μεγάλη κρίση που βιώνει σήμερα.</p>
<p>Άκρως επιλεκτικά αναφέρω ορισμένα μακροοικονομικά στοιχεία που δείχνουν πλευρές αυτής της κρίσης. Ίσως στην πλουσιότερη χώρα της Λατινικής Αμερικής από άποψη πρώτων υλών (ειδικά λίθιο και χαλκό), ενέργειας (τεράστια αποθέματα φυσικού αερίου και πετρελαίου στην περιοχή Vaca Muert), τεράστια παραγωγή αγροτικών προϊόντων, ειδικά σόγιας, κρέατος κτλ),  το κατά κεφαλή προϊόν βρίσκεται στο ίδιο επίπεδο με το 1998, ενώ στην Χιλή έχει αυξηθεί κατά 60,0%, στην Ουρουγουάη κατά 55,0% και στη Βραζιλία κατά 30,0%. Ο πληθωρισμός έχει ανέλθει στο 140,0% ενώ αναμένεται αρνητική μεγέθυνση του ΑΕΠ περίπου -3,0%. Τα ακαθάριστα συναλλαγματικά αποθέματα ανέρχονται σε 46,2 δις δολάρια όταν το συνολικό εξωτερικό χρέος ανέρχεται σε 279,2 δις δολάρια, εκ των οποίων τα 197,5 δις είναι δημόσιο . Ο λόγος του ΔΧ/ΑΕΠ είναι 72,9%. Το ισοζύγιο τρεχουσών συναλλαγών είναι θετικό , 1,0% . Οι ΑΞΕ  αποτελούν το 1,1% του ΑΕΠ. Το εγχώριο νόμισμα υποτιμάται ραγδαίως.</p>
<p>Βεβαίως , θα πρέπει να ειπωθεί ότι , οι οικονομικές δυνατότητες της Αργεντινής είναι μεγάλες και με μια σωστή πολιτική καθοδήγηση θα μπορούσαν να αναδειχθούν και να πραγματωθούν.  Δυστυχώς η διακυβέρνηση των περονιστών τα τελευταία χρόνια, όσο και η διακυβέρνηση των φιλελεύθερων δυνάμεων υπό τον Μάκρι, όχι μόνο δεν κατάφεραν να αναδείξουν αυτές τις δυνατότητες αλλά οδήγησαν στη σημερινή κατάσταση ενώ συγχρόνως προκάλεσαν την έντονη δυσαρέσκεια του εκλογικού σώματος προς το πολιτικό σύστημα που επέτρεψε να διεκδικεί σήμερα την προεδρία της χώρας ο Javier Milei ως υποψήφιος του κινήματος  <em>La </em><em>Libertad </em><em>Avanza </em>(με 30,0% των ψήφων στον πρώτο γύρο).</p>
<p>Πρόκειται για ένα υποψήφιο με ιδέες αναρχοφιλελεύθερες και απολύτως ακροδεξιές, φανατικός αντιVAX, που θέλει να διαλύσει το υπάρχον διεφθαρμένο πολιτικό σύστημα, να δολαριοποιήσει την οικονομία (ξεχνώντας ότι αυτό έχει γίνει και στο παρελθόν με τα γνωστά αποτελέσματα) να μειώσει δραστικά τις δημόσιες δαπάνες (επομένως και όλα τα επιδόματα με τα οποία σήμερα επιβιώνει μεγάλο μέρος του πληθυσμού) να ιδιωτικοποιήσει την υγεία και την παιδεία και να καταργήσει την Κεντρική Τράπεζα. Παράλληλα διατείνεται ότι συνομιλεί με το Θεό (γεγονός που εξανάγκασε τον Αργεντινό Πάπα Φραγκίσκο να τον χαρακτηρίσει εμμέσως ως παλιάτσο). Υποστηρίζεται από τον Bolsonaro, το ισπανικό ακροδεξιό κόμμα VOX, και συμπαθεί τον Τραμπ.</p>
<p>Οι άλλες προτάσεις είναι οι τυπικές της άκρας δεξιάς, ελεύθερη οπλοκατοχή, απόλυτη άρνηση για τέλος στη κύηση, και κάθε προγεννητικού ελέγχου, αλλά ελεύθερη πώληση των οργάνων επειδή   αποτελούν για κάθε άτομο «οικονομική πηγή».</p>
<p>Τον Javier Milei υποστηρίζει και το «φιλελεύθερο» δεξιό κόμμα  Juntos por el Cambio (JxC), της Patricia Bullrich (διαδόχου του προηγούμενου προέδρου  Μαουρίσιο Μάκρι, ο οποίος δεν κρύβει τη συμπάθειά του προς τον υποψήφιο της άκρας δεξιάς) η οποία ήλθε τρίτο στον πρώτο γύρο των προεδρικών εκλογών του Οκτωβρίου με 23% των ψήφων.</p>
<p>Ο υποψήφιος των περονιστών Sergio Massa, (Unión por la Patria), ο σημερινός υπουργός οικονομικών, παρά τις προβλέψεις, κατέλαβε την πρώτη θέση στον πρώτο γύρο με  36%. Ο Massa,έχει το σημαντικό μειονέκτημα ότι ήταν ο υπουργός των οικονομικών. Όμως είναι ο εκπρόσωπος των περονιστών, γεγονός πολύ σημαντικό για την κοινωνία της Αργεντινής.</p>
<p>Η έννοια του περονισμού είναι δύσκολο να ορισθεί ακόμη και για τους ίδιους τους περονιστές. Είναι μια έννοια που αναφέρεται στη δικαιοσύνη, στον πατριωτισμό, στην αξία της εργασίας, στην κοινωνική αλληλεγγύη, στις ιδέες του λαού. Πρόκειται για μια έννοια περισσότερο διαισθητική. Όμως διαπερνά οριζοντίως όλα τα κοινωνικά στρώματα. Ακόμη και όσοι δεν θεωρούν τον εαυτό τους περονιστή μιλούν ουσιαστικά τη γλώσσα του περονισμού. Για το λόγο αυτό η εκλογική βάση του Massa είναι τεράστια. Αν συμπεριληφθεί και ο φόβος για τις ιδέες και τον ίδιο τον Javier Milei αντιλαμβάνεται κανείς ότι οι επερχόμενες εκλογές θα κριθούν στο δίπολο : οργή vs φόβου. Οργή ενάντια στους περονιστές ή φόβος ενάντια στην άκρα δεξιά και τον “el loco” Javier Milei. Ίδωμεν.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Στο τραπέζι η πρόταση της Αργεντινής για τη νέα απομείωση του εξωτερικού δημοσίου χρέους της χώρας.</title>
		<link>https://www.kostasmelas.gr/2020/05/sto-trapezi-i-protasi-tis-argentinis-gia-ti-nea-apomeiosi-toy-exoterikoy-dimosioy-chreoys-tis-choras/</link>
		
		<dc:creator><![CDATA[kmelas]]></dc:creator>
		<pubDate>Thu, 14 May 2020 10:19:24 +0000</pubDate>
				<category><![CDATA[Αργεντινή]]></category>
		<guid isPermaLink="false">https://www.kostasmelas.gr/?p=3488</guid>

					<description><![CDATA[«Σήμερα η Αργεντινή δεν μπορεί να ανταποκριθεί στην πληρωμή των υποχρεώσεών της σχετικά με το δημόσιο χρέος, έχουμε τη θέληση να το κάνουμε αλλά δεν έχουμε τη δυνατότητα». Αυτό αποτελεί το moto της νέας κυβέρνησης της Αργεντινής υπό το νέο πρόεδρο Alberto Fernández. Η πρόταση της κυβέρνησης της Αργεντινής σχετικά με το δημόσιο χρέος κατατέθηκε&#8230;]]></description>
										<content:encoded><![CDATA[<p>«Σήμερα η Αργεντινή δεν μπορεί να ανταποκριθεί στην πληρωμή των υποχρεώσεών της σχετικά με το δημόσιο χρέος, έχουμε τη θέληση να το κάνουμε αλλά δεν έχουμε τη δυνατότητα». Αυτό αποτελεί το moto της νέας κυβέρνησης της Αργεντινής υπό το νέο πρόεδρο Alberto Fernández.</p>
<p>Η πρόταση της κυβέρνησης της Αργεντινής σχετικά με το δημόσιο χρέος κατατέθηκε στον προβλεπόμενο χρόνο. Επίσης και με ουσιαστικούς όρους ,σύμφωνη με την χρηματοοικονομική κατάσταση της χώρας αλλά και με τις αρνητικές επιπτώσεις της πανδημίας COVID-19.</p>
<p>«Η Αργεντινή δεν θα πληρώσει απολύτως τίποτε τα έτη 2020,2021,2022, και θα ξαναρχίσει τις πληρωμές το 2023 με επιτόκιο  0,5% το οποίο μπορεί να αυξάνεται προοδευτικά μέχρι του επιπέδου που μπορεί να υποστηριχθεί από τις δυνατότητες της χώρας» όπως δήλωσε ο υπουργός οικονομικών Martín Guzmán. Μάλιστα διευκρίνισε ότι ένα χρέος που μπορεί να υποστηριχθεί   σημαίνει ότι δεν λειτουργεί  εις βάρος της οικονομίας της Αργεντινής.</p>
<p>Η πρόταση της αναδιάρθρωσης του χρέους από την κυβέρνηση, αφορά σε 68 δις δολάρια του εξωτερικού χρέους που έχει εκδοθεί με βάση ξένο δίκαιο και βρίσκεται στα χέρια των ιδιωτών πιστωτών. Πρόκειται για μείωση  τόκων ύψους 37,9 δις δολαρίων και κεφαλαίου ύψους  3,6 δις δολαρίων. Σε ποσοστιαίους όρους η μείωση που αφορά στους τόκους ισοδυναμεί με το 64,0% του συνολικού ποσού που έπρεπε να καταβληθεί και του κεφαλαίου στο 5,4%.   Η ημερομηνία λήξης της πρότασης είναι η 22 Μαΐου 2020.</p>
<p>&nbsp;</p>
<p>Στον Πίνακα 1 , αποτυπώνεται το μέγεθος του δημοσίου χρέους της Αργεντινής στο τέλος του έτους 2019.</p>
<p>Πίνακας 1</p>
<p>Δημόσιο χρέος της Αργεντινής.</p>
<p><img fetchpriority="high" decoding="async" class="alignnone size-medium wp-image-3489" src="https://www.kostasmelas.gr/wp-content/uploads/2020/05/ΑΡΓΕΝΤΙΝΗ-ΧΡΕΟΣ-ΔΗΜΟΣΙΟ-300x300.png" alt="" width="300" height="300" srcset="https://www.kostasmelas.gr/wp-content/uploads/2020/05/ΑΡΓΕΝΤΙΝΗ-ΧΡΕΟΣ-ΔΗΜΟΣΙΟ-300x300.png 300w, https://www.kostasmelas.gr/wp-content/uploads/2020/05/ΑΡΓΕΝΤΙΝΗ-ΧΡΕΟΣ-ΔΗΜΟΣΙΟ-150x150.png 150w, https://www.kostasmelas.gr/wp-content/uploads/2020/05/ΑΡΓΕΝΤΙΝΗ-ΧΡΕΟΣ-ΔΗΜΟΣΙΟ-20x21.png 20w" sizes="(max-width: 300px) 100vw, 300px" /></p>
<p>Πηγή : ΔΝΤ</p>
<p>Η συμμετοχή της προηγούμενης κυβέρνησης Μ Μάκρι στην αύξηση του χρέους είναι εμφανής από τα παρακάτω στοιχεία: το 2015 το ΔΧ ανερχόταν σε 220,0δις δολάρια ή 52% του ΑΕΠ ενώ το 2019 σε 323 δις δολάρια ή 88,0% του ΑΕΠ.(Γράφημα 1).</p>
<p>Γράφημα 1</p>
<p>Εγχώριο και Εξωτερικό χρέος ως % του ΑΕΠ</p>
<p><img decoding="async" class="alignnone size-full wp-image-3519 aligncenter" src="https://www.kostasmelas.gr/wp-content/uploads/2020/05/ΑΡΓ-ΔΧ.png" alt="" width="294" height="204" srcset="https://www.kostasmelas.gr/wp-content/uploads/2020/05/ΑΡΓ-ΔΧ.png 294w, https://www.kostasmelas.gr/wp-content/uploads/2020/05/ΑΡΓ-ΔΧ-20x14.png 20w" sizes="(max-width: 294px) 100vw, 294px" /></p>
<p>Πηγή: CEPASTAL</p>
<p>&nbsp;</p>
<p>Επίσης η κυβέρνηση Μ Μάκρι επιδείνωσε το έλλειμμα του ισοζυγίου τρεχουσών της χώρας με τις γνωστές πολιτικές της για απελευθέρωσε του διεθνούς εμπορίου της χώρας. (Γράφημα 2).</p>
<p>Γράφημα 2</p>
<p>Ισοζύγιο Τρεχουσών Συναλλαγών ως % του ΑΕΠ</p>
<p><img loading="lazy" decoding="async" class="size-medium wp-image-3520 aligncenter" src="https://www.kostasmelas.gr/wp-content/uploads/2020/05/ΑΡΓ-ΙΤΡ-209x300.png" alt="" width="209" height="300" /></p>
<p>Πηγή: CEPASTAL</p>
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		<title>Η Αργεντινή σε κρίση</title>
		<link>https://www.kostasmelas.gr/2018/08/blog-post_31/</link>
		
		<dc:creator><![CDATA[kmelas]]></dc:creator>
		<pubDate>Fri, 31 Aug 2018 03:36:00 +0000</pubDate>
				<category><![CDATA[Αργεντινή]]></category>
		<guid isPermaLink="false">https://www.kostasmelas.gr/2018/08/31/blog-post_31/</guid>

					<description><![CDATA[Συνεχίζεται η πτώση της αξίας του αργεντίνικου νομίσματος  παρά τις προσπάθειες της ΚΤ,(μετά την αύξηση των βασικών επιτοκίων την προηγούμενη εβδομάδα από το 40,0% στο 45,0% προχώρησε σε νέα αύξηση στο 60,0%), να σταματήσει την συνεχιζόμενη έξοδο των κεφαλαίων από την χώρα. Η προσπάθεια είναι πάντοτε η ίδια: να μειωθεί ο πληθωρισμός που προκαλείται από&#8230;]]></description>
										<content:encoded><![CDATA[<div class="MsoNormal"></div>
<div class="MsoNormal"><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">Συνεχίζεται η πτώση της αξίας του αργεντίνικου νομίσματος<span style="mso-spacerun: yes;">  </span>παρά τις προσπάθειες της ΚΤ,(μετά την αύξηση<br />
των βασικών επιτοκίων την προηγούμενη εβδομάδα από το 40,0% στο 45,0% προχώρησε<br />
σε νέα αύξηση στο 60,0%), να σταματήσει την συνεχιζόμενη έξοδο των κεφαλαίων<br />
από την χώρα. Η προσπάθεια είναι πάντοτε η ίδια: να μειωθεί ο πληθωρισμός που<br />
προκαλείται από τη συνεχή υποτίμηση του </span><span lang="EN-US" style="font-family: 'Times New Roman',serif; font-size: 12.0pt; line-height: 107%; mso-ansi-language: EN-US; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">peso</span><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">Το νόμισμα<br />
της Αργεντινής έχει υποχωρήσει από την αρχή του 2018 περισσότερο από <span style="mso-spacerun: yes;"> </span>45,00% έναντι του δολαρίου, διότι η<br />
αργεντίνικη οικονομία είναι ευάλωτη στην αύξηση των αμερικανικών επιτοκίων<br />
δανεισμού. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="EN-US" style="font-family: 'Times New Roman',serif; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">Peso </span><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">έναντι<br />
Δολαρίου</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;"> <img decoding="async" 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" alt="" /></span></div>
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">Η ΚΤ της<br />
Αργεντινής συνεχίζει τις δημοπρασίες δολαρίων προσπαθώντας να κατευνάσει τις<br />
αγορές, όμως χωρίς αποτέλεσμα μέχρι σήμερα. Από την αρχή του 2018, η κεντρική<br />
τράπεζα της Αργεντινής έχει πουλήσει 12,9 δισ. δολάρια στην αγορά<br />
συναλλάγματος, προσπαθώντας να περιορίσει την υποχώρηση του πέσο. Παρόλα αυτά η<br />
κλιμάκωση της κρίσης των αναδυόμενων αγορών, με επίκεντρο την Τουρκία,<br />
συνεχίζει να παρασύρει και την Αργεντινή. Σύμφωνα με όλες τις εκτιμήσεις στην αρνητική<br />
αυτή εξέλιξη έχει συμβάλει τα μέγιστα η τουρκική κρίση. </span></div>
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<div class="MsoNormal"><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">Οι διεθνείς συνθήκες δεν είναι καθόλου ευνοϊκές , δείχνοντας την εγγενή<br />
αδυναμία των οικονομιών εκείνων των χωρών που εξαρτώνται σημαντικότατα από τις<br />
ροές ξένων κεφαλαίων, να ανταπεξέλθουν στις δημιουργούμενες καταστάσεις από<br />
οικονομικά και γεωπολιτικά δυσμενή γεγονότα. </span></div>
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<div class="MsoNormal"><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">Η ακατάπαυστη και τεράστια ροή, κυρίως των βραχυχρονίων κεφαλαίων (τα οποία<br />
στην ουσία αποτελούν δάνειους και συγχρόνως μη «ακινητοποιούμενους» πόρους),<br />
βασικό χαρακτηριστικό της παγκοσμιοποιημένης οικονομίας αποτελεί τον κύριο<br />
αποσταθεροποιητικό παράγοντά της. Οι αγελαίες συνεχείς μετακινήσεις των<br />
συγκεκριμένων κεφαλαίων, ενώ κατά τη διάρκεια της εισροής τους, δημιουργούν<br />
καταστάσεις ευφορίας , όταν αρχίζουν να εγκαταλείπουν την χώρα προκαλούν<br />
περισσότερα δεινά από τις πρόσκαιρες καταστάσεις ευφορίας που είχαν<br />
δημιουργήσει.<span style="mso-spacerun: yes;">   </span></span></div>
<div class="MsoNormal"><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">Οι συνέπειες από τη υψηλότατη αύξηση των επιτοκίων για την αρνεντίνικη<br />
οικονομία είναι βαρύτατες. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">Σύμφωνα με<br />
τον Υπουργό Οικονομικών της Αργεντινής Νικολά Ντουχόβνε<span style="mso-spacerun: yes;">  </span>η κυβέρνηση προβλέπει υποχώρηση του ΑΕΠ κατά<br />
1% το 2018, αλλά ανάκαμψη κατά τουλάχιστον 1,5% το 2019. Παράλληλα, η κυβέρνηση<br />
διατηρεί τον στόχο για μείωση του δημοσιονομικού ελλείμματος στο 2,7% του ΑΕΠ<br />
το 2018 και για περιορισμό του ελλείμματος στο ισοζύγιο τρεχουσών συναλλαγών<br />
στο 3% το 2019.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">Τον Ιούνιο η<br />
οικονομική δραστηριότητα στην Αργεντινή είχε συρρικνωθεί κατά 6,7% σε ετήσια<br />
βάση, πτώση που είναι η μεγαλύτερη από τον Ιούλιο του 2009 και ακόμα ένα σημάδι<br />
πως η οικονομία θα βρεθεί σε ύφεση φέτος.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">Παράλληλα οι<br />
προσδοκίες για τον πληθωρισμό αγγίζουν το 32,0% υπερβαίνοντας τον συμφωνημένο<br />
στόχο με το ΔΝΤ σε ύψος 30,0%, γεγονός που επιδρά<span style="mso-spacerun: yes;">  </span>αρνητικά στις εξελίξεις.</span></div>
<div class="MsoNormal"><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">Η αντίληψη του ΔΝΤ<span style="mso-spacerun: yes;">  </span>ότι η αύξηση των<br />
επιτοκίων θα αποκαταστήσει τα πραγματικά επιτόκια σε τέτοιο ύψος που θα<br />
επιτρέψουν την επιστροφή των επενδυτών είναι τουλάχιστον αμφισβητήσιμη, για τον<br />
απλό λόγο ότι πρόκειται για μια εντελώς τεχνική αποκατάσταση που δεν<br />
ανταποκρίνεται σε καμία περίπτωση<span style="mso-spacerun: yes;">  </span>στις<br />
πραγματικές συνθήκες της αργεντίνικης<span style="mso-spacerun: yes;"><br />
</span>οικονομίας. Η πιστοληπτική ικανότητα της χώρας αξιολογείται από πολλούς<br />
άλλους παράγοντες. <br style="mso-special-character: line-break;" /><br style="mso-special-character: line-break;" /></span></div>
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		<title>Συνεχίζεται η πτώση της αξίας του αργεντίνικου νομίσματος</title>
		<link>https://www.kostasmelas.gr/2018/08/blog-post_16-4/</link>
		
		<dc:creator><![CDATA[kmelas]]></dc:creator>
		<pubDate>Thu, 16 Aug 2018 04:45:00 +0000</pubDate>
				<category><![CDATA[Αργεντινή]]></category>
		<guid isPermaLink="false">https://www.kostasmelas.gr/2018/08/16/blog-post_16-4/</guid>

					<description><![CDATA[&#160;   Συνεχίζεται η πτώση της αξίας του αργεντίνικου νομίσματος  παρά τις προσπάθειες της ΚΤ,(αύξησε τα επιτόκια για ακόμη μια φορά την προηγούμενη εβδομάδα από το 40,0% στο 45,0%), να σταματήσει την συνεχιζόμενη έξοδο των κεφαλαίων από την χώρα. Η προσπάθεια είναι πάντοτε η ίδια: να μειωθεί ο πληθωρισμός που προκαλείται από τη συνεχή υποτίμηση&#8230;]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;"> </span></b></div>
<div class="MsoNormal"></div>
<div class="MsoNormal"><span style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;">Συνεχίζεται η πτώση της αξίας του αργεντίνικου νομίσματος<span style="mso-spacerun: yes;">  </span>παρά τις προσπάθειες της ΚΤ,(αύξησε τα επιτόκια<br />
για ακόμη μια φορά την προηγούμενη εβδομάδα από το 40,0% στο 45,0%), να<br />
σταματήσει την συνεχιζόμενη έξοδο των κεφαλαίων από την χώρα. Η προσπάθεια είναι<br />
πάντοτε η ίδια: να μειωθεί ο πληθωρισμός που προκαλείται από τη συνεχή<br />
υποτίμηση του </span><span lang="EN-US" style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;">peso</span><span style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;">. Το αργεντίνικο<br />
νόμισμα έχει χάσει, από τον Απρίλιο 2018, περίπου το 40,0% της αξίας του σε σχέση<br />
με το δολάριο. Σύμφωνα με όλες τις εκτιμήσεις στην αρνητική αυτή εξέλιξη έχει<br />
συμβάλει τα μέγιστα η τουρκική κρίση: το </span><span lang="EN-US" style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;">peso</span><span style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;"> έχασε τις<br />
τελευταίες δύο εβδομάδες το 8,76% της αξίας του, σε σχέση με το αμερικάνικο<br />
νόμισμα. Η ΚΤ της Αργεντινής συνεχίζει τις δημοπρασίες δολαρίων προσπαθώντας να<br />
κατευνάσει τις αγορές, όμως χωρίς αποτέλεσμα μέχρι σήμερα. Οι προσδοκίες για<br />
τον πληθωρισμό αγγίζουν το 32,0% υπερβαίνοντας τον συμφωνημένο στόχο με το ΔΝΤ<br />
σε ύψος 30,0%, γεγονός που επιδρά<span style="mso-spacerun: yes;"><br />
</span>αρνητικά στις εξελίξεις. Οι διεθνείς συνθήκες δεν είναι καθόλου ευνοϊκές<br />
για την επίτευξη έστω και του συγκεκριμένου στόχου, δείχνοντας την εγγενή<br />
αδυναμία των οικονομιών εκείνων των χωρών που εξαρτώνται σημαντικότατα από τις<br />
ροές ξένων κεφαλαίων, να ανταπεξέλθουν στις δημιουργούμενες καταστάσεις από<br />
οικονομικά και γεωπολιτικά δυσμενή γεγονότα. Η ακατάπαυστη και τεράστια ροή,<br />
κυρίως των βραχυχρονίων κεφαλαίων (τα οποία στην ουσία αποτελούν δάνειους και<br />
συγχρόνως μη «ακινητοποιούμενους» πόρους), βασικό χαρακτηριστικό της παγκοσμιοποιημένης<br />
οικονομίας αποτελεί τον κύριο αποσταθεροποιητικό παράγοντά της. <span style="mso-spacerun: yes;"> </span> </span><br />
&nbsp;</p>
<div class="MsoNormal"><span style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;"><span style="mso-spacerun: yes;"><span style="font-family: 'Times New Roman',serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EL;">Οι αγελαίες συνεχείς μετακινήσεις των συγκεκριμένων κεφαλαίων, ενώ κατά τη<br />
διάρκεια της εισροής τους, δημιουργούν καταστάσεις ευφορίας , όταν αρχίζουν να<br />
εγκαταλείπουν την χώρα προκαλούν περισσότερα δεινά από τις πρόσκαιρες<br />
καταστάσεις ευφορίας που είχαν δημιουργήσει. <span style="mso-spacerun: yes;">  </span><br style="mso-special-character: line-break;" /><br style="mso-special-character: line-break;" /></span></span></span></div>
<p>&nbsp;</p>
<p><br style="mso-special-character: line-break;" /><br style="mso-special-character: line-break;" /></p>
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		<title>Η Αργεντινή του Mauricio Macri καλεί πάλι το ΔΝΤ …να σώσει την χώρα!!!</title>
		<link>https://www.kostasmelas.gr/2018/05/mauricio-macri/</link>
		
		<dc:creator><![CDATA[kmelas]]></dc:creator>
		<pubDate>Sun, 13 May 2018 03:53:00 +0000</pubDate>
				<category><![CDATA[Αργεντινή]]></category>
		<guid isPermaLink="false">https://www.kostasmelas.gr/2018/05/13/mauricio-macri/</guid>

					<description><![CDATA[&#160; Το άκουσμα του ονόματος του ΔΝΤ μόνο αλγεινές μνήμες μπορεί να ανακαλέσει στον λαό της Αργεντινής, με γνώμονα την πρόσφατη δράση του στη χώρα.  Η επίκλησή του μάλιστα ισοδυναμεί με βρισιά, καθώς συνδέεται με τις πολιτικές λιτότητας και του χειρότερους χρηματοοικονομικούς κατακλυσμούς που έχουν ενσκήψει στην ιστορία της. &#8220;Είναι σα να γυρίζουμε στα περασμένα&#8221;,&#8230;]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL;">Το άκουσμα του<br />
ονόματος του ΔΝΤ μόνο αλγεινές μνήμες μπορεί να ανακαλέσει στον λαό της<br />
Αργεντινής, με γνώμονα την πρόσφατη δράση του στη χώρα.<span style="mso-spacerun: yes;">  </span>Η επίκλησή του μάλιστα ισοδυναμεί με βρισιά,<br />
καθώς συνδέεται με τις πολιτικές λιτότητας και του χειρότερους<br />
χρηματοοικονομικούς κατακλυσμούς που έχουν ενσκήψει στην ιστορία της.<br />
&#8220;Είναι σα να γυρίζουμε στα περασμένα&#8221;, &#8220;αυτό το έχουμε<br />
ξαναζήσει&#8221;, &#8220;είναι μία από τα ίδια&#8221;, είναι μόνον λίγα από τα<br />
σχόλια που μπορεί κανείς να ακούσει στους δρόμους του Μπουένος Άιρες, λίγο μετά<br />
την ανακοίνωση του προέδρου</span> <span lang="EN-US" style="font-family: 'Times New Roman',serif; mso-fareast-language: EL;">Mauricio</span> <span lang="EN-US" style="font-family: 'Times New Roman',serif; mso-fareast-language: EL;">Macri</span><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL;">, ο οποίος με τηλεοπτικό του διάγγελμα ανακοίνωσε πως<br />
προσφεύγει στο ΔΝΤ για τη διάσωση της οικονομίας της χώρας, 15 χρόνια μετά το<br />
προηγούμενο πρόγραμμα.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL;">Οι Αργεντινοί<br />
έχουν πολλούς λόγους να αισθάνονται έτσι όπως αισθάνονται. Το πρώτο δάνειο που<br />
συνήψε η Αργεντινή με το Ταμείο χρονολογείται από το 1957, όταν τη χώρα<br />
κυβερνούσαν οι στρατιωτικοί. Έκτοτε, η εκάστοτε έλευση του ΔΝΤ συνόδευε κάθε<br />
κρίση που ερχόταν να κλυδωνίσει, με κυκλική συχνότητα, την οικονομία της<br />
νοτιοαμερικανικής χώρας. Ποτέ όμως, η έλευση αυτή δεν έδωσε αποτελεσματικές<br />
λύσεις στην χώρα.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL;">Κατά τη<br />
δεκαετία του ’90, το ΔΝΤ υποστήριξε θερμά την πολιτική προσαρμογής του πέσο στο<br />
αμερικανικό δολάριο, με ισοτιμία 1/1, την οποία εφάρμοσαν με προσήλωση ο<br />
υπουργός Οικονομικών </span><span lang="EN-US" style="font-family: 'Times New Roman',serif;">Domingo</span><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL;"> Cavallo επί<br />
κυβερνήσεων του </span><span lang="EN-US" style="font-family: 'Times New Roman',serif;">Carlos</span> <span lang="EN-US" style="font-family: 'Times New Roman',serif;">Menem</span><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL;">. Σήμερα, δεν<br />
υπάρχει ούτε ένας που να μην συνδέει το Ταμείο με την εκκωφαντική αποτυχία και<br />
κατάρρευση του συγκεκριμένου υποδείγματος<i style="mso-bidi-font-style: normal;">.<br />
(Κ Μελάς , Αργεντινή – Ελλάδα , εκδόσεις Πατάκη 2015).</i></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL;">Είναι άκρως<br />
εντυπωσιακό ότι ο </span><span lang="EN-US" style="font-family: 'Times New Roman',serif; mso-fareast-language: EL;">Mauricio</span> <span lang="EN-US" style="font-family: 'Times New Roman',serif; mso-fareast-language: EL;">Macri</span><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL;">, πρόεδρος της χώρας από 10 Δεκεμβρίου 2015, εκλέχτηκε με μια<br />
νεοφιλελεύθερη ατζέντα, απολύτως εναρμονισμένη με τα κυρίαρχα οικονομικά<br />
δόγματα,<span style="mso-spacerun: yes;">  </span>υποσχόμενος να βγάλει<span style="mso-spacerun: yes;">   </span>την χώρα<span style="mso-spacerun: yes;"><br />
</span>από τα αδιέξοδα<span style="mso-spacerun: yes;">   </span>που , κατά την<br />
άποψή του , την είχε οδηγήσει η κυβέρνηση της </span><span lang="EN-US" style="font-family: 'Times New Roman',serif; mso-fareast-language: EL;">Cristina</span> <span lang="EN-US" style="font-family: 'Times New Roman',serif; mso-fareast-language: EL;">Fern</span><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL; mso-fareast-language: EL;">á</span><span lang="EN-US" style="font-family: 'Times New Roman',serif; mso-fareast-language: EL;">ndez</span> <span lang="EN-US" style="font-family: 'Times New Roman',serif; mso-fareast-language: EL;">de</span> <span lang="EN-US" style="font-family: 'Times New Roman',serif; mso-fareast-language: EL;">Kirchner</span><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL; mso-fareast-language: EL;">. Δυστυχώς για την Αργεντινή , μετά από 2,5 χρόνια προσπαθειών<br />
συγκεκριμένου ιδεολογικού προσανατολισμού, καλείται το ΔΝΤ, για ακόμη μια φορά,<br />
να καθορίσει την οικονομική πολιτική της χώρας, με τον … ίδιο ιδεολογικό<br />
προσανατολισμό. Αυτό πιθανά που θα αλλάξει θα είναι η πολύ μεγαλύτερη ποσότητα<br />
φαρμάκου. Εύκολα θα μπορούσαμε να αποφανθούμε ότι τα πρώτα 2,5 χρόνια<br />
διακυβέρνησης της χώρας από τον </span><span lang="EN-US" style="font-family: 'Times New Roman',serif; mso-fareast-language: EL;">Mauricio</span> <span lang="EN-US" style="font-family: 'Times New Roman',serif; mso-fareast-language: EL;">Macri</span><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL; mso-fareast-language: EL;"> ήταν τουλάχιστον αποτυχημένα</span><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL;">. Όμως αυτό<br />
είναι μια άλλη συζήτηση που ξεφεύγει από τα όρια αυτού του άρθρου.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL;"><span style="mso-spacerun: yes;"> </span>Εκείνο όμως που έχει σημασία και μάλιστα<br />
μεγάλη ,είναι να δούμε τα βασικά συμπεράσματα για την πορεία της οικονομίας της<br />
Αργεντινής, όπως αυτά διατυπώνονται στην τελευταία έκθεση του ΔΝΤ για την χώρα,<br />
με ημερομηνία 29 Δεκεμβρίου 2017 ( </span><span lang="EN-US" style="font-family: 'Times New Roman',serif;">ARGENTINA</span><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL;"> ,</span><b><span style="color: #818181; font-family: 'Times New Roman',serif; mso-ansi-language: EL; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">IMF Country Report No. 17/409, </span></b><b><span lang="EN-US" style="color: #818181; font-family: 'Times New Roman',serif; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">December</span></b><b><span style="color: #818181; font-family: 'Times New Roman',serif; mso-ansi-language: EL; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"> 2017). </span></b></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">«Η<br />
Κυβέρνηση της Αργεντινής έχει διορθώσει, κάνοντας πρόοδο στις διαδικασίες<br />
διαφάνειας ,τις πολλαπλές παραμορφώσεις του δημόσιου τομέα της χώρας. Αυτές οι<br />
αλλαγές πολιτικής έχουν θέσει την οικονομία σε ισχυρότερη βάση διορθώνοντας<br />
πολλές επείγουσες μακροοικονομικές ανισορροπίες. Στην Αργεντινή παρατηρείται<br />
μια σταθερή ανάκαμψη μετά από την υποχώρηση που παρατηρήθηκε το προηγούμενο<br />
έτος (2016). Λαμβάνοντας υπόψη την προγραμματιζόμενη δημοσιονομική εξισορρόπηση<br />
και τις προσπάθειες για μείωση του πληθωρισμού , η μεγέθυνση αναμένεται να σταθεροποιηθεί<br />
τα επόμενα έτη. Ο πληθωρισμός συνεχίζει να πέφτει έστω και με χαμηλότερο ρυθμό<br />
από τον στόχο της ΚΤ. Η ιδιωτική κατανάλωση ενισχύθηκε το 2017, υποστηριζόμενη<br />
από τους υψηλότερους πραγματικούς μισθούς και την αύξηση της πιστωτικής επέκτασης<br />
καθώς και από τις ιδιωτικές επενδύσεις. Λόγο της ενδυνάμωσης της εγχώριας<br />
ζήτησης <b style="mso-bidi-font-weight: normal;">το εμπορικό πλεόνασμα<br />
μετατράπηκε σε έλλειμμα και το έλλειμμα του ισοζυγίου τρεχουσών συναλλαγών<br />
αυξήθηκε.</b>Ο ετήσιος πληθωρισμός υποχώρησε από τη μέγιστη τιμή του 2016, αλλά<br />
παραμένει σχετικά ευμετάβλητος και οι προσδοκίες είναι σχετικά αρνητικές κάτι<br />
που πρέπει να οδηγήσει , από τη μεριά της ΚΤ, σε αύξηση των επιτοκίων.</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">Το<br />
γενικό δημοσιονομικό έλλειμμα αναμένεται να αυξηθεί , παρά το ότι το πρωτογενές<br />
έλλειμμα θα μειωθεί <i style="mso-bidi-font-style: normal;">(θα αυξηθούν δηλαδή<br />
οι πληρωμές τόκων. Σημείωση δικιά μας)</i>και η αναχρηματοδότηση του οδηγεί σε<br />
ταχεία αύξηση του δανεισμού σε ξένο νόμισμα. Η χαμηλότερη, από το στόχο μείωση<br />
του ρυθμού πληθωρισμού και οι σημαντικές εισροές ξένων κεφαλαίων προκάλεσαν<br />
ανατίμηση της πραγματικής συναλλαγματικής ισοτιμίας , περίπου 3,0% , το 2017. Επιπλέον,<br />
η μεγέθυνση του ΑΕΠ εκτιμάται ότι θα σταθεροποιηθεί, ο πληθωρισμός θα μειωθεί<br />
αργά, και το δημοσιονομικό έλλειμμα θα πέσει. Η ιδιωτική κατανάλωση εκτιμάται<br />
ότι θα ενδυναμωθεί το 2018-19 καθώς οι πραγματικοί μισθοί θα ανακάμψουν από τη<br />
μείωση του 2016<i style="mso-bidi-font-style: normal;">(προφανώς λόγο μείωσης του<br />
πληθωρισμού . Σημείωση δικιά μας).</i></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">Το<br />
ομοσπονδιακό πρωτογενές έλλειμμα αναμένεται να μειωθεί στο 2,0% του ΑΕΠ το<br />
2019, ενώ αναμένεται και οι επαρχίες να ακολουθήσουν σύμφωνα με τον σχεδιασμό. </span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">Για<br />
τα επόμενα δύο χρόνια αναμένεται μεγέθυνση του ΑΕΠ κατά 2,5%».(Η μετάφραση<br />
δικιά μου).</span></div>
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<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"><span style="font-family: 'Times New Roman',serif; mso-ansi-language: EL; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">Έχω<br />
την εντύπωση, για να μην πω τη βεβαιότητα, ότι στα βασικά συμπεράσματα της τελευταίας<br />
εκθέσεως του ΔΝΤ δεν υπάρχει κάτι το ανησυχητικό για τις εξελίξεις στην οικονομία<br />
της Αργεντινής για το 2018. Αντιθέτως θα έλεγα οι εκτιμήσεις μάλλον ως θετικές<br />
περιγράφονται. Η διάψευση ήρθε πολύ σύντομα!!! </span></div>
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		<item>
		<title>Υπό πίεση η οικονομία της Αργεντινής</title>
		<link>https://www.kostasmelas.gr/2018/05/blog-post_5-4/</link>
		
		<dc:creator><![CDATA[kmelas]]></dc:creator>
		<pubDate>Sat, 05 May 2018 04:23:00 +0000</pubDate>
				<category><![CDATA[Αργεντινή]]></category>
		<guid isPermaLink="false">https://www.kostasmelas.gr/2018/05/05/blog-post_5-4/</guid>

					<description><![CDATA[&#160; Για ακόμη μια φορά η οικονομία της  Αργεντινής βρίσκεται στο μάτι του κυκλώνα των διεθνών χρηματοπιστωτικών αγορών. Η προεδρία Mauricio Macri παρά το ότι άλλαξε ολοκληρωτικά την οικονομική πολιτική της χώρας δεν κατάφερε να λύσει τα βασικά της προβλήματα και πρώτο μεταξύ αυτών εκείνο του πληθωρισμού, ο οποίος εξακολουθεί να βρίσκεται στο επίπεδο του&#8230;]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: 'times new roman' , serif; font-size: 12.0pt;">Για ακόμη μια<br />
φορά η οικονομία της<span style="mso-spacerun: yes;">  </span>Αργεντινής βρίσκεται<br />
στο μάτι του κυκλώνα των διεθνών χρηματοπιστωτικών αγορών. Η προεδρία </span><span class="st">Mauricio Macri παρά το ότι άλλαξε ολοκληρωτικά την οικονομική πολιτική<br />
της χώρας δεν κατάφερε να λύσει τα βασικά της προβλήματα και πρώτο μεταξύ αυτών<br />
εκείνο του πληθωρισμού, ο οποίος εξακολουθεί να βρίσκεται στο επίπεδο του<br />
25,0%.</span></div>
<p><span class="st"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;">Η Κεντρική Τράπεζα της Αργεντινής αύξησε το βασικό<br />
επιτόκιο της στο 40,0% για τρίτη φορά σε μια εβδομάδα (1η -6η<br />
Μαΐου) από 27,25% , προκειμένου να σταματήσει την πτώση του αργεντίνικου<br />
νομίσματος,</span></span> <span lang="EN-US" style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;">peso</span><span class="st"> <span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;">. <span style="mso-spacerun: yes;"> </span>Δραστικές παρεμβάσεις της ΚΤ με χρησιμοποίηση<br />
5 δις δολάρια προκειμένου να σταματήσει την πτώση του νομίσματος κατά την ίδια<br />
περίοδο δεν στέφθηκαν με επιτυχία. Το αργεντίνικο νόμισμα έπεσε στο χειρότερο<br />
επίπεδο της ιστορίας του σε σχέση με το αμερικανικό δολάριο : 22,25/1. Ένα<br />
χρόνο πριν η ισοτιμία ήταν 15/1.<span style="mso-spacerun: yes;">  </span>Στη<br />
Γραφική παράσταση 1 παρουσιάζεται η πορεία του αργεντίνικου νομίσματος σε σχέση<br />
με το αμερικανικό δολάριο, τα τελευταία τρία έτη. <span style="mso-spacerun: yes;">  </span></span></span><br />
<span style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;"><span style="mso-spacerun: yes;"><br />
</span></span></p>
<p><span style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;"><span style="mso-spacerun: yes;"><span class="st"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;"><br />
Γραφική παράσταση 1 </span></span></span></span></p>
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" alt="" /></span></span><br />
<span style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;"><span style="mso-spacerun: yes;"> </span><br style="mso-special-character: line-break;" /></span><br />
<span class="st"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;"><br />
Αντίστοιχα στη Γραφική παράσταση 2  παρουσιάζεται η ισοτιμία του αργεντίνικου νομίσματος με το αμερικάνικο δολάριο το έτος 2018</span></span></p>
<p><span class="st"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;"><span class="st"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;"><br />
Γραφική παράσταση 2</span></span></span></span></p>
<p><span class="st"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;"><span class="st"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;"> <img decoding="async" 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" alt="" /></span></span></span></span><br />
<br style="mso-special-character: line-break;" /><br style="mso-special-character: line-break;" /></p>
<p>&nbsp;</p>
<div class="MsoNormal"><span style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;">Η πίεση του δολαρίου στο πέσο συνδέεται με την πρόσφατη ανοδική τάση του πρώτου<br />
και με τις προσδοκίες για περαιτέρω άνοδο των επιτοκίων από τη </span><span lang="EN-US" style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;">Fed</span><span style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;">. Μαζί με το<br />
αργεντίνικο νόμισμα πολλά ακόμη νομίσματα των αναδυομένων οικονομιών (τουρκική<br />
λίρα, ρωσικό ρούβλι κτλ) «υποφέρουν» από τον ίδιο λόγο.</span></div>
<div class="MsoNormal"><span style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;">Η μεγέθυνση του ΑΕΠ της χώρας έφθασε στο 2,7% το 2017 μετά από μείωση -1,8%<br />
το 2016. Οι προβλέψεις του ΔΝΤ δίνουν ρυθμό μεγέθυνσης γύρω στο 2,0% για το<br />
2018, αλλά μετά τις εξελίξεις στο νομισματικό τομέα κανείς δεν γνωρίζει πως θα<br />
εξελιχθεί η κατάσταση.</span></div>
<div class="MsoNormal"><span style="font-family: 'times new roman' , serif; font-size: 12.0pt; line-height: 107%;">Σύμφωνα με τους αναλυτές η αφορμή για τις συγκεκριμένες εξελίξεις ήταν<br />
αφενός η εισαγωγή ενός φόρου (5%) στις χρηματοοικονομικές προσόδους που<br />
αναστάτωσε τη ρηχή χρηματοπιστωτική αγορά της χώρας και αφετέρου η κίνηση τη;<br />
ΚΤ , να μειώσει το «σφίξιμο» των επιτοκίων θεωρώντας ότι ο πληθωρισμός ήταν υπό<br />
έλεγχο. Αντιθέτως η κίνηση αυτή προκάλεσε περαιτέρω αύξηση του.  </span></div>
<p>&nbsp;</p>
<div class="MsoNormal"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;">Η<br />
αύξηση <span style="mso-spacerun: yes;"> </span>του εμπορικού ελλείμματος της χώρας<br />
, ο υψηλός εξωτερικός δανεισμός (περίπου 100 δις δολάρια) τα τελευταία δύο έτη,<br />
η εμφάνιση δημοσιονομικών ελλειμμάτων καθώς και η ανοδική τάση των αμερικανικών<br />
επιτοκίων (που προκαλεί σημαντικές πιέσεις στο πέσο), θέτουν για ακόμη μια φορά<br />
την οικονομία της χώρας υπό πίεση.</span></div>
<div class="MsoNormal"></div>
<div class="MsoNormal"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;"> </span><span class="st"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;"><span class="st"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;">Γραφική παράσταση3</span></span></span></span></div>
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<div class="MsoNormal"><span class="st"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;"><span class="st"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;">Εμπορικό ισοζύγιο </span></span></span></span></div>
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<div class="MsoNormal"><span style="font-family: 'calibri' , sans-serif; font-size: 11.0pt; line-height: 107%;"> <img decoding="async" 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" alt="" /></span></div>
<p>&nbsp;</p>
<div class="MsoNormal"></div>
<div class="MsoNormal"></div>
<div class="MsoNormal"></div>
<div class="MsoNormal"></div>
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			</item>
	</channel>
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