Τρίτη, Αυγούστου 13, 2024

Andrea Alonso

https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSrZAsMJUyyw5U78BbwpEnsqGR9B9sgEIH_mwyfOm6jadQHHtaBApORK1l-17LAPWaIw0Q&usqp=CAU«Κάθε πινελιά τοποθετείται συστηματικά.Έτσι δημιουργήθηκε και έτσι πρέπει να είναι» 

https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQRgyh85SrRgZsg0IRPjTBTMbcnK4WOmN9ixGkVDtLx6Gx-k5LrvzpONNycZeb_rNucNAs&usqp=CAUΗ  Andrea Alonso έχει ιδιαίτερο ενδιαφέρον για την οπτική αναπαράσταση πόλεων και κωμοπόλεων, μέρη όπου οι αστικές λύσεις είναι πιο αυθόρμητες και λιγότερο άκαμπτες.https://images.squarespace-cdn.com/content/54ef4d4ee4b002862ddb9057/1496148514041-MHE2SVK05TZUT8LJQ8ND/?content-type=image%2Fjpeg

 Η ζωγράφος, που κατοικεί στο Μεξικό, προσπαθεί να αναδημιουργήσει το  πώς την κάνει να νιώθει ένας τόπος , χρησιμοποιώντας ζωηρά και εντυπωσιακά χρώματα , που τονίζουν τα συναισθήματα, καθώς και τους χώρους μέσα σε γεωμετρικές ρυθμίσεις."The Date" by Andrea Alonso, 36x36in, oil on canvas (2017), $600 | BUY NOW

 Το στιλ της  Alonso δίνει έμφαση στην οπτική αφαίρεση που αναπτύχθηκε από μοτίβα και σχήματα. Προτιμά τα έλαια για την υφή και το τελικό τους φινίρισμα.

 "Winter Storm" by Andrea Alonso, 30x24in, oil on canvas (2016), $260 | BUY NOW

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 Andrea Alonso

Soundtrack:  
Anton Arensky
- String Quartet No. 1 in G major, Op. 11 (1888)
Dedicated to Herman Laroche (1845–1904)
1. Allegro
2. Andante sostenuto
3. Menuetto. Allegretto
4. Finale (Variations sur un thème russe). Allegro non troppo
Ying Quartet
August the 12th 2024
asalvador@orange.fr
m.anweiler1@orange.fr

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Ανάλυση για τις κρίσεις της τελευταίας 15ετίας στη χώρα μας, που σχετίζονται με την απίσχνανση του ελληνικού κοινωνικού κράτους, τις επικίνδυνες επιπτώσεις του νεοφιλελευθερισμού, καθώς και τη μάστιγα της στεγαστικής κρίσης

  Νίκος Κουραχάνης: «Οι κρίσεις της τελευταίας 15ετίας προωθούν με ευκρίνεια μια συστημική διαδικασία ανεστραμμένης αναδιανομής»   «Οι οποιε...