Τετάρτη, Αυγούστου 26, 2020

TA ΜΑΘΗΜΑΤΙΚΑ ΤΗΣ ΚΕΡΑΜΕΩΣ ΚΑΙ Ο ΧΑΡΔΑΛΙΑΣ

Κυρία Κεραμέως μπορεί να γίνει μάθημα με 25 μαθητές στοιβαγμένους ...
Η φίλη μου η Ιωάννα Π. κάθισε και άκουσε τις δηλώσεις του Χαρδαλιά (πώς τον ανέχθηκε;)για τον ανώτατο αριθμό επιτρεπόμενων ατόμων στα μαγαζιά και ύστερα μου έστειλε γεμάτη σκεπτικισμό το εξής μήνυμα:
«Φίλε Gerontako , σε 40τμ κατάστημα μπορούν να μπουν μόνο  2 πελάτες με μάσκα ,
αλλά σε 35τμ αίθουσα μπορούν να συνυπάρχουν άνετα  25 μαθητές με μάσκα.
Τα συμπεράσματα δικά σου...»


ΙΩΑΝΝΑ
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
 Επειδή πολύ με προβλημάτισε η παρατήρηση της Ιωάννας , αρχικά με έζωσαν τα φίδια της μαύρης απαισιοδοξίας . Ύστερα όμως μου ήρθαν στο μυαλό οι καταπληκτικά σοφές  δηλώσεις της Κεραμέως, τις οποίες προχθές ρούφηξα με απέραντο θαυμασμό,  για το πώς τελικά οι 25 μαθητές συρρικνώνονται σε 17 , με βάση τον πανελλήνιο Μέσο Όρο, και της έστειλα   την ακόλουθη παρηγορητική απάντηση:
«Αγαπητή Ιωάννα δεν είναι ντε και καλά 25 οι μαθητές, όπως λες, μέσα στην αίθουσα ,  αλλά φαίνονται ότι είναι 25. Μην ξεχνάς ότι  ο Μέσος Όρος κατά την Νίκη Κεραμέως είναι 17.
 Αν λοιπόν , λέω εγώ που είμαι φανατικός φαν της Υπουργάρας μας ,  στους 25 μαθητές  προσθέσεις τους 3 μαθητές από το Άνω Κατσικοπόδαρο, ο ΜΟ  αυτόματα θα πέσει  στους   14 μαθητές.
 Κι αν στους 14 που απέμειναν  προσθέσεις τους 2 μαθητές από το απομονωμένο νησί  Καβουρομάνα, τότε στην αίθουσα, με βάση τον καινούριο ΜΟ, θα παρακολουθούν το μάθημα μόνο 8 μαθητές. 
Πάλι πολλοί , θα μου πεις , σύμφωνα με τα στάνταρτ του Χαρδαλιά, αλλά ελπίζουμε ότι η  Κεραμέως θα βρει μιαν άλλη μαγική εικόνα τιτανοτεράστιας λογικής  , για να μας πείσει ότι οι 8 μαθητές  δεν είναι 8 αλλά μόνο … 2.

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Mam (artist)

Mam France «Κάθε καμβάς είναι μια πρόσκληση να ονειρευτείς και να εφεύρεις τη δική σου ιστορία. »  Η Μαμ είναι μια βραβευμένη ζωγράφος από ...