tag:blogger.com,1999:blog-64381167561738593842024-03-13T05:25:34.361+02:00*naked under the blanketsKathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.comBlogger738125tag:blogger.com,1999:blog-6438116756173859384.post-13574591369018586662024-02-06T04:02:00.000+02:002024-02-06T04:02:03.082+02:00data recollection<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZhLuAuyTurAcSCG3bQBuN40MncELGBCoT_8uQyagcb04qVeYOqZ_s1tMeYUuzHBxmjPxh65R33h5dSCx5eBn2KSBYbbpAWx2U5ToUC8kiXuV97dJp5HRl3ee-hpadx-jFsA6Dor7Q_oNnOgxJAMMREHwfjYCn2YisaPjtJYw8eY_h9RvqZPL5NvAMh9kY/s1077/image%205.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="993" data-original-width="1077" height="590" 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(/figma)-->"></span><span style="white-space: pre-wrap;"></span><p></p><p>είχα ξεκινήσει την δουλειά από πριν</p><p>σε μία προσπάθεια να καταλάβω το παιδί που πρέπει να κάνω reparenting</p><p>πάντα το ρίσερτς πριν το ακτίβιτι </p><p><br /></p><p></p><p>άρχισα να συγκεντρώνω παρατηρήσεις από τα σχολικά μου ημερολόγια στο excel μου</p><p>ανακουφιζόμουν από την αβολίλα μου, συγκεντρώνοντας τα μπούλετς των βιωμάτων μου</p><p>μπορούσα να αποστασιοποιηθώ από το νιάνιαρο</p><p> </p><p>είναι μία πολύ βίαιη διαδικασία</p><p>όλα αυτά που έχω απωθήσει </p><p>επιστρέφουν σα χαστούκια</p><p> ______________________________________________</p><p>καμία δεν μιλάει για τους πατεράδες της</p><p>οι πατεράδες έχουν εξαφανιστεί το 2024</p><p>_______________________________________________ <br /></p><p>δεν είχα ιδέα τι μου ξημέρωνε πριν λίγες μέρες <br /></p><p>ένα σουβλερό 2017 έρχεται και με ανοίγει διάπλατα</p><p>μαζί του κουβαλάει όλη μου την ιστορία</p><p><br /></p><p>είμαι ένα μικρό ελαφάκι</p><p>που κρύβεται στους θάμνους</p><p>μέχρι να περάσει ο κίνδυνος</p><p> </p><p>δεν κατάφερα να κρυφτώ από την ιστορία των παραβιάσεων</p><p>όσο μικροσκοπική κι αν έγινα<br /></p><p> </p><p>μία ζωή καταγραφές και τα σημαντικά προφανώς και μου ξεφύγανε</p><p>ψάχνω σα μανιακή τα ημερολόγια και βρίσκω μόνο πράγματα τριγύρω από αυτά</p><p>και είναι όλα βίαια</p><p> </p><p>αλλά αναγκάζω τον εαυτό μου να τα κατοικήσει</p><p> </p><p>μια ζωή μαστίγιο που δεν βρίσκω το σχήμα μου </p><p>πιστεύοντας πως αυτό είναι που μου λείπει</p><p> </p><p>μια ζωή τυρανιέμαι ψάχνοντας ολοκληρωτικά καθεστώτα </p><p>μέχρι που <strike>με διαλύεις</strike> διαλύομαι τόσο πολύ</p><p><br /></p><p>που δεν με νοιάζει πια να θυμάμαι</p><p>με νοιάζει το ακριβώς αντίθετο</p><p><br /></p><p>κάνω κύκλους αδειάσματος </p><p>και κύκλους που προσπαθώ ξανά να κάνω τους ανθρώπους να με καταπιούν</p><p>οι άνθρωποι δεν λένε να με χωνέψουν ολόκληρη</p>και ξεκινάω νέους κύκλους<br /><p> </p><p>τα πράγματα που απωθώ σπρώχνουν το ένα το άλλο<br /></p><p><br /></p><p>πρώτη φορά επιστρέφω στις καταγραφές γιατί της χρειάζομαι</p><p>μπορεί να μην κατάφεραν τον αρχικό τους σκοπό </p><p>να με φυλάξουν από την λήθη</p><p> </p><p>αλλά είναι το πιο φροντιστικό πράγμα που έκανα ποτέ για την εαυτή μου</p><p>ο τρόπος που μου κάνω πάρεντινγκ από τη δευτέρα δημοτικού <br /></p><p>____________________________________________________________________________</p><p> <br /></p><p>το νιάνιαρο μου άφησε σημειωματάκια</p><p>να τα βρώ όταν θα μουν έτοιμη</p><p>να το σώσω έστω καθυστερημένα</p><p><br /></p><p>(αυτό είναι ένα σημειωματάκι για το ευχαριστήσω)<br /></p><p> </p><p> <br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p>Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-76458260357457334882023-03-15T01:13:00.000+02:002023-03-15T01:13:19.745+02:00Χτες άκουσα μια ποιήτρια να μιλάει για την άγρια ώρα <p> Πιπιλαω τα τελευταία τραγούδια της λίστας μου σαν χάπια για να ανοίξω τα συναισθήματα μου και να τα χωρέσω κάπου</p><p>Όλα μοιάζουν πιο έντονα αυτές τις μέρες κι αναρωτιέμαι άμα έχω την τάση να τα μπουρδουκλωνω για να μπορώ να τα νιώσω</p><p>Σα να με δυσκολεύει το ένα συναίσθημα τη φορά και να πρέπει να τα μιξαρω για να μου τα σκάσουν</p><p>Καταφέρνω να νιώσω μέσα από τις αντιθέσεις</p><p>Τραγούδια που δεν θα ρίσκαραν ποτέ κι όμως ρίσκαρα</p><p>Μέσα από τις αντιφάσεις νιώθω κάτι κι αυτό είναι οι αντιφάσεις μου</p><p>Μέσα από τις αντιφάσεις καταφέρνω να μαι παντού και πουθενά</p><p>Μέσα στις αντιφάσεις μου ελευθερώνομαι κι επιστρέφω τρέχοντας να σε βρω</p><p>Επιστρέφω τρέχοντας να βρω ότι μπορώ</p><p>Βρίσκω και χάνω τα αδύνατα</p><p>Παραιτούμαι</p><p>Παραιτουμαι και συνεχίζω να διεκδικώ το δικαίωμα στη ζωή σου</p><p>Παραιτουμαστε και διεκδικούμε τις ζωές μας</p><p>Επιστρέφουμε στις ζωές μας και διεκδικούμε τη ζωή μας</p><p>Απαιτούμε ενώ παραιτουμαστε</p><p>Απομακρύνομαι και σε πλησιαζω</p><p>Τον πλησιαζω και απομακρύνομαι</p><p>Δεν θέλω να μαι πουθενά, θέλω να μαι μαζί σου</p><p>Το μαζί σου είναι το αδύνατο </p><p>Αναρωτιόμαστε αν γι'αυτό το θέλουμε</p><p>Αλλά έχουμε υπάρξει</p><p>Το ξέρουμε με όλη μας την δύναμη</p><p>Διεκδικω το όνειρο και το μέλλον</p><p>Αποτυγχάνω στο παρόν</p><p>Απογοητεύω στο παρόν και το παρελθόν</p><p>Δεν ξέρεις τι ζητάς από μένα</p><p>Ξέρω ότι ζητάω το όνειρο και το μέλλον</p><p>Δεν θα φάμε τα όνειρα μας</p><p>Πέφτω κάθε βράδυ νηστική </p><p>Είσαι όλη μέρα στην κοιλιά μου</p><p><br /></p>Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-53111773771874327932022-09-07T00:21:00.000+03:002022-09-07T00:21:16.395+03:00ψάχνω αυτά που γλιστράνε ανάμεσα στα γρανάζια μου<p><img alt="" height="360" 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" width="640" /></p>Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com1tag:blogger.com,1999:blog-6438116756173859384.post-30778693845409519202021-03-08T01:37:00.002+02:002021-03-08T01:37:51.647+02:00σκότος<p> </p><div style="text-align: center;"><a href="https://1.bp.blogspot.com/-V_2A1k_Krxk/YEViE6gcONI/AAAAAAAAC38/cLNl1Xz6QIIStpAdDO3_P2-WHisOl8G3wCLcBGAsYHQ/s1624/Screenshot%2B2021-03-08%2B012448.jpg" imageanchor="1"><img border="0" data-original-height="912" data-original-width="1624" height="360" src="https://1.bp.blogspot.com/-V_2A1k_Krxk/YEViE6gcONI/AAAAAAAAC38/cLNl1Xz6QIIStpAdDO3_P2-WHisOl8G3wCLcBGAsYHQ/w640-h360/Screenshot%2B2021-03-08%2B012448.jpg" width="640" /></a></div><div style="text-align: center;"><br /></div><div style="text-align: left;">σήμερα το βράδυ όταν πέρασε το σκουπιδιάρικο</div><div style="text-align: left;">τα παιδιά που δουλεύανε τραγουδούσαν το πότε θα κάνει ξαστεριά</div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><p></p><p><br /></p>Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-7421207208782405202021-01-18T02:30:00.001+02:002021-01-18T02:31:19.339+02:00meteo girl<br /><br /><span style="font-family: inherit;">πλάθουμε ασταμάτητα <br />καινούργια πιο ανθεκτικά παραμύθια <br />με τα ελάχιστα υλικά <br /><br /><br />την πρώτη μέρα που έφυγες έφαγα νουντλς και σκόνη με νερό <br />βγήκα βόλτα και σκέφτηκα ότι θα ήσουν περήφανη <br /><br /><br />έκανε τόσο κρύο σαν κρύο απ’ τα παλιά που χες ξεχάσει <br />ζήλεψα τα παιδιά που παίζαν κρικετ στο ψιλόβροχο <br />κρύο και φλέμα απ’ το τρέξιμο <br />σαν να χω να το νιώσω απ’ το σχολείο <br /><br />σκέφτηκα πόσο εξημερωμένο είναι το σώμα μου </span><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;"><br /><br />χρειάζομαι κάποιο να μου θυμίζει πως η τροφή είναι Τροφή, <br />η κυριακή Κυριακή και η ζωή Ζωή <br /><br /><br /><br /><br />βουτάω στο κρεβάτι με τα δυο παπλώματα </span></div><div><span style="font-family: inherit;"><br />συχνάζω εκεί που σε είδα τελευταία φορά</span></div>Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com1tag:blogger.com,1999:blog-6438116756173859384.post-34632862204669995392020-07-22T01:13:00.000+03:002020-07-22T01:13:01.900+03:00o πρώτος μας γύρος<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
καλοκαίρι 2019</div>
<div style="text-align: center;">
<iframe height="410px" src="https://editor.p5js.org/KaterinaMagarini/embed/Twg_x0qw0" width="570px"></iframe><br /></div>
<div style="text-align: center;">
καλοκαίρι 2020</div>
</div>
<div style="text-align: center;">
<iframe height="410px" src="https://editor.p5js.org/KaterinaMagarini/embed/6CH5aB11K" width="570px"></iframe>
</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
κλικ + αριστερό/δεξί βελάκι για παραπάνω/παρακάτω</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
(to be continued)</div>
</div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-85385275473506478842020-05-29T01:31:00.000+03:002020-05-29T01:31:58.024+03:00more sisterhood is what I always want<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Roboto Mono";">σήμερα<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Roboto Mono";">ανυπομονώ να πέσω για ύπνο<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Roboto Mono";">για να ξυπνήσω στην νέα μου ζωή<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Roboto Mono";">όταν γυρίσω το μεσημέρι θα είσαι εκεί<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Roboto Mono";">το σπίτι θα ναι αλλιώς / πιο φωτεινό<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Roboto Mono";">θα αποφασίσουμε μαζί τι θα μαγειρέψουμε<o:p></o:p></span></div>
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<br /></div>
</div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-33587712759106070432020-05-07T04:02:00.000+03:002020-05-07T04:02:43.508+03:00λουλούδια χωρίς όνομα<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="MsoNormal" style="text-align: center;">
<i>ή</i><i> <span lang="EN-US">bad-tripping in my own garden<o:p></o:p></span></i></div>
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<br /></div>
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<a href="https://1.bp.blogspot.com/-qUXisB0yC0w/XrNYLpP15TI/AAAAAAAACsc/JM4pMPR8T7E0xpSeLgzI-_AMvQXqi7mYACLcBGAsYHQ/s1600/nonamedflowers.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1600" data-original-width="1547" height="640" src="https://1.bp.blogspot.com/-qUXisB0yC0w/XrNYLpP15TI/AAAAAAAACsc/JM4pMPR8T7E0xpSeLgzI-_AMvQXqi7mYACLcBGAsYHQ/s640/nonamedflowers.jpg" width="617" /></a></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
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<br /></div>
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όταν πίνω
μπάφους μόνη μου </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
γίνομαι <span lang="EN-US" style="mso-ansi-language: EN-US;">autopoietic system<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
η <span lang="EN-US" style="mso-ansi-language: EN-US;">mamadonna</span><span lang="EN-US"> </span>λέει
δεν είναι αρκετό αυτό</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
στα καλά μου
κάνω ηλιοθεραπεία</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
στα κακά μου
παθαίνω ηλίαση και λιποθυμώ</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
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έχω πλέον
πέντε γλάστρες στην αυλή μου</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
δεν θυμάμαι
πως την λένε την δικιά σου</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
θυμάμαι ότι
είναι κάτι πολύ γνωστό</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
το καμάρι
μου</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
έχει βγάλει
μελίγκρα </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
άπειρες πράσινες
ψείρες που κολλάνε σα βδέλες παντού</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
γκουγκλαρα και
ρώτησα την βας</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
άδειασα τα υπολείμματα
του άζαξ σε ένα μπουκαλάκι νερό</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
που σημείωσα
με χαρτοταινία για να μην το πιούμε</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
κι έβαλα
σαπούνι (πιάτων δυστυχώς) και νερό και τα ψέκασα</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
τα ψεκάζω
μέρες τώρα κάποια φαίνονται ψόφια </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
και κάποια
ολοζώντανα σε νέα κλαριά</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
τα ψεκάζω κι
αυτά</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
τα καθάρισα
και με μαντιλάκια κλαράκι κλαράκι</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
αλλά δεν
μπόρεσα να τα κάνω όλα</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
και φοβάμαι
μην κολλήσει και τα άλλα</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
τα
απομάκρυνα σήμερα</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
μη κολλήσει το άλλο το
καμάρι μου </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
τώρα που το
σκέφτομαι αυτό είναι πιο καμάρι μου</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
αυτοδημιούργητο</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
το πήρα αρχή
καραντίνας</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
στην βροχερή
λαϊκη</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
μια χούφτα
ήταν η γλαστρούλα του <span lang="EN-US" style="mso-ansi-language: EN-US;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
και τώρα
τώρα ρίχνει 4 κεφάλια σαυτό που ήτανε</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
4 κεφάλια
φυτού</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
αυτού που είναι
σα καμπανούλα κάπως</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
ούτε αυτό
θυμάμαι πως το λένε</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
αυτό ψήλωσε
μόνο του</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
ενώ το δικό
σου πρέπει να το συντηρώ</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
έστω κοντά σε αυτό που ήταν με το αμπαλάζ του</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
αλλά είχε
και τις στιγμές του δεν λέω</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
καινούργια κλαδιά
πανήψηλα ξαφνικά</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
σα συμμαθητές
που τεντώθηκαν σε ένα καλοκαίρι</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
με καινούργια
λουλούδια </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
άλλο σχήμα
κι άλλο χρώμα</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
από αυτά που
μου φερες</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
φούξ αντί
λιλά</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
πολύ καμάρι
αυτές οι μέρες</div>
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μου το πες
θέλει κάθε μέρα πότισμα</div>
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και το
ποτίζω κάθε μέρα</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
βλέπω τις επιπτώσεις του αν αργήσω να το ποτίσω</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
την επόμενη
μέρα αμέσως</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
τα λουλουδάκια
του έχουν αφυδατωθεί</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
μη μιλήσω για
το χώμα του</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
το χώμα του
δεν μοιάζει με κανένα άλλο χώμα</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
δεν ξέρω τι
να το κάνω πώς να το βάλω σε μεγαλύτερη γλάστρα</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
κι έτσι το
αφήνω στο μέγεθος που το πήρα</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
δεν σε
παίρνω τηλέφωνο </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
γιατί δεν
είμαι σίγουρη τι να κάνω την γλάστρα σου</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
πιο μεγάλη πιο μικρή</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
αλλά κοίτα <span lang="EN-US" style="mso-ansi-language: EN-US;">mamadonna</span><span lang="EN-US"> </span>συντηρώ
ένα κήπο</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">I’m doing some progress here<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">preserving things in life</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">this is not enough kido<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">I know mamadonna<o:p></o:p></span></div>
<br /><br />
<div>
you need at least two</div>
<div>
to have a story</div>
</div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-38105090679130281082020-04-15T01:38:00.000+03:002020-05-29T01:35:15.617+03:00mommy’s birthday<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="MsoNormal">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-sb-rd3JMDow/XtA8gOajZAI/AAAAAAAACtk/V0w9sZKCyrIz3Mdq5U4RAS_hIUFmcKVkgCLcBGAsYHQ/s1600/mom.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="947" data-original-width="1600" height="378" src="https://1.bp.blogspot.com/-sb-rd3JMDow/XtA8gOajZAI/AAAAAAAACtk/V0w9sZKCyrIz3Mdq5U4RAS_hIUFmcKVkgCLcBGAsYHQ/s640/mom.jpg" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">δεν μπορούσα να κοιμηθώ χτες με τίποτα<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">στριφογύρναγα μέχρι που σηκώθηκα</span><span lang="EN-US" style="font-family: "roboto mono"; mso-ansi-language: EN-US;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">σχεδόν ξύπνησα την αδερφή μου<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">έκανα ένα τσιγάρο στα κρυφά<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">από αυτά που με ριζώνουν σε μια αρχέτυπη θέση:<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">εγώ η μεγάλη κόρη έξω στο μπαλκόνι<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">υπολογισμένες κινήσεις μείωσης του ήχου ή της
μυρωδιάς<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">οι δικοί μου μέσα ήσυχοι<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">ίσως στο 3<sup>ο</sup> rem</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">εκτός από τη μάνα μου <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">που πιστεύω σπάνια κοιμάται ήσυχη<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">συγκεκριμένα τέτοιες στιγμές <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">τη φαντάζομαι κι αυτήν να στριφογυρίζει στο
κρεβάτι της<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">να σκέφτεται αυτά που είπαμε<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">να ξαναεπισκέπτεται τις ιστορίες της που
αγγίξαμε<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">ή τις λεπτομέρειες που ποτέ δεν μας αποκάλυψε<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">το ρίζωμα δεν βοήθησε την ανησυχία
μου<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">ξανάπεσα<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">κι ακόμα τίποτα<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">τα περιστέρια είχαν αρχίσει να γουργουρίζουν
από ώρα<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">και από το κενό της κουρτίνας έβλεπα τον
ουρανό να ανοίγει<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">προσπάθησα να συγκεντρωθώ στην ανάσα μου <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">σε λεπτομέρειες χώρων ή αναμνήσεων<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">αλλά τίποτα δεν έμοιαζε να πιάνει</span><span lang="EN-US" style="font-family: "roboto mono"; mso-ansi-language: EN-US;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">με ταρακούνησες που διαισθάνθηκες ήδη την
απουσία μου<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">σκεφτόμουν το ταξίδι του ήρωα<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">που επιστρέφει με την νέα γνώση<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">σκεφτόμουν όλες τις επιστροφές μου<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">σκεφτόμουν τις πρώτες συναναστροφές και
συνάψεις<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">μετά τον χωρισμό <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">ανοιχτή και κενή έτοιμη ή όχι<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">να ξανασυνδεθείς<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">δεν είσαι σίγουρη ποια είναι η νέα γνώση<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">μετέωρη από την άρνηση προσγείωσης<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">στο παρελθόν ή το μέλλον<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">δεν μπορείς να πας μπροστά<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">χωρίς να επιστρέψεις <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">να αγκαλιάσεις ή όχι <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">με δικαιότερα μάτια τις αξίες σας<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">αναγκαίο βήμα πίσω<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">για την αποκατάσταση της ειρήνης <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">και της ιστορίας<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">το παλιό το τόσο οικείο<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">τόσο κοντινό και άμεσο<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">σιγουρεύομαι ότι ήμουν ερωτευμένη <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">δεν θα τα χαμε καταφέρει αλλιώς<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">δεν ξέρω τι μπορώ να καταφέρω αλλιώς<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">(αλλά είμαι έτοιμη να το δοκιμάσω)<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">κι όταν νιώθω πλέον μόνο αγάπη για μας<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">καταφέρνω να κοιμηθώ<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">κάνω χώρο για την ανησυχία μου<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">να κοιμηθεί μαζί μου<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">όπως φαντάζομαι κάνει κι η μαμά μου<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "roboto mono";">με την δικιά της<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<br />
<br /></div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-3796398523845181422020-03-26T16:04:00.000+02:002020-03-26T16:04:09.656+02:00a5-love-chronicles.dwg<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
<br /></div>
<iframe src="https://editor.p5js.org/KaterinaMagarini/embed/aQUZwUfbM" style="height: 800px; width: 100%;"></iframe></div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-15459717714764100212020-03-22T03:47:00.000+02:002020-03-22T03:47:23.912+02:00γνώριμα σιωπηλή<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-U9rNJjXdhcY/Xna99jpqdZI/AAAAAAAACqY/bzxkJIW4A7Q79Kk7pg--IX6vNmWBWzA-QCLcBGAsYHQ/s1600/IMG_20190216_174919.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://1.bp.blogspot.com/-U9rNJjXdhcY/Xna99jpqdZI/AAAAAAAACqY/bzxkJIW4A7Q79Kk7pg--IX6vNmWBWzA-QCLcBGAsYHQ/s640/IMG_20190216_174919.jpg" width="640" /></a></div>
<br />
δεν μ' άρεσε πια όπως με διάβαζες<br />
κι έτσι δεν έβρισκα το νόημα<br />
να παραμένω σε αυτήν την ιστορία<br />
<br />
έμεινα γνώριμα σιωπηλή την υπόλοιπη μέρα<br />
λευκή στο χρώμα του <a href="https://www.youtube.com/watch?v=jwDPzTW-HBA" target="_blank">πάγου</a><br />
<br /></div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-9027558735655996902020-03-18T16:02:00.000+02:002020-03-18T16:02:08.195+02:00ξύπνησες κάτι μέσα μου χωρίς να το ζητήσω<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
<br /></div>
<iframe height="800" src="https://magarini.github.io/horny-afternoon/" style="width: 100%;"></iframe>
<br />
<div style="text-align: center;">
τώρα αυτό που άνοιξες δεν μπορώ να κλείσω</div>
<div style="text-align: center;">
<br /></div>
</div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-81014001492675589512020-02-03T02:21:00.000+02:002020-02-03T02:21:22.474+02:00κυριακή γιορτή<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: left;">
<a href="https://1.bp.blogspot.com/-gY9v3mN-7eQ/XjdgtdmNxEI/AAAAAAAACog/DVOUySygHi4wr1yLvIjZJ8H_2_ZsffLcQCLcBGAsYHQ/s1600/sunnny%2Bday.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="836" data-original-width="1600" height="334" src="https://1.bp.blogspot.com/-gY9v3mN-7eQ/XjdgtdmNxEI/AAAAAAAACog/DVOUySygHi4wr1yLvIjZJ8H_2_ZsffLcQCLcBGAsYHQ/s640/sunnny%2Bday.jpg" width="640" /></a></div>
<br />
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
το δέρμα μου
μυρίζει καμένο από τον ήλιο</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
μιλάμε
ξαπλωμένα στα γρασίδια</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
περιμένοντας
την να τελειώσει</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
5 λεπτά ακόμα - 5 δικά της λεπτά</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
να φύγουμε
αυτή κάθεται πίσω στον κύκλο </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
έχει γύρει
πάνω στη φίλη της </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
και ζηλεύει
τα φτερά και τις στολές τους</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
κι εμείς χαζεύουμε
άλλες φυλές να χοροπηδάνε</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
μοιάζουν μεθυσμένα
και δεν είναι καν δώδεκα</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
σε άλλη
γειτονιά σε άλλα πάρκα που δεν ξέρουμε</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
σκεφτόμαστε πως
θα παίζαμε αν ήμασταν μικρά</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
κι όταν
αποφασίζει να ρθει και ξεκινάμε για πίσω</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
έχει πάλι
κάποια φαϊνή ιδέα και καταλήγουμε </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
να περπατάμε
την λένορμαν κι ο δρόμος πίσω</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
γίνεται ένα
κάποιο σαφάρι που της θυμίζει </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
25<sup>η</sup>
μαρτίου αλλά είναι απλά αλκυονίδα κυριακή</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<br /></div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com1tag:blogger.com,1999:blog-6438116756173859384.post-89148666657399453112020-01-31T02:25:00.000+02:002020-01-31T02:25:45.139+02:00post-bed-talk<div dir="ltr" style="text-align: left;" trbidi="on">
<iframe height="700" src="https://editor.p5js.org/KaterinaMagarini/embed/_gEMxCPA" width="700"></iframe></div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-46524743492020444362020-01-06T16:01:00.000+02:002020-01-06T16:18:53.864+02:00τελετές λήξης<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: left;">
<a href="https://1.bp.blogspot.com/-9CWYn-BohC8/XhM5HzeIW9I/AAAAAAAACnE/gmtmt0wFNecyNhyMjNbgiOGEskQ8VhrXgCLcBGAsYHQ/s1600/IMG_20200101_051634.jpg" imageanchor="1"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://1.bp.blogspot.com/-9CWYn-BohC8/XhM5HzeIW9I/AAAAAAAACnE/gmtmt0wFNecyNhyMjNbgiOGEskQ8VhrXgCLcBGAsYHQ/s640/IMG_20200101_051634.jpg" width="640" /></a></div>
<div style="text-align: center;">
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: left;">
<span style="font-family: "Roboto Mono";">Οι φίλες φύγανε<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: left;">
<span style="font-family: "Roboto Mono";">Φάγαμε τα τελευταία κομμάτια βασιλόπιτας στο
κρεβάτι<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: left;">
<span style="font-family: "Roboto Mono";">Αρνούμαστε να μαζέψουμε ακόμα</span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: left;">
<span style="font-family: "Roboto Mono";">Τελευταίος ύπνος όπως μας αξίζει<o:p></o:p></span></div>
<div style="text-align: left;">
<br /></div>
</div>
</div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com2tag:blogger.com,1999:blog-6438116756173859384.post-81113773330138747662019-10-18T23:11:00.000+03:002019-10-18T23:11:08.609+03:00revival<div style="shadow-boxing:10px 10px black";>
<div dir="ltr" style="text-align: left;" trbidi="on">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-SNys9tASspk/XaoZHgwUskI/AAAAAAAACgc/andCbzrTIGg7Xmxl1mPWenSTNuIVE4KHwCLcBGAsYHQ/s1600/IMG_9629.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1066" data-original-width="1600" height="426" src="https://1.bp.blogspot.com/-SNys9tASspk/XaoZHgwUskI/AAAAAAAACgc/andCbzrTIGg7Xmxl1mPWenSTNuIVE4KHwCLcBGAsYHQ/s640/IMG_9629.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">η θέση των παπουτσιών της απ' τη δευτέρα</td></tr>
</tbody></table>
</div>
<div>
<br /></div>
άνοιξα στην φίλη μου την ν<br />
είπα επικρατεί χαμούλης<br />
α καλά όπως πάντα μου είπε<br />
<br />
στο δωμάτιο μου ζούμε σίγουρα τρεις<br />
συχνά τέσσερις άνθρωποι<br />
αυτή τη στιγμή<br />
<br />
η φίλη μου η ρ μου πε χτες<br />
ότι το χει παρατραβήξει με τα πράγματα<br />
που αφήνει στο δωμάτιο μου<br />
της είπα δεν με πειράζουν τα πράγματα<br />
οι κούπες με πειράζουν<br />
<br />
η ρ έφυγε σήμερα για κάποιο *αρκετό* καιρό<br />
<i>//δυσκολευόμουν να μην της κάνω μούτρα</i><br />
<br />
όπως μπήκα τώρα στο δωμάτιο μου<br />
χάζεψα τα αφημένα της πράγματα τριγύρω<br />
λείπαν τα καινούργια της παπούτσια<br />
που μάζεψε πριν φύγει <br />
απ΄τη κυριολεκτική μέση του πατώματος<br />
όπου ήταν αφημένα για μέρες<br />
<br />
μου έλειπαν τόσο που πήγα και τα έφερα<br />
απ'το δωμάτιο της <br />
τα ξαναέβαλα πίσω στην κυριολεκτική μέση<br />
και τα έβγαλα φωτογραφία<br />
<br />
από τότε που μένουμε μαζί<br />
έγινε πολύ δύσκολο το να είμαι δωματιάκιας<br />
<br />
με το που μπαίνει συνήθως στο σπίτι<br />
αφήνει τα πραγματά της στο δωμάτιο μου<br />
και στρογγυλοκάθεται<br />
<br />
λείπει μόνο μερικές ώρες<br />
<br />
έγινα επιτέλους έστω για λίγο <br />
δωματιάκιας<br />
<br />
<i>//βγάζω φωτογραφίες τα παπούτσια της</i></div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-60999300533220622402019-06-28T16:28:00.000+03:002019-06-28T16:28:41.543+03:00εσύ σαν χώρος<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://1.bp.blogspot.com/-jAtMbc1Zr40/XRYVmRWSzDI/AAAAAAAACdk/BQ_OuZlBAq8tcAa1ROwFtvJagIChV5hHACLcBGAs/s1600/%25CF%2583%25CF%2580%25CE%25B7%25CE%25BB%25CE%25B9%25CE%25B1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://1.bp.blogspot.com/-jAtMbc1Zr40/XRYVmRWSzDI/AAAAAAAACdk/BQ_OuZlBAq8tcAa1ROwFtvJagIChV5hHACLcBGAs/s640/%25CF%2583%25CF%2580%25CE%25B7%25CE%25BB%25CE%25B9%25CE%25B1.jpg" width="640" /></a></div>
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Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com1tag:blogger.com,1999:blog-6438116756173859384.post-23499841465196319792019-04-09T02:00:00.000+03:002019-04-09T02:00:01.474+03:00i miss my bus friend<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://2.bp.blogspot.com/-q2XYOSlMz8c/XKvSHYjfuAI/AAAAAAAACac/oPHiImi1X5Qdc35Ov391cU243uq7Fz_8ACLcBGAs/s1600/my%2Bbus%2Bfriend.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="756" data-original-width="906" height="534" src="https://2.bp.blogspot.com/-q2XYOSlMz8c/XKvSHYjfuAI/AAAAAAAACac/oPHiImi1X5Qdc35Ov391cU243uq7Fz_8ACLcBGAs/s640/my%2Bbus%2Bfriend.jpg" width="640" /></a></div>
<br /></div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-29566583630895452882019-04-07T03:13:00.000+03:002019-04-07T03:13:20.666+03:00Σάββατο βράδυ<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<iframe height="600" src="https://editor.p5js.org/KaterinaMagarini/embed/RyL0b9Bcy" width="800"></iframe><span style="font-size: x-small;">
click me</span></div>
</div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com1tag:blogger.com,1999:blog-6438116756173859384.post-45482298717157423742019-04-01T20:34:00.000+03:002019-04-01T20:34:24.847+03:00πράγματα που δεν λέω σε κανένα<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://1.bp.blogspot.com/-kgtpnls1owI/XKJK3TZwyoI/AAAAAAAACZg/lytN2_wvMQEJkejJ8-7OQj_qJsLTqX9QQCLcBGAs/s1600/%25CF%2580%25CF%2581%25CE%25B1%25CE%25B3%25CE%25BC%25CE%25B1%25CF%2584%25CE%25B1%25CF%2580%25CE%25B4%25CE%25B5%25CE%25BD%25CF%2583%25CE%25BF%25CF%2585%25CE%25BB%25CE%25B5%25CF%2589.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1132" data-original-width="1600" height="452" src="https://1.bp.blogspot.com/-kgtpnls1owI/XKJK3TZwyoI/AAAAAAAACZg/lytN2_wvMQEJkejJ8-7OQj_qJsLTqX9QQCLcBGAs/s640/%25CF%2580%25CF%2581%25CE%25B1%25CE%25B3%25CE%25BC%25CE%25B1%25CF%2584%25CE%25B1%25CF%2580%25CE%25B4%25CE%25B5%25CE%25BD%25CF%2583%25CE%25BF%25CF%2585%25CE%25BB%25CE%25B5%25CF%2589.jpg" width="640" /></a></div>
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Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-8754484337164058692019-02-23T20:38:00.000+02:002019-02-23T20:38:48.238+02:00<div dir="ltr" style="text-align: left;" trbidi="on">
<iframe height="300" src="https://editor.p5js.org/KaterinaMagarini/embed/KwYR9tcMV" width="600"></iframe></div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-27110743729254982582018-12-23T21:37:00.000+02:002018-12-23T21:37:45.080+02:00bed diagramms #1<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://1.bp.blogspot.com/-QuOwYZ76umM/XB_jGZ0VLWI/AAAAAAAACXA/loLfxNWu77YGUVqYLcN4YqsmQ6-tg-enwCLcBGAs/s1600/bed%2Bdiagram%2B1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="370" src="https://1.bp.blogspot.com/-QuOwYZ76umM/XB_jGZ0VLWI/AAAAAAAACXA/loLfxNWu77YGUVqYLcN4YqsmQ6-tg-enwCLcBGAs/s1600/bed%2Bdiagram%2B1.jpg" /></a></div>
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Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com4tag:blogger.com,1999:blog-6438116756173859384.post-7343568554851890582018-12-17T01:39:00.000+02:002018-12-17T01:39:01.265+02:00map of early birds<div dir="ltr" style="text-align: left;" trbidi="on">
<iframe height="480" src="https://www.google.com/maps/d/u/2/embed?mid=1iyd8M0dMXAKoyhxOwzJWp8N7E5Ub6DLi" width="640"></iframe><br />
υ.γ. ο χάρτης είναι ανοιχτός για όποιο θέλει να σημειώσει αποσπάσματα της πρωινής ρουτίνας του</div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-73632504924261539052018-10-15T00:55:00.000+03:002018-10-15T00:55:05.914+03:00όταν γυρίζω σπίτι μόνη<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
με ότι ψυχραιμία έχει απομείνει στο ντεπόζιτο μου<br />
εγκαθιστώ τεχνητή παρέα στα αυτιά μου<br />
που με πιάνει απ' το χέρι<br />
και με ρωτά<br />
<a href="https://www.youtube.com/watch?v=2w0ZJfsjjsI" target="_blank">how was your day my dear</a><br />
<br />
μέχρι να διαλυθεί η μπλε καραμέλα στο στόμα μου<br />
και να φάω την επόμενη<br />
ελπίζοντας ότι αυτή τη φορά<br />
θα πετύχω μία με κόκκινη γεύση</div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0tag:blogger.com,1999:blog-6438116756173859384.post-43257884837353336282018-10-08T14:29:00.001+03:002018-10-08T14:29:54.638+03:00άλλα είδη κρούσεων<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: #cccccc;">εμείς: </span><br />
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<span style="background-color: #cccccc;">τελευταία: </span></div>
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<a href="https://1.bp.blogspot.com/-IQznsIitPpg/W7s-T3bAnTI/AAAAAAAACTw/1nG5dZo9RhIsb9v-WBHds13g0Szef7dtACLcBGAs/s1600/Elastischer_sto%25C3%259F2.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="120" data-original-width="500" height="76" src="https://1.bp.blogspot.com/-IQznsIitPpg/W7s-T3bAnTI/AAAAAAAACTw/1nG5dZo9RhIsb9v-WBHds13g0Szef7dtACLcBGAs/s320/Elastischer_sto%25C3%259F2.gif" width="320" /></a></div>
Kathttp://www.blogger.com/profile/04493372039933476168noreply@blogger.com0