tag:blogger.com,1999:blog-38374387818780171732024-03-05T05:10:11.957-08:00ΟρθοπεταλιέςΠοδηλατικός Σύλλογος ΑργολίδαςΆκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.comBlogger70125tag:blogger.com,1999:blog-3837438781878017173.post-21019247811671453922012-12-25T03:06:00.003-08:002012-12-25T03:06:40.946-08:00Χορός Ορθοπεταλιών<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG_Y8iZnZ65VehM7XBs1C3zJo8dEObibzm8zA2d80TnaYNfW8V6dVfRH2kWVzzVFSdBMY_V2KZxz3vBwIwewJuJF09n_uBUMm0IEWtsmlfoeW7YayjfleLIcqIQPF120oTnUwkqwLtcGw/s1600/Untitled+1bbbb.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG_Y8iZnZ65VehM7XBs1C3zJo8dEObibzm8zA2d80TnaYNfW8V6dVfRH2kWVzzVFSdBMY_V2KZxz3vBwIwewJuJF09n_uBUMm0IEWtsmlfoeW7YayjfleLIcqIQPF120oTnUwkqwLtcGw/s320/Untitled+1bbbb.bmp" width="214" /></a></div>
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Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-53017446532031894832012-05-16T10:28:00.000-07:002012-05-16T10:28:03.281-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKuK5m3nr0b9QGWWJas9e9vL6fxLR66EcuVahwthcJG3xv4y48u3AA_w2s_NWW0ZlOncJxGWC4bbcwvYjhHuLl5PTTxqDlzI_h6e6VmQSpv6FeOyzO-8wGbBq10cN95u9eMuNTu8kw9KI/s1600/par.+Astros.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><b><span style="font-size: x-large;">Ποδηλατοβόλτα στο Παράλιο Άστρος</span></b><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKuK5m3nr0b9QGWWJas9e9vL6fxLR66EcuVahwthcJG3xv4y48u3AA_w2s_NWW0ZlOncJxGWC4bbcwvYjhHuLl5PTTxqDlzI_h6e6VmQSpv6FeOyzO-8wGbBq10cN95u9eMuNTu8kw9KI/s320/par.+Astros.jpg" width="320" /></a></div>
<h6 class="uiStreamMessage" data-ft="{"type":1,"tn":"K"}">
<span style="font-size: small;"><span class="messageBody" data-ft="{"type":3}">Την Κυριακή 20 Μαΐου πάμε παράλιο Άστρος για μπανάκι μανάκι με το ποδηλατάκι!<br />
Αναχώρηση από Ναύπλιο 9,30 από περιφερειακή Διοίκηση, από Άργος 9,30
από λαϊκή αγορά. Οι από Ν. Κίο θα συναντηθούν με τους εκ Ναυπλίου στις
9,50 στο περίπτερο στην Ιχθυόσκαλα της Ν. Κίου. 10,00 συνάντηση όλων των
ομάδων στους Μύλους στο παλιό κοινοτικό κατάστημα επί του κεντρικού
δρόμου. Απαραίτητο σέρβις πριν την εκκίνηση, σαμπρέλες, νερό και φυσικά
κράνος και καλή διάθεση. Να είστε συνεπείς στο ραντεβού για να
αποφύγουμε ταλαιπωρίες και ζέστη</span></span></h6>
<h6 class="uiStreamMessage" data-ft="{"type":1,"tn":"K"}">
<span style="font-size: small;"><span class="messageBody" data-ft="{"type":3}">Διαδρομή κατάλληλη για όλα τα ποδήλατα. Απόσταση από Ναύπλιο, 30,5 χιλ. και από Άργος 31,2 χιλ. </span></span></h6>
</div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-69983344249566828082012-05-13T10:12:00.000-07:002012-05-13T10:12:13.902-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<span id="goog_554637647"></span><span id="goog_554637648"></span><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxy4iTq11Xe2h6x2dN1xv0MiRxtpR4iPYSnvS7iC-LMDB9OQvcNloMdy_sluyg1TbTyFauhdWxmYI8cG6GX7A' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<h6 class="uiStreamMessage" data-ft="{"type":1,"tn":"K"}" style="font-weight: normal;">
<b><span style="font-size: small;"><span class="messageBody" data-ft="{"type":3}">Παρά
τις εξετάσεις στα ξενόγλωσσα μαθήματα και τις ψιχάλες οι συμμετέχοντες
στην πορεία στο τέλος ξεπέρασαν τους 200. Οι εκδήλωση έκλεισε με την
έκθεση παλαιών ποδηλάτων δύο ιδιωτών συλλεκτών στην αυλή του δημαρχείου
και το μοίρασμα της αγαπημένης σε μικρούς και μεγάλους ποδηλάτισσας του
σήματος του Συλλόγου. Φυσικά δεν έλειψε και η καθιερωμένη βόλτα
κοινωνικοποίησης ενηλίκων του συλλόγου στους "Μύλους". </span></span></b></h6>
<h6 class="uiStreamMessage" data-ft="{"type":1,"tn":"K"}" style="font-weight: normal;">
<b><span style="font-size: small;"><span class="messageBody" data-ft="{"type":3}"> </span></span></b></h6>
<h6 class="uiStreamMessage" data-ft="{"type":1,"tn":"K"}" style="font-weight: normal;">
<b><span style="font-size: small;"><span class="messageBody" data-ft="{"type":3}">Στο δημαρχείο του Άργους θυροκολλήθηκε το ακόλουθο ψήφισμα: </span></span></b>
</h6>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16pt; line-height: 115%;"></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16pt; line-height: 115%;"> Ψήφισμα</span></b><span style="font-family: "Times New Roman","serif";"></span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">Άργος </span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">13</span><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"> Μαΐου 201</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">2</span><span style="font-family: "Times New Roman","serif";"></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 14pt;">Εμείς
οι πολίτες του Δήμου Άργους –Μυκηνών, μετά από διαλογική συζήτηση αποφασίσαμε
να ζητήσουμε την ενεργοποίηση της δημοτικής αρχής για την δημιουργία ενός
κεντρικού ποδηλατικού άξονα του νομού παράλληλα με τι γραμμές του τρένου που θα
συνδέει τις δύο μεγάλες πόλεις και θα αποτελεί συνέχεια του σχεδιαζόμενου ποδηλατοδρόμου
Αθηνών –Κορίνθου. Πέραν αυτού ζητάμε η δημοτική αρχή να προβεί σε μελέτη
δημιουργίας ενός δικτύου ποδηλατοδρόμων μέσα στην πρωτεύουσα του δήμου, όσο και
στην σύνδεση αυτής με τα τοπικά διαμερίσματα. Ενδεικτικά αναφέρουμε
δρόμους-διαδρομές που θα μπορούσαν και
αύριο να χαρακτηριστούν ως ποδηλατόδρομοι: </span><span style="font-size: 14pt;">Ν.
Κιου-Κεφαλαρίου (παράλληλα στον Ερασίνο), Άργους-Κεφαλαρίου-Σκαφιδακίου-Μύλων-Αρδάμι-Κυβερίου
(παράλληλα στο κανάλι του Αναβάλου), υπάρχοντες δρόμοι δίπλα από την γραμμή του
ΟΣΕ από τον Αγ. Βασίλειο έως το Μπολάτι, δημιουργία ποδηλατοδρόμου πίσω από τις
προστατευτικές μπάρες του νότιου περιφερειακού, πύκνωση των πεζοδρομήσεων μέσα
στην πόλη του Άργους κλπ.</span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 14pt;">Τα τελευταία
χρόνια και λόγω της δραστηριοποίησης του συλλόγου μας, πολλοί συμπολίτες μας,
όλων των ηλικιών στρέφονται πλέον προς το ποδήλατο ως ένα οικονομικό,
φιλικότατο στο περιβάλλον και χρήσιμο για την υγεία τους μεταφορικό μέσο. Πριν
μερικά χρόνια το δημοτικό συμβούλιο Άργους ψήφισε κανονισμό με τον οποίο
επιτρέπεται εν μέρει η χρήση των πλατειών και των πεζοδρόμων από τους
ποδηλάτες. Λόγω της ραγδαίας αύξησης των χριστών θα πρέπει τώρα το συμβούλιο να
προχωρήσει σε οριοθέτηση ζωνών ποδηλατοκίνησης.</span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 14pt;">Έχουμε
δικαίωμα να επιλέγουμε το μέσο με το οποίο θα κινηθούμε και η αδιαφορία της
πολιτείας μας στερεί την δυνατότητα ασφαλούς μετακίνησης και κοινωνικοποίησης
μέσω του ποδηλάτου.</span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 14pt;">Το Άργος
είναι πια μια από τις τελευταίες πόλεις της Ελλάδας χωρίς πρόβλεψη για
ποδηλατοδρόμους. Είναι καιρός να ανατραπεί κι αυτή η αρνητική εικόνα της πόλης.</span></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">Όλοι μαζί, ποδήλατα –πεζή</span></b></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">Ποδηλατόδρομοι τώρα και όχι «μελλοντικά»!!!</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16pt; line-height: 115%;"> </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Ορθοπεταλιές
Αργολίδας</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16pt; line-height: 115%;"></span></b></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Ομάδα Άργους-Μυκηνών</span><span style="font-family: "Times New Roman","serif";"></span></div>
</div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-49019299674655495382012-05-11T04:03:00.002-07:002012-05-11T04:21:05.231-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<span class="caption">Για μ</span><span class="textexposedshow">ια
ακόμα χρονιά, ο ποδηλατικός σύλλογος Αργολίδας Ορθοπεταλιές καλεί τα μέλη του
να συμμετέχουν στις κατά τόπους ποδηλατοπορείες που διοργανώνονται σε Άργος,
Ναύπλιο, Κρανίδι, την Κυριακή 13 Μαΐου, ανεξαρτήτως φορέα διοργάνωσης.</span><br />
<span class="textexposedshow">Στο Άργος η εκκίνηση θα δοθεί στις 10 το πρωί στην
λαϊκή Αγορά (διοργάνωση Ορθοπεταλιές), στο Ναύπλιο στις 12 το μεσημέρι στην
πλατεία Φιλελλήνων (διοργάνωση ποδηλάτες Ναυπλίου) και στο Κρανίδι στην
κεντρική-άνω πλατειά στις 10 πμ. (Ορθοπεταλιές και φίλοι του ποδηλάτου Ερμιονίδας).</span><br />
<b><span class="textexposedshow"> </span><span class="textexposedshow"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Όσοι δεν διαθέτουν δικό τους ποδήλατο, μπορούν
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<![endif]--><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span><br />
<span class="textexposedshow"></span><span class="textexposedshow"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_fCn7w5UPY4lq6K82WWhdjfMK1VQndlUjHS40QcIUewiichWw_BfdqqJv1FfJU5exbovg25yAQu-fa1bg-ULz40o81yzPWmvj1xMl4Oj7urOu6lsK0BE9UA7fnUF-OZsaDETnXDXslrc/s1600/611_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKr6zifgcP8xJSW3tVMmj14tosbLsfN2Bxg-Dt0H8M6eq-1soGu0eC08mHn8seI26u0JYydffTyIWhYm2ihM8YRZETjD08t0lrBQDUtjv8s40eHh4jjMyt_5iAK5lALZyfG877m3A3WzE/s1600/%CE%94%CE%B9%CE%B1%CE%B4%CF%81%CE%BF%CE%BC%CE%AE.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKr6zifgcP8xJSW3tVMmj14tosbLsfN2Bxg-Dt0H8M6eq-1soGu0eC08mHn8seI26u0JYydffTyIWhYm2ihM8YRZETjD08t0lrBQDUtjv8s40eHh4jjMyt_5iAK5lALZyfG877m3A3WzE/s320/%CE%94%CE%B9%CE%B1%CE%B4%CF%81%CE%BF%CE%BC%CE%AE.jpg" width="316" /></a></div>
<br />
<span class="textexposedshow">Η συμμετοχή γίνεται με ατομική προσωπική ευθύνη και
οι γονείς ευθύνονται για την συμμετοχή των παιδιών τους.</span><br />
<span class="textexposedshow">Στο τέλος της πορείας στο Άργος θα διαβαστεί
ψήφισμα και θα ξανατονιστεί η αναγκαιότητα χρησιμοποίησης του ελεύθερου χώρου
δίπλα απ την σιδηροδρομική γραμμή για την δημιουργία ενός κεντρικού
ποδηλατοδρόμου που θα συνδέει τις δύο μεγάλες πόλεις του νομού, τους
αρχαιολογικούς χώρους Μυκηνών, Άργους, Τίρυνθας, Ναυπλίου και την προοπτική
επέκτασής του προς την Επίδαυρο και την Ερμιονίδα.</span><br />
<br />
<i><b><span class="textexposedshow"><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Στην αυλή του Δημαρχείου Άργους θα φιλοξενηθεί
μικρή έκθεση παλαιών ποδηλάτων της ιδιωτικής συλλογής του φίλου Θεοφάνη
Καραμήτσου.</span></span></b></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EL; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><i><b><br style="mso-special-character: line-break;" /></b></i>
</span><span class="textexposedshow"> </span><br />
<span class="textexposedshow">Η Πανελλαδική Ποδηλατοπορεία δεν είναι άλλη μια,
ποδηλατόβολτα. Είναι η κορυφαία συλλογική πράξη διεκδίκησης της ποδηλατικής
κοινότητας για το αυτονόητο: μια αξιοπρεπή ποιότητα ζωής στις πόλεις μας, που
θα βασίζεται στην αλλαγή του τρόπου με τον οποίο βλέπουμε τις μετακινήσεις. </span><br />
<span class="textexposedshow">ΔΙΕΚΔΙΚΟΥΜΕ ανθρώπινες πόλεις με αναβάθμιση
συγκοινωνιών - κατασκευή ποδηλατοδρόμων - πεζοδρομήσεις</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo8Gt2_zyQiH68bMTSDkccnWZBTa3iXBs8O53s0gyfEIZOF8hwVicTtwlfsSZyIIFynfWeJBhMR89RjtlRRPgqaAJlBYoMe1p3aHXqTFGj4oxvu06HdS9R6hLkNQJ5HSNtT4aKJEqPtSE/s1600/FLYER_PP2012_ELL.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo8Gt2_zyQiH68bMTSDkccnWZBTa3iXBs8O53s0gyfEIZOF8hwVicTtwlfsSZyIIFynfWeJBhMR89RjtlRRPgqaAJlBYoMe1p3aHXqTFGj4oxvu06HdS9R6hLkNQJ5HSNtT4aKJEqPtSE/s320/FLYER_PP2012_ELL.jpg" width="320" /></a></div>
<br /></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-44841095139035618352012-04-30T07:15:00.004-07:002012-04-30T07:15:48.635-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEissxoSjqtH-39hLTxHUtgbeHg_jwsHEz4NTNthePJwKp4_uqCoFEER5w9sCWjULTWD7XjRyrDQIje2wRxeJJUM7vi8dW28N4N8-1ql9WBih2N0RPXxoz4yqg52js2caBCQJiWAlddHQP8/s1600/%25CE%259D%25CE%25B5%25CE%25BF+%25CE%2593%25CE%25BF%25CF%2585%25CE%25BD%25CF%2584%25CF%2583%25CF%2584%25CE%25BF%25CE%25BA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b><span style="background-color: white; color: red;">ΝΕΟ ΓΟΥΝΣΤΟΚ</span></b></span></h2>
<h2 class="separator" style="background-color: white; clear: both; text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>Πρωτομαγιά στον Βάλτο του Άργους</b></span></h2>
<div style="background-color: #f3f3f3; text-align: left;">
<span style="background-color: lime; font-family: Arial,Helvetica,sans-serif; font-size: large;">Φέτος, πέρα απ τα εργατικά κέντρα και τις διαδηλώσεις, θα πλέξουμε το μαγιάτικο στεφάνι μας με άνθη και χορτάρια του Βάλτου του Άργους. Ομαδικά θα ξεκινήσουμε από Άργος (λαϊκή αγορά) και Ναύπλιο (Περιφερειακή Διοίκηση) στις 10πμ. και θα διασχίσουμε τον βάλτο από διαφορετικές διευθύνσεις.</span></div>
<div class="separator" style="background-color: white; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEissxoSjqtH-39hLTxHUtgbeHg_jwsHEz4NTNthePJwKp4_uqCoFEER5w9sCWjULTWD7XjRyrDQIje2wRxeJJUM7vi8dW28N4N8-1ql9WBih2N0RPXxoz4yqg52js2caBCQJiWAlddHQP8/s1600/%25CE%259D%25CE%25B5%25CE%25BF+%25CE%2593%25CE%25BF%25CF%2585%25CE%25BD%25CF%2584%25CF%2583%25CF%2584%25CE%25BF%25CE%25BA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEissxoSjqtH-39hLTxHUtgbeHg_jwsHEz4NTNthePJwKp4_uqCoFEER5w9sCWjULTWD7XjRyrDQIje2wRxeJJUM7vi8dW28N4N8-1ql9WBih2N0RPXxoz4yqg52js2caBCQJiWAlddHQP8/s320/%25CE%259D%25CE%25B5%25CE%25BF+%25CE%2593%25CE%25BF%25CF%2585%25CE%25BD%25CF%2584%25CF%2583%25CF%2584%25CE%25BF%25CE%25BA.jpg" width="320" /></a></div>
<div style="text-align: left;">
<span style="background-color: white; font-family: Arial,Helvetica,sans-serif; font-size: large;"> Η κίτρινη γραμμή και η πράσινη γραμμή είναι διαδρομές ιδιαίτερου φυσικού κάλους. Ακολουθώντας τις διαδρομές μπορείτε και μεμονωμένα να έρθετε στο σημείο συνάντησής μας. Φροντίστε να φέρετε κάτι για φαγητό ή και για ποτό. Θα υπάρχουν ψησταριές να ψήσετε και λάιφ μουσική.</span></div>
<a name='more'></a><br /></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-64180861197697335112012-03-30T17:27:00.001-07:002012-03-31T01:27:21.057-07:00ποδηλατοβόλτα στο Κεφαλάρι<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEC9Hdt82Lz4aAslLMYoiznopStB81j8nwrAzfUha7b_jGYd83wvDWgIHN3KE5f0I0Io7ffgK9CgaPLCvM9bhA89Nqn0V-82WiSupssLrrMXvEMkGVIiezMREdyBo5DoCZnSxYj0wuMGA/s1600/Argos-Kokla-Kefalari-Argos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEC9Hdt82Lz4aAslLMYoiznopStB81j8nwrAzfUha7b_jGYd83wvDWgIHN3KE5f0I0Io7ffgK9CgaPLCvM9bhA89Nqn0V-82WiSupssLrrMXvEMkGVIiezMREdyBo5DoCZnSxYj0wuMGA/s320/Argos-Kokla-Kefalari-Argos.jpg" width="320" /></a></div>Έτοιμοι για βόλτα; Την Κυριακή 1η Απρίλη αποφεύγουμε τα ψέματα και πάμε ποδηλατοβόλτα, για χαλάρωμα και Καφέ στο Κεφαλάρι μέσω Κόκλας γι αυτούς που επιθυμούν χωμάτινες διαδρομές και έρχονται από Άργος ή μέσω του πανέμορφου βάλτου για όσους έρχονται από Ναύπλιο και Ν. Κίο. Για τους λάτρεις της Ασφάλτου υπάρχουν πάντα οι γνωστοί ασφάλτινοι δρόμοι που σας οδηγούν εκεί. Αναχώρηση από Άργος (λαϊκή Αγορά), από Ναύπλιο (Περιφερειακή Διοίκηση, παρ, οδός Ναυπλίου-Ν. Κίου) στις 10.30πμ, Ν. Κίος (Περίπτερο- Ερασίνος) 10:50πμ. Κράνος, Σαμπρέλες, νερό και φροντισμένα ποδήλατα!!!</div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-43121474075805871132012-03-17T00:14:00.000-07:002012-03-17T00:14:17.420-07:00Λιακάδα και τα ποδήλατα ξαναβγαίνουν στους δρόμους<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if gte mso 9]><xml> <o:DocumentProperties> <o:Version>12.00</o:Version> </o:DocumentProperties> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EL</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal"><b>Λιακάδα και τα ποδήλατα ξαναβγαίνουν στους δρόμους</b>.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="text-align: justify;">Κυριακή 18 Μάρτη θα πάμε στο Κιβέρι για καφέ. Εκκίνηση από την λαϊκή του Άργους στις 10.30 το πρωί. Συνάντηση στους Μύλους, στην δεξαμενή του Αναβάλου στις 11πμ, με όσους έρχονται από την περιοχή της Ναυπλίας και της Ν. Κίου.</div><div class="MsoNormal" style="text-align: justify;"><span style="mso-spacerun: yes;"> </span>Η διαδρομή είναι χωμάτινη, κατάλληλη για αρχάριους και παιδιά αρκεί τα τελευταία να συνοδεύονται από ενήλικες. Όσοι έχουν ποδήλατα δρόμου (κούρσες) ή λάστιχα για άσφαλτο, μπορούν να ακολουθήσουν το εθνικό δίκτυο και να μας συναντήσουν στο Κιβέρι. </div><div class="MsoNormal" style="text-align: justify;">Κράνος, νερό, σαμπρέλα, τρόμπα απαραίτητα. Ελέγξτε τον αέρα στα λάστιχα, ρυθμίστε τις ταχύτητες και λαδώστε την αλυσίδα.</div><div class="MsoNormal" style="text-align: justify;">Ο καθένας μας, συμμετέχει με δική του ευθύνη.</div></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-31257281639775386512012-02-23T09:51:00.000-08:002012-02-23T09:51:27.394-08:00Διασκέδαση και Αλληλεγγύη<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTQoT2oRCFPg9tOpYmY9DToWG0bBuEYzqUAxFGLagQdM-dm2_zASTJJAmf_rlFBhwjz3IWtZFwSMJG8BBAEFtgpyMCXPu7tyRZVU5MASFHso6csC7QuYa4aq80iLa3l4vcFIJ1cmWYR5k/s1600/an.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTQoT2oRCFPg9tOpYmY9DToWG0bBuEYzqUAxFGLagQdM-dm2_zASTJJAmf_rlFBhwjz3IWtZFwSMJG8BBAEFtgpyMCXPu7tyRZVU5MASFHso6csC7QuYa4aq80iLa3l4vcFIJ1cmWYR5k/s640/an.jpg" width="640" /></a></div><br />
</div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-2471570784462733892012-02-23T09:46:00.001-08:002012-02-23T09:54:56.597-08:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLzErn0tVrnvDoZc806TYMG5WdwgMRv5R0wNeUGd35SSH8CW3hkzBPiItu967bMkKz7Z4PnsF15GMAtO9pQJctDhb0UYhzNZOko-JkNMfKETFRmhHs0Z-s8kalt9Yc-uDZ7w3D33SS3qM/s1600/afisa+ekdilosis+teliko+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="434" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLzErn0tVrnvDoZc806TYMG5WdwgMRv5R0wNeUGd35SSH8CW3hkzBPiItu967bMkKz7Z4PnsF15GMAtO9pQJctDhb0UYhzNZOko-JkNMfKETFRmhHs0Z-s8kalt9Yc-uDZ7w3D33SS3qM/s640/afisa+ekdilosis+teliko+1.jpg" width="640" /></a></div><br />
</div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-63491574484421371782012-02-23T09:45:00.001-08:002012-02-23T09:57:27.920-08:00Συμπαράσταση από Ιταλία<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz6BKmDQ-w8oRs_FhKwhxBfPxjEp5Ecs9KM7t-61nNWOVWcyr68kfu8Tt4yGZ4EmyGiO_zN8Am1OXiOCAy9CpgyeMp1m3MVvOh7yil-C8c9FObxmCHSwig2xh-7lVY9HZztP6OcVWH4XM/s1600/%CE%9F%CF%81%CE%B8%CE%BF%CF%80%CE%B5%CF%84%CE%B1%CE%BB%CE%B9%CE%AD%CF%82+1a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz6BKmDQ-w8oRs_FhKwhxBfPxjEp5Ecs9KM7t-61nNWOVWcyr68kfu8Tt4yGZ4EmyGiO_zN8Am1OXiOCAy9CpgyeMp1m3MVvOh7yil-C8c9FObxmCHSwig2xh-7lVY9HZztP6OcVWH4XM/s200/%CE%9F%CF%81%CE%B8%CE%BF%CF%80%CE%B5%CF%84%CE%B1%CE%BB%CE%B9%CE%AD%CF%82+1a.jpg" width="200" /></a></div><br />
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</div><h1 align="center" style="text-align: center;"><b><span style="font-family: "Cambria","serif";">ΜΗΝΥΜΑ ΣΥΜΜΕΤΟΧΗΣ ΚΑΙ ΥΠΟΣΤΗΡΙΞΗΣ</span></b></h1><div align="left" class="MsoSubtitle" style="text-align: left;"><b><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 16pt;">Ο ποδηλατικός Σύλλογος Αργολίδας «Ορθοπεταλιές»,</span></i></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-size: 16pt;">Συμμετέχει και υποστηρίζει τις <i><b style="mso-bidi-font-weight: normal;">Ελληνικές Κοινότητες του Brindisi, Lecce, Taranto,</b></i> στην εκδήλωση συμπαράστασης όλων των ευρωπαίων πολιτών προς την Ελλάδα, αλλά και στο ιδεώδες της Ενωμένης Ευρώπης και της Κοινωνίας των Πολιτών που θα γίνει την Κυριακή 26 Φεβρουαρίου στις 10 το πρωί (ώρα Ιταλίας) στο Λιμάνι του Brindisi - που οργανώνουν με αφορμή την παράδοση του <i><b style="mso-bidi-font-weight: normal;">«μηνύματος φιλίας, συνεργασίας και Αλληλεγγύης»</b></i> που μεταφέρει μαζί του ο <i><b style="mso-bidi-font-weight: normal;">Γρηγόρης Βερροιώτης</b></i> με το ποδήλατό του, ως σπονδοφόρος από την Ελλάδα, προς τους δήμους, τα σχολεία, καθώς και τις ενώσεις ενεργών πολιτών της Ιταλίας αλλά και 22 χώρων που θα επισκεφθεί.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-size: 16pt;">Σε ένδειξη ενεργής συμμετοχής και υποστήριξης, θα διοργανώσουμε την ίδια μέρα στις 10 το βράδυ στο ‘Μουσικό Καφενείο ΑΕΝΑΟΝ’, στην αρχαιότερη διαρκώς κατοικούμενη πόλη της Ευρώπης, το Άργος, συγκέντρωση τροφίμων για τους δοκιμαζόμενους απ την κρίση συνανθρώπους μας, τα οποία θα διατεθούν στο <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">«Κοινωνικό Παντοπωλείο Πολιτών»</i></b> του Άργους. Παράλληλα θα μεταφέρουμε το μήνυμα των εν λόγω Ελληνικών Κοινοτήτων και το «μήνυμα φιλίας, συνεργασίας και Αλληλεγγύης» του Γρηγόρη Βερροιώτη στους ποδηλάτες του Νομού μας.</span></div><div align="center" class="MsoNormal" style="text-align: center;"><br />
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</div><div class="MsoSubtitle"><i><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 16pt;">“ναι στην Αλληλεγγύη της Κοινωνίας των Πολιτών”</span></b></i><span class="gi"><span style="font-family: "Calibri","sans-serif";"></span></span></div></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-50838193225438093062011-12-19T07:25:00.000-08:002011-12-19T07:25:44.272-08:00Χορεύετε;<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBvNZBKLa64cdv8xs2dlCAMQ4TJYZcCa8j5JIiqwnYDQ1zFq3hLscIxyOUtMvWQicM7w6fRfhGc_xhfl9wWOi5UCJvlYjTS37OcMCpBE_T4IS_mzsFPGDYTCwTzwae_GV8R8Nic94p0Gc/s1600/afisa+3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBvNZBKLa64cdv8xs2dlCAMQ4TJYZcCa8j5JIiqwnYDQ1zFq3hLscIxyOUtMvWQicM7w6fRfhGc_xhfl9wWOi5UCJvlYjTS37OcMCpBE_T4IS_mzsFPGDYTCwTzwae_GV8R8Nic94p0Gc/s320/afisa+3.jpg" width="224" /></a></div><br />
</div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-59351745676023318882011-11-22T13:06:00.000-08:002011-11-22T13:07:34.702-08:00Για καφέ στο Κεφαλάρι με τις «Ορθοπεταλιές»<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCz1yinc6fx2z80Y7-2KtZ33NRKKgtfnUBsdQJwkTY1d0oYInZWzBX5ybXwM8TbbBF6_H16p_mnU_AF4fX2_Ge9HNgq0ZTxXHqOusKeLaGd-4rVMjycozJMintnrSYPJZRcuhyphenhyphenPhIW4gY/s1600/18+b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="203" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCz1yinc6fx2z80Y7-2KtZ33NRKKgtfnUBsdQJwkTY1d0oYInZWzBX5ybXwM8TbbBF6_H16p_mnU_AF4fX2_Ge9HNgq0ZTxXHqOusKeLaGd-4rVMjycozJMintnrSYPJZRcuhyphenhyphenPhIW4gY/s320/18+b.jpg" width="320" /></a></div><br />
<div class="MsoNormal">Για καφέ στο Κεφαλάρι με τις «Ορθοπεταλιές»</div><div class="MsoNormal">Εκμεταλλευόμενοι τον καλό καιρό, ελπίζουμε η πρόβλεψη να μην είναι λάθος, θα πεταχτούμε αυτή την Κυριακή27 Νοεμβρίου 2011 μέχρι το Κεφαλάρι για να απολαύσουμε το κυριακάτικο καφεδάκι μας. Όσοι θέλουν μπορούν να επιλέξουν τσιπουράκι ή μπύρα. Από το Ναύπλιο οι ποδηλάτες θα ξεκινήσουν από την παλιά Νομαρχία στις 10πμ και αφού διασχίσουν την παραλιακή θα συναντηθούν στις 10.20 περίπου με τους εξ Άργους στο περίπτερο στο ποτάμι της ν. Κίου. Από το Άργος θα ξεκινήσουν στις 10πμ από την λαϊκή αγορά, θα περάσουν από τις παλαιές εργατικές και στην συνέχεια θα φτάσουν στην ν. Κίο από τον δρόμο των «Εσπερίδων». Στην συνέχεια και οι δύο ομάδες θα κατευθυνθούν προς Κεφαλάρι μέσω του βάλτου και παράλληλα στον Ερασίνο. Η επιστροφή γίνεται από τον ίδιο δρόμο μέχρι τα μέσα του βάλτου. Εκεί οι Αργείοι στρίβουν αριστερά με κατεύθυνση προς τις νέες εργατικές, ενώ οι Ναυπλιείς και οι Κίοι συνεχίζουν έχοντας διαρκώς το ποτάμι δεξιά τους. Στην Ν. Κίο προτείνεται οι Ναυπλιείς να ακολουθήσουν την εναλλακτική διαδρομή στρίβοντας μετά το Κέντρο Εσπεριδοειδών δεξιά οδηγώντας παράλληλα στην παραλιακή μέχρι το ύψος του βιολογικού καθαρισμού, όπου και πάλι υποχρεωτικά θα χρησιμοποιήσουν την παραλιακή οδό προς Ναύπλιο.</div><div class="MsoNormal">Η διαδρομή είναι εύκολη και για αρχάριους. Κατάλληλη για όλα τα ποδήλατα εκτός από κούρσες (4-5χιλ χωματόδρομος). Θα πρέπει να έχετε μαζί σας, κράνος, νερό, σαμπρέλα, εργαλεία για να αλλάξετε λάστιχο στην ανάγκη, τρόμπα, φωτογραφική μηχανή (έχουν έρθει φοινικόπτερα στον βάλτο του Ναυπλίου) και καλή διάθεση. Όσοι συμμετέχουν, συμμετέχουν με δική τους ευθύνη, ενώ ανήλικοι χωρίς συνοδεία κηδεμόνων δεν θα γίνουν δεκτοί. Υ.Γ. Αν συναντήσετε αδέσποτα στην διαδρομή μην φοβηθείτε και αρχίσετε να τρέχετε. Σταματήστε, κατεβείτε από το ποδήλατο και απομακρυνθείτε πεζή απ το σημείο των αδέσποτων. Αν τους ρίξετε και λίγο ψωμάκι θα το εκτιμήσουν ιδιαίτερα. Προσοχή στους οδηγούς του Σαββατοκύριακου. Να είστε στην ώρα σας στο σημείο εκκίνησης.</div><div class="MsoNormal">Οι «Ορθοπεταλίες» σας</div></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com2tag:blogger.com,1999:blog-3837438781878017173.post-994578182385454252011-08-01T07:24:00.000-07:002011-08-01T07:27:04.968-07:00<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div class="MsoNormal"><span class="dtstart">Σάββατο, 6 Αυγούστου στις 7:00 μ.μ. </span>- <span class="dtend">07 Αυγούστου στις 7:30 π.μ. </span></div><div align="center" class="MsoNormal" style="text-align: center;"><hr align="center" size="3" width="100%" /></div><img alt="" 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" /><br />
<div class="MsoNormal"><span class="fn">Παραλία Λαμπαγιανά Φουρνοι</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="margin-bottom: 12.0pt;">ΣΑΒΒΑΤΟ ΒΡΑΔΥ ΣΤΗΝ ΠΑΡΑΛΙΑ ΤΩΝ ΦΟΥΡΝΩΝ ΣΤΑ ΛΑΜΠΑΓΙΑΝΝΑ!!<br />
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.................. LIVE ΑΦΘΟΝΗ ΜΟΥΣΙΚΗ .................<br />
opening and closing by Dj Vaso electropop dance<br />
'''ΕΝΑΣ ΚΑΙ ΕΝΑΣ'' & ΕΡΑΣΜΙΑ ΜΑΝΟΥ</div><div class="MsoNormal" style="margin-bottom: 12pt;"></div><div class="MsoNormal" style="margin-bottom: 12pt;"></div><div class="MsoNormal" style="margin-bottom: 12pt;">ΦΑΝΤΑΣΤΕΙΤΕ ΜΙΑ ΒΡΑΔΙΑ...<br />
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Με πολλα κοκτειλ.. ζωντανη μουσικη στην αμμο.. διπλα σας να σκαει το κυμα.... καθως ο ηλιος δυει..συντροφια με καλη παρεα..κατι απο ιδανικες στιγμες καλοκαιριου και διασκεδασης!!!<br />
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ΦΕΡΤΕ ΤΟΥΣ ΦΙΛΟΥΣ ΣΑΣ!ΜΑΖΙ ΜΕ ΠΟΛΥ ΚΕΦΙ!ΧΟΡΟ!K ΔΙΑΘΕΣΗ ΓΙΑ ΠΑΡΤΥ!!!</div><div class="MsoNormal" style="margin-bottom: 12pt;"></div><img alt="" 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</div><div class="MsoNormal"><span style="font-size: large;"><span lang="EN-US">Beach</span><span lang="EN-US"> </span><span lang="EN-US">party</span> στους Φούρνους Ερμιονίδας -Λαμπαγιαννά</span></div><span style="font-size: large;"> </span><br />
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<div class="MsoNormal"><span style="font-size: large;">Το Σάββατο το μεσημέρι στις 5 θα ξεκινήσουμε με ΙΧ από την λαϊκή του Άργους και θα συναντηθούμε στις 5.30 στην Ασκληπιού (Κύκνος) με τους Ναυπλιώτες.</span></div><span style="font-size: large;"> </span><br />
<div class="MsoNormal"><span style="font-size: large;">Οι ποδηλάτες θα πρέπει να έχουν μαζί τους υπνόσακο, γάντια για να βοηθήσουμε στον καθαρισμό της παραλίας, μαγιό και διάθεση για Μπίτς πάρτι. Όσοι μπορούν να φέρουν και τίποτα φαγώσιμο ας το κάνουν. Όσοι επιθυμούν θα διανυκτερεύσουν στην παραλία με το πάρτι. Την επομένη (Κυριακή) θα διασχίσουμε το φαράγγι του Καταφυκιού με τα ποδήλατά μας, όσοι επιθυμούν μπορούν και πεζή και θα βρεθούμε στην Ερμιόνη για μπάνιο και καφέ, επιστροφή στα ΙΧ μας και στην έδρα μας. Φυσικά οι διαδρομές μπορούν να επαναπροσδιοριστούν από τους συμμετέχοντες. Τηλ. συμμετοχής 6937577471 Άκης Ντάνος. Δηλώστε εγκαίρως συμμετοχή για να κανονίσουμε τον τρόπο μεταφοράς!</span></div></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-28851652327344715402011-06-04T00:35:00.000-07:002011-06-04T00:35:28.485-07:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglcIEMLX5PYyZ1iMZ2hB-4tUddK44KGw9jVmO91aAIE0sj4N-2Zb-NuVlQwJi44Cbj5XduQU0VoEmbWNIWs6JGtl36KU2ahxruuyH9F1Sssugl7uRs9q-xhn_41I7JJNTS8IFUa6qOpHM/s1600/podilatada.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglcIEMLX5PYyZ1iMZ2hB-4tUddK44KGw9jVmO91aAIE0sj4N-2Zb-NuVlQwJi44Cbj5XduQU0VoEmbWNIWs6JGtl36KU2ahxruuyH9F1Sssugl7uRs9q-xhn_41I7JJNTS8IFUa6qOpHM/s320/podilatada.jpg" width="233" /></a></div><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EL</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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</div><div class="MsoNormal" style="line-height: normal; text-align: center;"><span style="font-size: x-large;"><b><span style="font-family: "Times New Roman","serif";">Ορθοπεταλιές: Εκκίνηση 9.30 από Λαϊκή Αγορά Άργους, φωτογραφική μηχανή και μαγιό μαζί</span></b></span></div></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-82819293208453051782011-05-07T13:18:00.000-07:002011-05-07T13:18:23.549-07:00<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if !mso]> <style>
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<div class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman","serif"; mso-fareast-language: EL; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;">Ψήφισμα</span></b><span style="font-family: "Times New Roman","serif";"></span></div><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Άργος 8 Μαΐου 2011</span></div><div class="MsoNoSpacing" style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqWWtwUIyUGGmT72licQ8-6PI_UlCxcM1XfbPzaB6xQhJjG1g_NlIqamoCs5Q9A6vwMjsJ7Gu3hX86HptBnEL7cB-zInWBVYiE3xtHBT6iqxlp0117Q2dheSBDWM1fNYvuwmzYdNcVl_U/s1600/orthopetalies+sima.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="142" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqWWtwUIyUGGmT72licQ8-6PI_UlCxcM1XfbPzaB6xQhJjG1g_NlIqamoCs5Q9A6vwMjsJ7Gu3hX86HptBnEL7cB-zInWBVYiE3xtHBT6iqxlp0117Q2dheSBDWM1fNYvuwmzYdNcVl_U/s200/orthopetalies+sima.jpg" width="200" /></a><span style="font-size: 14.0pt;">Εμείς οι πολίτες του Δήμου Άργους –Μυκηνών, μετά από διαλογική συζήτηση αποφασίσαμε να ζητήσουμε την ενεργοποίηση της δημοτικής αρχής για την δημιουργία ενός κεντρικού ποδηλατικού άξονα του νομού παράλληλα με τι γραμμές του τρένου που θα συνδέει τις δύο μεγάλες πόλεις και θα αποτελεί συνέχεια του σχεδιαζόμενου ποδηλατοδρόμου Αθηνών –Κορίνθου. Πέραν αυτού ζητάμε η δημοτική αρχή να προβεί σε μελέτη δημιουργίας ενός δικτύου ποδηλατοδρόμων μέσα στην πρωτεύουσα του δήμου, όσο και στην σύνδεση αυτής με τα τοπικά διαμερίσματα. Ενδεικτικά αναφέρουμε δρόμους-διαδρομές<span style="mso-spacerun: yes;"> </span>που θα μπορούσαν και αύριο να χαρακτηριστούν ως ποδηλατόδρομοι: </span><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Ν. Κιου-Κεφαλαρίου (παράλληλα στον Ερασίνο), Άργους-Κεφαλαρίου-Σκαφιδακίου-Μύλων-Αρδάμι-Κυβερίου (παράλληλα στο κανάλι του Αναβάλου), υπάρχοντες δρόμοι δίπλα από την γραμμή του ΟΣΕ από τον Αγ. Βασίλειο έως το Μπολάτι, δημιουργία ποδηλατοδρόμου πίσω από τις προστατευτικές μπάρες του νότιου περιφερειακού, πύκνωση των πεζοδρομήσεων μέσα στην πόλη του Άργους κλπ.</span></div><div class="MsoNoSpacing" style="text-align: justify;"><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Τα τελευταία και λόγο της δραστηριοποίησης του συλλόγου μας, πολλοί συμπολίτες μας, όλων των ηλικιών στρέφονται πλέον προς το ποδήλατο ως ένα οικονομικό, φιλικότατο στο περιβάλλον και χρήσιμο για την υγεία τους μεταφορικό μέσο.</span></div><div class="MsoNoSpacing" style="text-align: justify;"><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Έχουμε δικαίωμα να επιλέγουμε το μέσο με το οποίο θα κινηθούμε και η αδιαφορία της πολιτείας μας στερεί την δυνατότητα ασφαλούς μετακίνησης και κοινωνικοποίησης μέσω του ποδηλάτου.</span></div><div class="MsoNoSpacing" style="text-align: justify;"><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Το Άργος είναι πια μια από τις τελευταίες πόλεις της Ελλάδας χωρίς πρόβλεψη για ποδηλατοδρόμους. Είναι καιρός να ανατραπεί κι αυτή η αρνητική εικόνα της πόλης.</span></div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Όλοι μαζί, ποδήλατα –πεζή</span></b></div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Ποδηλατόδρομοι τώρα και όχι «μελλοντικά»!!!</span></b></div><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Ορθοπεταλιές Αργολίδας</span></div><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Ομάδα Άργους-Μυκηνών</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-12024040022005472922011-05-03T13:51:00.000-07:002011-05-04T01:14:52.040-07:00Καταγραφή κλοπής ποδηλάτου στο Ναύπλιο, από τις κάμερες του αρχ. μουσείου Ναυπλίου<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/kP6b2a9-Cb0?feature=player_embedded' frameborder='0'></iframe></div><span data-jsid="text"><span style="font-size: large;"><b>Το ποδήλατο είναι ξεκλείδωτο σε πολυσύχναστο σημείο στο Ναύπλιο (πλατεία Συντάγματος). Όποιος αναγνωρίσει τον κλέφτη ας επικοινωνήσει μαζί μας στο</b> <span style="color: blue;">orthopetalies@yahoo.gr</span></span></span></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-19897705474206156062011-05-01T12:46:00.000-07:002011-05-01T12:56:33.033-07:004η Πανελλαδική Ποδηλατοπορεία<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4E4wep5EAl-bgpIE21ZS_NPWrwPWU0GAcuuGCmEbkMaH-btEa6zI3a9Oe2Tlyx8nPUuWx-b0lkbvI_Nkx3Yl6RsqDDxE5vi3vyfzKcfVo4I_2AhhnvPmQTjsM5oz01JSIS4PVF-firu8/s1600/%25CF%2580%25CE%25BF%25CE%25B4%25CE%25B7%25CE%25BB%25CE%25B1%25CF%2584%25CE%25BF%25CF%2580%25CE%25BF%25CF%2581%25CE%25B5%25CE%25B9%25CE%25B1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4E4wep5EAl-bgpIE21ZS_NPWrwPWU0GAcuuGCmEbkMaH-btEa6zI3a9Oe2Tlyx8nPUuWx-b0lkbvI_Nkx3Yl6RsqDDxE5vi3vyfzKcfVo4I_2AhhnvPmQTjsM5oz01JSIS4PVF-firu8/s320/%25CF%2580%25CE%25BF%25CE%25B4%25CE%25B7%25CE%25BB%25CE%25B1%25CF%2584%25CE%25BF%25CF%2580%25CE%25BF%25CF%2581%25CE%25B5%25CE%25B9%25CE%25B1.jpg" width="223" /></a></div><br />
<div class="MsoNormal">Και μην ξεχνάτε,<br />
την Κυριακή 8 Μαΐου στις 12:00 στην Λαϊκή Αγορά του Άργους για την 4η Πανελλαδική Ποδηλατοπορεία και 3<sup>η</sup> στο Άργος και στις 10:00 στις Μυκήνες</div><div class="MsoNormal">Για του ενήλικες προγραμματίζεται συμμετοχή με μπλουζάκια διαμαρτυρίας στον «Αργειακό δρόμο» που φέτος διοργανώνεται από την δημοτική αρχή την ίδια μέρα με την καθιερωμένη ποδηλατοπορεία μας. Οι εκκίνηση για τους δρομείς είναι στις 9.30 πμ. απ` την πύλη των Λεόντων. Απ` το ίδιο σημείο θα ξεκινήσουμε και εμείς στις 10.00 πμ. Διασχίζουμε την ίδια διαδρομή με σεβασμό στους αθλητές και καταλήγουμε στις 12:00 στην Λαϊκή Αγορά και με όσους έχουν συγκεντρωθεί εκεί πορευόμαστε, όπως και πέρσι μέσα στην πόλη. Για φέτος αποφασίστηκε η συναυλία μετά την πορεία λόγω ζέστης να αναβληθεί για μετά το τέλος της σχολικής περιόδου και να γίνει μετά από απογευματινή ποδηλατοβόλτα στην προβλήτα της Ν. Κίου. Στο τέλος της Πορείας στις 8 Μαΐου θα γίνει θυροκόλληση στο Δημαρχείο του Άργους και στο γραφείο του υφυπουργού περιβάλλοντος λίστα με τα αιτήματά μας καθώς και οι όροι έναρξης διαγωνισμού φωτογραφίας και ζωγραφικής με θέμα το ποδήλατο.</div><div class="MsoNormal">Στη Πορεία της Κυριακής αυτής κάθε ποδηλάτης έχει την ελευθερία και την ευθύνη του εαυτού του (εάν επιθυμεί να συνυπάρξει σε ένα group με άλλους ποδηλάτες με σεβασμό και πνεύμα ομαδικό, έρχεται). Ακολουθούμε όλοι τους κανόνες και τον οδηγό της βόλτας που φέρει το ειδικό σηματάκι στο χέρι, στη μπλούζα ή στο καπέλο. Πρέπει να είμαστε ενήλικες (+18) ή να συνοδευόμαστε από τον κηδεμόνα μας, γιατί κανένας άλλος δε φέρει ευθύνη για εμάς, παρά εμείς οι ίδιοι. Δεν έχουμε αρχηγούς, είμαστε μόνο μια γελαστή παρέα συνοδοιπόρων, που συνυπάρχουν αρμονικά στο δρόμο, ακολουθώντας μερικούς απλούς κανόνες και τίποτε άλλο!<br />
<br />
Ταυτόχρονα σε 35 πόλεις της Ελλάδας.<br />
Η Πανελλαδική Ποδηλατοπορεία δεν είναι άλλη μια κοινή ποδηλατόβολτα. <br />
Είναι η κορυφαία συλλογική πράξη διεκδίκησης της ποδηλατικής κοινότητας για το αυτονόητο: <br />
μια αξιοπρεπή ποιότητα ζωής στις πόλεις μας, που θα βασίζεται στην αλλαγή του τρόπου με τον οποίο βλέπουμε τις μετακινήσεις. <br />
Το ποδήλατο, σε συνδυασμό φυσικά με τις συγκοινωνίες, μπορεί να συμβάλλει στην κατεύθυνση αυτή.<br />
Η σημερινή κατάχρηση του αυτοκινήτου είναι αποδεδειγμένα καταστροφική τόσο για τον άνθρωπο όσο και για το περιβάλλον.<br />
<br />
Η συμμετοχή όλων μας είναι πολύ σημαντική. <br />
Ας προσπαθήσουμε να φτάσουμε τα 2000 ποδήλατα στην φετινή Πανελλαδική Ποδηλατοπορεία !<br />
<br />
ΝΑ ΓΕΜΙΣΕΙ Η ΕΛΛΑΔΑ ΜΕ ΠΟΔΗΛΑΤΑ !<br />
<a href="http://orthopetaliesargolidas.blogspot.com/">http://orthopetaliesargolidas.blogspot.com/</a></div><div class="MsoNormal"><span lang="EN-US"><a href="mailto:orthopetalies@yahoo.gr">orthopetalies@yahoo.gr</a></span></div><div class="MsoNormal">Ομάδα Άργους-Μυκηνών</div><div class="MsoNormal">Μακριά από ατυχήματα και Ποδηλατοκλοπές!</div></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-49971519059568174692011-04-28T14:17:00.001-07:002011-04-28T14:17:56.594-07:00<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EL</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Θέμα: Κατασκευή Αργολικού Ποδηλατικού Άξονα<span style="mso-spacerun: yes;"> </span>Άργος, 29-04-2011</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Προς </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">τον υφυπουργό Περιβάλλοντος Ενέργειας και Κλιματικής Αλλαγής Γιάννη Μανιάτη</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><span style="mso-spacerun: yes;"> </span>Κοινοποίηση: Δήμαρχο Άργους-Μυκηνών Δ. Καμπόσο</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><span style="mso-spacerun: yes;"> </span>Δήμαρχο Ναυπλιέων Π. Αναγνωσταρά</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Κύριε υπουργέ,</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Στο πλαίσιο της αναβάθμισης της ποιότητας της ζωής μας και της προστασίας του Περιβάλλοντος ο ποδηλατικός σύλλογος Αργολίδας «Ορθοπεταλιές» κατέθεσε το περασμένο καλοκαίρι προτάσεις στους δήμους Άργους και Ναυπλίου ζητώντας την μεσολάβησή τους για την δημιουργία ενός κεντρικού άξονα ποδηλατοδρόμου πλησίον της σιδηροδρομικής γραμμής από τις Μυκήνες έως το Ναύπλιο και από το Άργος έως την Ανδρίτσα. Ο κεντρικός αυτός ποδηλατόδρομος θα αποτελούσε την ραχοκοκαλιά σύνδεσης επιμέρους ποδηλατοδρόμων, όπως της παραλιακής Τημενίου- Ναυπλίου, Ν. Κιου-Κεφαλαρίου (παράλληλα στον Ερασίνο), Άργους-Κυβερίου (παράλληλα στο κανάλι του Αναβάλου), Ναυπλίου-Τολού (Αγ. Μονή-Τσέλο-Τολό), Αρβανιτιάς- Καραθώνας, Αγ. Τριάδας-Τύρινθας- Αγ. Ανδριανός, όχθες των χειμάρων κλπ.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Για να μπορέσουν να γίνουν όμως όλα αυτά θα πρέπει οι πόλεις να διαθέτουν δικό τους εσωτερικό δίκτυο ποδηλατοδρόμων για να μπορούν να μετακινούνται με ταχύτητα και ασφάλεια οι ποδηλάτες προς τους κεντρικούς και προς τους δευτερεύοντες ποδηλατικούς άξονες. Ήδη πετύχαμε στο Άργος και ψηφίστηκε πέρσι κανονισμός που επιτρέπει την χρήση του ποδηλάτου επί των πλατειών και των πεζοδρόμων, όμως χρειάζεται να παρθούν ακόμα πολλά μέτρα για την προστασία των πεζών και των ποδηλατών.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Έχουμε δικαίωμα να επιλέγουμε το μέσω με το οποίο θα κινηθούμε και η αδιαφορία της πολιτείας μας στερεί την δυνατότητα ασφαλούς μετακίνησης και κοινωνικοποίησης μέσω του ποδηλάτου.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Παρακαλούμε για τις δικές ενέργειες, ώστε να υλοποιηθεί η πρότασή μας για την δημιουργία ενός κεντρικού ποδηλατικού άξονα παράλληλα με τις γραμμές του τρένου, όπως προαναφέραμε, με στόχο την αναβάθμιση της ποιότητας της ζωής μας αλλά και την αύξηση του ποδηλατικού τουριστικού ρεύματος και την δημιουργία προϋποθέσεων νέων επαγγελμάτων γύρο από το ποδήλατο στο νομό.</span></div><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Για τις Ορθοπεταλίες</span></div><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Άκης Ντάνος </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
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</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><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;">Facebook</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">: </span><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;">Orthopetalies</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span><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;">Argolidas</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><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;">http</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">:// </span><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;">orthopetaliesargolidas</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">.</span><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;">blogspot</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">.</span><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;">com</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></div><div class="MsoNormal"><br />
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</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzwNeOt8Ltq1Xf-hY9nRaID_ATzNErp_P8WImLyGZQ-FUMcPV4B5W8ZB1KYNRID6t9xDUP0qvd1bmVmqWW1VKS49h4BKSxmys4dr42nyR5QSsO5V5DYM7kHbEQQGQTWWnfjtVtlBKesdU/s1600/Traino.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzwNeOt8Ltq1Xf-hY9nRaID_ATzNErp_P8WImLyGZQ-FUMcPV4B5W8ZB1KYNRID6t9xDUP0qvd1bmVmqWW1VKS49h4BKSxmys4dr42nyR5QSsO5V5DYM7kHbEQQGQTWWnfjtVtlBKesdU/s320/Traino.jpg" width="320" /></a></div><div class="MsoNormal"><br />
</div></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-88680528072959373852011-04-27T13:44:00.000-07:002011-04-28T13:34:25.574-07:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="MsoNormal"><span style="font-size: 18pt; line-height: 115%;">Αγαπητές,-οι φίλες,-οι<br />
Όπως τα τελευταία 2 χρόνια, έτσι και φέτος οι "Ορθοπεταλιές" παίρνουν μέρος στην Πανελλαδική πορεία-διαμαρτυρία για ποδηλατόδρομους-πεζόδρομους, στις 8 Μαΐου στις 12 το μεσημέρι. </span></div><div class="MsoNormal"><span style="font-size: 18pt; line-height: 115%;">Φέτος σκεφτήκαμε μερικά από τα συνθήματα να τα αναγράψουμε σε μπλουζάκια. Σας στέλνουμε μερικά ενδεικτικά για να μας πείτε την γνώμη σας ή να προτείνετε κάποια άλλα. την εκτύπωση μπορεί να την κάνουμε ομαδικά ή και ο καθένας μόνος του. σε περίπτωση ομαδικής εκτύπωσης επικοινωνήστε μαζί μας για το κόστος και το μέγεθος, αφού ο σύλλογός μας προς το παρόν δεν έχει καθόλου έσοδα για να αναλάβει αυτό το κόστος. Έως το Σάββατο 30 Απριλίου θα πρέπει να έχουμε προτάσεις και απαντήσεις για να προλάβουμε την εκτύπωση. τηλ.:6972081208</span></div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">«<span style="color: #333333;">Στη βόλτα αυτή κάθε ποδηλάτης έχει την ελευθερία και την ευθύνη του εαυτού του</span> <span style="color: #333333;">(εάν επιθυμεί να συνυπάρξει σε ένα group με άλλους ποδηλάτες με σεβασμό και πνεύμα ομαδικό, έρχεται). Ακολουθούμε όλοι τους κανόνες και τον οδηγό της βόλτας που φέρει το ειδικό σηματάκι στο χέρι, στη μπλούζα ή στο καπέλο.</span> <span style="color: #333333;">Πρέπει να είμαστε ενήλικες (+18) ή να συνοδευόμαστε από τον κηδεμόνα μας, γιατί κανένας άλλος δε φέρει ευθύνη για εμάς, παρά εμείς οι ίδιοι.</span> <span style="color: #333333;">Δεν έχουμε αρχηγούς, είμαστε μόνο μια γελαστή παρέα συνοδοιπόρων, που συνυπάρχουν αρμονικά στο δρόμο, ακολουθώντας μερικούς απλούς κανόνες και τίποτε άλλο!». </span></span><br />
<b style="font-family: Verdana,sans-serif;">Εκκίνηση Α) για όλους απ` την Λαϊκή Αγορά του Άργους και την Πλατεία Φιλελλήνων στο Ναύπλιο στις 12:00 και Β) Εκκίνηση μόνο για Ενήλικες στις 10:00 από την πύλη των Λεόντων των Μυκηνών με κατεύθυνση το Άργος</b></div><div class="MsoNormal"><span style="font-size: 18pt; line-height: 115%;">Οι Ορθοπεταλίες σας</span></div><div class="MsoNormal"><br />
<span style="font-size: 18pt; line-height: 115%;">Μερικά από τα συνθήματα που βρήκαμε:</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Το πάθος για τις πεταλιές<br />
είναι δυνατότερο από τις μηχανές</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Ξυπνήστε, το πετρέλαιο μας έφερε την κρίση<br />
Πάρτε ένα ποδήλατο, είναι η μόνη λύση.<br />
<br />
Αφήστε το καφέ κι ελάτε στη πορεία<br />
κάτω από την άσφαλτο υπάρχει παραλία</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Κάτω από την άσφαλτο υπάρχει παράλια<br />
Πάμε βόλτα για ηλιοθεραπεία</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Κάθε ΙΧ είναι μια φυλακή<br />
Βγείτε έξω από το κλουβί<br />
<br />
Τέρμα πια οι αυταπάτες<br />
οι δρόμοι ανήκουν στους ποδηλάτες<br />
<br />
Όχι άλλα έργα για τα ιχ.<br />
Αυτή η γκρι κουλτούρα να ανατραπεί<br />
<br />
Μίζα μιζέρια και μπετόν<br />
αυτός είναι ο κόσμος των αφεντικών<br />
<br />
Τέρμα πια οι αυταπάτες<br />
ή με τα Ι.Χ. ή με τους ποδηλάτες</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">ΑΦΗΣΤΕ ΤΟ ΚΟΥΤΑΛΙ ΚΑΙ ΠΙΑΣΤΕ ΤΟ ΠΕΤΆΛΙ</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">ΟΧΙ ΑΛΛΟ MARKETING ΓΙΑ ΤΗΝ COSMOTE, ΘΕΛΟΥΜΕ ΠΟΔΗΛΑΤΑ ΚΑΙ ΦΡΑΓΚΑ ΣΤΟΝ ΟΣΕ</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">ΟΧΙ ΑΛΛΑ ΑΜΑΞΙΑ ΠΑΝΩ ΣΕ ΠΕΖΟΔΡΌΜΟΥΣ - ΚΑΙΡΟΣ ΝΑ ΥΛΟΠΟΙΗΣΕΤΕ ΤΟΥΣ ΠΟΔΗΛΑΤΟΔΡΌΜΟΥΣ</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Το ποδήλατα στην πόλη να σφίξουνε οι κ**** </span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Έλα να τους πάρεις τα Καγιέν.... Όλι Ρεεεεν Όλι Ρεεεεν</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Το μέλλον της Αργολίδας<br />
βρίσκεται μπροστά σου<br />
</span></div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Πάρ το ποδηλατάκι σου<br />
και προετοιμάσου.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Μαγκιά δεν είναι της μπέμπας η γκαζιά<br />
είναι του ποδηλάτου μου η ορθοπεταλιά</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Ποδήλατο στην κρίση<br />
ξεσηκωμός η λύση</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Οι τράπεζες σου δάνειζαν να πάρεις αμαξάκι<br />
μα τώρα λιγουρεύεσαι ένα ποδηλατάκι</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Τα λεφτά του κόσμου τα τρων' οι τραπεζίτες<br />
της σέλας το παλούκι αρμόζει στους αλήτες</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Σου φαίνονται μεγάλοι μέσ' απ' το ΙΧ<br />
ανέβα στο πετάλι να σκύψουνε αυτοί</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Ποδήλατο, πατίνι και όχι Λαμπορκίνη</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span lang="EN-US" style="font-size: 14pt; line-height: 115%;">Orange</span><span style="font-size: 14pt; line-height: 115%;">, </span><span lang="EN-US" style="font-size: 14pt; line-height: 115%;">Bike</span><span lang="EN-US" style="font-size: 14pt; line-height: 115%;"> </span><span lang="EN-US" style="font-size: 14pt; line-height: 115%;">vs</span><span lang="EN-US" style="font-size: 14pt; line-height: 115%;"> </span><span lang="EN-US" style="font-size: 14pt; line-height: 115%;">Lamborgini</span><span style="font-size: 14pt; line-height: 115%;"></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">1. Κάνουμε ποδήλατο για ναχουμε ευεξία<br />
με τόσο καυσαέριο θα πάθουμε ασφυξία</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">2. Εμπρός λαέ να αλλάξουμε το χάλι<br />
ο μόνος δρόμος είναι να κάνουμε πετάλι</span></div><div class="MsoNormal"><span lang="EN-US" style="font-size: 14pt; line-height: 115%;"> </span><span style="font-size: 14pt; line-height: 115%;">ή</span></div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Εμπρός λαέ μη σκύβεις το κεφάλι<br />
Η μόνη λύση είναι ρόδα και πετάλι</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">3. Α-νυ-πακοή! Ποδηλασία μαζική! </span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">ποιότητα ζωής - και υγεία θέλουν όλοι<br />
τα ΙΧ να φύγουνε - έξω από την πόλη</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Πάμε αργά<br />
και απολαυστικά<br />
(διεκδικούμε δίκτυα<br />
ποδηλατικά)</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Στο δρόμο, στο δρόμο<br />
χωρίς το τροχονόμο</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Ούτε μηχανές ούτε ΙΧ<br />
Ποδήλατο θα κάνουμε για όλη μας τη ζωή</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Κάθε ΙΧ και μια φυλακή<br />
Βγείτε έξω από το κλουβί</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Δεν είμαστε Παπούα, δεν είμαστε Ζουλού<br />
Είμαστε η λύση του κυκλοφοριακού</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Προσοχή, προσοχή<br />
Δολοφόνα ΙΧ</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Όσο θέλεις κόρναρε δε φεύγω από το δρόμο<br />
Φώναξε αν θέλεις και τον τροχονόμο</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Ρόδα και πετάλι<br />
Στης πόλης μας το χάλι</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Μ’ εξήντα δόσεις πήρες ωραία λαμαρίνα<br />
Και κάθεσαι και πήζεις μέσ στην Αργολίδα</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Δε θέλουμε φιέστες, δε θέλουμε γιορτές<br />
Θέλουμε λωρίδες ποδηλατικές</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Καλύτερα μιά ώρα πετάλι στη βροχή παρά σαράντα χρόνια σκλάβος του ΙΧ</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Ποδήλατα στην πόλη, για να χωράμε όλοι! </span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Είμαστε η λύση, στη πόλη και στη φύση</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Ψωμί – ελιά και ορθοπεταλιά!</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Πετρέλαιο στους δρόμους, τσιμέντο στην πλατεία<br />
δεν την παλεύω άλλο και βγαίνω στην πορεία!</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Σούζες, κωλιές και ορθοπεταλιές!<br />
<br />
Κλειδώστε τ’ αυτοκίνητα μέσα σε γκαράζ,<br />
στο καυσαέριό σας κάνουμε σαμποτάζ!<br />
<br />
Στην πόλη αυτή υπάρχουν και πεζοί,<br />
βάλτε «Χ» σ’όλα τα Ι.Χ.!<br />
<br />
Το πάθος για τις πεταλιές <br />
είναι δυνατότερο από τις καγκουριές</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Ντου - ντου ποδήλατα παντού!!!<br />
<br />
Στους δρόμους στους δρόμους για ποδηλατοδρόμους!<br />
<br />
Όλοι μαζί , ποδήλατα – πεζοί!!</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Ένα είναι το σύνθημα που όλους μας ενώνει, όλα τα ποδήλατα στο πρώτο το βαγόνι"</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">"Μετανοείτε, έρχεται το τέλος του πετρελαίου"</span></div></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-51118770954971691632011-04-27T13:35:00.000-07:002011-04-27T13:35:49.503-07:00<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EL</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
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UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
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UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
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UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
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UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
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UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
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UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
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<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -54.0pt; margin-right: -34.7pt; margin-top: 0cm;"><span style="mso-bidi-font-weight: bold;">Συζήτη<span style="font-size: large;"><b style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">ση για τη δημιουργία ποδηλατοδρόμων στην πόλη του Ναυπλίου</b></span></span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -54.0pt; margin-right: -34.7pt; margin-top: 0cm;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp8Iz5VFRD5gAvEB6ga5gZqI-8LDYEF3XHgpeX2vtemf9HSFgCmWNIo7ju5mAlZwH_z6R6JjN5oddPP18JGgwQpB8oMhP1E_ssWUVjtu6DHLo-XBfR76mkfJtL8Qx3z5ru9I4NvnuHXbM/s1600/sel+18.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp8Iz5VFRD5gAvEB6ga5gZqI-8LDYEF3XHgpeX2vtemf9HSFgCmWNIo7ju5mAlZwH_z6R6JjN5oddPP18JGgwQpB8oMhP1E_ssWUVjtu6DHLo-XBfR76mkfJtL8Qx3z5ru9I4NvnuHXbM/s320/sel+18.JPG" width="318" /></a></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -54.0pt; margin-right: -34.7pt; margin-top: 0cm;">Μια ενδιαφέρουσα πρόταση για την δημιουργία ποδηλατοδρόμων εισηγήθηκε η Ειρήνη Μελισσινού, σύμβουλος στη Δημοτική Κοινότητα Ναυπλίου της παράταξης «Ναύπλιο η άλλη πρόταση».</div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -54.0pt; margin-right: -34.7pt; margin-top: 0cm;">«Η πόλη μας στην μεγαλύτερη έκτασή της είναι επίπεδη, γεγονός που την κάνει ιδανική για χρήση ποδήλατου. Ένας όμως ποδηλάτης αντιμετωπίζει πολλά προβλήματα σήμερα αν θελήσει να χρησιμοποιήσει το ποδήλατό του ως μεταφορικό μέσο. Από το οφθαλμοφανές δηλαδή την πλήρη απουσία ποδηλατοδρόμων και την απουσία χώρων στάθμευσης ποδηλάτων, όπως επίσης και τον μη σωστό φωτισμό των δρόμων και την έλλειψη κανόνων όσο αναφορά τις υποχρεώσεις των ποδηλατιστών.</div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -54.0pt; margin-right: -34.7pt; margin-top: 0cm;">Θα πρέπει λοιπόν :</div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -54.0pt; margin-right: -34.7pt; margin-top: 0cm;">-Η Δημοτική Ενότητα Ναυπλίου να ζητήσει την ανάθεση σύνταξης μελέτης, η οποία να αφορά την χάραξη ποδηλατοδρόμων στην πόλη μας<span style="mso-spacerun: yes;"> </span>με προτεραιότητα στις μεγάλες οδικές αρτηρίες, και στην πρόσβαση των μαθητών στα σχολεία με ποδήλατο.</div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -54.0pt; margin-right: -34.7pt; margin-top: 0cm;">-Δημιουργία ποδηλατοδρόμου στα σημεία του παλιού σιδηροδρομικού δικτύου (Αιγίου).</div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -54.0pt; margin-right: -34.7pt; margin-top: 0cm;">-Δημιουργία χώρων στάθμευσης ποδηλάτων σε κεντρικά σημεία της πόλης και στα προαύλια των σχολείων».</div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -54.0pt; margin-right: -34.7pt; margin-top: 0cm;">Ίσως στις προτάσεις αυτές θα πρέπει να ενσωματώσει και την πρόταση που έχουν καταθέσει οι «Ορθοπεταλιές», για την δημιουργία κεντρικού δικτύου ποδηλατοδρόμων στο νομό δίπλα από τις σιδηροδρομικές γραμμές, από το Ναύπλιο έως τα Φίχτια-Μυκήνες (με το σκεπτικό της σύνδεσης με τον ποδηλατόδρομο που θα ξεκινά παράλληλα με τις γραμμές του τρένου από την Αθήνα έως την Πάτρα) και από το Άργος έως την Ανδρίτσα. Οι δρόμοι αυτοί, κατά μεγάλο μέρος υπάρχουν και εύκολα μετατρέπονται σε ποδηλατόδρομο. Για να γίνει αυτό το έργο χρειάζεται συνεργασία των δήμων Ναυπλιέων και Άργους-Μυκηνών, ενώ ενδιαφέρον έχει ήδη επιδείξει και ο υφυπουργός Γιάννης Μανιάτης.</div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -54.0pt; margin-right: -34.7pt; margin-top: 0cm;">Ήδη απ` ότι πληροφορούμεθα και <span style="mso-bidi-font-weight: bold;">σύμβουλος στη Δημοτική Κοινότητα Άργους έχει ετοιμάσει αντίστοιχη πρόταση.</span></div></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-37264976269786651142011-04-15T09:54:00.000-07:002011-04-15T09:59:03.591-07:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/quJTyCrd458?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/rnQedOLVzqs?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/G69sLf8p0yw?feature=player_embedded' frameborder='0'></iframe></div>Κατασκευασμένοι ποδηλατόδρομοι πεζόδρομοι στην Ισπανία επάνω σε εγκαταλελειμμένες γραμμές τρένων. Οι Ορθοπεταλιές έχουν ζητήσει να γίνουν δίπλα απ` αυτές πιστεύοντας πως το τρένο θα πρέπει να ξαναμπεί σε λειτουργία. </div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-68932409696747202342011-03-30T13:15:00.000-07:002011-03-30T13:15:40.244-07:00Προτάσεις που κατατέθηκαν στους μαθητές του 1ου Γυμνασίου Άργους για το ecocity<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:RelyOnVML/> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EL</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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</style> <![endif]--> <div class="MsoNoSpacing"><span style="font-size: 14.0pt;">Τα προβλήματα που συνδέονται με την αλόγιστη χρήση μηχανοκίνητων μέσων στην πόλη είναι γνωστά παγκοσμίως: </span></div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">-Κυκλοφοριακή συμφόρηση και συσσώρευση σταθμευμένων ΙΧ, που συμβάλλει στη μείωση της ποιότητας μετακίνησης πεζών, ποδηλάτων και χρηστών μέσων μαζικής μεταφοράς.</span></div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">-Υποβάθμιση αστικού περιβάλλοντος, απώλεια του κοινωνικού χαρακτήρα των δημόσιων χώρων.</span></div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">-Ατυχήματα που προκαλούν θανάτους ή μόνιμες αναπηρίες</span></div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">-Εκπομπές αερίων του θερμοκηπίου</span></div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">-Εκπομπές ρύπων</span></div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">-Θόρυβος.</span></div><div class="MsoNoSpacing"><br />
</div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;"><span style="mso-spacerun: yes;"> </span>Η υπερβολική χρήση του ΙΧ δημιουργεί λοιπόν ένα εχθρικό περιβάλλον για όσους επιλέγουν να μετακινούνται με φιλικούς προς στο περιβάλλον τρόπους (πεζούς, ποδηλάτες), μετατρέποντας το ΙΧ σε αναγκαίο μέσο. Δημιουργείται λοιπόν ένα αδιέξοδο που οδηγεί στο θάνατο της πόλης. Μπορεί αυτός ο φαύλος κύκλος να σπάσει; Η συνταγή είναι γνωστή και εφαρμόζεται από τη δεκαετία του ’70 σε όλη την Ευρώπη. Περιορισμός του ΙΧ και ενίσχυση φιλικών στο περιβάλλον τρόπων μετακίνησης (διαχείριση κυκλοφορίας ονομάζεται επισήμως), δηλαδή: </span></div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">-Δημιουργία εκτεταμένων περιοχών στο κέντρο της πόλης που αφιερώνονται στους πεζούς και τα ποδήλατα.</span></div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">-Ενίσχυση των μέσων μαζικής μεταφοράς. </span></div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">-Δημιουργία δικτύου πεζόδρομων και αξόνων ποδηλάτου.</span></div><div class="MsoNoSpacing"><br />
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</div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">Οι ποδηλατόδρομοι και γενικότερα η ποδηλατική υποδομή της πόλης δε γίνεται να σχεδιάζονται αποσπασματικά, όπως ο ποδηλατόδρομος της Αρχ. Τίρυνθας. Σημειακές ποδηλατοδρομήσεις που πραγματοποιούνται από διάφορους δήμους, παρότι θετικές, οφείλουν να εντάσσονται σε ένα γενικότερο σχεδιασμό για να καλύπτουν τις ανάγκες μετακίνησης των ποδηλατών. Προκύπτει επομένως η ανάγκη για ένα πιο συνολικό δίκτυο ποδηλατοδρόμων με υπερτοπικό χαρακτήρα, εντασσόμενο προφανώς σε ένα ευρύτερο όραμα για βελτίωση των συνθηκών ζωής και μετακίνησης στην πόλη. Τα σχεδιαζόμενα δίκτυα ποδηλατοδρόμων πρέπει να διασχίζονται από μεγάλους ποδηλατικούς άξονες, που να ενοποιούν τις επιμέρους παρεμβάσεις σε ένα ενιαίο σύνολο. Η παρουσία και η προϋπόθεση των ποδηλατικών αξόνων μπορεί να βοηθήσει ακόμα περισσότερο το ποδήλατο να λειτουργήσει ως ένα σοβαρό μέσο μετακίνησης, ανταγωνιστικό προς το ΙΧ, και όχι απλά ως μέσο αναψυχής ή σημειακής και απόκεντρης μετακίνησης και χωροθέτησης. Ο σχεδιασμός οφείλει να είναι διαδημοτικός, υπερτοπικός και κυρίως λειτουργικός και χρήσιμος στον ποδηλάτη. </span></div><div class="MsoNoSpacing"><br />
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</div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">Στο πλαίσιο αυτό ο ποδηλατικός σύλλογος Αργολίδας «Ορθοπεταλιές» κατέθεσε το περασμένο καλοκαίρι προτάσεις στους δήμους Άργους και Ναυπλίου ζητώντας την μεσολάβησή τους για την δημιουργία ενός κεντρικού άξονα ποδηλατοδρόμου πλησίον της σιδηροδρομικής γραμμής από τις Μυκήνες έως το Ναύπλιο και από το Άργος έως την Ανδρίτσα. Ο κεντρικός αυτός ποδηλατόδρομος θα αποτελούσε την ραχοκοκαλιά σύνδεσης επιμέρους ποδηλατοδρόμων, όπως της παραλιακής Τημενίου- Ναυπλίου, Ν. Κιου-Κεφαλαρίου (παράλληλα στον Ερασίνο), Άργους-Κυβερίου (παράλληλα στο κανάλι του Αναβάλου), Ναυπλίου-Τολού (Αγ. Μονή-Τσέλο-Τολό), Αρβανιτιάς- Καραθώνας κλπ.</span></div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">Για να μπορέσουν να γίνουν όμως όλα αυτά θα πρέπει οι πόλεις να διαθέτουν δικό τους εσωτερικό δίκτυο ποδηλατοδρόμων για να μπορούν να μετακινούνται με ταχύτητα και ασφάλεια οι ποδηλάτες προς τους κεντρικούς και προς τους δευτερεύοντες ποδηλατικούς άξονες. Ήδη πετύχαμε στο Άργος και ψηφίστηκε πέρσι κανονισμός που επιτρέπει την χρήση του ποδηλάτου επί των πλατειών και των πεζοδρόμων, όμως χρειάζεται να παρθούν ακόμα πολλά μέτρα για την προστασία των πεζών και των ποδηλατών.</span></div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">Έχουμε δικαίωμα να επιλέγουμε το μέσω με το οποίο θα κινηθούμε και η αδιαφορία της πολιτείας μας στερεί την δυνατότητα ασφαλούς μετακίνησης και κοινωνικοποίησης μέσω του ποδηλάτου.</span></div><div class="MsoNoSpacing"><span style="font-size: 14.0pt;">Πέρα από τις ποδηλατοβόλτες και λοιπές εκδηλώσεις που διοργανώνουμε, σας καλούμε να ενωθείτε μαζί μας στις 8 του Μάη στην πανελλαδική διαμαρτυρία για τους ποδηλατοδρόμους.</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-size: 14.0pt; mso-ansi-language: EN-US;">Facebook: Orthopetalies Argolidas</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-size: 14.0pt; mso-ansi-language: EN-US;">http:// orthopetaliesargolidas.blogspot.com</span></div></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-45454663679559124212011-03-25T23:21:00.000-07:002011-03-25T23:21:04.135-07:00thinkbikes.com - mountain bike trials street video<iframe src="http://www.youtube.com/embed/SXApPXKzmDw?fs=1" allowfullscreen="" frameborder="0" height="344" width="425"></iframe>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-8165549192775535942011-02-24T23:32:00.000-08:002011-02-24T23:32:21.581-08:00<div dir="ltr" style="text-align: left;" trbidi="on">Κυριακή 27 Φεβρουαρίου στις 11το πρωί αναστατώνουμε το Ναύπλιο.<br />
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Σε συνεργασία με τον Δήμο Ναυπλιέων, οι Ορθοπεταλιές Αργολίδας συμμετέχουν και στο ξεκίνημα του Αναπλιώτικου Καρναβαλιού 2011, την Κυριακή 27 Φεβρουαρίου στις 11:00 πμ για να αναστατώσουn την πόλη ξεκινώντας από την Πλατεία Τριών Ναυάρχων.<br />
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Δεν χρειάζεται να είστε μέλη μας για να συμμετάσχετε, οι Ορθοπεταλιές, όπως και το Καρναβάλι είναι ανοιχτά σε όλες-ους. <br />
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Διαδρομή: Τριών Ναυάρχων - Αμαλίας - Άγιος Νικόλαος - Μπουμπουλίνας - Ν. Κίου - Μ Αλεξάνδρου- Άργους - Χαρμαντά - Αγ. Αδριανού - Σπ. Γιαννόπουλου – Μ. Ιατρού - 25ης Μαρτίου - Κύπρου - Ενδεκάτη - Σιδ. Μεραρχίας - Συγγρού - Τριών Ναυάρχων.<br />
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Η διαδρομή έχει επιλεγεί από τις κυρίες Χρυσή Νταή και Νικολέτα Ραφαηλίδη και είναι κατάλληλη για κάθε είδους ποδηλάτου.<br />
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Για συμμετοχές και πληροφορίες: Νικολέτα Ραφαηλίδη 6979588850, Ορθοπεταλιές Αργολίδας- Άκης Ντάνος 6937577471, Χρυσή Νταή 6944758350 και ΔΕΠΑΝ 2752027153.<br />
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Προσοχή, τα παιδιά θα πρέπει να συνοδεύονται από ενήλικες και οι στολές να μην δυσχεραίνουν την οδήγηση του ποδηλάτου, να φορούν κράνος -εφ όσον το επιτρέπει η αμφίεση- τα ποδήλατα να έχουν επαρκή φωτισμό, καλά φρένα, κουδούνι και να είναι φουσκωμένα καλά τα λάστιχά τους.<br />
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Την φροντίδα των ποδηλάτων σας πριν και κατά την διάρκεια της διαδρομής θα αναλάβει το κατάστημα ποδηλάτων Nafplio Bike.<br />
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Την πορεία θα συνοδεύουν η τροχαία Ναυπλίου και οι Σαμαρείτες του Ελληνικού Ερυθρού Σταυρού Ναυπλίου.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbXNwc7xTATzd70VtMDPtvmbbCW1omUJ3UlJ_qvplEmk-wJAppLRGySCbJR27M1FCoxlhDGYBXr-3ApMwh6eNhKSUQYpDGYyA7RtfQq5lE4QUZebPW2bTpy5jq52PgTxf9k0_9To2f2YA/s1600/Nafplio+afisa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" l6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbXNwc7xTATzd70VtMDPtvmbbCW1omUJ3UlJ_qvplEmk-wJAppLRGySCbJR27M1FCoxlhDGYBXr-3ApMwh6eNhKSUQYpDGYyA7RtfQq5lE4QUZebPW2bTpy5jq52PgTxf9k0_9To2f2YA/s640/Nafplio+afisa.jpg" width="426" /></a></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">Καιρού επιτρέποντος, στις 10 το πρωί της Κυριακής, από το ύψος του Σιδηροδρομικού Σταθμού Άργους, ομάδα ποδηλατών απ` τον Σύλλογο Ορθοπεταλιές Αργολίδας, θα ξεκινήσει για το Ναύπλιο για να ενωθεί στο σώμα των Ναυπλιέων. Στην διαδρομή Άργος-Ναύπλιο συμμετέχουν αποκλειστικά ενήλικες. </div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">Πληροφορίες για τις διαδρομές θα αναρτώνται στο: http://orthopetaliesargolidas.blogspot.com/</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">«Κάντε έναν, δύο, τρεις… πολλούς ποδηλατοδρόμους» Τσε(Κρητικό και) Ορθοπετάλι Βάρα</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">Οι Ορθοπεταλίες σας</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
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<div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB_xGrlVeB5mi_-J_N1fyRQbpWSLNfFvXn2WWxiCyHFat4GPbiDX87xDtNJH2XST0QRkSeweD3JfvP5s_izG1AQZsDZyimhjRsO1qoCrSyFFRQXKxKBAEoTpfC0DbK3IT-g4P-mpY4Gww/s1600/Nafplio+diadromh.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="287" l6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB_xGrlVeB5mi_-J_N1fyRQbpWSLNfFvXn2WWxiCyHFat4GPbiDX87xDtNJH2XST0QRkSeweD3JfvP5s_izG1AQZsDZyimhjRsO1qoCrSyFFRQXKxKBAEoTpfC0DbK3IT-g4P-mpY4Gww/s320/Nafplio+diadromh.jpg" width="320" /></a></div></div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0tag:blogger.com,1999:blog-3837438781878017173.post-41475995929232826322011-02-24T23:18:00.000-08:002011-02-24T23:18:26.060-08:00<div dir="ltr" style="text-align: left;" trbidi="on">Τετάρτη, 23 Φεβρουαρίου 2011Σάββατο 26/02 - ΚΑΡΝΑΒΑΛΙΚΗ ΠΟΔΗΛΑΤΟΚΑΤΑΣΤΑΣΗ / ΠΟΔΗΛΑΤΟΒΟΛΤΑ <br />
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ΚΑΡΝΑΒΑΛΙΚΗ ΠΟΔΗΛΑΤΟΚΑΤΑΣΤΑΣΗ / ΠΟΔΗΛΑΤΟΒΟΛΤΑ<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC9qXfYt4Tuv_QCDwNWGZcNX1bJSDLdR2eu5e5HR2N_GJijx9JxaVTpOcPdP829kYSA6IZr15UTnhWNup6KlURKUoIb8hEixT39rCWYfnJxHYLmQ46qD3hcIQZ3Bs0vCEx8t6imqOzOa4/s1600/Untitled-12a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" l6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC9qXfYt4Tuv_QCDwNWGZcNX1bJSDLdR2eu5e5HR2N_GJijx9JxaVTpOcPdP829kYSA6IZr15UTnhWNup6KlURKUoIb8hEixT39rCWYfnJxHYLmQ46qD3hcIQZ3Bs0vCEx8t6imqOzOa4/s320/Untitled-12a.jpg" width="320" /></a></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">Μεταμφιεστείτε, εφοδιαστείτε με διάθεση καθώς επίσης και με κόρνες, σφυρίχτρες, βουβουζέλες, κατσαρολικά, κονσερβοκούτια (δεμένα στο ποδήλατο ) και οποιοδήποτε άλλο αντικείμενο επιθυμείτε με το οποίο να κάνουμε λίγη "βαβούρα", καβαλήστε το ποδήλατο και δώστε το παρών στην καρναβαλική ποδηλατοκατάσταση / ποδηλατοβόλτα που θα γίνει το Σάββατο στις 26/02.</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
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<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">Σημείο συνάντησης - Κούνιες Καποδίστρια</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
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Ημερα: Σάββατο 26/02.<br />
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Ώρα : 19:00.<br />
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</div>Άκηςhttp://www.blogger.com/profile/09254658685944692331noreply@blogger.com0