tag:blogger.com,1999:blog-341751428081398412024-03-13T15:01:57.996+02:00Triathlon and Cycling in GreeceMy road to perhaps the most ultimate sports mix of endurance, strength and effort.SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.comBlogger46125tag:blogger.com,1999:blog-34175142808139841.post-78898859351454558842016-03-08T10:21:00.000+02:002016-03-08T10:33:54.818+02:002016 Brevets (long distance) Road Bike Events in Greece<div style="text-align: center;">
<span style="font-size: x-large;"><span class="" id="result_box" lang="en"><span title="Brevets 2016
">Brevets 2016</span></span></span></div>
<br />
<span class="" id="result_box" lang="en"><span title="Brevets 2016
"></span></span><span class="" id="result_box" lang="en"><span title="Posted in Brevets 2016
"><br /></span><span title="09-01 200 χλμ "Γύρος Έβρου - Ροδόπης" - Αλεξανδρούπολη (Ble Cycling Club)
">09-01 200 km "Tour Evros - Rodopi" - Alexandroupolis (Ble Cycling Club)</span></span><br />
<span class="" id="result_box" lang="en"><span title="09-01 200 χλμ "Γύρος Έβρου - Ροδόπης" - Αλεξανδρούπολη (Ble Cycling Club)
"> </span><span title="24-01 200χλμ Ελευσίνα - Ξυλόκαστρο - Ελευσίνα (Α.Ο. Αίολος)
">24-01 200km Elefsina - Xylokastro - Elefsina (AO Aeolus)</span><span title="30-01 200χλμ Ελευσίνα - Νεμέα - Ελευσίνα (Π.Ε.Π.Α.)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="30-01 200χλμ Ελευσίνα - Νεμέα - Ελευσίνα (Π.Ε.Π.Α.)
">30-01 200km Elefsina - Nemea - Elefsina (P.E.P.A.)</span><span title="07-02 200χλμ "Χίος... το εύκολο" (Ble Cycling Club)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="07-02 200χλμ "Χίος... το εύκολο" (Ble Cycling Club)
">07-02 200km "Chios ... easy" (Ble Cycling Club)</span><span title="21-02 300χλμ ''Αταλάντη''- Άγιος Στέφανος (Ble Cycling Club)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="21-02 300χλμ ''Αταλάντη''- Άγιος Στέφανος (Ble Cycling Club)
">21-02 300km 'Atalanta' '- Agios Stefanos (Ble Cycling Club)</span><span title="27-02 300χλμ Ελευσίνα - Λίμνη Δόξας - Ελευσίνα (Α.Ο. Αίολος)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="27-02 300χλμ Ελευσίνα - Λίμνη Δόξας - Ελευσίνα (Α.Ο. Αίολος)
">27-02 300km Elefsina - Lake Glory - Elefsina (AO Aeolus)</span><span title="05-03 300χλμ "Tour of Evros" - Αλεξανδρούπολη (Ble Cycling Club)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="05-03 300χλμ "Tour of Evros" - Αλεξανδρούπολη (Ble Cycling Club)
">05-03 300km "Tour of Evros" - Alexandroupolis (Ble Cycling Club)</span><span title="19-03 400χλμ ''Λεωνίδιο''-Ελευσίνα (Ble Cycling Club)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="19-03 400χλμ ''Λεωνίδιο''-Ελευσίνα (Ble Cycling Club)
">19-03 400km 'Leonidio' '- Elefsina (Ble Cycling Club)</span><span title="26-03 200χλμ Νότιος Ευβοϊκός (Π.Ε.Π.Α.)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="26-03 200χλμ Νότιος Ευβοϊκός (Π.Ε.Π.Α.)
">26-03 200km South Evoikos (P.E.P.A.)</span><span title="01-04 400χλμ Ελευσίνα - Πάτρα - Ελευσίνα (Α.Ο. Αίολος)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="01-04 400χλμ Ελευσίνα - Πάτρα - Ελευσίνα (Α.Ο. Αίολος)
">01-04 400km Elefsina - Patras - Elefsina (AO Aeolus)</span><span title="15-04 600χλμ Ελευσίνα - Κατάκολο - Ελευσίνα (Α.Ο. Αίολος)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="15-04 600χλμ Ελευσίνα - Κατάκολο - Ελευσίνα (Α.Ο. Αίολος)
">15-04 600km Elefsina - Katakolon - Elefsina (AO Aeolus)</span><span title="16-04 200χλμ Θέρμο (ΛΕ.Μ.Α. Θέρμου)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="16-04 200χλμ Θέρμο (ΛΕ.Μ.Α. Θέρμου)
">16-04 200km Thermo (Thermo LE.M.A.)</span><span title="23-04 200χλμ Αλεξανδρούπολη (Εθνικός Αλεξανδρούπολης)
"> </span></span><br />
<br /><a name='more'></a><br />
<span class="" id="result_box" lang="en"><span title="23-04 200χλμ Αλεξανδρούπολη (Εθνικός Αλεξανδρούπολης)
">23-04 200km Alexandroupolis (Ethnikos Alexandroupolis)</span><span title="23-04 400χλμ Γύρος Αργολίδας (Π.Ε.Π.Α.)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="23-04 400χλμ Γύρος Αργολίδας (Π.Ε.Π.Α.)
">23-04 400km Tour Argolis (P.E.P.A.)</span><span title="24-04 Fleche ''Γιώργος Βίδος" - Λάρισα (Ble Cycling Club)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="24-04 Fleche ''Γιώργος Βίδος" - Λάρισα (Ble Cycling Club)
">24-04 Fleche '' George Cube "- Larissa (Ble Cycling Club)</span><span title="07-05 200χλμ ''Το βουνό των Κενταύρων'' - Πήλιο (Π.Ο. Λάρισας)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="07-05 200χλμ ''Το βουνό των Κενταύρων'' - Πήλιο (Π.Ο. Λάρισας)
">07-05 200 km '' The mountain of the Centaurs' - Pelion (ET Larissa)</span><span title="14-05 200χλμ "Ψηλά Βουνά" - Θέρμο (ΛΕ.Μ.Α. Θέρμου)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="14-05 200χλμ "Ψηλά Βουνά" - Θέρμο (ΛΕ.Μ.Α. Θέρμου)
">14-05 200 km "High Mountains" - Thermo (Thermo LE.M.A.)</span><span title="14-05 600χλμ Γύρος Στερεάς (Π.Ε.Π.Α.)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="14-05 600χλμ Γύρος Στερεάς (Π.Ε.Π.Α.)
">14-05 600km Tour Mainland (P.E.P.A.)</span></span><br />
<span class="" id="result_box" lang="en"><span title="14-05 600χλμ Γύρος Στερεάς (Π.Ε.Π.Α.)
"> </span><span title="21-05 200χλμ Θήβα (ΣΧΟΠ Θήβας)
">21-05 200km Thebes (Thebes SCHOP)</span><span title="28-05 200χλμ Ορεινός Γύρος Τριχωνίδας - Αράκυνθος - Αγρίνιο (ΕΟΣ Αγρινίου)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="28-05 200χλμ Ορεινός Γύρος Τριχωνίδας - Αράκυνθος - Αγρίνιο (ΕΟΣ Αγρινίου)
">28-05 Round Mountain 200km Trichonis - Arakinthos - Agrinio (Agrinio ERA)</span><span title="28-05 300χλμ "Γύρος Χιονοδρομικών" - Ξυλόκαστρο (Α.Ο. Αίολος)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="28-05 300χλμ "Γύρος Χιονοδρομικών" - Ξυλόκαστρο (Α.Ο. Αίολος)
">28-05 300km "Tour of Ski" - Xylokastro (AO Aeolus)</span><span title="28-05 600χλμ Θήβα - Λάρισα - Θήβα (Ble Cycling Club)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="28-05 600χλμ Θήβα - Λάρισα - Θήβα (Ble Cycling Club)
">28-05 600km Thebes - Larissa - Thebes (Ble Cycling Club)</span><span title="04-06 200χλμ Παλαμάς (Kassimatis Cycling)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="04-06 200χλμ Παλαμάς (Kassimatis Cycling)
">04-06 200km Palamas (Kassimatis Cycling)</span><span title="11-06 200χλμ "Γύρος Ολύμπου" - Κατερίνη (Ble Cycling Club)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="11-06 200χλμ "Γύρος Ολύμπου" - Κατερίνη (Ble Cycling Club)
">11-06 200km "Olympus Tour" - Katerini (Ble Cycling Club)</span><span title="12-06 200χλμ Τρίπολη (Π.Ο. Τρίπολης)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="12-06 200χλμ Τρίπολη (Π.Ο. Τρίπολης)
">12-06 200 km Tripoli (Tripoli ET)</span><span title="18-06 200χλμ Άρτα (Π.Ο. Άρτας)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="18-06 200χλμ Άρτα (Π.Ο. Άρτας)
">18-06 200km Arta (Arta ET)</span><span title="25-06 200χλμ ''1 Βουνό & 2 Λίμνες'' - Φλώρινα (All Cycling)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="25-06 200χλμ ''1 Βουνό & 2 Λίμνες'' - Φλώρινα (All Cycling)
">25-06 200 km '' 1 & 2 Mountain Lakes '' - Florina (All Cycling)</span><span title="01-07 1000χλμ "2 Capitals" - Αθήνα (part A) (part B) (Ble Cycling Club)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="01-07 1000χλμ "2 Capitals" - Αθήνα (part A) (part B) (Ble Cycling Club)
">01-07 1000chlm "2 Capitals" - Athens (part A) (part B) (Ble Cycling Club)</span></span><br />
<span class="" id="result_box" lang="en"><span title="01-07 1000χλμ "2 Capitals" - Αθήνα (part A) (part B) (Ble Cycling Club)
"> </span><span title="09-07 200χλμ ''Χαλκίδα - Δίρφυς'' (Α.Ο. Αίολος)
">09-07 200km 'Chalkida - Dirfys'' (AO Aeolus)</span><span title="16-07 200χλμ Δασοχώρι (Π.Ε.Π.Α.)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="16-07 200χλμ Δασοχώρι (Π.Ε.Π.Α.)
">16-07 200km Dasochori (P.E.P.A.)</span><span title="16-07 200χλμ''Περιπέτεια στο Αιγαίο α' μέρος''- Λέσβος (Ble Cycling Club)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="16-07 200χλμ''Περιπέτεια στο Αιγαίο α' μέρος''- Λέσβος (Ble Cycling Club)
">16-07 200chlm''Peripeteia Aegean first part '' - Lesvos (Ble Cycling Club)</span><span title="16-07 200χλμ Χίος (Ble Cycling Club)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="16-07 200χλμ Χίος (Ble Cycling Club)
">16-07 200 km Chios (Ble Cycling Club)</span><span title="16-07 300χλμ''Περιπέτεια στο Αιγαίο β΄μέρος''- Χίος (Ble Cycling Club)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="16-07 300χλμ''Περιπέτεια στο Αιγαίο β΄μέρος''- Χίος (Ble Cycling Club)
">16-07 300chlm''Peripeteia in vmeros Sea '' - Chios (Ble Cycling Club)</span><span title="01-08 200χλμ 6x200 Αθήνα - Λαμία (Λέσχη Ποδηλατικού Τουρισμού Ελλάδος)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="01-08 200χλμ 6x200 Αθήνα - Λαμία (Λέσχη Ποδηλατικού Τουρισμού Ελλάδος)
">01-08 6x200 200km Athens - Lamia (Club Cycling Tourism Greece)</span><span title="02-08 200χλμ 6x200 Λαμία - Λάρισα (Λέσχη Ποδηλατικού Τουρισμού Ελλάδος)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="02-08 200χλμ 6x200 Λαμία - Λάρισα (Λέσχη Ποδηλατικού Τουρισμού Ελλάδος)
">02-08 200km 6x200 Lamia - Larissa (Greece Tourism Cycling Club)</span><span title="03-08 200χλμ 6x200 Λάρισα - Καστοριά (Λέσχη Ποδηλατικού Τουρισμού Ελλάδος)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="03-08 200χλμ 6x200 Λάρισα - Καστοριά (Λέσχη Ποδηλατικού Τουρισμού Ελλάδος)
">03-08 200km 6x200 Larissa - Kastoria (Greece Tourism Cycling Club)</span><span title="04-08 200χλμ 6x200 Καστοριά - Κιλκίς (Λέσχη Ποδηλατικού Τουρισμού Ελλάδος)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="04-08 200χλμ 6x200 Καστοριά - Κιλκίς (Λέσχη Ποδηλατικού Τουρισμού Ελλάδος)
">04-08 200km 6x200 Kastoria - Kilkis (Greece Tourism Cycling Club)</span><span title="05-08 200χλμ 6x200 Κιλκίς - Δράμα (Λέσχη Ποδηλατικού Τουρισμού Ελλάδος)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="05-08 200χλμ 6x200 Κιλκίς - Δράμα (Λέσχη Ποδηλατικού Τουρισμού Ελλάδος)
">05-08 200km 6x200 Kilkis - Drama (Greece Tourism Cycling Club)</span><span title="06-08 200χλμ 6x200 Δράμα - Αλεξανδρούπολη (Λέσχη Ποδηλατικού Τουρισμού Ελλάδος)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="06-08 200χλμ 6x200 Δράμα - Αλεξανδρούπολη (Λέσχη Ποδηλατικού Τουρισμού Ελλάδος)
">06-08 200km 6x200 Drama - Alexandroupolis (Greece Tourism Cycling Club)</span><span title="20-08 200χλμ Πύλη Τρικάλων (Καταφύγιο Κόζιακα)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="20-08 200χλμ Πύλη Τρικάλων (Καταφύγιο Κόζιακα)
">20-08 200km Gate Trikala (Shelter Koziakas)</span><span title="20-08 300χλμ Πύλη Τρικάλων (Καταφύγιο Κόζιακα)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="20-08 300χλμ Πύλη Τρικάλων (Καταφύγιο Κόζιακα)
">20-08 300km Gate Trikala (Shelter Koziakas)</span><span title="27-08 300χλμ Ελικώνας (Π.Ε.Π.Α.)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="27-08 300χλμ Ελικώνας (Π.Ε.Π.Α.)
">27-08 300km Helicon (P.E.P.A.)</span><span title="28-08 200χλμ Ωρωπός (Α.Ο. Αίολος)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="28-08 200χλμ Ωρωπός (Α.Ο. Αίολος)
">28-08 200km Oropos (AO Aeolus)</span><span title="03-09 200χλμ Λάρισα (Kassimatis Cycling)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="03-09 200χλμ Λάρισα (Kassimatis Cycling)
">03-09 Larissa 200km (Kassimatis Cycling)</span><span title="11-09 300χλμ Ελευσίνα - Διακοπτό - Ελευσίνα (Α.Ο. Αίολος)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="11-09 300χλμ Ελευσίνα - Διακοπτό - Ελευσίνα (Α.Ο. Αίολος)
">11-09 300km Elefsina - Diakopto - Elefsina (AO Aeolus)</span><span title="18-09 200χλμ Αττική (Π.Ε.Π.Α.)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="18-09 200χλμ Αττική (Π.Ε.Π.Α.)
">18-09 200km Attica (P.E.P.A.)</span><span title="24-09 200χλμ Δωδεκάνησα (Π.Ο. Κώ)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="24-09 200χλμ Δωδεκάνησα (Π.Ο. Κώ)
">24-09 200km Dodecanese (Kos ET)</span><span title="01-10 400χλμ Άγιοι Θεόδωροι - Θέρμο - Άγιοι Θεόδωροι (ΛΕ.Μ.Α. Θέρμου)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="01-10 400χλμ Άγιοι Θεόδωροι - Θέρμο - Άγιοι Θεόδωροι (ΛΕ.Μ.Α. Θέρμου)
">01-10 400km Agii Theodori - Thermo - Agii Theodori (LE.M.A. Thermo)</span><span title="16-10 200χλμ ''Ble 200'' - Τατόι (Ble Cycling Club)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="16-10 200χλμ ''Ble 200'' - Τατόι (Ble Cycling Club)
">16-10 200 km '' Ble 200 '' - Tatoi (Ble Cycling Club)</span><span title="22-10 200χλμ ''Κούκος'' (ΛΕ.Μ.Α. Θέρμου)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="22-10 200χλμ ''Κούκος'' (ΛΕ.Μ.Α. Θέρμου)
">22-10 200 km '' Cuckoo '(LE.M.A. Thermo)</span><span title="06-11 200χλμ Attica West Coast (Α.Ε.Κ.)
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="06-11 200χλμ Attica West Coast (Α.Ε.Κ.)
">06-11 200km Attica West Coast (AEK)</span><span title="12-11 200χλμ Χαλκίδα - Βόρεια Εύβοια (Α.Ο. Αίολος)"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="12-11 200χλμ Χαλκίδα - Βόρεια Εύβοια (Α.Ο. Αίολος)">12-11 200km Halkida - Evia (AO Aeolus)</span></span><br />
<br />
<span class="" id="result_box" lang="en"><span title="12-11 200χλμ Χαλκίδα - Βόρεια Εύβοια (Α.Ο. Αίολος)"> </span></span><span class="" id="result_box" lang="en"><span title="12-11 200χλμ Χαλκίδα - Βόρεια Εύβοια (Α.Ο. Αίολος)">(source: <a href="http://www.brevets.gr/brevets/%CF%80%CF%81%CF%8C%CE%B3%CF%81%CE%B1%CE%BC%CE%BC%CE%B1.html" target="_blank"><i>http://www.brevets.gr/brevets/%CF%80%CF%81%CF%8C%CE%B3%CF%81%CE%B1%CE%BC%CE%BC%CE%B1.html </i></a>)</span></span>SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-87758097054206447912016-03-08T10:12:00.001+02:002016-03-08T10:41:52.924+02:00Greek Triathlon Calendar 2016<div style="text-align: center;">
<span style="font-size: x-large;"><span class="" id="result_box" lang="en"><span title="Πρόγραμμα Αγώνων 2016
">Greek Triathlon Calendar 2016</span></span></span></div>
<span class="" id="result_box" lang="en"><span title="Πρόγραμμα Αγώνων 2016
"> </span><span title="Αγώνες 2016
"><br /></span><span title="14/2/2016, Δίαθλο,Σχινιάς, “Energy Duathlon Attiki & Πανελλήνιο Πρωτάθλημα Διάθλου”, (Απόσταση:Sprint), www.energyraces.gr
">- 02.14.2016, Biathlon, Schinias, "Energy Duathlon Attiki & National
Championships Biathlon" (Distance: Sprint), <a href="http://www.energyraces.gr/">www.energyraces.gr</a></span><span title="————————
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="————————
">- </span><span title="13/03/16, Δίαθλο, Κυπαρισσία, “Πανελλήνιο Πρωτάθλημα μικρών κατηγοριών”, www.triathlon-hellas.com
">03.13.16, Biathlon, Kyparissia, "National Championship small classes", <a href="http://www.triathlon-hellas.com/">www.triathlon-hellas.com</a></span><span title="——————————
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="——————————
">- </span><span title="03/04/2016, Δίαθλο, Σχινιάς, www.transitionsports.gr
">03.04.2016, Biathlon, Schinias, <a href="http://www.transitionsports.gr/">www.transitionsports.gr</a><br />- </span><span title="10/4/2016, Τρίαθλο, Μαραθώνας-Σχινιάς, “Energy Triathlon Attiki & 1oς Αγώνας Κυπέλλου Ελλάδος”, www.energyraces.gr
">04.10.2016, Triathlon, Marathon-Schinias, "Energy Triathlon Attiki & 1os Football Greek Cup", <a href="http://www.energyraces.gr/">www.energyraces.gr</a></span></span><br />
<span class="" id="result_box" lang="en"><span title="10/4/2016, Τρίαθλο, Μαραθώνας-Σχινιάς, “Energy Triathlon Attiki & 1oς Αγώνας Κυπέλλου Ελλάδος”, www.energyraces.gr
">- </span><span title="17/04/2016, Τρίαθλο, Σχινιάς, (Απόσταση: Sprint), www.transitionsports.gr
">04.17.2016, Triathlon, Schinias (Distance: Sprint), <a href="http://www.transitionsports.gr/">www.transitionsports.gr</a></span><span title="—————————-
"><br />- </span><span title="7/05/16, Off Road-Τρίαθλο, Βουλιαγμένη, “XTERRA Greece Championship” (αποστάσεις: Sprint & Olympic), www.xterragreece.com
">7/05/16, Off Road-Triathlon, Vouliagmeni, "XTERRA Greece Championship" (distances: Sprint & Olympic), <a href="http://www.xterragreece.com/">www.xterragreece.com</a></span></span><br />
<span class="" id="result_box" lang="en"><span title="7/05/16, Off Road-Τρίαθλο, Βουλιαγμένη, “XTERRA Greece Championship” (αποστάσεις: Sprint & Olympic), www.xterragreece.com
"></span></span><br />
<a name='more'></a><span class="" id="result_box" lang="en"><span title="7/05/16, Off Road-Τρίαθλο, Βουλιαγμένη, “XTERRA Greece Championship” (αποστάσεις: Sprint & Olympic), www.xterragreece.com
"><br />- </span><span title="SOS**14-15/05/16,Τρίαθλο, Κατερίνη,“3ο almiraMAN” (αποστάσεις: Sprint & Half Ironman),www.almiraman.gr
">SOS ** 14-15 / 05/16, Triathlon, Katerini, "3rd almiraMAN" (distances: Sprint & Half Ironman), <a href="http://www.almiraman.gr/">www.almiraman.gr</a><br />- </span><span title="SOS**15/05/16,Τρίαθλο, Σπέτσες, “4ο Spetsathlon” (αποστάσεις: Sprint & Olympic), www.spetsathlon.com
">SOS ** 15/05/16, Triathlon, Spetses, "4th Spetsathlon" (distances: Sprint & Olympic), <a href="http://www.spetsathlon.com/">www.spetsathlon.com</a><br />- </span><span title="22/05/16, Aquathlon, Καλαμάτα, “Πανελλήνιο Πρωτάθλημα Aquathlon” (απόσταση:??) www.triathlon-hellas.com
">22/05/16, Aquathlon, Kalamata, "National Championship Aquathlon" (distance: ??) <a href="http://www.triathlon-hellas.com/">www.triathlon-hellas.com</a><br />- </span><span title="28-29/05/16, Τρίαθλο, Ναύπλιο, “2ο Nafplion Triathlon” (αποστάσεις: Sprint + Kids), www.nafpliotriathlon.gr
">28-29 / 05/16, Triathlon, Nafplio, "2nd Nafplion Triathlon" (distances: Sprint + Kids), <a href="http://www.nafpliotriathlon.gr/">www.nafpliotriathlon.gr</a><br />- </span><span title="29/05/16, Τρίαθλο (παιδικό μόνο), Σχινιάς, www.transitionsports.gr
">05.29.16, Triathlon (kids only), Schinias, <a href="http://www.transitionsports.gr/">www.transitionsports.gr</a></span><span title="——————————-
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="——————————-
">- </span><span title="5/06/16, Τρίαθλο, Ψάθα, “5ο Ψαθαθλον Αττικής” (απόσταση:Sprint)
">05.06.16, Triathlon, Straw, "5th Psathathlon Attica" (distance: Sprint)<br />- </span><span title="SOS**10-12/06/16, Τρίαθλο, Σύρος, “1ο Syros Triathlon” (απόσταση:Sprint) www.facebook.com/Syros-Triathlon-1664641213802353/
">SOS ** 10-12 / 06/16, Triathlon, Syros "1st Syros Triathlon"
(distance: Sprint) <a href="http://www.facebook.com/Syros-Triathlon-1664641213802353/">www.facebook.com/Syros-Triathlon-1664641213802353/</a><br />- </span><span title="SOS**12/06/16,Τρίαθλο, Μέγαρα-Πάχη, “Κύπελλο-1ος αγώνας”, (απόσταση: ??), www.triathlon-hellas.com
">SOS ** 12/06/16, Triathlon, Pachi-Megara, "Cup-Race 1" (distance: ??), <a href="http://www.triathlon-hellas.com/">www.triathlon-hellas.com</a><br />- </span><span title="17/06/16, Aquathlon, Σχινιάς, “Full Moon Aquathlon”, www.transitionsports.gr
">17/06/16, Aquathlon, Schinias, "Full Moon Aquathlon", <a href="http://www.transitionsports.gr/">www.transitionsports.gr</a><br />- </span><span title="26/6/2016,Δίαθλο,Καρπενήσι, “Energy Long Duathlon”, (απόσταση: classic distance), www.energyraces.gr
">26/6/2016 Biathlon, Karpenissi, "Energy Long Duathlon", (distance: classic distance), <a href="http://www.energyraces.gr/">www.energyraces.gr</a></span><span title="—————————
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="—————————
">- </span><span title="SOS** 09/07/16,Τρίαθλο, Ευρώτας, “Κύπελλο-3ος αγώνας”, (απόσταση: ??), www.triathlon-hellas.com
">SOS ** 09/07/16, Triathlon, Eurotas, "Cup-3rd race" (distance: ??), <a href="http://www.triathlon-hellas.com/">www.triathlon-hellas.com</a><br />- </span><span title="SOS**09/07/16, Τρίαθλο, Λίμνη Δόξα, (Απόσταση: Sprint), www.transitionsports.gr
">SOS ** 09/07/16, Triathlon, Lake Doxa (Distance: Sprint), <a href="http://www.transitionsports.gr/">www.transitionsports.gr</a><br />- </span><span title="24/07/16,Τρίαθλο, Μεσσήνη, “Κύπελλο-4ος αγώνας”, (απόσταση: ??), www.triathlon-hellas.com
">24/07/16, Triathlon, Messina, "Cup-4th race" (distance: ??), <a href="http://www.triathlon-hellas.com/">www.triathlon-hellas.com</a></span><span title="—————————–
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="—————————–
">- </span><span title="25/09/16, Τρίαθλο, Λουτράκι, “Πανελλήνιο Πρωτάθλημα”, (απόσταση: ??), www.triathlon-hellas.com
">09.25.16, triathlon, Loutraki, "National Championship", (distance: ??), <a href="http://www.triathlon-hellas.com/">www.triathlon-hellas.com</a></span><span title="—————————–
"> </span></span><br />
<span class="" id="result_box" lang="en"><span title="—————————–
">- </span><span title="16/10/16, Τρίαθλο, Σχινιάς, (Απόσταση: Ολυμπιακή), www.transitionsports.gr
">10.16.16, Triathlon, Schinias (Distance: Olympic), <a href="http://www.transitionsports.gr/">www.transitionsports.gr</a><br />- </span><span title="23/10/16,Τρίαθλο, Βουλιαγμένη, “Κύπελλο-τελικός αγώνας”, (απόσταση: ??), www.triathlon-hellas.com
">23/10/16, shall Triathlon, Vouliagmeni, "Cup-final match", (distance: ??), <a href="http://www.triathlon-hellas.com/">www.triathlon-hellas.com</a></span></span><br />
<br />
<span class="" id="result_box" lang="en"><span title="23/10/16,Τρίαθλο, Βουλιαγμένη, “Κύπελλο-τελικός αγώνας”, (απόσταση: ??), www.triathlon-hellas.com
"> </span><span title="————————————
"><br />_________________________________________________________</span><i><span title="** : Προσοχή-Κοινή Ημερομηνία"> </span></i></span><br />
<span class="" id="result_box" lang="en"><i><span title="** : Προσοχή-Κοινή Ημερομηνία">**: Footnote: Date with 2 or more races on the same day!</span></i></span><br />
<br />
<span class="" id="result_box" lang="en"><i><span title="** : Προσοχή-Κοινή Ημερομηνία">(source: <a href="http://www.triathlonfriends.gr/calendar/">http://www.triathlonfriends.gr/calendar/</a> ) </span></i></span>SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-60076337945343659342016-03-08T10:04:00.002+02:002016-03-08T10:04:34.272+02:00Full updates to follow soon!After some prolonged absence from my blog, due to job and other committements, I am now in the position to refresh you with my latest news around sports races in Greece! I took sometime off, to cool down and refuel myself in many ways in the recent months.<br />
Soon, I will start posting my updates and articles on various sports topics.<br />
So, stay tuned for more info! :)SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-62238791034490555132015-05-15T21:34:00.003+03:002015-05-15T21:34:41.888+03:00Blog's statistics until April 2015 - Thank you all for your visit!Hope you find some of my posts inspiring and useful! Your comments help improve and refine the topics.<br />
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<a href="http://3.bp.blogspot.com/-CLmIK_1nhuo/VVY7z2By0XI/AAAAAAAABv8/fx5wTKiJA1k/s1600/April%2B2015%2Bstats.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="381" src="http://3.bp.blogspot.com/-CLmIK_1nhuo/VVY7z2By0XI/AAAAAAAABv8/fx5wTKiJA1k/s640/April%2B2015%2Bstats.tif" width="640" /></a></div>
Locate your country on the map above. Is it blue? Is so, it has visited this blog!SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-12588169685581697862015-05-12T14:27:00.000+03:002015-05-15T21:24:07.112+03:00Road bike tire review: Bontrager R3 700x25 clincher (but, is it really 25mm wide?!)I recently purchased a Bontrager R3 700x25 tire, moving up in width from Bontrager R3 700x23. The main reason was that I was looking for more comfort, for my 100kg weight. The 23mm width felt too sensitive to shocks and road vibrations, so much, that I was feeling as if I was <i>slowing down</i> instead of going faster. The 25mm width seemed logical to compensate this problem.<br />
<br />
I have been using the R3 700x23 for about 18 months, with only 1 puncture (rear tire) and that was due to my fault hitting hard inside a road hole. Compared to R2, the R3, feels 'softer', faster, more responsive. I wanted a 25mm wide tire though, to give me some extra comfort.<br />
<br />
I normally inflate the front R3 with 105-108psi and the rear R3 with 112-115. Sometimes, I might take 2-3 psi away from both tires to boost comfort, but I can observe a noticable reduction in top speed and acceleration.<br />
<br />
On my new R3 700x25 setup, I did this test: Front wheel remained at 700x23, rear R3 wheel now gone from 700x23 to 700x25. Upon inflating both tires at the same pressure (115psi) for testing purposes: To measure tire width in order to double check manufacturers specifications. I noticed something weird, which I didn't see before in any tire: To my surprise my findings were the following:<br />
Front tire width: 23.6mm (instead of 23mm)<br />
Rear tire width: 24.3mm (instead of 25mm)<br />
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<span style="font-size: large;">BIKE SETUP FOR MEASUREMENT:</span> <br />
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<a href="http://2.bp.blogspot.com/-mj8eECzibTk/VVY5DhpwhmI/AAAAAAAABvw/e4RvlHloNmo/s1600/P1010009.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://2.bp.blogspot.com/-mj8eECzibTk/VVY5DhpwhmI/AAAAAAAABvw/e4RvlHloNmo/s400/P1010009.JPG" width="400" /></a></div>
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<a name='more'></a><br /><br />
The tires were mounted on Pro Lite Bracciano A42 (alu, clincher) wheelset.<br />
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"What's is going on over here?" I thought. I wanted to gain some extra 2mm on the rear wheel and instead the width was 0.7 off the stated value. And not only this: The difference in width between the 23 and 25 tires was actually 0.7mm, far away from the expected 2mm! So, I didn't gain much, did I?<br />
<br />
I will keep this post updated and I will add some extra photos of my measurements soon.. My current explanation for this 'unusual' measuring paradox may have been caused by one or a combination of the following issues:<br />
<ul>
<li>The width of the rim affects tire width too. A given tire, measures narrower on a narrower rim and wider on a wider rim. When Bontrager states that this tire is 700x25, we also need to know the width of the rim it used to reference this number.</li>
<li>The front tire was about 2,000km 'old', while the rear tire was new. New tires can slightly 'stretch' or 'deform' with the use. So, at the moment, I leave on the side the above measurements until I ride a few 100's of km on them to see whether this is true or not.</li>
<li>Tire width specification is 'sometimes purposely' different from the actual value, in an attempt to keep tire weight lower than the competitors' tire of identical stated dimensions. That is: Company A produces 700x25, but in reality it measures 700x24, while Company B produces 700x25 and it is indeed 700x25. But, the tire of Company A is now lighter than the tire of Company B. So, customers go for tire of Company A as it is lighter, despite the inaccurate tire width!</li>
</ul>
I really don't know what the real problem is here. I will write more around this issue as I ride the new R3 700x23 700x25 combination.<br />
<br />
The bottom line is that R3s are generally very good tires, both for training and racing too. I have only tested them in dry hot conditions (like those found here in Greece!), otherwise I don't know their behaviour in wet conditions. Puncture protection seems good: I am 100kg, but surprisingly, I feel 'safe' in terms of flats with these tires. They corner well too. Compared to R2, R3 have a very noticeable advantage both in terms of top speed and rolling resistance. I've noticed that these tires need to be inflated towards their higher psi range (90-125), that is, they are pretty slow when you inflate anything below 105psi or so. So, if you're up for some good speed go for 110psi at least. You might be ok, with 110psi at rear wheel and 105psi at front wheel, but do this only if you have some very specific reasons, e.g. more comfort in bad roads, and you don't mind too much about speed. For top speed I inflate both tires at 115psi.<br />
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<div style="text-align: center;">
<span style="font-size: large;"><span style="font-size: x-large;">Measurements (all tires clincher, at 115psi on Bracciano A42 wheels)</span></span></div>
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<span style="font-size: large;">REAR TIRE: BONTRAGER R3 700X25</span></div>
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<a href="http://4.bp.blogspot.com/-xtE64PNreYM/VVY2JBcXzpI/AAAAAAAABu8/dbkRriuhQyo/s1600/P1010001.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="http://4.bp.blogspot.com/-xtE64PNreYM/VVY2JBcXzpI/AAAAAAAABu8/dbkRriuhQyo/s640/P1010001.JPG" width="640" /></a></div>
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<span style="font-size: large;"><span style="font-size: small;"> </span></span> </div>
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<span style="font-size: large;">FRONT TIRE: BONTRAGER R3 700X25</span><br />
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<span style="font-size: large;">CLOSE LOOP UP OF TIRE LABELS:</span> <br />
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<a href="http://2.bp.blogspot.com/-DWjWKsCiYpg/VVY28Tqq45I/AAAAAAAABvc/Gm_TVuGggVc/s1600/P1010010.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="http://2.bp.blogspot.com/-DWjWKsCiYpg/VVY28Tqq45I/AAAAAAAABvc/Gm_TVuGggVc/s640/P1010010.JPG" width="640" /></a></div>
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<br />SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com1tag:blogger.com,1999:blog-34175142808139841.post-9020549488119788072015-05-10T20:55:00.000+03:002015-06-07T20:38:42.324+03:00The amazing Spetses Island in Greece: Swimming, cycling and triathlon races (2015)!3rd time in a row, the island of Spetses welcomed another great weekend, full of sports action, with swimming, cycling and triathlon events, all 3 in two days, the famous Spetsathlon! No way this can leave you disappointed.<br />
<br />
Since its first appearance, this event have attracted an increasing number of participants, both from Greece and abroad. The event's organizers were trying to promote the concept of 'sports tourism', so people could enjoy both the landscapes of Spetses and compete in one (or more) of their favorite events too! No better option to do this in Spetses, as the island has also a 'no cars' policy, which means that only small motorbikes are allowed, and of course bikes! :D<br />
<br />
<u>Saturday</u><br />
There were 2 options for Saturday: A 1000m swimming and a 25km (1 round of Spetses island) bike event. As cycling is my favorite sport, I decided to be a spectator for the swim event starting at 10 am. That was also a great way to mentally prepare myself for the 1pm start time of the bike event. <br />
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<a href="http://2.bp.blogspot.com/-nfMmUwWKFk0/VU-ROyuhqHI/AAAAAAAABtw/DZ3O2DkAQ2Y/s1600/20150424_143511.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="http://2.bp.blogspot.com/-nfMmUwWKFk0/VU-ROyuhqHI/AAAAAAAABtw/DZ3O2DkAQ2Y/s640/20150424_143511.jpg" width="640" /></a></div>
<div style="text-align: center;">
<i>(Friday, 2 days before the triathlon event, familiarizing myself with the swim part, not particularly warm this year, but the water was absolutely great to watch inside and no wind around)</i></div>
<div style="text-align: left;">
<br /></div>
What particularly amazed me in the swim part was the huge number of athletes, from all ages, both men and women, almost balanced in number. Spetses is great for families and friends to visit all year around, and now, these sports events make it even more attractive destination. Most people were on their wetsuits, waters are still cold in Spetses end of April. A 3mm full wetsuit will give you that extra warmth to swim comfortably.<br />
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<a href="http://2.bp.blogspot.com/-78YfKQJmAsg/VXSAqrzcDpI/AAAAAAAABwU/_wsSXQ7pwBE/s1600/20150425_121710.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="http://2.bp.blogspot.com/-78YfKQJmAsg/VXSAqrzcDpI/AAAAAAAABwU/_wsSXQ7pwBE/s400/20150425_121710.jpg" width="300" /></a></div>
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<br />
At 1pm it was the time for the 26km bike event around the island. The
distance is not that long as you can see, but the terrain is full of
turns and climbs, and the route is particularly technical as there are
many sharp turns to watch around. Triathlon specific bikes (TT, etc)
have no benefit in Spetses, you need a pure road bike with durable
tires, to defend the average condition roads. The roads can surprise
you, as the presence of dense forests around the island, do not allow
you to view what's behind the next turn. So, take it easy if this is
your first time at the start of the bike event!<br />
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<a href="http://1.bp.blogspot.com/-lyf-C8HII3U/VXSAo5KedQI/AAAAAAAABwM/wUZl4aI06J8/s1600/20150425_143845.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a></div>
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<a href="http://1.bp.blogspot.com/-WsdJi5WgQYs/VXSA0x6itKI/AAAAAAAABwc/3TyAHeiPuiM/s1600/20150424_193042.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="http://1.bp.blogspot.com/-WsdJi5WgQYs/VXSA0x6itKI/AAAAAAAABwc/3TyAHeiPuiM/s320/20150424_193042.jpg" width="320" /></a></div>
<i>(left: sunset moment in Spetses, relaxed and peaceful)</i><br />
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<a href="http://4.bp.blogspot.com/-_z8DMlzpVrE/VU-TvqMxzVI/AAAAAAAABt4/UmM_Bf7r4Mk/s1600/20150425_125356.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="640" src="http://4.bp.blogspot.com/-_z8DMlzpVrE/VU-TvqMxzVI/AAAAAAAABt4/UmM_Bf7r4Mk/s640/20150425_125356.jpg" width="480" /></a></div>
<i>(left: me with the red/black jersey in the middle, waiting for the start of the bike race).</i><br />
<br />
The were around 200 athletes registered, and with the technical course in mind and the fact that the first 5km or so are rode inside the uneven village roads, it requires exceptional care, as crashes are easy to happen any time and out of nothing. So, better cycle safe first and then pick up your race pace when outside the main village.<br />
<br />
The 26km long route meant that there was no time to pick up if you stay behind, but if you go too fast you might give too much too early on this demanding course. The terrain is very variable: Turn after turn, uphills following downhills all the time, very sudden turns behind narrow and limited visibility roads. Keep an eye on the road for small holes too (but nothing serious). All these together, make this 26km ride particularly tricky to complete if you haven't ridden the island before. For me, this was the 2nd time to be here, but believe me, this didn't help me much, it was still tricky to handle the bike under full speed!<br />
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<a href="http://4.bp.blogspot.com/-V0mYKkXNRJ4/VU-WTymDBII/AAAAAAAABuE/xvxwecGTiXY/s1600/20150425_125411.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="http://4.bp.blogspot.com/-V0mYKkXNRJ4/VU-WTymDBII/AAAAAAAABuE/xvxwecGTiXY/s320/20150425_125411.jpg" width="320" /></a></div>
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This year, I have also seen several people with flats, and that was an extra concern to look for. Always ride Spetses with spare tubes, don't underestimate the short 26km distance! Ride the event with constant pace, don't give too much of your effort at the beginning as you might easily run out of reserves in the last closing kilometres. The climbs are short, but their steepness might surprise you, I am 100kg, and with my lowest 39x28 (crankset x cassette) combination, I felt I was riding marginal some on the climbs. And there were many of them! At the 13th km there is a water station waiting for you, in case you need to refuel!<br />
<a href="http://1.bp.blogspot.com/-lyf-C8HII3U/VXSAo5KedQI/AAAAAAAABwM/wUZl4aI06J8/s1600/20150425_143845.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="http://1.bp.blogspot.com/-lyf-C8HII3U/VXSAo5KedQI/AAAAAAAABwM/wUZl4aI06J8/s320/20150425_143845.jpg" width="320" /></a><i>(left: cooling off after the bike event)</i> <br />
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<u>Sunday</u><br />
Time for triathlon! This is perhaps the biggest triathlon event in Greece, so far. When you stand at the front of the mass start, you feel that you will be squeezed all around from other athletes. But, this is what makes this event so exciting too! The water is crystal clear, it's so amazing to swim the sea, and observe several kinds of fish swimming under your feet!<br />
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<a href="http://1.bp.blogspot.com/-o7-Alkqgu0c/VU-YB0lKkyI/AAAAAAAABuQ/Njh__bi5sWI/s1600/20150425_122400.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="640" src="http://1.bp.blogspot.com/-o7-Alkqgu0c/VU-YB0lKkyI/AAAAAAAABuQ/Njh__bi5sWI/s640/20150425_122400.jpg" width="480" /></a></div>
The organizers had all safety measures in place: Divers and life guards for the swim part, volunteers at dangerous turns on the bike course, roads open to athletes only, doctors, water points, etc.<br />
Temperatures are pretty good this time of the year (end of April). Except for a wetsuit during the swim part, a t-shirt and a short it enough to keep you in comfort during the race.<br />
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<i>(left: The mascot of Spetses! This dog is 4 months old and it absolutely rocks!)</i><br />
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There were two distances for triathlon, a sprint (750m-26km-5km) and an endurance (1500m-52km-10km). Most athletes go for the sprint, there were around 280 of them this year. The endurance is pretty demanding, especially the bike course, and around 70 of them made this up this year.<br />
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All in all, this was a very enjoyable event. The Saturday night pasta-party and the express registration made the event extra special. Media from radio and TV, plus drone-video cameras flying in the sky make you feel that you're a 'sport's celebrity' and it gives you that extra motivation to push hard during the event. The spectators are all around, especially in the run part. You run in front of the full seated coffee areas and you get the pulse of this event at maximum level!<br />
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An event to put down in the triathlon/bike calendar as a must!<br />
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<i>(used to race with a triathlon jersey, but now I feel more comfy on short sleeve)</i></div>
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<i>(Spetsathlon events, is all about having fun and enjoying the amazing landscape)</i></div>
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<i>(at the end of the triathlon race, my bike did it all!)</i></div>
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The official Spetsathlon website: <a href="http://www.spetsathlon.com/" target="_blank">www.spetsathlon.com </a><br />
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Spetsathlon results: <a href="http://spetsathlon.com/en/the-race/2015-results/">http://spetsathlon.com/en/the-race/2015-results/</a><br />
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Photos and videos of the event:<br />
<a href="http://spetsathlon.com/multimedia-year/2015/">i) http://spetsathlon.com/multimedia-year/2015/</a> and<br />
<a href="https://www.facebook.com/marathonspetses?fref=ts">ii) https://www.facebook.com/marathonspetses?fref=ts</a><br />
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<br />SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-25400447278955737412014-09-30T10:52:00.001+03:002014-10-13T08:23:41.984+03:00Epidavrus (Επίδαυρος) Road Bike and Triathlon Race (27-28 Sept. 2014)<br />
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<a href="http://www.smartsolutions.gr/%CE%B1%CF%80%CE%BF%CF%84%CE%B5%CE%BB%CE%AD%CF%83%CE%BC%CE%B1%CF%84%CE%B1" target="_blank"><img alt="λογοτυπο" class=" wp-image-2397 alignleft" src="http://www.smartsolutions.gr/wp-content/uploads/2013/04/%CE%BB%CE%BF%CE%B3%CE%BF%CF%84%CF%85%CF%80%CE%BF.png" height="113" width="124" /></a></div>
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If there is one word that can describe this event that would be 'magnificent'!<br />
Epidavrus is an ancient historic region located on the east side of Pelloponissus. It was the first time that a major bike and triathlon sports event took place there. Not for one day, but for two. Saturday found athletes with 2 road bike events (35km and 70km), while for Sunday, a sprint Triathlon event (750m-30km-5km) was scheduled both for adults and kids. 400 athletes registered throughout the weekend for these events, which is a large number for the Greek athletic community.<br />
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The organizers, <a href="http://www.epidavros.gr/en.html" target="_blank">municipality of Epidavrus</a> and <a href="http://www.smartsolutions.gr/" target="_blank">Smart Solutions Company</a>, did a perfect job with nearly 200 (!) volunteers laid down on the race course to support and secure the event during the weekend. The landscape during the races was just top class - no better place to compete and enjoy a race.<br />
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<a href="http://www.smartsolutions.gr/%CE%B1%CF%80%CE%BF%CF%84%CE%B5%CE%BB%CE%AD%CF%83%CE%BC%CE%B1%CF%84%CE%B1" target="_blank"><img alt="χορηγοι" class="wp-image-3000" src="http://www.smartsolutions.gr/wp-content/uploads/2013/04/%CF%87%CE%BF%CF%81%CE%B7%CE%B3%CE%BF%CE%B9.png" height="57" width="400" /></a></div>
I registered both for the 35km road bike race and the triathlon. It was the first time I had 2 races on my diary within an 18 hours time frame, but I was excited for it!! I hadn't really prepared myself for anything good, but I always enjoy participating in big sports events. And Epidavrus is popular for its world class ancient attractions - that kept busy both me and my friends who came with me as spectators to support me.<br />
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(prior to the start of the Saturday's road bike race)</div>
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Saturday road bike race was all about pacing and staying organized within a group. There were about 20km or so of climbing and the remaining (15km) was flat, downhill style. I never cycled in the area before, so I wasn't familiar with what could appear in front of me. After the 11th km ,the organisers gave the 'free to go', that is, until then, riders must stay behind a leading vehicle for security reasons. That was good for me, as I had the chance to identify a group which was close to my pace.<br />
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But, I realised that wasn't the case really...after the 15th km I noticed that I wasn't attached with any group whatsoever..! That was a problem, as riding with a group helps you share tiredness and do significantly less work than usual. I knew that I have left behind me several riders after the 11th km and I was pedalling with good speed, but I was not so sure how my fatigue levels would built up at a later stage (the 35km groups had different route from the 70km groups). I settled down with the idea that enjoying and cycling was all the best I could do for the completion of this race.<br />
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(on the 11th km of the road bike race with the 'free to go' signal)</div>
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The state of the terrain was excellent (for the Greek standards!), and I was retaining my good speed. I managed to catch a triathlon bike on the 20th km, which was a good thing, as I felt I could make a 'cooperative pair' with someone else. But, this didn't last for very long, as the other rider 'broke' on the 25th km or so.. So, riding alone again was the result. I was pushing as much as I could all the way up to the Ancient Theatre, and luckily some sections of the road were downhill to give me a short breath meanwhile.<br />
I hadn't loose any positions at that stage. As I was getting closer and closer to the finish point, my instinct was telling me that I was perhaps within good positions. <br />
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I crossed the finish line 7th overall (out of 60) and 4th in my category (30+), without realizing it! I thought there was something wrong with the results, but I was indeed top 5 on my division: Medal time!! (top 6 get medals). That was ecstatic!! How come those lighter riders didn't catch me on the climbs? I am 100kg and there was no way I could keep my speed with tiny athletes on the mountains, but it did happen! Perhaps, bigger means stronger too :D<br />
(my explanation: On mild climbs I believe that a strong and big rider can stay close to a small rider, despite the weight difference. The small and compact climbers seem to have an clear advantage on really steep climbs - fortunately Epidavrus bike course had a moderate steepness, so this allowed me to stay away from the lightest riders).<br />
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(me on the blue jersey, crossing the finish line of the 35km bike race top 7 overall ,what a moment!)</div>
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Sunday morning found me with more excitement. Weather was perfect for me, 20 degrees or less, with full sun: I love 'cooler' temperatures, and this triathlon race had just the ideal conditions to start. I hadn't trained for swimming or running at all (feel a bit bored recently with these :) ), but I was in for the bike section. Durin the bike section I managed to overtake at least 12 people, but running is always a damaging factor in all my triathlon races: I exited T2 on the 15th place and I crossed the finish line on the 28th place.. :(<br />
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Throughout the races, people were cheering us all around. Even when I reached a remote cross point up the in mountain, there were still people out on the roads encouraging us. What a scene!<br />
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Organizers, gave away a nice t-shirt to all athletes and they were providing unlimited(!) free orange juice to everyone (orange trees were plenty in the region), plus the necessities on the hydration points. Competitors had also discounted (up to 20%) access to restaurants and food-bars For a zero participation fee, that was just the perfect event to be at.<br />
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This event made me realise that cycling fits me exceptionally well, more than triathlon, as the <i>power </i>factor and less the <i>weight </i>factor come into play. Riding on a bike allows you to <i>slide </i>your weight on the road with the bike, while, for example, running is all about <i>carrying </i>your weight with light weight athletes having an obvious plus step on this. <br />
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Thank you Epidavrus!!<br />
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<a href="http://www.smartsolutions.gr/results" target="_blank">View full results for all races (bike and triathlon).</a><br />
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<a href="http://www.smartsolutions.gr/cycling-race" target="_blank">View photos from the road bike event.</a><br />
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(more photos and videos to appear shortly on the <a href="http://www.smartsolutions.gr/%CE%B1%CF%80%CE%BF%CF%84%CE%B5%CE%BB%CE%AD%CF%83%CE%BC%CE%B1%CF%84%CE%B1" target="_blank">organizer's website</a>)<br />
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Check my photoalbum on the link below :)<br />
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<a href="https://plus.google.com/photos/109134765335972295853/albums/6069346362662860257?authkey=CJaMqvyK4qnATw" target="_blank">https://plus.google.com/photos/109134765335972295853/albums/6069346362662860257?authkey=CJaMqvyK4qnATw </a><br />
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<div class="g-post" data-href="https://plus.google.com/109134765335972295853/posts/GdM3wcKdhgD">
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My videos: <br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dwZiZbn9rrjnr_BxOjjF6V415By0t1R-qBFs2YukKjZJqgrEPjIe8Sd4pYVQPFBu_tnNWZutfASbN_ocVek' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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(more to appear soon!)<br />
<br />SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-7766941091176966462014-08-22T12:27:00.001+03:002015-05-11T21:21:10.123+03:00Fulcrum Racing 5 Road Bike Wheels (2014): TWO broken spokes within 8 months of purchase.Well, no equipment is perfect and failures can happen to anyone anytime, regardless of how expensive or cheap is the product.<br />
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I had my first broken spoke ever about 3 months ago. I have been into cycling since 2010 and I have changed several wheelsets since then: From Alex Rims, into Shimano, into Pro Lite and then into Fulrcum. I bought my first ever Fulcrum wheels in Dec. 2013, after shop's recommendations and friends' suggestions.<br />
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But, about 6 months after purchase a Fulcrum rear wheel spoke broke. At the worst place and time: During a 200km Brevet cycle race with about 50km to go when I also had a good ranking (within top 40 out of about 200 cyclists).<br />
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I was left in the middle of nowhere with the sun burning on top of my head at 36+ degrees in a very remote location (50km outside Theva, Greece). I was very lucky to have a race support car picking me up, as it was left to the athletes to deal with their emergencies according to race regulations. It was the first time I realised how a broken spoke sounds.. and the flatness your mind receives when it realizes that you no longer can pedal. My rear wheel lost its symmetry. It went into an 'egg' shape. I tried to open the rear break as much as possible, but still nothing. THAT spoke was fatal. I had to quit the race.<br />
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After the repair, the bike shop assumed that these things happen to everyone and it's normal. I accepted this.<br />
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4 weeks ago and about 2 months after the first ever spoke breakage on the Racing 5 wheels, another spoke on the same rear wheel broke. Again.<br />
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<a name='more'></a><br />
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It was a different spoke from the one repaired before and it happened when I was about 25km away from home base in the middle of a road going through dense forests. I couldn't believe it. This was insane. Another spoke in fault again.<br />
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When I went back to the shop to repair the 2nd broken spoke on the same wheel, I asked whether this was normal and if it could covered by the warranty. 2 broken spokes within 3 months and in less than 8 months of purchase was too much I felt. I know that no shop likes to hear the word 'warranty', but I gave my squeezed and hard earned money to them to buy these wheels. So, I felt it was right to demand an explanation.<br />
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But, the explanation was: Spokes are not covered by the warranty. Fair enough I said but, "what about 2 broken spokes within 3 months?". No answer. At least my local shop was kind enough to offer me a free spoke and wheel truing service for the second spoke breakage. But, I now can't trust these wheels anymore.<br />
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In my opinion, these wheels are either faulty or cannot support my 100kg body weight.<br />
I've emailed Fulrcum in Italy twice with my concerns, but I've never received a response from them. <br />
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For anyone out there thinking to buy Fulcrum Racing 5 (2014) wheels, here are my experiences:<br />
1) I read on forums that these wheels are 'good' for riders up to 80kg. Only if I knew this before I buy these wheels. And the shop knew it. And they knew I was 100kg too.<br />
2) The number of spokes on the 2014 model compared to that in 2013 has REDUCED by 6. Two less spokes in the front wheel (from 20 down to 18) and 4 (yes, FOUR) less spokes (from 24 down to 20) in the rear wheel. In my opinion that's a lethal mistake by Fulcrum. These are entry level wheels and there is no point to do this. Durability should go first, performance after. Heavy weight riders pay the price. Like I did with the 2 broken rear wheel spokes.<br />
3) On the rear wheel the oversized hub on the cassette side and the radial spoke arrangement on the opposite side of it makes no sense: Too much force concentrated on one side of the wheel in my opinion and the radial arrangement offers no real power transfer at all (for the front wheel is ok, as power is applied differently: Fork pushes the wheel).<br />
4) Installing or removing a tire was a nightmare: Very frustrating procedure, I thought my tire lever would break from the force I had to apply in order to fit tires. I realised this with Bontrage R2 and R3 tires. But, I had always managed to install these tires on other wheel set without a problem.<br />
5) It's ridiculous to realize that no spoke was covered under the guarantee when it appears that these pair of wheels are possibly faulty. When will a 3rd spoke brake again?! In 3 months or 4 months. For sure before by the end of this year..(about 4 months or so before New Year from period).<br />
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I say goodbye to Fulcrum wheels forever. Sorry, but you've put me down.<br />
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Below, are shown the horror moments of my 2nd broken spoke (I missed the first 'episode' as I was in the middle of a race with my mind all around).<br />
Enjoy!<br />
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<br />SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com5tag:blogger.com,1999:blog-34175142808139841.post-21291737046444973662014-04-06T13:22:00.001+03:002014-04-25T12:39:51.943+03:00My bike fitness test exposed!Measuring method based on information provided on the well established book by Joe Friel 'The Triathlete's Training Bible' (3rd edition, 2009).<br />
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With the help of a friend, the exerted watts on an indoor biker were monitored and the heart beats per minute (bpm) were recorded using my trustful Polar RS300X watch. At the end of the test, I took the data from the paper and I inputted it on an excel spreadsheet to draw the graph that is shown below. The test was performed 2 Feb. 2014.<br />
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The threshold is the point where a 'break in the knee" is observed (shown with the red lines on the graph).<br />
This is roughly the point where your body shifts from an aerobic into an anaerobic state. <br />
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For your info, my resting heart rate is around 51bpm, while my maximum (running) pulses are 183bmp.<br />
Hence it can be observed that the the maximum HR on the bike is less than the maximum HR on the run (this is to be expected as less muscles are activated during cycling) - this comes in agreement with the findings provided on many textbooks in the subject of sport's science (although I would expect that the bike HRmax should be about 10bmp or so less than the HRmax achieved of the run, perhaps this was influenced from the fact that I had completed some endurance training sessions the days towards the fitness test).<br />
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<i>Bike fitness test</i></div>
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It is recommended to repeat such tests every 4-5 weeks or so to assess progress and overlay the results on the same XY graph to compare them with the previous tests. An improvement on the performance is noticed when the most recent line is shifted on the right compared to the previous test. You won't necessarily observe a significant change on the position of the threshold point, otherwise the other data points should shift. For a given effort (watts) a lower bpm is recorded when your fitness has improved.<br />
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Execute a fitness test at your own responsibility! Always seek a medical advice before putting yourself under an excessive effort.<br />
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<br />SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-15104948553113271832013-12-24T19:37:00.003+02:002013-12-30T12:43:36.808+02:002014 - Brevet (long distance >200km..) Road Bike Races in GreecePLEASE, CLICK ON THE TAB AT THE TOP OF THIS BLOG (titled: <br />
<a href="http://triathlonrowing.blogspot.gr/p/last-update-24-dec.html">' 2014 - Brevet (long distance >200km..) Road Bike Race Calendar in Greece</a> ') FOR THE MOST RECENT UPDATE OF THE BREVET ROAD BIKE RACE CALENDAR.<br />
THE POST BELOW IS NOT UPDATED ANYMORE AND IT IS ONLY KEPT HERE AS A REFERENCE. THANK YOU!<br />
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<a href="http://1.bp.blogspot.com/-Dtg0t-UxTAM/UrnEseTEBII/AAAAAAAABdM/kxBiQFelKT0/s1600/isthmos_brevet4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="475" src="http://1.bp.blogspot.com/-Dtg0t-UxTAM/UrnEseTEBII/AAAAAAAABdM/kxBiQFelKT0/s640/isthmos_brevet4.jpg" width="640" /></a></div>
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<span style="font-weight: normal;"><span style="font-size: small;">(last update: 24 Dec. 201<span style="font-size: x-large;">3<span style="font-size: small;">(!)</span></span>, source: <a href="http://www.pepa.gr/index.php/topics/category/140" target="_blank">http://www.pepa.gr/index.php/topics/category/140</a> )</span></span> </h1>
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<span style="font-weight: normal;"><span style="font-size: small;">Racing for a Brevet race is a challenging task. But, at the same time it can become an addiction. About a month ago I decided (after a friend's encouragement) to participate in such an event in Corinthus - a race I will never forget! It was absolutely a positive turning point for my perception into endurance cycling and a way to dig deeper into myself and mentality..</span></span></h1>
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2014 schedule</h1>
<div style="background-color: black; border: 0px; color: white; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 21px; margin: 0px 0px 20px; padding: 0px; vertical-align: baseline;">
<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">25/01 200km Nemea</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">22/02 300km Lemonodasos</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">08/03 200km Ble cycling club</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">21-22/03 400km Corinthian gulf</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">05/04 200km Pyrgos brevet </span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">12/04 200km KIarditsa brevet </span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">25-27/04 600km Seirios-Larisa-Seirios</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">10/05 200km Thermo</span> brevet </div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">17/05 200km Tripolis brevet</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">17/05 200km Delphi brevet</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">24/05 200km Thiva brevet</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">31/05 200km Palamas brevet </span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">6-9/06 1000km Tour of Peloponnesse</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">14/06 300km Lesvos brevet</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">21/06 200km Florina brevet</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">21/06 300km Xylokastro Helmos</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">05/07 200km three nation- Sidirokastro</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">12/07 200km-300km Chios under the moonlight-</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">9-11/08 400km Pili Trikala brevet</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">30/08 200km Ioannina-Zagorochoria brevet</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">06/09 200km Larissa brevet </span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">11-14/09 Fleche Ble cycling club</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">22/09 200km Attika brevet</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">04/10 200km Agrinio brevet</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">11/10 200km Korinthos brevet</span></div>
<div style="background-color: black; border: 0px; color: white; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 21px; margin: 0px 0px 20px; padding: 0px; vertical-align: baseline;">
<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">18/10 300km Ble cycling club</span></div>
<div style="background-color: black; border: 0px; color: white; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 21px; margin: 0px 0px 20px; padding: 0px; vertical-align: baseline;">
<span style="border: 0px; font-family: 'Times New Roman', serif; font-size: 12pt; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">02/11 200km "Attica West Coast"</span><span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> brevet </span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">15/11 200km Chalkis brevet</span></div>
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<a href="http://2.bp.blogspot.com/-A_a8Gx073v8/UrnF3O0aZfI/AAAAAAAABdY/ADL1J_tYXj0/s1600/Photo1872.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="http://2.bp.blogspot.com/-A_a8Gx073v8/UrnF3O0aZfI/AAAAAAAABdY/ADL1J_tYXj0/s640/Photo1872.jpg" width="640" /></a><br />
(completing my first ever Brevet race 207km in Corinthus, Greece after about 12 hours. One of my best sports moments of my life that I will never forget)<br />
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<br />SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-84799356123400865962013-12-19T11:11:00.002+02:002013-12-19T12:05:17.541+02:00Thank you all....for visiting my blog! I thought it is a good idea to share with you some of my blog's statistics to let everyone know where visitors were mainly coming from during 2013. This is shown on the map below:<br />
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<a href="http://1.bp.blogspot.com/-j0QHT9osOj0/UrK3ThTWumI/AAAAAAAABag/M5eT3fPuC-Y/s1600/map.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="380" src="http://1.bp.blogspot.com/-j0QHT9osOj0/UrK3ThTWumI/AAAAAAAABag/M5eT3fPuC-Y/s1600/map.png" width="640" /> </a></div>
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The countries shown in blue are those who have visited this blog. The darker the blue colour the more the visitors. However, what matters is that I write this blog for fun and I like sharing with you freely my sports experiences and news. I hope there is something useful in this space for everyone. Thank you again!</div>
<br />SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-14638198038195850692013-12-19T09:54:00.001+02:002013-12-19T12:05:59.202+02:00What has happened to my 'rowing' blog space? The start of a new season.<div style="text-align: justify;">
As the name of this blog suggests, it includes topics about triathlon and rowing. But, the title of the blog has now changed into 'Triathlon and Cycling in Greece'. Why is that?</div>
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Firstly, I would like to say that I am a huge fan of rowing. The sport of rowing fits me exceptionally well. I have the right body shape for this sport and it's a perfect exercise too, as it's a sport that trains the entire body (one rowing stroke uses about 80% of your body muscles! Which other gym machine do you know that can do this?). In addition, I have performed pretty well as a part-time rower: I've participated in 4 Greek indoor rowing championships, I've managed two first places and two second places, plus a national record that I set in 2009. I also raced in the European Championship in 2012 finishing a respectable 7th place between top rowers all across the continent. I loved and I still love rowing a lot, it gives me a complete satisfaction and fulfilment when I train, race and improve my conditioning on this machine.</div>
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But, the main obstacle is equipment provision. Indoor rowing is not popular in Greece. I really straggled a lot to identify a gym near my home, which can provide an indoor rower. Between about a dozen of gyms, only 1 of them had an indoor rower - just one machine and yet that was an old make model that did not give correct and accurate readings anymore.. On top of this the subscription fees to this particular gym were exceptionally high - I was paying around EUR 180 for a <i>three</i> month subscription..back then (to give you an idea, an annual gym subscription in Greece costs on average around EUR 250). But, I didn't mind, as I was so excited about it and I was willing to take off cash out of my pocket for indoor rowing.</div>
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Now this has changed and it's a kind of luxury for me to keep doing this. In addition, I couldn't find any partners interested to share training sessions and keep myself motivated. I was fine training on my own during the first 2 years about 5 times a week, but I gradually realised that I needed a kind of a team to keep my excitement going forwards. Furthermore, there were not many (only 1 actually..) indoor races organised in Greece. Apart from the main indoor rowing championship held every December in Athens, there wasn't anything particularly going on around this sport in general. I was training hard and consistently for 5 months only to race a 3 minutes event once a year. This wasn't what I was looking for. I wanted some more action and competition around me, which I couldn't find.. I had huge reserves of energy to put into rowing, but there was only one event every year that gave me the chance to release it. Not enough for me.</div>
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<a href="http://3.bp.blogspot.com/-ZU5cSdLdpVM/UrKl1Awa82I/AAAAAAAABaQ/FfCskLaOVpg/s1600/Photo1744.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="300" src="http://3.bp.blogspot.com/-ZU5cSdLdpVM/UrKl1Awa82I/AAAAAAAABaQ/FfCskLaOVpg/s1600/Photo1744.jpg" width="400" /></a></div>
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So, during this year ( Aug. 2013), I decided to switch into different sports with the hope to involve myself in races all year around and in addition to find some training partners. In these terms, triathlon was always a very exciting idea at the back of my mind. I was racing triathlon events during my indoor rowing season, as a means to cross-train and refresh my mind. I soon realised that triathlon provided more or less what I was looking for: Action, competition, many events, chance to meet other athletes easily, train with others, direct access to commonly found equipment/facilities (bike, track field, swimming pool), challenges and a very variable mixture of three different sports all in one...etc .etc...</div>
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So, 2013 has been the turning point for me in terms of sports. I leave indoor rowing behind (sadly) to welcome triathlon and cycling too! Both sports have exploded in popularity in Greece especially during the last 2 years. There are now more than 30 annual race events in Greece all together for triathlon and cycling. Every time I take my bike and cycle out, there would be at least one person that I will join or know from somewhere. My training and fitness have also improved dramatically since August, when I finalised my decision to make the change into triathlon and cycling.</div>
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I feel refreshed and motivated now. A nice way to welcome 2014 too! </div>
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See you out there and wish you all a happy 2014 with plenty of sports action, health and race events! :)</div>
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(my bike dressed up for Xmas! On the background: the shiny cover bag of my windsurf race board)</div>
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SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-30141148852451266952013-12-06T11:04:00.000+02:002013-12-30T12:41:27.148+02:00The 2014 Triathlon Race Calendar in Greece (updated as needed)<div style="text-align: left;">
PLEASE, CLICK ON THE TAB AT THE TOP OF THIS BLOG (titled: '<a href="http://triathlonrowing.blogspot.gr/p/most-recent-update-12-dec.html">The 2014 Triathlon Race Calendar in Greece (updated as needed)</a>' FOR THE MOST RECENT UPDATE OF THE TRIATHLON CALENDAR.<br />
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THE POST BELOW IS NOT UPDATED ANYMORE AND IT IS ONLY KEPT HERE AS A REFERENCE. THANK YOU!<br />
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(Most recent update: 12 Dec. 2013)</div>
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<i>(Information below extracted from </i></div>
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<i><a href="http://www.triathlon.gr/lifestyle/news/triathlon-duathlon-calendar-2014/">http://www.triathlon.gr/lifestyle/news/triathlon-duathlon-calendar-2014/</a> or</i><br />
<i><a href="http://www.triathlonworld.gr/triathlon-calendar-2014/">http://www.triathlonworld.gr/triathlon-calendar-2014/</a> )</i></div>
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<u><span lang="EN-GB" style="font-size: 18.0pt;">Races
Triathlon - Duathlon 2014</span></u></div>
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<br /></div>
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<u><b><span lang="EN-GB"><span style="mso-spacerun: yes;"> </span>January</span></b></u></div>
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<br /></div>
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<span lang="EN-GB"><span style="mso-spacerun: yes;"> </span>26/01/14 - Karavi Club- Shinias - Distances 25.75 and 51.5 ( Total Distance )</span></div>
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<span lang="EN-GB">More information : www.threelevelpower.com</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><u><span lang="EN-GB">February</span></u></b></div>
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<br /></div>
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<span lang="EN-GB">16/02/2014- Karavi Club - Shinias Race Swimming and Running</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span lang="EN-GB">More information : www.threelevelpower.com</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<u><b><span lang="EN-GB">March</span></b></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
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<span lang="EN-GB">02.03.14 , Moraitis Surf Club Shinias , Biathlon
Sprint ( Running 5km - 20km Cycling - Running 2.5 km ), www.transitionsports.gr</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span lang="EN-GB">03.15.14 , Markopoulos - Distances 25.75 and 51.5 (
Total Distance )</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span lang="EN-GB">More information : www.threelevelpower.com</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<u><b><span lang="EN-GB">April</span></b></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span lang="EN-GB">04.27.14 , Spetses Island, Sprint and Olympic Triathlon,
www.spetsathlon.com</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<u><b><span lang="EN-GB">May</span></b></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span lang="EN-GB">04.05.14 , Astros Bay - Peloponnese , T 25,75 and T 51,5 Challenge 112,9 (Sprint and Olympic and Half Ironman),
www.threelevelpower.com</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span lang="EN-GB">11.05.14 , Moraitis Surf Club Shinias , Sprint
Drafting Triathlon, www.transitionsports.gr</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span lang="EN-GB">11.05.14 , Katerini , Sprint and 1500-60-15
Triathlon, www.facebook.com / almirabeachbar</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<u><b><span lang="EN-GB">June</span></b></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span lang="EN-GB">01/06/14 Moraitis Surf Club, Shinias , Super Sprint
Triathlon ( 300 Swimming - Cycling 10 - 2km run ), www.transitionsports.gr</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span lang="EN-GB">08/06/14 - Cretan Challenge, Chania - Sprint and
Olympic Distance . More information January http://www.sphellas.com/</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span lang="EN-GB">21.06.14 , Karditsa , Lake Plastiras , XTERRA,
www.xterragreece.com</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<u><b><span lang="EN-GB">July</span></b></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
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<span lang="EN-GB">01.07.14 , Kea Island - T and T 25,75 51,5
www.threelevelpower.com</span></div>
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<br /></div>
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<span lang="EN-GB">12.07.14 , Doksa Lake - Sprint Triathlon,
www.transitionsports.gr</span></div>
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<u><b><span lang="EN-GB">August</span></b></u></div>
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<span lang="EN-GB">08.10.14 , Moraitis Surf Club Shinias , Aquathlon,
www.transitionsports.gr</span></div>
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<u><b><span lang="EN-GB">September</span></b></u></div>
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<span lang="EN-GB">09.07.14 , Agrinio , Sprint Triathlon,
www.transitionsports.gr</span></div>
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<span lang="EN-GB">14.09.14 , Kalamata , Sprint and Half Ironman,
www.threelevelpower.com</span></div>
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<span lang="EN-GB">20/09/2014 Costa Navarino - Messinia , Sprint and
Olympic and Ironman, www.threelevelpower.com</span></div>
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<span lang="EN-GB">09/21/14 Moraitis Surf Club, Shinias , Olympic
Triathlon, www.transitionsports.gr</span></div>
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<u><b><span lang="EN-GB">October</span></b></u></div>
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<span lang="EN-GB">12/10.14 Heraklion More information in January</span></div>
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<span lang="EN-GB">19/10/14 Karavi Club, Shinias , Distances 25.75 and 51.5 (
Total Distance ), www.threelevelpower.com</span></div>
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<u><b><span lang="EN-GB">December</span></b></u></div>
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<span lang="EN-GB">7/12/14 , Rowing Center, Attica , Shinias , Run and Bike,
www.transitionsports.gr</span></div>
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SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-17362661312858221842013-11-26T13:43:00.002+02:002013-11-27T08:22:39.268+02:00207km Brevet Road Bike Race - The Epic Event that changed the sport of cycling forever!<div style="text-align: center;">
Some photos from the event</div>
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Map of the race course: <a href="http://connect.garmin.com/activity/393767916" target="_blank">http://connect.garmin.com/activity/393767916</a>
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<embed flashvars="host=picasaweb.google.com&captions=1&noautoplay=1&hl=en_US&feat=flashalbum&RGB=0x000000&feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2Fcpliak%2Falbumid%2F5950483725018452609%3Falt%3Drss%26kind%3Dphoto%26hl%3Den_US" height="400" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://static.googleusercontent.com/external_content/picasaweb.googleusercontent.com/slideshow.swf" type="application/x-shockwave-flash" width="600"></embed>SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-53590356504846645132013-11-12T19:35:00.000+02:002013-11-12T19:35:28.578+02:00Road Wheelset Review: Pro Lite Bracciano A42 Alloy Clincher WheelsetHello there! Thanks for visiting my blog.<br />
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Ok, reviewing a product is a tiring process, as it requires many things to be carefully explained and have them all well described, so that they are well understood to others. But this time, I felt it was worth going through a review for two main reasons: The first is that I've nearly spent 2 months searching for a new pair of road bike wheels, so this article might save others' time to take a decision or give them a brief guide to wheelset purchase. The second reason is that there are many nice interesting points to be mentioned about this product!<br />
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The review, as the title suggests, refers to the Pro Lite Bracciano A42 Alloy Clincher Wheelset (product page: <a href="http://www.pro-lite.net/road-wheels/bracciano-a42#page">http://www.pro-lite.net/road-wheels/bracciano-a42#page</a> ) . This is Pro-Lite's a new product model on the market. It's a 42mm deep alloy rim (from edge to edge inc. braking surface) and it accommodates clincher type tyres. The comparison below is set against my existing Shimano WH-R500 standard wheels that came with my bike (Orbea's top of the range alloy Aqua T105 road bike). I am also into regular cycling and triathlon training for about 3 years now, so I believe that my experience plays some role too when reviewing this product.<br />
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First things first! I am 100kg! Yes, weight plays a role too, as there are wheels out on the market that have rider weight limitations. Heavy weight people, like me, need to read this small print first regardless of what they are buying. Even if the wheels cost 2,000 euros, being a heavy rider means that you won't keep them for a long if they can support say, a weight up to 85kg. Getting a good road bike wheelset means that it will have to sacrifice a good cash from our tight pocket, so we need products that consider big riders too, not just being expensive or super fast.<br />
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Secondly, I know that there are million of road wheels to pick up out on the market. It's impossible to go through all of them, so I had to narrow things down and put my own specifications when I was about to purchase a new pair of wheels for my road bike. These are as follows:<br />
1) I am 100kg (220lbs or 15.7 stones), I needed something strong and durable, so I left carbon construction on the side (yes, carbon is light but it's extremely delicate!). For the same reason, I wanted a clincher tyre system instead of a tubular one. It's been several times I've heard tubular tires exploding and it was scary!<br />
2) I wanted a pair of wheels, which I would use <i>both </i>for races AND training, without switching them around with a second pair of wheels. I find it ridiculous to know that I have to use maybe only 10 times a year (as the number of races) a new pair of wheels. I want to enjoy my new wheels all the time!<br />
3) I wanted my new pair of wheels to have some aero-performance too. I was going to use the new wheels mainly for riding fast on flat terrain with some light uphills too (80% flat-20% uphills).<br />
4) I opted to spend around 500-600 euros on new wheels (plus a new cassette), which comes up to about 50% of my bike's new shop-price. <br />
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Ok, so I've set for you my requirements and based on these you can get a better picture of the descritions behind this review.<br />
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I 've broken down the review in various distinct sections based on the terrain and conditions.<br />
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<b>1) Flat course:</b> I start with this firstly, as I was mainly aiming (hoping!) to improve my speed on flat terrain. The wheels felt faster right away from the first moment. I grasped a noticeable improvement on the speed, which becomes pretty obvious when I was locked at about 35kph(~22mph) or more - this is where I felt clearly that I could put less amount of effort and keep the tachometer value at bigger numbers. These alloy wheels 'cut' the air pretty well, I could ride the same speed with less effort now. It was a real pleasure to keep my legs spinning at 40kph or more, I felt as if I had someone pushing me from behind! I gained about maybe 3-4 kph (~2mph) or more on these wheels. Pro-Lite has done pretty well with these wheels on the aero concept, despite the alloy construction.Currently, to the best of my knowledge, this is perhaps the only alloy road performance wheelset on the market with such deep rims. Other option, would lead you to carbon type wheels, which, as I've mentioned above, are less durable and much more expensive, maybe twice as much for a similar deep rim carbon wheel. So, this Bracciano seems to be an excellent al around speed competitor.<br />
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<b>2) Uphills:</b> I didn't notice any speed difference on the uphills. I didn't climb faster, but neither slower - I just kept feeling the same. However, these are aero and not climb wheels, so I was not expecting to be the wheels' strong point. I am not a good climber anyway (and pretty heavy), so I am sure that someone else might handle them better on the uphills! They were stiffer though when out of the saddle (see below).<br />
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<b>3) Stiffness/riding out of the saddle:</b> I judge the performance of the wheels particularly when I see how they behave when I push hard on the pedals and out of the saddle. This is where the real strength of a component (and the bike as a whole) gets the real test drive. In this case, I was more than satisfied with these Braccianos: There were absolutely quiet, no weird 'noises', frictions or sounds came out of the wheels in any case when pushing the pedal as hard as possible. This showed that the wheels were and felt stiff and solid, despite my 100kg weight. In this regard, the 20/24 (front/rear wheel) spoke number combination must have added some credits to this stiffness. I've contacted Pro-Lite in Taiwan prior to the purchase asking about the 'strength' matter and indeed I was assured that they've tested this pair of wheels with riders up to about 120kg (260pounds). So, no objection about stiffness and durability.<br />
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<b>4) Gust/cross winds and general handling: </b>This is the first time I rode with such deep rim wheels. Larger surface means that the wheels are more exposed to side pressure when strong crosswind gusts hits the rim. I noticed this effect on these wheels, but nothing serious or scary. I was still in control during a gust and I realised soon that it was a matter of getting used to this effect. The wheels seem to behave nicely on cross winds and I wasn't slowed down. <br />
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<b>5) Rolling resistance/hubs: </b>Simply amazing. I was a bit sceptical when I read on the official Pro-Lite website about the quality construction of these wheelset hubs, thinking that it's another marketing promotion. It wasn't! It was actually a fact: The wheels spin so effortlessly on their hubs, I felt immediately the difference from my previous wheels. Despite being a heavy rider, these wheels rotated very easily on their axis. It is like as if you 'slide on the ice' when you're out there on the road! This saves my energy when riding, especially long distances.<b> </b><br />
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<b>6) Other (cassette installation, box contents, air-tube adapter depth, quality, etc):</b> This pair of wheels comes out in 2 hub versions: (i) Shimano/SRAM and (ii) Campagnolo. In both cases, an included Pro-Lite hub adapter is provided to allow either 10 or 11 speed cassettes to be installed on the rear wheel's hub. If you install a 10 gear cassette (like I did, a 10-gear Shimano 105 12-27 cassette), you will have to use the Pro-Lite's spacer provided within the box, otherwise you won't need this spacer. However, I've noticed that in any case, you won't need the spacer (metallic circular ring) provided with the Shimano cassette - both spacers (that of Pro-Lite and Shimano) are apparently meant to serve the same purpose (Pro-Lite by email), so you <i>won't</i> need to install both.<br />
The wheelset comes with a black pair of Quick Release skewers, too. They lock well, although finding the sweet locking-spot needs a couple of fine trial and error adjustments.<br />
The contents within the original box were carefully packed. There was a seperator cartoon wall between the wheels and there were some temporary plastic cup adapters fitted on the axis of each wheel to add some more protection during the transport. I've ordered these wheels from UK for delivery to Greece, and I had no problem with the received condition of the contents.<br />
The axis of each spoke is specially flat shaped: I believe that this must be giving some extra speed during the rotation too. Pro-Lite claims that their spokes are also <i>30% stronger</i> than any other spoke construction on the market, thanks to specially engineered composite - very important, especially if you're a heavy rider.<br />
I fitted tubes with 60mm long air adaptor on these 42mm deep rims. It might be possible to fit a 48mm tube adaptor instead too, but it might marginally give access to your air-pump, though I haven't tried it with this shorter length. So better, go for a deep rim air-tube and don't be selfish!<br />
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<span style="font-size: large;"><u><b>Conclusion</b></u>:</span> <br />
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Overall, Pro-Lite has done a great engineering job on this wheels. You can still go for carbon construction wheels, but you will probably pay twice as much. These Braccianos are the ideal upgrade for the 'alloy' type rider who wants to become aero without spending a fortune. The 42mm deep rim is a nice compromise between aero-shape and handlebar control in gusty conditions. The perfect all rounder!<br />
Pro-Lite's idea to introduce for first time on the market such a deep 42mm rim alloy road bike wheels, seems very smart. Of course, it's too early to mention something more on this, but I feel that this pair of wheels will soon become very popular among serious cyclists and triathletes alike, as it combines perfectly the performance, construction quality and budget level, all in one product. The solid and stiff construction, despite the alloy composite, will allow you to use this pair of wheels both for racing and training without concerns. The wheels look cool too! They have a fantastic white colour logo on all surfaces! They feel solid when you push hard on the pedal. You will certainly gain some significant speed when riding out on flat terrain, especially for speeds close to or more than 40kph. I can't wait to try them against carbon based wheels on my next race - I am certain that they won't disappoint me at all! ;)<br />
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<i><u>A last note about becoming an aero.. rider: </u></i>I was having a quick chat the other day with some experienced podium finish tri-athletes here in Athens, Greece, about the importance of making your bike more aero in order to cut down in your finish time. They stated clearly that getting aero <i>does </i>help you improve your race time, <i>but </i>only if you are particularly a well-trained triathlete. This is of course obvious: You won't make, say, a 5,000 euro bike go fast if you are not trained properly! The conclusion was that, yes, the average/serious cyclist/triathlete can benefit by spending <i>some </i>money to become aero, but becoming <i>super</i>-aero (and super-expensive!) does not make really a sense, especially in short course triathlon races like Sprint or Olympic distances, where training comes into play first after the aero performance (which might save you about 20 seconds or less anyway, even for a super-aero setup..More on Half-Ironmans and Ironmans, but still only podium finishers have benefit with a super-aero style). Obviously, racing with the <i>wrong bike </i>will slow you down significantly, same as having <i>a wrong posture/technique </i>during riding, but spending $$$$ to become aero it won't give you a gold medal necessarily! In this regard, I believe, that this Bracciano Pro-Lite pair of wheels provides an excellent solution for the serious athlete, who wants to become clearly more aero, within an affordable budget and have a pair of wheels that will last for longer in the years to come than other makes out there, before deciding to upgrade into a carbon pair wheels.<br />
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The original packaging! </div>
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The wheel-set out of the box! (rear wheel on the left, front on the right)</div>
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Close look up of rear wheel prior to installation/configuration (from left: bag with QR skewers, PRO-LITE SPACER and white foam protection ring) </div>
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Rear Wheel, with various bits and pieces on full display (from left: Rear wheel, cloth bag, 2 skewers, white foam protection ring and hub spacer in plastic bag) </div>
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Rear wheel after cassette installation (Shimano 105 10-gear 12-27)</div>
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Rear Wheel with Bontrager R2 road tyre, installed on the road bike </div>
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Front Wheel with Bontrager R2 road tyre, with tachometer sensor </div>
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Final setup! </div>
SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com14tag:blogger.com,1999:blog-34175142808139841.post-12556417208389291572013-11-10T18:04:00.003+02:002013-11-11T20:21:57.441+02:00The 2013 Athens Classic Marathon, Greece<div style="text-align: center;">
<span style="font-size: large;">Photo Album
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<span style="font-size: large;">Video of the first runner at the 32.5km
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<span style="font-size: large;">The Marathon race through a short road bike ride!
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<span style="font-size: large;">For a complete list of my videos, please join my YouTube channel here: <a href="http://www.youtube.com/user/glaros0" target="_blank">http://www.youtube.com/user/glaros0 </a></span><br />
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SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-68123982265300771552013-10-23T10:08:00.000+03:002013-11-10T18:46:42.111+02:00From no training to achieving a PB finish time in Olympic triathlon distance: My quick story for the 2013 tri-racing<div style="text-align: center;">
<span style="font-size: large;"><u><span style="font-size: large;">A</span> recap of the last and major <span style="font-size: large;"><span style="font-size: large;">triathlon </span></span>even<span style="font-size: large;">ts of the year: my story</span> </u></span></div>
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I know that I've been pretty quite this year on my blog. If you see the new posts uploaded during 2013 you will notice that you can count them in the fingers of your one hand. Well, there are many reasons for this, mainly because I've been too busy with my full-time job and on top of this I've been dedicating almost my entire free time towards a potential job hunt all across Europe (applications, interviews, travelling, CVs, calls..).<br />
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It's the first time after many years that I realise my active participation into sports is at its minimum. In 2013, after 4 successful years into indoor rowing and systematic training, I decided to shift into triathlon. I have changed many sports in the past from basketball, into windsurfing, into rowing and now into triathlon, I like trying new things! However, for 2013 it was only during May-June and September-October when I managed to follow a <i>rough</i> training schedule - and still during those more active periods I didn't perform athletically in a structured manner. So, all in all, 2013 was a kind of 'time off-sports' for me as I had to sacrifice my sports for the things I mentioned above.<br />
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<i>(shown on the left: Jan.2013, London from London-eye tourist attraction)</i></div>
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However, sports, training and racing has always been something inseparable from my life. I believe that sports must be integrated within everyone's routine, regardless how busy or free time you have available. Sports have always helped me to organise my mind and put things of life into an order.</div>
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In May 2013, after 4 months of <i>complete absence</i> from any real training due to an intense preparation of an important business trip to Ireland, I signed up for 2 Sprint distances and 1 Olympic distance triathlon races, which were to take place within a 5-week period! This sounds crazy, as everyone knows that triathlon in particular requires significant training in terms of volume and intensity. I will never forget my first ever tri-race in 2010, which left me with a huge surprise as to the amount of effort and pressure it is required to complete even a sprint triathlon race. But, for some unusual reason, this time I felt it was possible to go through this time-squeezed 3 race schedule - probably I've missed racing for triathlon and I felt that I was full of energy (mainly mentally) to accept the challenge.<br />
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I don't want to go into great details as to what happened during these 3 tri-races within a 5-week period. Probably, I received a nice shock realising that I've recorded the worst ever finish times!! The Olympic distance in particular saw me in pieces at the finish line, cramping heavily even after the end of the race with serious stomach problems: very embarrassing, but what else could I expect with no training at all? I've enjoyed though travelling to the triathlon events, seeing the spirit of the atmosphere there, meeting other athletes and I felt that I did well to avoid a DNF for any of these races! Anyway, I am not a pro or sponsored, I race for fun and fitness.</div>
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Then I had another 2 months absence from training (July-August) for preparing heavily another important business trip (again for Ireland).</div>
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<i>(shown on the left: flying above Alps toward Paris and then Dublin, April 2013)</i> </div>
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Finally, I was back in sports-action only during September. I had 2 main races (both Olympic distances) ahead of me before the 2013 tri-calendar comes to an end.<br />
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For some reason, I felt again that it would be possible to race both of them at a more respectable level, so I started training (or perhaps this is what I believed I did!) as if the time was adequate to build up my strength.<br />
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The first of those races was in September 2013. I had about <i>one</i> month of training under my belt. I don't think I can call this training, is more of like a warming up. I like to be fair with myself, so I knew this was not enough. And if that surprises you, I didn't do any run training whatsoever! Only swim and bike! However, I was still convinced that it would be possible to achieve some good results compared to my previous races. However, only a very average result was achieved and my run part was the worst ever 10km I run in my life!! Hot temperatures melted me in the run part and a very poor hydration plan destroyed my race pace completely. Swim and bike was ok though, lol.<br />
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So, I was left with one more triathlon race, which was to take place about the end of October (few days before I write this article).<br />
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<i>(left: river side hotel view at night, Dublin, Ireland, August 2013) </i><br />
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Again, I wasn't expecting some miracles to happen there, BUT... end of October was a good date for me! Why? Temperature drops and I like racing in 'cooler' conditions as I am generally a very sweaty person. Staying cool is so important in long races and retaining a nice core temperature helps body to keep going. Ok, so I had one alliance next to me already to start with!<br />
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As I knew that my training pattern was random and insufficient, the next available option for me to pick up in order to improve my race time was to do this: Study TACTICS and organise PACING. I broke down the Olympic distance race into 3 parts (1 for each discipline) and applied those two concepts for each part in a calculated manner:<br />
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<li><u>Swim</u>: During every race I was choosing to swim nearly <i>after </i>everyone goes on the water. This assures that I swim non-distracted with my own pace and space. I am a pace-like person and I can tolerate long races as soon as I keep a constant rhythm There are athletes who don't consider the presence of others and create problems (kicking, elbowing, pushing..) to other swimmers around them without concern. This time I wanted to take the risk: Swim with the front group and try to stick (draft) together with a group that fits my pace. </li>
<li><u>Bike</u>: This is my strongest section. It reassembles rowing a lot, as it requires strong legs and it's gravity free (meaning you don't have to carry your weight) for flat sections as were on the race day. I planned to race at minimum 34km/hour average speed for the entire 40km section. This would cut about 5min off my previous bike time. Maybe it does not sound a lot, but the idea here is to eliminate many small time pieces across the race, which when added all together would create a significant improvement. In addition to this average speed target, I thought to consider NEGATIVE splitting into my 4x10km bike sections. Well, you might be wondering what's this. The concept is simple, although many athletes underestimate it or ignore it: You race the various sections of a race with an improved speed/intensity at each section to avoid early muscular burning sensation. You can start with an effort of say 90%, then give a push to 95% and finish with an effort of 100%. Would it work for me at this race? I wasn't sure, but I was going to try it..</li>
<li><u>Run</u>: The run part. There is only one word for me here: NIGHTMARE. For some reason, running is the only discipline that has improved the <i>least</i> since I started triathlon about 3 years ago, despite the effort I was putting into training. So much, that I left the run training on the side! What's the point to train for it if I have no improvement? I feel I've reached a dead end and hit the ceiling with this section. I better save this time to train for the other 2 sports! Well, I know, this is a very pathetic approach to express, but I am promising that I will change this soon: My coach will now give me a proper running plan to follow for this winter. However, for this race I had to think how to tackle the run part. Was there any solution at all? Again: Negative splitting and keeping a run pace close to 10km/hour would be good I thought. This would save me about 12 minutes off my previous run time. And something else: Hydration. I made sure that I had my own electrolyte/carbo drinks available at the end of T2 and I didn't have to rely on the race organiser for them. In the previous race I realised that the water stations were very few and the heat,humidity made my run part a real nightmare! No more stupid mistakes.</li>
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So, with this approximate plan in my head I was hoping to save significant time and achieve my personal goal: Race this Olympic triathlon event for a sub 3-hours time. My previous finish time was around 3h and 7min. So, I had to cut down more than 7 minutes. It does not seem a lot, BUT it was so many times in the past that I targeted this goal..unsuccessfully though :( . This time I really wanted to go for it. But, my training was so minimum, so I wasn't sure what I was doing here. The entire race plan was like a gamble for me. which will either result in a very disappointing race or a rewarding one. <br />
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It's race day! Temperature was cool (my favourite!). I had an excellent night's sleep (early bed at 9pm). I was feeling great. I tried to replace anxiety with fun. I was there to have fun first and enjoy the last triathlon race of the year.<br />
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Few minutes before the race, I went briefly into my 3 layer strategies inside my head as I mentioned above. At the hit of the gun I swam 50 strong strokes: During the first 200m I realised that this was not fast enough...oh no...swimming alone again. I tried not to panic. I noticed that plenty of the athletes in front of me were swimming like a shark was trying to bite them. I thought they would blow up!!! And later on some of them did!! At about the 800m point I managed to catch many of them again and I STICK with them. Nice I thought! My plan worked. First time swimming with others, how easy it was to follow a pace that others had to control. It was still fast for me, but I was in full control of my energy expenditure. Fast, but not very fast. I realised the guys couldn't perhaps go faster, so I felt safe. In that instance I was together with the 2nd main swim group. I felt great.<br />
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Coming out of the water I noticed that I was about 2-3 minutes better off my previous swim time. Did I spent too much energy already? I grabbed my bike and there I went: Negative splitting I thought. I was too excited to go faster, but I took the risk to keep a more conservative pace. Would this work?? I knew that bike is my strongest discipline. It's my only chance to save time and gain positions. If I don't go fast now then it would be too late to do this in the run part. But, I again tried to keep myself in control "..negative splits..". I completed the first 10km (out of 40km) just below my target pace (32km/h from the target 34km/hour). I was feeling great though. My legs were still fresh and so far it looked like a warm up for me! Good news! I picked up the pace on the 2nd and 3rd 10km sections to exceed the average speed plan. And I stayed within it during the mid-part of the bike. I was nearly just above the 34km/hour average speed and at 30th km and I was still feeling comfy: Negative splitting was working! I decided to give everything on the last 10km! I entered T2 with about 35 km/hour.I am within my race plan!<br />
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When I exited T2, my race cloak was showing an elapsed time of 1h and 49 minutes. Good news, as I was normally above the 2 hours block in previous Olympic races at this stage. So, I had another 10km to run and I wanted to achieve a sub 3-hour finish time. Was this possible? I had to run a 10km section under 70 minutes. I know this sounds awful, but I've never did a single run training this year! Negative splitting I thought again! It worked in the swim and bike part, so why not in the run part? Or, was I very ambitious?<br />
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A kind of de-javu was spinning around my head that moment. For some reason body shuts down on the run part and I end up <i>walking</i> instead of running. I tried to kick this voice from my head. I looked down my legs, and muscles were feeling well - I brought up positive thoughts, thinking that it was possible to go for a sub 3-hour race. The first 2.5km were difficult to control, as the transition from the bike into the run section requires sometime for the blood to circulate well into the legs and keep going, but I was watering myself to stay cool. Luckily, inside the 3km distance I was keeping a constant and good pace that would take me to the end well, I thought.<br />
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At the 5th km mark, I was about 2h and 18minutes inside the race. Nice I thought - if I keep this pace I can achieve my goal. However, DISASTER hits at this moment: Both knees got suddenly so soar and stiff. I started to WALK. Panic came to my head again. How should I get rid of this soreness? My knees were in pain. I tried to run again. Then WALKED! Oh, no...I was still holding a cold bottle of water on my hand from the 5th km mark water-station. When I am cycling I sometimes get a similar feeling on my legs. Cooling them down helps me during cycling. So, I thought to try the same during the run: So I put cold water on both knees and quickly stretched the legs. I felt better and started to RUN again and at good pace. Fortunately, I managed to cover another 2km without walking. But later on I started cramping in my stomach. I was consuming too many fluids I realised and couldn't digest them. I started WALKING again. Looked the clock, I was about 2h 35min into the race with less than 3km to go. This is where it became mental: Knee soarness didn't want to leave me, cold water couldn't help and stomach cramp wanted to keep me busy as well.. I took a big breath and I said to myself: Run now for the finish line, forget the pain and get this d%$# race out of the way!<br />
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The last 500m were one of the most painful run finishes I've ever done. I made the last right turn to the finish line and I could hear the event's music playing on the background, I am there I said! Watch was showing something like 2h 47min, I was making it!<br />
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I crossed the finish line in 2h 50minutes and 33 seconds !!! OMG!! Was it real?! I wasn't expecting it. Happy to break the 3hours goal and achieve a new PB! Saved nearly 18minutes off my previous race and I was astonished to realise afterwards that I crossed the finish line at 4th place on my age-group, missing a 3rd place podium finish by 2min 30 seconds :o .<br />
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These were the race's actual distances: 1700m swim, 41km bike, 10.4km run.(all sections <i>above </i>the standard Olympic distance).<br />
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<a href="http://3.bp.blogspot.com/-Ob-R5ss5okY/Umdt8U3A-FI/AAAAAAAAA7E/4seWcNudqYM/s1600/me_finish_Olympic_Oct2013.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="426" src="http://3.bp.blogspot.com/-Ob-R5ss5okY/Umdt8U3A-FI/AAAAAAAAA7E/4seWcNudqYM/s640/me_finish_Olympic_Oct2013.jpg" width="640" /></a></div>
<i>(above: crossing the finish line at the Olympic distance triathlon race in Athens, Oct. 2013. I set a new PB record and shaved nearly 18min off my previous race time thanks to a more aggressive racing and calculated pace)</i><br />
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The experience I've learned from this race is that racing both physically AND <i>mentally </i>can make a <i>huge</i> difference. Considering my 2 months limited training I was so happy to cross this finish time with a PB. Tactics and pacing was also important. I didn't carry out the training I wanted prior to this race, but I learned the other side of the race game too, the invisible laws of racing.<br />
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I've enjoyed this year a lot as I had the chance to race in 5 triathlon events and I felt that I performed well for the amount of training I managed to put into order. I am hoping that I can use the experience from the races to organise my training for next season and perform better when I race again.<br />
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See you all in the trainings! :D <br />
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<span style="color: red; font-size: large;"><i><span style="font-family: inherit;"><b><u>My special thanks go to</u></b>:</span></i></span></div>
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<i><span style="font-family: inherit;"><b>Makis</b>, my greatest coach ever. I know that I didn't have the time to follow fully his schedule, but despite this he has always been next to me supporting, pushing and giving me courage to train and race at better level. He has been my rowing coach since 2012 (leading me to the 2012 Open European Indoor Rowing Championship in UK and a podium finish with a PB in 2012 at the Greek Indoor Rowing Championship) and now as a running/triathlon coach. (Feel free to contact Makis, by </span></i><i><span style="font-family: inherit;">e-mail: efthymios.gazis@gmail.com or tel (mob): +30 6936996758) </span></i><br />
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<i><span style="font-family: inherit;">Also, I would like to pass my special thanks to <b>Katerina</b>, my massager! She has helped me so much to improve my pre-race condition with her amazing deep Thai sports massage. She knows the way for it, and I must admit she is the best massager I've ever tried in my life. All my races have been a full joy because of her perfect sports massage. (Katerina can be contacted here: <a href="http://kinisikaitherapia.gr/">http://kinisikaitherapia.gr/</a> or <a href="https://www.facebook.com/kinisikaitherapia">https://www.facebook.com/kinisikaitherapia</a> )</span></i><br />
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<i><span style="font-family: inherit;"> </span><span style="font-family: inherit;">(above: Olympic triathlon race, Sept. 2013)</span></i></div>
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<br />SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-57102602487089389832013-09-12T09:40:00.002+03:002013-09-12T09:41:03.534+03:00The first ever Ironman Event in Greece - scheduled for the 20th September 2014<br />
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So far, the existing Triathlon Races in Greece have been for distances up to Half-Ironman.<br />
This is a huge achievement, considering that triathlon in this country is still a relatively new concept for the majority of sports people.<br />
To have an Ironman event being organised seemed an impossibility , until recently.<br />
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The first ever Ironman even in Greece is to take place on Monday 20 September 2014 (correct at the time of writing) by 3 Level Power. For more info you can click this link: <a href="http://www.threelevelpower.com/index.php?lang=en" target="_blank">http://www.threelevelpower.com/index.php?lang=en .</a><br />
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On Monday 14 October 2013 the Three Level Power organisation will initiate pre-event summits for the technical side of this event.<br />
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Well done guys, keep up the good job.<br />
<br />SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-30546969311925270452013-05-01T21:34:00.003+03:002013-10-21T20:06:51.343+03:002013 Triathlon Race Calendar - GreeceTriathlon Races in Greece have exploded in number the last year or so.<br />
Normally, competitors had to pick up races between from a number of 4-5 triathlon yearly races. Now, the sport has received so much attention that many organisers have taken the initiative to setup tri-races in various locations all around Greece (on main-land and islands) and throughout the year (i.e. dualthons).<br />
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The races below do not require any subscription with the Greek (or any other) triathlon federation or triathlon team, etc. <br />
From my experience, most organisers are requiring you to bring a medical certificate from cardiologist (issued the last 6 months or earlier) to provide a proof of your ability to race safely and have a declaration form signed up prior to race (each organiser uploads such form/s on his/her website for the race under consideration). I am stating this as a general guidance, for those who might be coming from abroad to Greece to join a race.<br />
Please, contact the organiser to check the essential documents needed every time you want to take part in any race. Everyone speaks English in this country, even if they have never learned it before!<br />
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(dates below correct at time of writing: 1 May 2013. Check the link at the end of this page for updates, but I will try to make sure I keep the list below updated too!)<br />
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Tri-regards!<br />
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<span style="font-size: large;"><b><u>2013 Race Calendar Greece</u></b></span></div>
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<i>(last update: 3 September 2013)</i></div>
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<li>12.05.2013, Sprint & Olympic Triathlon, Astros (Peloponesse), <a href="http://www.threelevelpower.com/" rel="nofollow" target="_blank">www.threelevelpower.com</a></li>
<li>19.05.2013, Sprint Triathlon, Schinias Bay, Athens, Attika <a href="http://www.facebook.com/l.php?u=http%3A%2F%2Fwww.transitionsports.gr&h=bAQFTqcE5&s=1" rel="nofollow" target="_blank">www.transitionsports.gr</a></li>
<li>26.05.2013, 2nd Saronic Triathlon Race- Sprint Triathlon, Munipalicy of Saronicos, Anavissos (South Athens), <a href="http://www.triathlonworld.gr/">www.triathlonworld.gr</a></li>
<li>02.06.2013,<b>***</b> Sprint Triathlon, Psatha, Attika</li>
<li>02.06.2013,<b>***</b> Aquathlon, Rodhos Island, <a href="http://cup.apollontriathlon.gr/" rel="nofollow" target="_blank">http://cup.apollontriathlon.gr</a></li>
<li>09.06.2013, 3rd Metropolitan Triathlon Race – Sprint Triathlon, Elliniko, ,Munipalicy of Ellinikon, Athens, <a href="http://www.triathlonworld.gr/" rel="nofollow" target="_blank">www.triathlonworld.gr</a></li>
<li>15.06.2013, ΧTERRA,Plastira Lake, <a href="http://www.xterragreece.com/" rel="nofollow" target="_blank">www.xterragreece.com</a></li>
<li>29-30.06.2013, Sprint & Olympic “Glafkos” Triathlon, Karistos, South Evia (1 hour by boat from Rafina Port in Attika), <a href="http://www.glafkos.org/portal/" target="_blank">www.glafkos.org/portal/ </a></li>
<li>6-7/7/2013, X-EVENT LADONAS, Ladona Lake, <a href="http://www.mountain-sports.gr/">www.mountain-sports.gr</a></li>
<li>13.07.2013, Sprint Triathlon, Doksa Lake, <a href="http://www.facebook.com/l.php?u=http%3A%2F%2Fwww.transitionsports.gr&h=kAQFncD9Y&s=1" rel="nofollow" target="_blank">www.transitionsports.gr</a></li>
<li>21.08.2013, Aquathlon, Schinias, Athens, Attika, <a href="http://www.transitionsports.gr/" rel="nofollow" target="_blank">www.transitionsports.gr</a></li>
<li>25.08.2013, <b> </b>Sprint, Tiros, Arkadia, <a href="http://www.run4green.gr/" rel="nofollow" target="_blank">www.run4green.gr</a></li>
<li>08.09.2012, Sprint, Tiros, Arkadia, <a href="http://www.run4green.gr/" rel="nofollow" target="_blank">www.run4green.gr</a></li>
<li>08.09.2013, Sprint & Olympic distance, Chania, Crete Island, <a href="http://www.facebook.com/l.php?u=http%3A%2F%2Fwww.threelevelpower.com&h=OAQEINipO&s=1" rel="nofollow" target="_blank">www.threelevelpower.com</a></li>
<li><span style="color: red;">CANCELLED: 22.09.2013 Messonghi Corfu Triathlon, Corfu, <a href="http://www.trisportshellas.com/">www.trisportshellas.com</a></span></li>
<li>15.09.2013<b> </b>, Olympic & Half Ironman, Kalamata (South Peloponesse), <a href="http://www.threelevelpower.com/" rel="nofollow" target="_blank">www.threelevelpower.com</a></li>
<li>29.09.2013,<b> </b>Sprint & Olympic Triathlon, Schinias, Athens, Attika, <a href="http://www.facebook.com/l.php?u=http%3A%2F%2Fwww.transitionsports.gr&h=tAQHRWwWU&s=1" rel="nofollow" target="_blank">www.transitionsports.gr</a></li>
<li>20.10.2013, Sprint & Olympic Triathlon, location: to be considered, <a href="http://www.threelevelpower.com/" rel="nofollow" target="_blank">www.threelevelpower.com</a></li>
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*Attika: County, with Athens its city. <br />
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(sources: <a href="http://www.triathlonworld.gr/hellenic-calendar-2013/">http://www.triathlonworld.gr/hellenic-calendar-2013/</a> and <a href="https://www.facebook.com/groups/118822331562700/doc/253658668079065/">https://www.facebook.com/groups/118822331562700/doc/253658668079065/</a> )<br />
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<a href="http://3.bp.blogspot.com/-ZZRJ1u1P6P0/UYFf-YP69XI/AAAAAAAAA0w/3cZJt0px9-M/s1600/Photo0619.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="http://3.bp.blogspot.com/-ZZRJ1u1P6P0/UYFf-YP69XI/AAAAAAAAA0w/3cZJt0px9-M/s640/Photo0619.jpg" width="640" /></a></div>
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(above: Olympic Distance Triathlon Race, Schinias Bay, Attika)</div>
SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-56568245972063274882012-12-20T13:48:00.001+02:002014-10-13T08:47:35.524+03:00Sports Watch Review: Polar RS300X Heart Rate Monitor<i>(an update was added to this post 12th Oct. 2014 - scroll at the bottom of this article)</i><br />
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Despite my full time job as a computer engineer, I am a keen sport's
person and I am involved into rowing, cycling, triathlon, windsurfing
for years. I realised that to get a basic feedback of your body
conditioning DURING training requires a nice sports watch. There are
currently hundreds of models on the market and it's a complete headache
trying to pick up the one that best fits your needs.<br />
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I don't want to tire you with an exhaustive review about this watch (Polar RS300X), but I will try to outline its most important technical features. I assume that you are a serious sports person otherwise you don't need all the features of this watch. These combined features made me pick up this quality watch out of other branded sports watches or Polar models around an affordable price range (90-100 euro inc.VAT). Some of the features that I quote below are NOT mentioned (or better perhaps: are not clearly indicated) on the Polar official manual, despite being there for the user to enjoy! (you can <a href="http://www.polar.com/en/support/manuals/User_manual_for_Polar_RS300X_in_English?product_id=21921&category=manuals" target="_blank">download and read Polar RS300X user manual</a> ) I have been using this watch during training/racing since 2009 and I never had any technical problems or issues with this model.<br />
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I've chosen Polar RS300X between other models after extensive market research, for the following reasons:<br />
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- <b>Big (not bulky though) display</b>, clear, neat, understandable and immediate reading of the numbers, even under strong sunlight or underwater conditions. This is important while you are training or racing. Buttons are easy to press and also there is almost no possibility to have any button pressed by accident (other models of Polar or other watches from other brands are known to have problem of buttons pressed unwillingly, say while you bent your wrist, etc.).<br />
- <b>Waterproof</b>. I am using frequently this watch for swimming (<u>both in pool and sea</u>) sessions without problems. The only exception is that heart rate measurement <u><b>cannot</b></u> be performed underwater (this applies for ALL wireless HR monitors though). You might say that all sports watches are in general waterproof, but for me the waterproof property is only secured when I have successfully tried the watch in several different conditions - it's only then that user's doubt around this fact is eliminated. Having tried this watch in several instances, without problems, including Sprint and Olympic distance triathlon races, cycling sessions in rainy conditions , and open sea swimming workouts, I believe that this watch is indeed waterproof!<br />
<b>- Live view of information while you train </b>on a powerful <u>three-row multi-measurement triple-display-mode</u> (see photo at the end of this post for description). You can change its mode between 3 different display status. In my opinion this is the MOST unique feature of this watch and it is the one you will be based upon while you train.Other models simply display fixed options and user cannot customise its appearance. For this reason I quote an extensive description of it at the end of this post, if you wish to know more about it.<br />
<b>- Memory: </b>The information for each of your training sessions are stored in this watch and there is no need to download it on a computer to analyse it. Information stored include: Calories burned, max HR, avg HR, duration of training session, date and start time of training session, lap times. These measurements suffice to allow you pretty well to analyse your valuable training sessions.<br />
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As a final advice, I would recommend <u>not </u>to get the Polar RS300X watch with the alternative features such as the <u>GPS </u>or the <u>RUN </u>accessories. The reason is that extra devices are required to provide these measurements making the whole 'system' bulky. Note also that additional batteries are needed for these to operate and their battery life is pretty short (e.g. ~4 hours for the GPS) to be considered a stand-alone set.<br />
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<img src="http://www.finishline.com/store/images/products/lg90036619non.jpg" height="255" id="il_fi" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="255" /> </div>
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Above: Standard view (watch mode) of the Polar RS300X watch. (Note that watch-strap around wrist is a one-piece component with the watch and it is not changeable in case it gets damaged. In that case you'll need to replace the whole watch!)</div>
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<img src="http://www.fitnessdigital.ie/images/productos/XL/3/polar-rs300x-g1-p03.jpg" height="299" id="il_fi" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="320" /> </div>
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Above: Polar RS300X comes standard with a chest belt, which consists of the wireless transmitter enclosed in waterproof plastic case and an adjustable length elastic strap. Transmitter battery is user-friendly changeable. Belt length is adjustable to fit your chest periphery accordingly.</div>
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<img src="http://cdn4.atwestfield.com/img_resized/sportslab-polar-rs300x-heart-rate-monitors/5f0882c5be5b00c4b0791840d2ca3f7d54f18e5c_348x348.jpg" id="il_fi" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" /> </div>
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Above: One of the most powerful features that I love with the Polar RS300X is its 3-section neat and clear information display, which gives <u>live and simultaneous</u> HR information <u>during</u> your training/racing. </div>
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<u>This is not made clear on the Polar manual</u>, so I explain it here briefly: In the photo above (displayed during measurement), the 1st row (from the top) displays the current lap time, the 2nd row (in the middle) the 'heart rate zone' in graphic scale from 1 to 5, and the 3rd row (bottom) the 'percentage heart rate pulse' with respect to maximum heart rate (you can predefined it to be displayed in 'bpm' instead of '% max' if you wish too). </div>
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By pressing the upper right or bottom right button of this watch, you can change this live display between <u>3 different display-modes while you train.</u> For example, you can have the first display-mode with the values as shown here, then by pressing the right (up or bottom) button you can jump to the second live display-mode where, for example, the first row displays 'calories burned', the second row 'current time' and 3rd row 'heart rate in bpm'. </div>
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What <u>each </u>row (out of three) displays on <u>each </u>(out of three) display-mode is <u>user selectable</u> between several measuring values. Personally, I find this is a top class feature. The possible measuring values at each row are user-selectable and these are: '<u>calories</u>', '<u>calories PER hour</u>', '<u>current time</u>', '<u>lap time</u>', '<u>elapsed time</u>', '<u>heart rate</u>' either in bpm or %HRmax depending on the units defined by the user, '<u>heart rate zone scale</u>'.<br />
So to make it clear again, you can for example define one of your three display-mode to show 'heart rate' on the first row, 'elapsed time' on the second row, and 'heart rate zone scale 1-5' on the third row, and so on for the other 2 remaining display-modes.</div>
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This live feature is very powerful, since you can select a preferred display-mode during training according to your needs simply by pressing a button. As I said, there are 3 display-modes and you will probably define what each one of them shows on each row only once (this must be done prior
to training, as you will have to quit measurement and define what each
display-mode can show). Then simply you can swap between them by pressing a button during training.</div>
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Battery is user changeable for the watch, but Polar user manual recommends this to be done on a Polar authorised dealer, since it may require you to replace the sealing rubber too (this sealing rubber secures the joint between the back cover of the watch and the watch itself to make watch waterproof).<br />
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Hope the above information regarding Polar sport's watch RS300X has been of some help to you.<br />
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<i>UPDATE (12 Oct. 2014): About 3 weeks ago I had to replace the wrist of this watch due to cracks formed by the prolonged use in the sea and intense use under direct sunlight. No complains here, as I believe that it is natural to expect all plastic wrists to deteriorate after years of use. Mind though, that this has to be done on a qualified Polar center, you won't be able to replace it yourself, as this Polar wrist also includes the buttons and glass area too. It cost me around EUR25 (inc. 23% Greek VAT) and the Polar service will replace the entire wrist with the case, but not the internal electronics module (as this was still fully functional). The Polar service replaced also the rubber sealing ring that goes between the back metallic cover and the case (buttons body, glass and wrist). The watch was also tested afterwards in a high pressure cavity to verify the water proof property (you should always do this, even if you've just changed the battery of the watch to be 100% sure that the back cover of the watch has been attached properly with the ring and the case).</i></div>
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<br />SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-35857089327905486242012-12-19T13:52:00.001+02:002012-12-26T00:47:05.574+02:002012 Greek Indoor Rowing Championship - My road to sub 3 minutes race time<div class="separator" style="clear: both; text-align: center;">
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<img alt="2012" border="0" height="229" src="http://www.aasport.gr/newweb/c2012.jpg" style="border: 0px none;" width="320" /> <img alt="" class="spotlight" height="198" src="https://fbcdn-sphotos-c-a.akamaihd.net/hphotos-ak-ash3/33694_122355097821487_2078700_n.jpg" width="200" /> </div>
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<b>Video: Mens 30-39 2012 Greek IRC<br /> (Me with white t-shirt, next to me standing my coach, Makis, with red jersey)</b></div>
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<b><span style="font-size: large;"><a href="http://www.facebook.com/pages/C2-Indoor-Rowing/118432964891200" target="_blank">2012 Greek IRC Event's Photos</a></span></b></div>
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<b><span style="font-size: large;"><a href="http://www.aasport.gr/files/ir12.pdf" target="_blank">2012<span style="font-size: large;"> Greek IRC 1000m </span>Individual Results</a> (in Greek)</span></b><br />
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If there was just one word I would be allowed to pick up to describe the 2012 Greek indoor rowing national event that would be *exhaustion*. And this description doesn't only apply for the race day, but for the whole training season leading to this event. Below, I expose the training stages that allowed me to break the 3 minutes race time. Hope my story below will motivate all those athletes, new to indoor rowing, expand their ambitions.<br />
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<b>Preparation</b><br />
Indoor rowing requires maximum effort to reach a top level performance. The effort required to achieve even the tiniest improvement is significant. When you watch rowing live on the TV you might have noticed that the whole race lasts only a couple of minutes (less than 7 min for a 2000m race and 3 min for a 1000m race). Believe me, for those athletes who target a medal position, racing those few minutes feels endless until the moment they cross the finish line. Both in physical and mental terms.<br />
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If you've never tried indoor rowing before, I can tell you for sure that you can significantly improve your initial rowing time within short period (months perhaps) with a basic training program. But, if you want to reach a competitive level then you should be prepared to invest a lot of time and dedication to climb the results ladder. At that level, every second of improvement will ask you to train for months, if not for years.<br />
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For this year's, 2012, national event my main target was one: Break the 3 minutes race time for the 1000m race (currently, indoor rowing events in Greece are organised around this distance only). For the past three years participating into this event, I was pretty close to this achievement, but always just above the 3 minutes barrier. Actually, in 2011 I've missed breaking this limit by just 0.6 (zero point six) of the second. So close in doing it, but it still felt so far away. I decided that it's time to to achieve a sub 3-min race time.<br />
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<b>Training for the event</b><br />
It is never too early to start preparing for an indoor (and outdoor) rowing event in general, but you can easily miss the deadline needed to secure a minimum race performance. So, better start training earlier than later. For the past 3 years (that is, since I got involved into indoor rowing and rowing in general) my training plan was executed instinctively, based on relevant information available on forums (<a href="http://concept2.co.uk/forum/">http://concept2.co.uk/forum/</a>) and on internet. This approach might sound enough at first place, but I soon realised that I've reach a flat curve in my performance, i.e. no more improvement despite my training effort.<br />
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At the end of 2011, I thought that it was time to join a rowing club and seek accurate advice on training plans. So, last in May 2012, soon after my race at the 2012 European IRC in UK (<a href="http://triathlonrowing.blogspot.gr/p/this-is-nottingham-open-european-and.html" target="_blank">read my post here</a>), I decided to join M.A.K.K. (Marathon Academy of Rowing and Kayak, <a href="http://www.marathonacademy.gr/marathon/index.php?option=com_content&view=article&id=52&Itemid=75&lang=en" target="_blank">M.A.K.K.'s official website</a> ) rowing club, with its base at the Olympic Rowing/Kayak Centre at Schinias, Athens (currently, this is <u>the only rowing/kayak club in Greece</u> that accepts athletes <u>of all of levels</u> regardless of their age and sporting background). The location of M.A.K.K club inspired me to train efficiently, since its gym facilities have direct view on the rowing canal (<a href="https://picasaweb.google.com/cpliak/IndoorRowingGymOlympicRowingAndCanoeCentreAthensGreece?authuser=0&authkey=Gv1sRgCNL25caTgv3JFw&feat=directlink" target="_blank">see photos here</a>), not to consider the excellent range or race boats available for me to practice rowing on the water too.<br />
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<img alt="" class="spotlight" height="266" src="https://fbcdn-sphotos-b-a.akamaihd.net/hphotos-ak-ash3/167401_439639952770498_1328187396_n.jpg" width="400" /> </div>
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I started training about 4 months in advance of the national event scheduled for December. The preparation plan was very tight, since it was designed around a 5 times per week training sessions with two days of complete rest. I cannot disclose the full details of my plan (you can request it by email me though if you wish), but except the training at the indoor rower, I combined a free-weights exercise program, too, not included in my previous years. I wish I could go for additional training sessions, but that was already enough considering a full time job on top of everything else.<br />
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During those 4 months my mind had to stay focused and concentrated on the target: Going for a sub-3 min race plan. This target was my close 'partner' and courage when I needed to remain consistent with the training plan on a weekly basis and for a period of months for the whole season leading to the race. It was my internal mentor to keep me going when the training was exhausting me. Except from the training program itself, I also had to sort out additional parameters around it, such as nutrition, rest, adequate amount of sleep and staying injury-free. This is too much to consider, you may say, but personally I find rowing the most rewarding sport in terms of body fitness and strength. I better row for an hour, instead of watching for an hour a silly movie on the TV.<br />
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My coach at M.A.K.K club was there to guide me throughout the training season. The club's facilities were always available for me to use during weekends, complemented with training sessions on the gym during mid-week. I realised that free-weights endurance sessions (that is, non-stop weight exercises of up to 60 min in duration) were very beneficial to gain strength on the rowing machine. This was something that I hadn't considered on my training sessions on the previous years leading to the race.<br />
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I reached the race around this plan hoping that my target could appear on the official race board.<br />
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<b>Race Day - 15th Dec. 2012</b><br />
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Race day is always an exciting and fascinating moment, combined with nervousness too! All the hard work and sacrifices are developed during that day, actually within few minutes. One good thing about rowing is that more or less you can predict your race time based on the achievements throughout your training. You can't expect miracles to happen during a race day, but you can be more or less confident that you can approach a finish time based on your training tests. That's how demanding rowing is - it simply does not let you achieve something extraordinary beyond your preparation. On the other hand, long lasting race events such as triathlon, can be difficult to predict in terms of finish time: An Olympic distance race lasts around 2 hours and during that time anything is possible!<br />
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With the race time for my division (Mens' 30-39) set at 15:48 I started warming up at about 15:00, I always like to warm up well in advance, it helps me to mentally concentrate on the race and activate my 'race-mode'!<br />
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My race plan to break the 3 minutes barrier for the 1000m race was in place, at least within my mind. All I now had to do was to execute it. For this, it means that I had to row on average better than 1:30/500m (standard split time on C2 indoor rowers display monitor). To give an understanding to those of you who read this article and have never rowed, this corresponds to a power of at least 520 watts or equivalent to an energy expenditure about 1690kcal/hour (or 28 kcal <b>per minute</b>, read <a href="http://triathlonrowing.blogspot.gr/2012/12/indoor-rowing-energy-expenditure-how.html" target="_blank">article for calories burned on indoor rower</a>). That's how demanding rowing is, coming back to the point I mentioned above.<br />
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I hate so much the stand-by moment in front of my monitor during the countdown procedure until the word 'ROW' appears on the monitor. I've been waiting for a year to reach this moment and I have completely run out of patience to wait further!!<br />
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'Sit ready...Attention...ROW!' and off I'm there! I've started rowing around 38 spm, close to the target pace. I was rowing next to last's year defending champion and world class master's rower Panos Kokkalidis (finished 3rd in 1x Mens 2012 Master's World Championship). We almost stayed close to each other until the middle of the race. From that point I started loosing a few meters of distance, however everything was still within my plan. There is no point in trying to catch someone faster than you, it can simply distract your plan and mess us your race completely. Better stay with your plan than risk a uncertain decision. That's my experience in rowing. Go out hard and you will certainly pay for this at the closing end of the race. Rowing is like walking on a string of rope. The distance between carrying on and falling apart is very tiny. Your body has only certain amount of reserves and you must distribute them carefully evenly across the whole race.<br />
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Towards the last quarter of the race the pressure was already there. I was behind at second by about 6-7 meters if I remember well, but my main effort was to go for the sub 3-minutes target. The last 250meters gave me the worst feeling ever as an indoor rower. I felt that I had completely run out of oxygen within me. Basically, any amount of inhaled air did not suffice to make me feel better by any means. My body had simply entered the anaerobic zone, that is, more oxygen was demanded by the muscles compared to the amount that the lungs were able to supply into the blood stream. This was the instance when the training came into play!<br />
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During the last 200m I had probably disintegrated both from the surrounding atmosphere and the competitors. I was simply racing against my exhaustion, a feeling that makes every single stroke perceived like a *huge* effort.<br />
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And eventually...the zero meters-remaining mark was reached... at 2:57.7 . Mission completed and target executed! A sub 3minutes was officially written on the finish board. A new personal best for the 1000m with a second place on my division. When I tried to stand up from the machine I felt that my legs were completely in pieces and my oesophagus had a burning feeling as if I drunk an acidic shot. I must have spent something like 20 minutes or so laid down on the floor and sitting on a chair breathing like a balloon.<br />
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<b>Below: Final Results, Men 30-39 1000m 2012 Greek IRC </b>(Column Titles from left: Rank/Surname/Name/Club/Time)</div>
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" width="640" /> </div>
<br />
All the sacrifices and pain throughout the training period paid well. A first place would be definitely the ideal achievement, but being into rowing for 3 years now, any position on the medals is always a great reward.<br />
<br />
I want to admit now though that I need some rest. And switching back to road cycling and triathlon is always a great change over! Happy Xmas and let 2013 bring us health, safety and joy!<br />
<br />
<div style="text-align: center;">
<img alt="" class="spotlight" height="266" src="https://fbcdn-sphotos-h-a.akamaihd.net/hphotos-ak-ash4/486902_439636709437489_74231691_n.jpg" width="400" /></div>
<br />SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-874481185870466282012-12-17T10:45:00.000+02:002012-12-26T00:50:31.508+02:00Indoor Rowing energy expenditure: How many calories can you burn while on indoor rower?An excellent calorie calculator, which estimates the amount of calories burned based on your body weight and activity is provided here: <a href="http://concept2.co.uk/training/bmr_calculator" target="_blank">http://concept2.co.uk/training/bmr_calculator</a>. <br />
You will be amazed on how many calories can an indoor rower burn!<br />
<br />
This is also an excellent way to find out how much training you need to complete to get rid of unnecessary weight!<br />
<br />
Notice that indoor rower is a great calorie-burner! Below I quote the results for my body characteristics inputting 3 indoor rowing sessions (note, that I normally execute separately each of those training sessions, but for illustration purposes I've added them together on a single day to outline their calorie expenditure). <br />
<br />
<div style="text-align: center;">
<img height="266" id="il_fi" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFsFJnLOH8DdG4p9zpxscNfH1EeZAhRfbVm9hX2ST3bYcfne1fI6cZc_T8cEXs8a6pH5Fga7tYSuxQZybE7yEhXRNkiI55ctyonC0Xbl1IWtfiuyjhkIbkT9_XV4whVnapLMDBVT60Aw/s400/erg.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="400" /></div>
<h1>
Example - Basal Metabolic Rate Calculator(s) for a 105kg active person</h1>
<br />
The BMR for a 105 kg Male, 30-59 years old, is <b>2080.5 kcal</b>.<br />
<br />
Your energy expenditure for the day (excluding exercise) is your BMR (2080.5) multipled by your activity level (2.0)2080.5 x 2.0 = <b>4,161.0</b><br />
<br />
Your hourly metabolic rate (HMR) is 2080.5 divided by 24.HMR = 2080.5/24 = <b>86.7</b><br />
<br />
The
training cost in activity of each exercise is calculated as your HMR
multiplied by the Physical Activity Ratio of the exercise multiplied by
their time in hours. See the <a href="http://concept2.co.uk/training/bmr">Energy Costs</a> page for a table of the different PARs for each pace.<br />
<br />
<b>ROWING SESSIONS considered:</b><br />
Session 1 = 86.7 x 14.2 x (45/60) = <b>923</b> kcals (45min at 2:00/500m)<br />
Session 1 = 86.7 x 21 x (8/60) = <b>243</b> kcals (8min at 1:45/500m)<br />
Session 1 = 86.7 x 33.6 x (6/60) = <b>291</b> kcals (6min at 1:30/500m)<br />
<br />
The total energy cost of your day is, therefore <b>5,618</b> (that is to say, your overall BMR plus all your exercise sessions).
<br />
<h2>
</h2>
<h2>
Food Groups</h2>
The process outline here is a guide to your energy output and is a
good place to start if you are interested in weight management. The
other aspect is knowing the calorie balance. Energy is provided by three
food groups, carbohydrates, protein and fats. The relative balance
between these groups is 60% carbohydrates, 17% protein and 23% fats.
Carbohydrates and protein provide 4.3 calories per gram and fat provides
9 calories.<br />
<br />
<b>The dietary requirements for a daily output of 5,618 kcals
is therefore:</b><br />
Carbohydrates = 5618.427 multiplied by (60/100) divided by 4.3 = <b>784.0</b> grams<br />
Proteins = 5618.427 multiplied by (17/100) divided by 4.3 = <b>222.1</b> grams<br />
Fats = 5618.427 multiplied by (23/100) divided by 9 = <b>143.6</b> gramsSV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-90880975706241895932012-08-19T12:32:00.002+03:002012-08-19T12:37:53.860+03:00My indoor rowing gym - a quick presentation!<iframe allowfullscreen="allowfullscreen" frameborder="0" height="360" src="http://www.youtube.com/embed/EhbgvzSDIgU" width="480"></iframe><br />
<br />
<br />
Demonstrating a 1000m indoor rowing training session. Pace 1:45/500m, 28s/m.<br /><br />I'm 1.93m tall, 102 kg, 34 YO. I am into indoor rowing for about 3 years now. On the water rowing for about 3 months.<br /><br />Personal best times:<br />- 500m: 1:22.3 (training - March 2012)<br />- 1000m: 3:00.4 (2011 Greek Indoor Rowing Championship, 30-39)<br />- 2000m: 6:21.1 (2012 BIRC and Euro Open IRC, 30-34 HWT)<br /><br />Indoor Rower used: Model E with PM4 monitor. <br />Equipment: Courtesy of AASports, Greece ( http://www.aasport.gr/main/ )<br />(background music from www.di.fm )<br />
SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-20707085246326217382012-08-18T20:53:00.001+03:002012-08-18T21:08:44.980+03:00Bronze medal for Greek women's lightweight double sculls at London 2012<iframe allowfullscreen="allowfullscreen" frameborder="0" height="360" src="http://www.youtube.com/embed/-6Kgpdqxp4s" width="480"> </iframe><br />
<br />
Many CONGRATULATIONS. You've made Greece be proud of you. <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-_a__eTCHI1c/UC_YsR0A5bI/AAAAAAAAAvE/mLIfsAD67no/s1600/bg-ro.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<br />
<br />
FINAL RESULTS - Women's Lightweight Double Sculls<br />
<br />
Rank Lane Team Time +<br />
1 6 Great Britain COPELAND Katherine / HOSKING Sophie 7:09.30 +<br />
2 5 China XU Dongxiang / HUANG Wenyi 7:11.93 +<br />
3 4 Greece GIAZITZIDOU Christina / TSIAVOU Alexandra 7:12.09 +<br />
4 3 Denmark THOMSEN Anne Lolk / RASMUSSEN Juliane 7:15.53 +<br />
5 2 Australia WATSON Bronwen / EVERY-HALL Hannah 7:20.68 +<br />
6 1 Germany MUELLER Lena / NOSKE Anja 7:22.18 <br />
<br />
<a href="http://1.bp.blogspot.com/-_a__eTCHI1c/UC_YsR0A5bI/AAAAAAAAAvE/mLIfsAD67no/s1600/bg-ro.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="86" src="http://1.bp.blogspot.com/-_a__eTCHI1c/UC_YsR0A5bI/AAAAAAAAAvE/mLIfsAD67no/s640/bg-ro.png" width="640" /></a><br />
(source: http://www.london2012.com/rowing/event/lightweight-women-double-sculls/index.html )
<iframe allowfullscreen="allowfullscreen" frameborder="0" height="360" src="http://www.youtube.com/embed/tBR0wd7_QSI" width="640"></iframe>SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0tag:blogger.com,1999:blog-34175142808139841.post-88750131322524727092012-03-28T12:27:00.001+03:002012-08-19T13:04:30.867+03:007th place - 2012 British and Euro Open Indoor Rowing Championship<img alt="" height="184" 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" 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<u><i><b>Scroll at the end of this article to view the official results of the Mens 30-34 HWT Race</b></i></u></div>
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<a href="http://4.bp.blogspot.com/-Q-9NXNdyFaw/T3WNuc65IsI/AAAAAAAAAoM/Y6BFuogYSdU/s1600/P3240405.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://4.bp.blogspot.com/-Q-9NXNdyFaw/T3WNuc65IsI/AAAAAAAAAoM/Y6BFuogYSdU/s400/P3240405.JPG" width="300" /></a></div>
<b>Above: 2012 BIRC in Nottingham. Fun pre-race photo shot. What an amazing feeling to compete on my first ever IRC abroad. My dream came true, same for the race time with a PB.</b><br />
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<b>My history</b> <br />
What a great event to be at! My first ever indoor rowing race abroad is something that will stay happily in my memory forever. An event that has motivated me to train harder and target higher expectations with more confidence.<br />
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My rowing background started at the beginning of 2009 when I was mainly using the indoor rower for general fitness and during winter time only. Soon though, I realised that the indoor rower, when utilised properly, can offer the best physical conditioning between other gym facilities, more than weight lifting or treadmill running can offer alone. On December of the same year I finished first on the Greek indoor rowing championship and set a new national record. It was that instance when I realised that indoor rowing matches my body shape well.<br />
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<a href="http://2.bp.blogspot.com/-d8y7U-U3KMg/T3WL8_rIy2I/AAAAAAAAAn8/y_BhJiGK0Ac/s1600/P3240416.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://2.bp.blogspot.com/-d8y7U-U3KMg/T3WL8_rIy2I/AAAAAAAAAn8/y_BhJiGK0Ac/s400/P3240416.JPG" width="400" /></a></div>
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<b>The turning point</b> <br />
Since then, I got involved into indoor rowing more systematically. Actually, during winter time, when training takes place indoors, indoor rowing constitutes my core training surrounded occasionally by weight lifting for strengthening the muscles. In 2010 and 2011, I was on the Greek IRC medals again (1st and 2nd respectively).<br />
<br />
Despite doing triathlon in the summer term, I still think that rowing is a far better option for me to follow, even on a competitive level. So, suddenly the right oppurtunity was there: Time to join a race abroad, and the 2012 British and Euro Open IRC at Nottingham University on the 25 March, was the perfect opportunity to satisfy my dream!<br />
<br />
<b>The road to my first Euro event</b><br />
For this purpose, I was lucky enough to receive the full support of a rowing coach, which I met at the 2011 Greek IRC through the <a href="http://www.aasport.gr/" target="_blank">Greek distributor of world class C2 indoor rowers</a>. From the first contact it was obvious that we both wanted to achieve the best possible results for the coming race at Nottingham, despite the shortage of time (only 10 weeks before the race). However, we agreed to fully commit on it and achieve what ever is was mostly feasible, based on the existing experience within the Greek IRC events.<br />
<br />
It wasn't easy for me to build a full confidence around this plan, since I am not a rower (I have never rowed a boat on the water before)! I just use the indoor rower for general, but serious though, physical conditioning. However, my dream to race on the international arena was supplying me with all the energy I needed to follow the structured training defined by my coach.<br />
<br />
The countdown to the event passed amazingly fast. Perhaps, I was so absorbed into preparation and this helped me to deal with the demanding training sessions. I think the good thing about indoor rowing (and at any sport in general, I guess) is that, as soon as you have done your training there is nothing to worry about - more or less you expect to race the way you train. I taught myself to suffer during the preparation, so I could perhaps suffer if not more, at least the same way during the race. Simple, but effective rule.<br />
<br />
<b>The race (2000m, 30-34 Men heavy weight)</b><br />
The top guys at the BIRC were proper rowers. I mean this. They are huge, muscular, bulky, tall and they look ...dangerous when they row! It is a completely different thing to look those guys on video when they row and when you meet them in person. Despite me being 1.93m tall, I felt that some of them were like a huge wall in front of me!<br />
<br />
The event organisers at BIRC were very inspiring. The so called TMWTM (a.k.a 'The Man With The Microphone'!) gave everything to feed the air with energy and excitement. So much, that my friends who were watching me from the stands and don't row, were eventually locked into the event from the action generated in the race arena!<br />
<br />
At 15:25 it was time for me to appear at the holdings area (behind the rowers as you look from the stands) with 10 minutes to go! I realised once again that it is a completely difference thing to look others when they race and when it is you who will actually be racing! I can't hide that I was nervous and anxious - to let this feeling off I was reminding myself about the hard work I have been doing since Christmas towards this event.<br />
<br />
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" /> <br />
<br />
The plan (and common between other athletes) was to row fast the first and last 500m, and slightly easier the mid 1000m section. My previous 2000m PB was 6:23.3. <br />
<br />
The start up procedure was the usual one: 'Gentlemen, pick up your handles...sit ready.... attention...ROW!!!'. I was going solid and ready to suffer the closer I was getting to the finish line. During the first 500m I was about 5th if I remember well, what a feeling! I knew though that this wasn't to last for very long. Indeed, prior to the race I've studied the previous records of the guys who were racing on my division and I knew that even a top 10 would be hard if I wasn't going to put 100% of effort during the race.<br />
<br />
I raced with the plan, though I slipped off a bit in the last quarter (500m to go). Actually, my muscles were ready to explode with 400m to go. It felt like always, the last meters before the finish line. I tried to maintain my position, which had dropped down to 7. I was threatened from behind, but unable to catch the person at 6. So, I better keep my tail safe, I thought. In the last 100m, I was approached by a guy who was only 2 meters behind me. I hold my teeth tight and I said 'Row to the finish line and then collapse'.<br />
<br />
I crossed the finish line in 6:21.1, a PB at the first Euro Open IRC in UK !<br />
<br />
Behind me and within less than a second they were 2 guys! - so relieved to know that I retained my position! I was a bit off my initial sub 6:20 target, but I couldn't ask for more considering the limited training period and the fact that I am not a rower. The first guy did a respectable 6:10.9 .<br />
<br />
I think if the race could go better for me that would be only by a couple of seconds, so a 6th place at best would be the optimum. But, let's not ask for everything. The limited 10 weeks preparation towards this event produced the best possible outcome and awarded me and my coach with the most satisfying way. <br />
<br />
I feel glad to be at that event. UK is the country that produces Olympic class rowers and it was a big honour for me to see those guys racing on the arena with me.<br />
<br />
Thank you Nottingham. Thank you BIRC. You made me suffer, but this is what makes this sport so special. I will miss you!<br />
<br />
<br />
<br />
<div style="text-align: center;">
<u><span style="font-size: large;">Men 30-34 Hwt 2012 British and Euro Open IRC - Final Results</span></u></div>
(click on a name below to view detailed race graph data)<br />
<br />
<table class="filled less"><tbody>
<tr><th style="text-align: center;">Pos.</th>
<th>Name</th>
<th>Club</th>
<th style="text-align: center;">Age</th>
<th style="text-align: center;">Result</th>
</tr>
<tr class="medal1"><td class="highlighted" style="text-align: center;"><img class="medal" src="http://concept2.co.uk/assets/icons/medal_gold_1.png" /></td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41621">Simon Gough</a></td><td>Team Oarsome</td><td style="text-align: center;">32</td><td style="text-align: center;">6:10.9</td></tr>
<tr class="medal2"><td class="highlighted" style="text-align: center;"><img class="medal" src="http://concept2.co.uk/assets/icons/medal_silver_1.png" /></td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41423">Richard Blagrove</a></td><td>Mad Team IRC</td><td style="text-align: center;">30</td><td style="text-align: center;">6:11.3</td></tr>
<tr class="medal3"><td class="highlighted" style="text-align: center;"><img class="medal" src="http://concept2.co.uk/assets/icons/medal_bronze_1.png" /></td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41880">Simon Newton</a></td><td>Newquay IRC</td><td style="text-align: center;">32</td><td style="text-align: center;">6:14.6</td></tr>
<tr class="medal4"><td class="highlighted" style="text-align: center;">4</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41496">Casey Clarke</a></td><td>Sub 7 IRC</td><td style="text-align: center;">33</td><td style="text-align: center;">6:15.9</td></tr>
<tr class="medal5"><td class="highlighted" style="text-align: center;">5</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41979">Ewen Roth</a></td><td>Forum Flyers</td><td style="text-align: center;">33</td><td style="text-align: center;">6:16.7</td></tr>
<tr class="medal6"><td class="highlighted" style="text-align: center;">6</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41901">Ollie Osborne</a></td><td>Royal Navy</td><td style="text-align: center;">31</td><td style="text-align: center;">6:18.6</td></tr>
<tr class="medal7"><td class="highlighted" style="background-color: lime; text-align: center;">7</td><td style="background-color: lime;"><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41931">Konstantinos Pliakostathis</a></td><td style="background-color: lime;">Athens, Greece</td><td style="background-color: lime; text-align: center;">33</td><td style="background-color: lime; text-align: center;">6:21.1</td></tr>
<tr class="medal8"><td class="highlighted" style="text-align: center;">8</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41730">Rhodri Jones</a></td><td>Bridgend</td><td style="text-align: center;">34</td><td style="text-align: center;">6:21.5</td></tr>
<tr class="medal9"><td class="highlighted" style="text-align: center;">9</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41809">Ben Mahoney</a></td><td>Buckinghamshire</td><td style="text-align: center;">34</td><td style="text-align: center;">6:21.6</td></tr>
<tr class="medal10"><td class="highlighted" style="text-align: center;">10</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41713">Owen James</a></td><td>Allforyou Sports Massage Rotherham</td><td style="text-align: center;">33</td><td style="text-align: center;">6:27.1</td></tr>
<tr class="medal11"><td class="highlighted" style="text-align: center;">11</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41822">Pete Marston</a></td><td>Mad Team</td><td style="text-align: center;">34</td><td style="text-align: center;">6:27.4</td></tr>
<tr class="medal12"><td class="highlighted" style="text-align: center;">12</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41435">Mark Bower</a></td><td>Empty The Tanks</td><td style="text-align: center;">34</td><td style="text-align: center;">6:32.8</td></tr>
<tr class="medal13"><td class="highlighted" style="text-align: center;">13</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41727">Adam Jones</a></td><td>Chesham</td><td style="text-align: center;">34</td><td style="text-align: center;">6:34.1</td></tr>
<tr class="medal14"><td class="highlighted" style="text-align: center;">14</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=42030">Ruaidhri Stewart</a></td><td>Strongroom.ie</td><td style="text-align: center;">34</td><td style="text-align: center;">6:34.5</td></tr>
<tr class="medal15"><td class="highlighted" style="text-align: center;">15</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=42135">Richard Young</a></td><td>Empty The Tanks</td><td style="text-align: center;">34</td><td style="text-align: center;">6:38.3</td></tr>
<tr class="medal16"><td class="highlighted" style="text-align: center;">16</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41637">Richard Grzeszczak</a></td><td>Faversham - Syndale Park</td><td style="text-align: center;">30</td><td style="text-align: center;">6:40.3</td></tr>
<tr class="medal17"><td class="highlighted" style="text-align: center;">17</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41943">Vladimrs Pupelis</a></td><td>LATC</td><td style="text-align: center;">32</td><td style="text-align: center;">6:44.4</td></tr>
<tr class="medal18"><td class="highlighted" style="text-align: center;">18</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41582">Chris Follon</a></td><td>Chesterfield</td><td style="text-align: center;">32</td><td style="text-align: center;">6:46.5</td></tr>
<tr class="medal19"><td class="highlighted" style="text-align: center;">19</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41673">Mathew Heckford</a></td><td>Hull</td><td style="text-align: center;">30</td><td style="text-align: center;">6:56.6</td></tr>
<tr class="medal20"><td class="highlighted" style="text-align: center;">20</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41963">Gwyn Roberts</a></td><td>Sub 7 IRC</td><td style="text-align: center;">31</td><td style="text-align: center;">7:18.1</td></tr>
<tr class="medal21"><td class="highlighted" style="text-align: center;">21</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41401">Gareth Bartram</a></td><td>Long Eaton</td><td style="text-align: center;">34</td><td style="text-align: center;">7:19.1</td></tr>
<tr class="medal22"><td class="highlighted" style="text-align: center;">22</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41695">Ian Howse</a></td><td>Sub 7 IRC</td><td style="text-align: center;">34</td><td style="text-align: center;">7:33.1</td></tr>
<tr class="medal23"><td class="highlighted" style="text-align: center;">23</td><td><a href="http://concept2.co.uk/birc/result_analysis?year=2012&event=A3&birc_id=41472">Mark Burge</a></td><td>Sub 7 IRC</td><td style="text-align: center;">34</td><td style="text-align: center;">8:02.2</td></tr>
</tbody></table>
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<br />SV1QZShttp://www.blogger.com/profile/10465257402475358606noreply@blogger.com0