<?xml version="1.0" encoding="UTF-8"?> <rss version="2.0" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:wfw="http://wellformedweb.org/CommentAPI/" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:atom="http://www.w3.org/2005/Atom" xmlns:sy="http://purl.org/rss/1.0/modules/syndication/" xmlns:slash="http://purl.org/rss/1.0/modules/slash/" ><channel><title>Irish Triathlon - Your base for all Triathlons, Duathlons and Adventure races in Ireland</title> <atom:link href="http://www.irishtriathlon.com/index.php/feed/" rel="self" type="application/rss+xml" /><link>http://www.irishtriathlon.com</link> <description>Triathlon &#38; Adventure Racing in Ireland</description> <lastBuildDate>Sat, 04 Feb 2012 17:56:52 +0000</lastBuildDate> <language>en</language> <sy:updatePeriod>hourly</sy:updatePeriod> <sy:updateFrequency>1</sy:updateFrequency> <generator>http://wordpress.org/?v=3.3.1</generator> <item><title>Balbriggan Duathlon -Fingal Tri club</title><link>http://www.irishtriathlon.com/index.php/2012/02/balbriggan-duathlon-fingal-tri-club/</link> <comments>http://www.irishtriathlon.com/index.php/2012/02/balbriggan-duathlon-fingal-tri-club/#comments</comments> <pubDate>Sat, 04 Feb 2012 13:48:21 +0000</pubDate> <dc:creator>brian</dc:creator> <category><![CDATA[Results]]></category> <category><![CDATA[balbriggan duathlon]]></category> <category><![CDATA[Brendan Murphy]]></category> <category><![CDATA[ciaran giblin]]></category> <category><![CDATA[Clodagh Myers]]></category> <category><![CDATA[fingal tri club]]></category> <category><![CDATA[fingal triathlon club]]></category> <category><![CDATA[helen white]]></category> <category><![CDATA[Mark Mc Cabe]]></category> <category><![CDATA[Slider]]></category> <category><![CDATA[Tamara Maxato]]></category><guid isPermaLink="false">http://www.irishtriathlon.com/?p=7695</guid> <description><![CDATA[Results are coming in from the Balbriggan Duathlon  organised by Fingal Tri club.  Full results and photos are detailed here. Men's podium results1st Ciaran Giblin 1.052nd Mark Mc Cabe 1.073rd Brendan Murphy 1.08 Ladies Podium results1st Tamara Maxato 1.132nd Helen White 1.143rd Clodagh Myers 1.19]]></description> <content:encoded><![CDATA[<p>Results are coming in from the Balbriggan Duathlon  organised by Fingal Tri club.  Full results and photos are detailed here.</p><h1>Men&#8217;s podium results</h1><p>1st Ciaran Giblin 1.05</p><p>2nd Mark Mc Cabe 1.07</p><p>3rd Brendan Murphy 1.08</p><h1>Ladies Podium results</h1><p>1st Tamara Maxato 1.13</p><p>2nd Helen White 1.14</p><p>3rd Clodagh Myers 1.19</p><h1>Fingal Duathlon photos</h1><p>There&#8217;s hundreds of <a title="fingal duathlon balbriggan photos" href="http://www.facebook.com/media/albums/?id=100002613019061" target="_blank">photos of the Fingal Duathlon in balbriggan on facebook courtacy of Mark Lacey of PixelPromotions</a>.</p><div id="attachment_7700" class="wp-caption alignnone" style="width: 620px"><a href="http://www.irishtriathlon.com/index.php/2012/02/balbriggan-duathlon-fingal-tri-club/fingal-triathlon-club-duathlon-2012/" rel="attachment wp-att-7700"><img class="size-full wp-image-7700" title="fingal triathlon club duathlon 2012" src="http://www.irishtriathlon.com/wp-content/uploads/2012/02/fingal-triathlon-club-duathlon-2012.jpg" alt="fingal triathlon club duathlon 2012" width="610" height="405" /></a><p class="wp-caption-text">Women&#39;s podium (L to R): 2nd Helen White (Sportsworld), 1st Tamara Maxato, 3rd Clodagh Myers (3dtri)</p></div><p>&nbsp;</p><div id="attachment_7701" class="wp-caption alignnone" style="width: 620px"><a href="http://www.irishtriathlon.com/index.php/2012/02/balbriggan-duathlon-fingal-tri-club/fingal-triathlon-club-duathlon-2012-men/" rel="attachment wp-att-7701"><img class="size-full wp-image-7701" title="fingal triathlon club duathlon 2012-men" src="http://www.irishtriathlon.com/wp-content/uploads/2012/02/fingal-triathlon-club-duathlon-2012-men.jpg" alt="fingal triathlon club duathlon 2012-men" width="610" height="341" /></a><p class="wp-caption-text">Men&#39;s podium (L to R): 3rd Brendan Murphy, 1st Ciaran Giblin, 2nd Mark Mc Cabe.</p></div><h1>Fingal Duathlon Results</h1><p><strong><table id="wp-table-reloaded-id-221-no-1" class="wp-table-reloaded wp-table-reloaded-id-221"><thead><tr class="row-1 odd"><th class="column-1">Pos</th><th class="column-2">BIB</th><th class="column-3">Name</th><th class="column-4">Gender</th><th class="column-5">Total</th><th class="column-6">Run_1</th><th class="column-7">T1</th><th class="column-8">Bike</th><th class="column-9">T2</th><th class="column-10">Run_2</th></tr></thead><tbody class="row-hover"><tr class="row-2 even"><td class="column-1">1</td><td class="column-2">214</td><td class="column-3">CIARAN GIBLIN</td><td class="column-4">M</td><td class="column-5">1:05:08.99</td><td class="column-6">0:13:37.90</td><td class="column-7">0:01:00.78</td><td class="column-8">0:34:44.41</td><td class="column-9">0:00:55.90</td><td class="column-10">0:14:49.99</td></tr><tr class="row-3 odd"><td class="column-1">2</td><td class="column-2">204</td><td class="column-3">MARK MCCABE</td><td class="column-4">M</td><td class="column-5">1:07:59.40</td><td class="column-6">0:15:26.52</td><td class="column-7">0:01:21.56</td><td class="column-8">0:33:57.34</td><td class="column-9">0:01:06.31</td><td class="column-10">0:16:07.68</td></tr><tr class="row-4 even"><td class="column-1">3</td><td class="column-2">172</td><td class="column-3">BRENDAN MURPHY</td><td class="column-4">M</td><td class="column-5">1:08:12.92</td><td class="column-6">0:14:21.87</td><td class="column-7">0:01:05.06</td><td class="column-8">0:37:00.71</td><td class="column-9">0:00:51.61</td><td class="column-10">0:14:53.68</td></tr><tr class="row-5 odd"><td class="column-1">4</td><td class="column-2">199</td><td class="column-3">PETER MURTAGH</td><td class="column-4">M</td><td class="column-5">1:09:32.47</td><td class="column-6">0:15:04.33</td><td class="column-7">0:01:15.44</td><td class="column-8">0:35:33.35</td><td class="column-9">0:01:08.34</td><td class="column-10">0:16:31.00</td></tr><tr class="row-6 even"><td class="column-1">5</td><td class="column-2">163</td><td class="column-3">BRENDAN STEWART</td><td class="column-4">M</td><td class="column-5">1:09:36.78</td><td class="column-6">0:15:22.53</td><td class="column-7">0:01:04.28</td><td class="column-8">0:35:30.80</td><td class="column-9">0:00:59.47</td><td class="column-10">0:16:39.69</td></tr><tr class="row-7 odd"><td class="column-1">6</td><td class="column-2">70</td><td class="column-3">IVAN MCMAHON</td><td class="column-4">M</td><td class="column-5">1:09:48.22</td><td class="column-6">0:14:20.13</td><td class="column-7">0:01:08.66</td><td class="column-8">0:36:41.70</td><td class="column-9">0:01:24.78</td><td class="column-10">0:16:12.94</td></tr><tr class="row-8 even"><td class="column-1">7</td><td class="column-2">222</td><td class="column-3">EOIN WOOLLEY</td><td class="column-4">M</td><td class="column-5">1:09:58.97</td><td class="column-6">0:14:54.30</td><td class="column-7">0:01:17.51</td><td class="column-8">0:36:03.60</td><td class="column-9">0:01:14.31</td><td class="column-10">0:16:29.26</td></tr><tr class="row-9 odd"><td class="column-1">8</td><td class="column-2">220</td><td class="column-3">DAVID RUSSELL</td><td class="column-4">M</td><td class="column-5">1:10:01.46</td><td class="column-6">0:15:02.92</td><td class="column-7">0:00:54.77</td><td class="column-8">0:36:33.39</td><td class="column-9">0:01:02.39</td><td class="column-10">0:16:27.98</td></tr><tr class="row-10 even"><td class="column-1">9</td><td class="column-2">234</td><td class="column-3">SHANE DILLON</td><td class="column-4">M</td><td class="column-5">1:10:22.36</td><td class="column-6">0:15:05.44</td><td class="column-7">0:01:07.27</td><td class="column-8">0:36:23.66</td><td class="column-9">0:00:54.39</td><td class="column-10">0:16:51.60</td></tr><tr class="row-11 odd"><td class="column-1">10</td><td class="column-2">238</td><td class="column-3">CIARAN SMITH</td><td class="column-4">M</td><td class="column-5">1:12:31.63</td><td class="column-6">0:15:11.18</td><td class="column-7">0:00:58.96</td><td class="column-8">0:38:32.90</td><td class="column-9">0:00:59.53</td><td class="column-10">0:16:49.05</td></tr><tr class="row-12 even"><td class="column-1">11</td><td class="column-2">202</td><td class="column-3">TAMARA MAXANTOVA</td><td class="column-4">F</td><td class="column-5">1:13:18.38</td><td class="column-6">0:15:42.56</td><td class="column-7">0:01:12.42</td><td class="column-8">0:38:45.05</td><td class="column-9">0:01:01.99</td><td class="column-10">0:16:36.36</td></tr><tr class="row-13 odd"><td class="column-1">12</td><td class="column-2">195</td><td class="column-3">CSABA EGLY</td><td class="column-4">M</td><td class="column-5">1:13:29.78</td><td class="column-6">0:15:52.66</td><td class="column-7">0:01:11.57</td><td class="column-8">0:38:32.31</td><td class="column-9">0:01:05.36</td><td class="column-10">0:16:47.87</td></tr><tr class="row-14 even"><td class="column-1">13</td><td class="column-2">226</td><td class="column-3">WAYNE BOYLAN</td><td class="column-4">M</td><td class="column-5">1:13:47.82</td><td class="column-6">0:14:39.62</td><td class="column-7">0:01:27.71</td><td class="column-8">0:39:45.89</td><td class="column-9">0:01:16.23</td><td class="column-10">0:16:38.36</td></tr><tr class="row-15 odd"><td class="column-1">14</td><td class="column-2">218</td><td class="column-3">ADRIAN ODONNELL</td><td class="column-4">M</td><td class="column-5">1:14:09.76</td><td class="column-6">0:15:37.60</td><td class="column-7">0:01:21.51</td><td class="column-8">0:37:45.10</td><td class="column-9">0:01:54.87</td><td class="column-10">0:17:30.68</td></tr><tr class="row-16 even"><td class="column-1">15</td><td class="column-2">191</td><td class="column-3">DAVID FORDE</td><td class="column-4">M</td><td class="column-5">1:14:13.38</td><td class="column-6">0:14:35.72</td><td class="column-7">0:01:02.54</td><td class="column-8">0:41:36.86</td><td class="column-9">0:01:03.73</td><td class="column-10">0:15:54.53</td></tr><tr class="row-17 odd"><td class="column-1">16</td><td class="column-2">223</td><td class="column-3">HELEN  WHITE</td><td class="column-4">F</td><td class="column-5">1:14:28.31</td><td class="column-6">0:15:09.82</td><td class="column-7">0:00:51.15</td><td class="column-8">0:41:02.04</td><td class="column-9">0:00:58.48</td><td class="column-10">0:16:26.83</td></tr><tr class="row-18 even"><td class="column-1">17</td><td class="column-2">200</td><td class="column-3">BERNARD ENGLISH</td><td class="column-4">M</td><td class="column-5">1:14:36.64</td><td class="column-6">0:15:39.85</td><td class="column-7">0:01:20.98</td><td class="column-8">0:39:37.05</td><td class="column-9">0:01:07.81</td><td class="column-10">0:16:50.95</td></tr><tr class="row-19 odd"><td class="column-1">18</td><td class="column-2">99</td><td class="column-3">DECLAN MURRAY</td><td class="column-4">M</td><td class="column-5">1:16:08.60</td><td class="column-6">0:15:20.82</td><td class="column-7">0:01:15.76</td><td class="column-8">0:41:16.49</td><td class="column-9">0:01:22.70</td><td class="column-10">0:16:52.82</td></tr><tr class="row-20 even"><td class="column-1">19</td><td class="column-2">236</td><td class="column-3">BEN HOWARD</td><td class="column-4">M</td><td class="column-5">1:16:23.33</td><td class="column-6">0:16:59.17</td><td class="column-7">0:01:33.94</td><td class="column-8">0:38:11.71</td><td class="column-9">0:01:33.50</td><td class="column-10">0:18:05.01</td></tr><tr class="row-21 odd"><td class="column-1">20</td><td class="column-2">75</td><td class="column-3">CIARAN RYAN</td><td class="column-4">M</td><td class="column-5">1:16:29.76</td><td class="column-6">0:15:29.76</td><td class="column-7">0:01:52.68</td><td class="column-8">0:41:00.20</td><td class="column-9">0:01:12.96</td><td class="column-10">0:16:54.16</td></tr><tr class="row-22 even"><td class="column-1">21</td><td class="column-2">120</td><td class="column-3">GARRETT QUILL</td><td class="column-4">M</td><td class="column-5">1:17:07.77</td><td class="column-6">0:15:43.22</td><td class="column-7">0:01:16.56</td><td class="column-8">0:42:33.49</td><td class="column-9">0:01:05.13</td><td class="column-10">0:16:29.37</td></tr><tr class="row-23 odd"><td class="column-1">22</td><td class="column-2">239</td><td class="column-3">CHARLY EGAN</td><td class="column-4">M</td><td class="column-5">1:17:20.55</td><td class="column-6">0:16:33.81</td><td class="column-7">0:01:29.91</td><td class="column-8">0:39:38.26</td><td class="column-9">0:01:12.35</td><td class="column-10">0:18:26.22</td></tr><tr class="row-24 even"><td class="column-1">23</td><td class="column-2">22</td><td class="column-3">BRIAN REID</td><td class="column-4">M</td><td class="column-5">1:17:49.39</td><td class="column-6">0:15:54.55</td><td class="column-7">0:01:08.07</td><td class="column-8">0:41:58.13</td><td class="column-9">0:01:12.41</td><td class="column-10">0:17:36.23</td></tr><tr class="row-25 odd"><td class="column-1">24</td><td class="column-2">229</td><td class="column-3">DEREK BRANGAN</td><td class="column-4">M</td><td class="column-5">1:18:02.06</td><td class="column-6">0:17:08.50</td><td class="column-7">0:02:26.34</td><td class="column-8">0:37:44.85</td><td class="column-9">0:01:36.19</td><td class="column-10">0:19:06.17</td></tr><tr class="row-26 even"><td class="column-1">25</td><td class="column-2">170</td><td class="column-3">BILLY KENNEDY</td><td class="column-4">M</td><td class="column-5">1:18:12.42</td><td class="column-6">Tag in Car</td><td class="column-7"></td><td class="column-8"></td><td class="column-9"></td><td class="column-10"></td></tr><tr class="row-27 odd"><td class="column-1">26</td><td class="column-2">206</td><td class="column-3">SEAMUS ALLEN</td><td class="column-4">M</td><td class="column-5">1:18:12.42</td><td class="column-6">0:15:57.94</td><td class="column-7">0:01:28.34</td><td class="column-8">0:40:43.20</td><td class="column-9">0:01:48.13</td><td class="column-10">0:18:14.82</td></tr><tr class="row-28 even"><td class="column-1">27</td><td class="column-2">61</td><td class="column-3">WAYNE FARRELLY</td><td class="column-4">M</td><td class="column-5">1:18:16.58</td><td class="column-6">0:16:31.83</td><td class="column-7">0:01:24.91</td><td class="column-8">0:41:34.14</td><td class="column-9">0:01:31.77</td><td class="column-10">0:17:13.93</td></tr><tr class="row-29 odd"><td class="column-1">28</td><td class="column-2">198</td><td class="column-3">ALAN LUDLOW</td><td class="column-4">M</td><td class="column-5">1:19:03.89</td><td class="column-6">0:18:14.78</td><td class="column-7">0:01:28.02</td><td class="column-8">0:39:00.89</td><td class="column-9">0:01:12.51</td><td class="column-10">0:19:07.69</td></tr><tr class="row-30 even"><td class="column-1">29</td><td class="column-2">208</td><td class="column-3">JOHN MCCORMACK</td><td class="column-4">M</td><td class="column-5">1:19:41.55</td><td class="column-6">0:18:10.87</td><td class="column-7">0:01:41.18</td><td class="column-8">0:39:04.61</td><td class="column-9">0:01:30.69</td><td class="column-10">0:19:14.19</td></tr><tr class="row-31 odd"><td class="column-1">30</td><td class="column-2">192</td><td class="column-3">CLODAGH MYERS</td><td class="column-4">F</td><td class="column-5">1:19:42.75</td><td class="column-6">0:17:52.02</td><td class="column-7">0:01:49.17</td><td class="column-8">0:39:07.67</td><td class="column-9">0:01:34.66</td><td class="column-10">0:19:19.22</td></tr><tr class="row-32 even"><td class="column-1">31</td><td class="column-2">225</td><td class="column-3">NIALL MCDERMOTT</td><td class="column-4">M</td><td class="column-5">1:19:55.05</td><td class="column-6">0:17:12.35</td><td class="column-7">0:01:28.42</td><td class="column-8">0:40:42.88</td><td class="column-9">0:01:13.96</td><td class="column-10">0:19:17.44</td></tr><tr class="row-33 odd"><td class="column-1">32</td><td class="column-2">201</td><td class="column-3">DARAGH  OCONNOR</td><td class="column-4">M</td><td class="column-5">1:20:23.26</td><td class="column-6">0:17:04.65</td><td class="column-7">0:01:19.88</td><td class="column-8">0:42:11.95</td><td class="column-9">0:01:11.13</td><td class="column-10">0:18:35.64</td></tr><tr class="row-34 even"><td class="column-1">33</td><td class="column-2">237</td><td class="column-3">MICHAEL MCCARTHY</td><td class="column-4">M</td><td class="column-5">1:20:43.65</td><td class="column-6">0:18:21.69</td><td class="column-7">0:01:26.37</td><td class="column-8">0:39:28.51</td><td class="column-9">0:01:18.48</td><td class="column-10">0:20:08.59</td></tr><tr class="row-35 odd"><td class="column-1">34</td><td class="column-2">240</td><td class="column-3">AIDRIAN MCGREEVY</td><td class="column-4">M</td><td class="column-5">1:20:46.69</td><td class="column-6">0:15:01.65</td><td class="column-7">0:04:42.39</td><td class="column-8">0:44:14.55</td><td class="column-9">0:01:06.69</td><td class="column-10">0:15:41.41</td></tr><tr class="row-36 even"><td class="column-1">35</td><td class="column-2">203</td><td class="column-3">LIAM OSBORNE</td><td class="column-4">M</td><td class="column-5">1:20:51.85</td><td class="column-6">0:17:22.75</td><td class="column-7">0:01:34.59</td><td class="column-8">0:41:29.12</td><td class="column-9">0:01:26.43</td><td class="column-10">0:18:58.96</td></tr><tr class="row-37 odd"><td class="column-1">36</td><td class="column-2">115</td><td class="column-3">GERRY BYRNE</td><td class="column-4">M</td><td class="column-5">1:21:04.68</td><td class="column-6">0:16:08.98</td><td class="column-7">0:02:03.03</td><td class="column-8">0:43:07.02</td><td class="column-9">0:01:46.21</td><td class="column-10">0:17:59.44</td></tr><tr class="row-38 even"><td class="column-1">37</td><td class="column-2">216</td><td class="column-3">STEPHEN NAUGHTON</td><td class="column-4">M</td><td class="column-5">1:21:44.59</td><td class="column-6">0:16:19.27</td><td class="column-7">0:01:27.45</td><td class="column-8">0:44:36.36</td><td class="column-9">0:01:19.77</td><td class="column-10">0:18:01.73</td></tr><tr class="row-39 odd"><td class="column-1">38</td><td class="column-2">221</td><td class="column-3">MARK PURTILL</td><td class="column-4">M</td><td class="column-5">1:22:03.64</td><td class="column-6">0:18:18.01</td><td class="column-7">0:01:19.32</td><td class="column-8">0:40:22.02</td><td class="column-9">0:01:07.93</td><td class="column-10">0:20:56.36</td></tr><tr class="row-40 even"><td class="column-1">39</td><td class="column-2">164</td><td class="column-3">GRACE MCNALLY</td><td class="column-4">F</td><td class="column-5">1:22:11.59</td><td class="column-6">0:18:36.35</td><td class="column-7">0:01:48.13</td><td class="column-8">0:40:26.23</td><td class="column-9">0:01:25.55</td><td class="column-10">0:19:55.33</td></tr><tr class="row-41 odd"><td class="column-1">40</td><td class="column-2">23</td><td class="column-3">GAVIN FRASER</td><td class="column-4">M</td><td class="column-5">1:22:23.53</td><td class="column-6">0:18:31.51</td><td class="column-7">0:01:22.31</td><td class="column-8">0:40:46.31</td><td class="column-9">0:01:34.21</td><td class="column-10">0:20:09.20</td></tr><tr class="row-42 even"><td class="column-1">41</td><td class="column-2">212</td><td class="column-3">JOHN  BOLGER</td><td class="column-4">M</td><td class="column-5">1:23:26.79</td><td class="column-6">0:18:00.21</td><td class="column-7">0:02:07.25</td><td class="column-8">0:42:16.81</td><td class="column-9">0:01:31.69</td><td class="column-10">0:19:30.82</td></tr><tr class="row-43 odd"><td class="column-1">42</td><td class="column-2">122</td><td class="column-3">RACHEL NOLAN</td><td class="column-4">F</td><td class="column-5">1:23:29.17</td><td class="column-6">0:17:11.07</td><td class="column-7">0:01:07.71</td><td class="column-8">0:46:10.43</td><td class="column-9">0:01:05.81</td><td class="column-10">0:17:54.16</td></tr><tr class="row-44 even"><td class="column-1">43</td><td class="column-2">196</td><td class="column-3">ROY LENAHAN</td><td class="column-4">M</td><td class="column-5">1:23:32.22</td><td class="column-6">0:18:43.88</td><td class="column-7">0:01:24.47</td><td class="column-8">0:41:41.75</td><td class="column-9">0:01:01.45</td><td class="column-10">0:20:40.67</td></tr><tr class="row-45 odd"><td class="column-1">44</td><td class="column-2">230</td><td class="column-3">GARETH  DONNELLY</td><td class="column-4">M</td><td class="column-5">1:23:33.13</td><td class="column-6">0:17:54.78</td><td class="column-7">0:01:06.94</td><td class="column-8">0:45:10.32</td><td class="column-9">0:01:02.75</td><td class="column-10">0:18:18.34</td></tr><tr class="row-46 even"><td class="column-1">45</td><td class="column-2">69</td><td class="column-3">ANTHONY BYRNE</td><td class="column-4">M</td><td class="column-5">1:23:33.61</td><td class="column-6">0:16:41.66</td><td class="column-7">0:01:31.72</td><td class="column-8">0:46:52.32</td><td class="column-9">0:00:50.92</td><td class="column-10">0:17:36.99</td></tr><tr class="row-47 odd"><td class="column-1">46</td><td class="column-2">224</td><td class="column-3">BRIAN  O TOOLE</td><td class="column-4">M</td><td class="column-5">1:23:40.59</td><td class="column-6">0:18:25.89</td><td class="column-7">0:01:29.15</td><td class="column-8">0:42:07.21</td><td class="column-9">0:01:28.33</td><td class="column-10">0:20:10.01</td></tr><tr class="row-48 even"><td class="column-1">47</td><td class="column-2">166</td><td class="column-3">RONAN BYRNE</td><td class="column-4">M</td><td class="column-5">1:23:59.23</td><td class="column-6">0:17:26.98</td><td class="column-7">0:01:49.86</td><td class="column-8">0:43:38.76</td><td class="column-9">0:01:59.33</td><td class="column-10">0:19:04.29</td></tr><tr class="row-49 odd"><td class="column-1">48</td><td class="column-2">207</td><td class="column-3">IRENE VILA</td><td class="column-4">F</td><td class="column-5">1:24:57.46</td><td class="column-6">0:17:20.24</td><td class="column-7">0:01:33.28</td><td class="column-8">0:44:53.47</td><td class="column-9">0:01:19.64</td><td class="column-10">0:19:50.83</td></tr><tr class="row-50 even"><td class="column-1">49</td><td class="column-2">169</td><td class="column-3">GLEN FARRELL</td><td class="column-4">M</td><td class="column-5">1:25:34.61</td><td class="column-6">0:17:51.39</td><td class="column-7">0:01:08.22</td><td class="column-8">0:45:07.12</td><td class="column-9">0:01:06.43</td><td class="column-10">0:20:21.46</td></tr><tr class="row-51 odd"><td class="column-1">50</td><td class="column-2">213</td><td class="column-3">MARTIN MURPHY</td><td class="column-4">M</td><td class="column-5">1:25:35.95</td><td class="column-6">0:20:15.15</td><td class="column-7">0:01:40.11</td><td class="column-8">0:39:41.08</td><td class="column-9">0:01:27.49</td><td class="column-10">0:22:32.13</td></tr><tr class="row-52 even"><td class="column-1">51</td><td class="column-2">161</td><td class="column-3">SHANE ROCHE</td><td class="column-4">M</td><td class="column-5">1:27:02.45</td><td class="column-6">0:18:01.56</td><td class="column-7">0:01:10.56</td><td class="column-8">0:46:53.62</td><td class="column-9">0:00:55.94</td><td class="column-10">0:20:00.77</td></tr><tr class="row-53 odd"><td class="column-1">52</td><td class="column-2">197</td><td class="column-3">CORMAC BRODIGAN</td><td class="column-4">M</td><td class="column-5">1:27:03.58</td><td class="column-6">0:19:24.62</td><td class="column-7">0:01:35.99</td><td class="column-8">0:42:45.42</td><td class="column-9">0:01:25.69</td><td class="column-10">0:21:51.87</td></tr><tr class="row-54 even"><td class="column-1">53</td><td class="column-2">111</td><td class="column-3">KEVIN MORAN</td><td class="column-4">M</td><td class="column-5">1:27:05.11</td><td class="column-6">0:18:38.88</td><td class="column-7">0:01:19.51</td><td class="column-8">0:45:30.15</td><td class="column-9">0:01:07.34</td><td class="column-10">0:20:29.23</td></tr><tr class="row-55 odd"><td class="column-1">54</td><td class="column-2">28</td><td class="column-3">MARK MANDARANO</td><td class="column-4">M</td><td class="column-5">1:27:43.97</td><td class="column-6">0:19:32.11</td><td class="column-7">0:01:24.41</td><td class="column-8">0:44:26.75</td><td class="column-9">0:01:14.61</td><td class="column-10">0:21:06.09</td></tr><tr class="row-56 even"><td class="column-1">55</td><td class="column-2">217</td><td class="column-3">RICHARD DOYLE</td><td class="column-4">M</td><td class="column-5">1:27:53.74</td><td class="column-6">0:19:10.89</td><td class="column-7">0:01:44.20</td><td class="column-8">0:45:14.61</td><td class="column-9">0:01:11.99</td><td class="column-10">0:20:32.05</td></tr><tr class="row-57 odd"><td class="column-1">56</td><td class="column-2">219</td><td class="column-3">BRIAN MCEVOY</td><td class="column-4">M</td><td class="column-5">1:28:04.61</td><td class="column-6">0:18:21.11</td><td class="column-7">0:01:17.62</td><td class="column-8">0:48:00.27</td><td class="column-9">0:01:02.80</td><td class="column-10">0:19:22.82</td></tr><tr class="row-58 even"><td class="column-1">57</td><td class="column-2">173</td><td class="column-3">SHANE OBRIEN</td><td class="column-4">M</td><td class="column-5">1:29:01.64</td><td class="column-6">0:18:59.27</td><td class="column-7">0:01:30.15</td><td class="column-8">0:45:14.67</td><td class="column-9">0:01:44.46</td><td class="column-10">0:21:33.10</td></tr><tr class="row-59 odd"><td class="column-1">58</td><td class="column-2">168</td><td class="column-3">DAVID HAWCROFT</td><td class="column-4">M</td><td class="column-5">1:29:01.64</td><td class="column-6">0:18:49.69</td><td class="column-7">0:01:13.62</td><td class="column-8">0:47:30.43</td><td class="column-9">0:01:14.79</td><td class="column-10">0:20:13.11</td></tr><tr class="row-60 even"><td class="column-1">59</td><td class="column-2">210</td><td class="column-3">EOIN OREILLY</td><td class="column-4">M</td><td class="column-5">1:29:36.59</td><td class="column-6">0:19:27.62</td><td class="column-7">0:02:04.39</td><td class="column-8">0:44:23.66</td><td class="column-9">0:01:38.21</td><td class="column-10">0:22:02.71</td></tr><tr class="row-61 odd"><td class="column-1">60</td><td class="column-2">205</td><td class="column-3">WILLIAM MCNAMEE</td><td class="column-4">M</td><td class="column-5">1:29:41.16</td><td class="column-6">0:19:13.37</td><td class="column-7">0:01:51.18</td><td class="column-8">0:44:02.41</td><td class="column-9">0:01:13.12</td><td class="column-10">0:23:21.08</td></tr><tr class="row-62 even"><td class="column-1">61</td><td class="column-2">211</td><td class="column-3">KEVIN CARROLL</td><td class="column-4">M</td><td class="column-5">1:30:16.98</td><td class="column-6">0:20:43.46</td><td class="column-7">0:01:31.16</td><td class="column-8">0:44:44.53</td><td class="column-9">0:01:14.67</td><td class="column-10">0:22:03.16</td></tr><tr class="row-63 odd"><td class="column-1">62</td><td class="column-2">101</td><td class="column-3">CIARAN CALLAGHY</td><td class="column-4">M</td><td class="column-5">1:30:19.23</td><td class="column-6">0:19:12.67</td><td class="column-7">0:01:20.97</td><td class="column-8">0:47:33.66</td><td class="column-9">0:01:06.63</td><td class="column-10">0:21:05.30</td></tr><tr class="row-64 even"><td class="column-1">63</td><td class="column-2">46</td><td class="column-3">KIERAN BYRNE</td><td class="column-4">M</td><td class="column-5">1:30:56.85</td><td class="column-6">0:17:33.43</td><td class="column-7">0:01:12.94</td><td class="column-8">0:49:34.14</td><td class="column-9">0:00:54.38</td><td class="column-10">0:21:41.96</td></tr><tr class="row-65 odd"><td class="column-1">64</td><td class="column-2">232</td><td class="column-3">KEVIN BRENNAN</td><td class="column-4">M</td><td class="column-5">1:31:14.61</td><td class="column-6">0:19:42.32</td><td class="column-7">0:01:30.95</td><td class="column-8">0:47:23.99</td><td class="column-9">0:00:59.57</td><td class="column-10">0:21:37.79</td></tr><tr class="row-66 even"><td class="column-1">65</td><td class="column-2">165</td><td class="column-3">COLM MC NALLY</td><td class="column-4">M</td><td class="column-5">1:32:06.88</td><td class="column-6">0:17:46.56</td><td class="column-7">0:02:09.61</td><td class="column-8">0:49:17.49</td><td class="column-9">0:01:48.71</td><td class="column-10">0:21:04.50</td></tr><tr class="row-67 odd"><td class="column-1">66</td><td class="column-2">167</td><td class="column-3">AIDAN PENDER</td><td class="column-4">M</td><td class="column-5">1:32:59.16</td><td class="column-6">0:19:37.05</td><td class="column-7">0:01:36.95</td><td class="column-8">0:49:20.94</td><td class="column-9">0:01:01.18</td><td class="column-10">0:21:23.05</td></tr><tr class="row-68 even"><td class="column-1">67</td><td class="column-2">231</td><td class="column-3">PAUL MCEVOY</td><td class="column-4">M</td><td class="column-5">1:33:29.62</td><td class="column-6">0:19:53.14</td><td class="column-7">0:02:32.84</td><td class="column-8">0:47:30.82</td><td class="column-9">0:01:35.18</td><td class="column-10">0:21:57.65</td></tr><tr class="row-69 odd"><td class="column-1">68</td><td class="column-2">233</td><td class="column-3">ELIZABETH LAMBERT</td><td class="column-4">F</td><td class="column-5">1:33:57.08</td><td class="column-6">0:19:43.67</td><td class="column-7">0:01:25.80</td><td class="column-8">0:50:20.05</td><td class="column-9">0:01:05.47</td><td class="column-10">0:21:22.08</td></tr><tr class="row-70 even"><td class="column-1">69</td><td class="column-2">174</td><td class="column-3">CAROLINE ODONOGHUE</td><td class="column-4">F</td><td class="column-5">1:33:59.43</td><td class="column-6">0:21:07.68</td><td class="column-7">0:01:10.01</td><td class="column-8">0:48:50.96</td><td class="column-9">0:01:12.10</td><td class="column-10">0:21:38.69</td></tr><tr class="row-71 odd"><td class="column-1">70</td><td class="column-2">215</td><td class="column-3">MARGUERITE BOLGER</td><td class="column-4">F</td><td class="column-5">1:34:35.66</td><td class="column-6">0:19:51.05</td><td class="column-7">0:02:28.55</td><td class="column-8">0:50:12.58</td><td class="column-9">0:01:24.77</td><td class="column-10">0:20:38.71</td></tr><tr class="row-72 even"><td class="column-1">71</td><td class="column-2">209</td><td class="column-3">PHILIP COGHLAN</td><td class="column-4">M</td><td class="column-5">1:35:31.90</td><td class="column-6">0:22:29.53</td><td class="column-7">0:01:35.28</td><td class="column-8">0:44:50.11</td><td class="column-9">0:02:03.54</td><td class="column-10">0:24:33.44</td></tr><tr class="row-73 odd"><td class="column-1">72</td><td class="column-2">96</td><td class="column-3">GEORGE GORDON</td><td class="column-4">M</td><td class="column-5">1:36:19.98</td><td class="column-6">0:19:40.74</td><td class="column-7">0:02:11.73</td><td class="column-8">0:48:28.23</td><td class="column-9">0:02:23.79</td><td class="column-10">0:23:35.49</td></tr><tr class="row-74 even"><td class="column-1">73</td><td class="column-2">193</td><td class="column-3">MAURICE KEATING</td><td class="column-4">M</td><td class="column-5">1:36:41.56</td><td class="column-6">0:19:56.48</td><td class="column-7">0:02:38.14</td><td class="column-8">0:48:27.92</td><td class="column-9">0:02:28.85</td><td class="column-10">0:23:10.17</td></tr><tr class="row-75 odd"><td class="column-1">74</td><td class="column-2">76</td><td class="column-3">JACOB LAURSEN</td><td class="column-4">M</td><td class="column-5">1:36:44.97</td><td class="column-6">0:21:09.27</td><td class="column-7">0:01:46.53</td><td class="column-8">0:46:38.21</td><td class="column-9">0:02:07.69</td><td class="column-10">0:25:03.28</td></tr><tr class="row-76 even"><td class="column-1">75</td><td class="column-2">171</td><td class="column-3">AILEEN FLYNN</td><td class="column-4">F</td><td class="column-5">1:38:38.28</td><td class="column-6">0:16:57.62</td><td class="column-7">0:01:08.41</td><td class="column-8">0:42:53.56</td><td class="column-9">0:19:29.83</td><td class="column-10">0:18:08.85</td></tr><tr class="row-77 odd"><td class="column-1">76</td><td class="column-2">227</td><td class="column-3">THOMAS MULLARKEY</td><td class="column-4">M</td><td class="column-5">1:41:40.52</td><td class="column-6">0:18:30.51</td><td class="column-7">0:01:26.90</td><td class="column-8">0:57:51.06</td><td class="column-9">0:01:08.39</td><td class="column-10">0:22:43.66</td></tr><tr class="row-78 even"><td class="column-1">77</td><td class="column-2">100</td><td class="column-3">NOEL CUNNINGHAM</td><td class="column-4">M</td><td class="column-5">1:42:41.38</td><td class="column-6">0:21:36.26</td><td class="column-7">0:02:25.76</td><td class="column-8">0:49:11.33</td><td class="column-9">0:01:57.48</td><td class="column-10">0:27:30.56</td></tr><tr class="row-79 odd"><td class="column-1">78</td><td class="column-2">235</td><td class="column-3">JOHN ROBINSON</td><td class="column-4">M</td><td class="column-5">1:42:49.40</td><td class="column-6">0:21:18.13</td><td class="column-7">0:02:44.75</td><td class="column-8">0:50:33.58</td><td class="column-9">0:01:31.67</td><td class="column-10">0:26:41.27</td></tr><tr class="row-80 even"><td class="column-1">79</td><td class="column-2">162</td><td class="column-3">LORRAINNE MCDONNELL</td><td class="column-4">F</td><td class="column-5">1:50:37.08</td><td class="column-6">0:23:57.33</td><td class="column-7">0:02:21.37</td><td class="column-8">0:55:17.46</td><td class="column-9">0:02:13.32</td><td class="column-10">0:26:47.61</td></tr><tr class="row-81 odd"><td class="column-1">80</td><td class="column-2">228</td><td class="column-3">INGRID BRANGAN</td><td class="column-4">F</td><td class="column-5">1:50:41.49</td><td class="column-6">0:22:06.07</td><td class="column-7">0:02:13.35</td><td class="column-8">1:01:55.94</td><td class="column-9">0:01:11.38</td><td class="column-10">0:23:14.76</td></tr><tr class="row-82 even"><td class="column-1">81</td><td class="column-2">194</td><td class="column-3">DARREN BRENNAN</td><td class="column-4">M</td><td class="column-5">1:54:33.76</td><td class="column-6">0:24:11.17</td><td class="column-7">0:02:13.75</td><td class="column-8">0:57:56.23</td><td class="column-9">0:01:50.88</td><td class="column-10">0:28:21.73</td></tr></tbody></table> </strong></p> ]]></content:encoded> <wfw:commentRss>http://www.irishtriathlon.com/index.php/2012/02/balbriggan-duathlon-fingal-tri-club/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item><title>Skirmish on the Bann</title><link>http://www.irishtriathlon.com/index.php/2012/01/skirmish-on-the-bann/</link> <comments>http://www.irishtriathlon.com/index.php/2012/01/skirmish-on-the-bann/#comments</comments> <pubDate>Mon, 30 Jan 2012 22:14:52 +0000</pubDate> <dc:creator>brian</dc:creator> <category><![CDATA[Results]]></category> <category><![CDATA[adventure racing ireland]]></category> <category><![CDATA[causeway coast adventure race]]></category> <category><![CDATA[ccar]]></category> <category><![CDATA[Slider]]></category><guid isPermaLink="false">http://www.irishtriathlon.com/?p=7681</guid> <description><![CDATA[Results from the Skirmish on the Bann, the second adventure race in the CCAR series.]]></description> <content:encoded><![CDATA[<p>Results from the Skirmish on the Bann, the second adventure race in the CCAR series.</p><p><a title="garmin course map" href="http://connect.garmin.com/activity/145489536" target="_blank">Course map on garmin</a>.</p><h1>Long Course Adventure race results</h1><table style="width: 502px;" border="0" cellspacing="0" cellpadding="0"><colgroup><col width="33" /><col width="218" /><col width="129" /><col width="65" /><col width="57" /></colgroup><tbody><tr><td width="33" height="20">Pos</td><td width="218">Name</td><td width="129">Team</td><td width="65">Category</td><td width="57">Time</td></tr><tr><td height="20">1st</td><td>Peter Cole / Peter Crommie</td><td>Dogleap</td><td>M</td><td align="right">06:04:38</td></tr><tr><td height="20">2nd</td><td>Billy Reed / Gerry Kingston</td><td>Passing Wind</td><td>M</td><td align="right">06:20:04</td></tr><tr><td height="20">3rd</td><td>Paul McArthur / Richard Nunan</td><td>Average Joes</td><td>M</td><td align="right">06:35:28</td></tr><tr><td height="20">4th</td><td>Ian Lockington / Brian Lockington</td><td>Bro Where art tho?</td><td>M</td><td align="right">06:45:36</td></tr></tbody></table><h1>Short course adventure race results</h1><p><strong><table id="wp-table-reloaded-id-220-no-1" class="wp-table-reloaded wp-table-reloaded-id-220"><thead><tr class="row-1 odd"><th class="column-1">Pos</th><th class="column-2">Name</th><th class="column-3">Team</th><th class="column-4">Category</th><th class="column-5">Time</th></tr></thead><tbody class="row-hover"><tr class="row-2 even"><td class="column-1">1st</td><td class="column-2">Michael Price / Chris Speers</td><td class="column-3">Kind of a big deal</td><td class="column-4">M</td><td class="column-5">05:11:59</td></tr><tr class="row-3 odd"><td class="column-1">2nd</td><td class="column-2">Andreas Kusch / Paula Keohan</td><td class="column-3">Open for Business</td><td class="column-4">MIX</td><td class="column-5">05:17:35</td></tr><tr class="row-4 even"><td class="column-1">3rd</td><td class="column-2">Rowan McMahon / Barry Tinnelly</td><td class="column-3">26 Extreme</td><td class="column-4">M</td><td class="column-5">05:18:44</td></tr><tr class="row-5 odd"><td class="column-1">4th</td><td class="column-2">Antoine Rivoire / Ryan McTier</td><td class="column-3">The Champions</td><td class="column-4">M</td><td class="column-5">05:19:35</td></tr><tr class="row-6 even"><td class="column-1">5th</td><td class="column-2">Kevin Mcdermott / Damien Mullan</td><td class="column-3">wii not fit</td><td class="column-4">M</td><td class="column-5">05:22:18</td></tr><tr class="row-7 odd"><td class="column-1">6th</td><td class="column-2">Ryan George / Stephen Morrison</td><td class="column-3">Big Skip Wee Mo</td><td class="column-4">M</td><td class="column-5">05:22:47</td></tr><tr class="row-8 even"><td class="column-1">7th</td><td class="column-2">William O'Kane / Conor Drumm</td><td class="column-3">Daemon Murk</td><td class="column-4">M</td><td class="column-5">05:32:23</td></tr><tr class="row-9 odd"><td class="column-1">8th</td><td class="column-2">Craig Bell / Alex Stewart</td><td class="column-3">Ride it like ya stole it !</td><td class="column-4">M</td><td class="column-5">05:35:03</td></tr><tr class="row-10 even"><td class="column-1">9th</td><td class="column-2">Paul Daniels / Chris Cooke</td><td class="column-3">Cooke/Daniels</td><td class="column-4">M</td><td class="column-5">05:37:31</td></tr><tr class="row-11 odd"><td class="column-1">10th</td><td class="column-2">Richard Phillips / Richard Tearle</td><td class="column-3">Ric and Rich</td><td class="column-4">M</td><td class="column-5">05:43:00</td></tr><tr class="row-12 even"><td class="column-1">11th</td><td class="column-2">Paul Duffy / Richard Graham</td><td class="column-3">Team GD</td><td class="column-4">M</td><td class="column-5">05:44:37</td></tr><tr class="row-13 odd"><td class="column-1">12th</td><td class="column-2">Damian O'Donnell / Paul Hanna</td><td class="column-3">OOH</td><td class="column-4">M</td><td class="column-5">05:48:50</td></tr><tr class="row-14 even"><td class="column-1">13th</td><td class="column-2">Caro-Lynne Ferris / Liam Jones</td><td class="column-3">Can CAAN win</td><td class="column-4">MIX</td><td class="column-5">05:53:29</td></tr><tr class="row-15 odd"><td class="column-1">14th</td><td class="column-2">Nigel McKernan / Finbar Devlin</td><td class="column-3">Misadventures</td><td class="column-4">M</td><td class="column-5">05:53:52</td></tr><tr class="row-16 even"><td class="column-1">15th</td><td class="column-2">Cathy Booth / Taryn McCoy</td><td class="column-3">Bikedock Belles</td><td class="column-4">F</td><td class="column-5">05:57:01</td></tr><tr class="row-17 odd"><td class="column-1">16th</td><td class="column-2">Katharine Stewart / Mark Teggarty</td><td class="column-3">Sparkat</td><td class="column-4">MIX</td><td class="column-5">05:58:37</td></tr><tr class="row-18 even"><td class="column-1">17th</td><td class="column-2">Jim Smiley / Wes Irvine</td><td class="column-3">Ginge and half pint</td><td class="column-4">M</td><td class="column-5">06:08:58</td></tr><tr class="row-19 odd"><td class="column-1">18th</td><td class="column-2">Jason McMahon / Robin McKenna</td><td class="column-3">Skerry Lads</td><td class="column-4">M</td><td class="column-5">06:12:33</td></tr><tr class="row-20 even"><td class="column-1">19th</td><td class="column-2">Andy Lyle / Chris Millar</td><td class="column-3">Surf 'n' Turf</td><td class="column-4">M</td><td class="column-5">06:14:15</td></tr><tr class="row-21 odd"><td class="column-1">20th</td><td class="column-2">Marty Colvin / Robbie Moore</td><td class="column-3">The Naked Climbers</td><td class="column-4">M</td><td class="column-5">06:25:15</td></tr><tr class="row-22 even"><td class="column-1">21st</td><td class="column-2">Adrian Woods / Alan Guthrie</td><td class="column-3">ALETIME</td><td class="column-4">M</td><td class="column-5">06:25:18</td></tr><tr class="row-23 odd"><td class="column-1">22nd</td><td class="column-2">Greg McCann / Tish McCann</td><td class="column-3">Mourne Raiders</td><td class="column-4">MIX</td><td class="column-5">06:25:21</td></tr><tr class="row-24 even"><td class="column-1">23rd</td><td class="column-2">Danny Sheridan / Dan Reilly</td><td class="column-3">The 2 Dans</td><td class="column-4">M</td><td class="column-5">06:29:42</td></tr><tr class="row-25 odd"><td class="column-1">24th</td><td class="column-2">Alan Davis / Edward Davis</td><td class="column-3">Team Davis</td><td class="column-4">M</td><td class="column-5">06:30:02</td></tr><tr class="row-26 even"><td class="column-1">25th</td><td class="column-2">Steven Morgan / Kathleen Monteverde</td><td class="column-3">The Undecided</td><td class="column-4">MIX</td><td class="column-5">06:32:06</td></tr><tr class="row-27 odd"><td class="column-1">26th</td><td class="column-2">Kerry Speers / Michael Riddell</td><td class="column-3">Chuck Norris</td><td class="column-4">MIX</td><td class="column-5">06:32:09</td></tr><tr class="row-28 even"><td class="column-1">27th</td><td class="column-2">Stephen Montgomery / Aidan Mcgonigle</td><td class="column-3">The Massey Fergusons</td><td class="column-4">M</td><td class="column-5">06:37:28</td></tr><tr class="row-29 odd"><td class="column-1">28th</td><td class="column-2">Yvonne McManus / Andy Bate</td><td class="column-3">SHE's Adventurous</td><td class="column-4">MIX</td><td class="column-5">06:38:30</td></tr><tr class="row-30 even"><td class="column-1">29th</td><td class="column-2">Susan Lambe / Declan McGrellis</td><td class="column-3">Lagan Behind</td><td class="column-4">MIX</td><td class="column-5">06:39:00</td></tr><tr class="row-31 odd"><td class="column-1">30th</td><td class="column-2">Stephen Mulholland / Gordon Moore</td><td class="column-3">Ruby Raides</td><td class="column-4">M</td><td class="column-5">06:43:06</td></tr><tr class="row-32 even"><td class="column-1">31st</td><td class="column-2">Stephen Brennan / John Mahon</td><td class="column-3">S and J</td><td class="column-4">M</td><td class="column-5">06:43:16</td></tr><tr class="row-33 odd"><td class="column-1">32nd</td><td class="column-2">Louise Smart / Glenn Smart</td><td class="column-3">fat boy and slim</td><td class="column-4">MIX</td><td class="column-5">06:43:44</td></tr><tr class="row-34 even"><td class="column-1">33rd</td><td class="column-2">Sean O'Neill / Sean McDaid</td><td class="column-3">Not Team OOOH</td><td class="column-4">M</td><td class="column-5">06:53:28</td></tr><tr class="row-35 odd"><td class="column-1">34th</td><td class="column-2">David Butler / Brian Dawson</td><td class="column-3">The Dumb Teds</td><td class="column-4">M</td><td class="column-5">06:53:38</td></tr><tr class="row-36 even"><td class="column-1">35th</td><td class="column-2">James Jennings / Fergal O'Connor</td><td class="column-3">Dazed and Confused.</td><td class="column-4">M</td><td class="column-5">07:00:02</td></tr><tr class="row-37 odd"><td class="column-1">36th</td><td class="column-2">Barry Mckay / John Wilkinson</td><td class="column-3">St.James Park aka Sports Direct Arena</td><td class="column-4">M</td><td class="column-5">07:00:11</td></tr><tr class="row-38 even"><td class="column-1">37th</td><td class="column-2">Alister Bushe / Robert Tessier</td><td class="column-3">Millhouse</td><td class="column-4">M</td><td class="column-5">07:16:20</td></tr><tr class="row-39 odd"><td class="column-1">38th</td><td class="column-2">Mark Cummins / Ruth Dimond</td><td class="column-3">Not Lost Just Exploring</td><td class="column-4">MIX</td><td class="column-5">07:18:25</td></tr><tr class="row-40 even"><td class="column-1">39th</td><td class="column-2">Roger Poland / Mervyn Kelly</td><td class="column-3">Lost Boys</td><td class="column-4">M</td><td class="column-5">07:39:04</td></tr><tr class="row-41 odd"><td class="column-1">40th</td><td class="column-2">Diane McKee / Elaine Moore</td><td class="column-3">Zumba</td><td class="column-4">F</td><td class="column-5">07:40:45</td></tr><tr class="row-42 even"><td class="column-1">41st</td><td class="column-2">Maeve Cieslik / Molly Stack</td><td class="column-3">Maeverick &amp; The Mouse</td><td class="column-4">F</td><td class="column-5">07:59:04</td></tr><tr class="row-43 odd"><td class="column-1">mp</td><td class="column-2">Paul Conway / Gareth White</td><td class="column-3">Fat kids always win at See-Saw</td><td class="column-4">M</td><td class="column-5"></td></tr><tr class="row-44 even"><td class="column-1">mp</td><td class="column-2">Mark Young / Paul Cole</td><td class="column-3">Rhino Club</td><td class="column-4">M</td><td class="column-5"></td></tr><tr class="row-45 odd"><td class="column-1">mp</td><td class="column-2">Darren Robinson / Stuart Robinson</td><td class="column-3">Whale Oil, Beef Hooked</td><td class="column-4">M</td><td class="column-5"></td></tr><tr class="row-46 even"><td class="column-1">mp</td><td class="column-2">Louise Togneri / Dougie Ruddick</td><td class="column-3">Team Tog</td><td class="column-4">MIX</td><td class="column-5"></td></tr><tr class="row-47 odd"><td class="column-1">mp</td><td class="column-2">Breanainn Mullan / Stephen Humphrey</td><td class="column-3">SHE's Adventurous Too</td><td class="column-4">MIX</td><td class="column-5"></td></tr><tr class="row-48 even"><td class="column-1">mp</td><td class="column-2">Peter Burns / Phil Ramsey</td><td class="column-3">Dumb and Dumber</td><td class="column-4">M</td><td class="column-5"></td></tr><tr class="row-49 odd"><td class="column-1">mp</td><td class="column-2">Linda Tomb / Wilma Tomb</td><td class="column-3">Team Tomb</td><td class="column-4">F</td><td class="column-5"></td></tr><tr class="row-50 even"><td class="column-1">mp</td><td class="column-2">Jane Neill / Maureen Mccullough</td><td class="column-3">jamo</td><td class="column-4">F</td><td class="column-5"></td></tr><tr class="row-51 odd"><td class="column-1">mp</td><td class="column-2">Andrew Lennox / Feargus Rice</td><td class="column-3">Cant Run/Wont Run</td><td class="column-4">M</td><td class="column-5"></td></tr><tr class="row-52 even"><td class="column-1">mp</td><td class="column-2">Iain O'Kane / Alan McElhinney</td><td class="column-3">Never Say Die</td><td class="column-4">M</td><td class="column-5"></td></tr><tr class="row-53 odd"><td class="column-1">mp</td><td class="column-2">Colm Mcillfatrick / Peter Jack</td><td class="column-3">Law and Disorder</td><td class="column-4">M</td><td class="column-5">05:28:45</td></tr><tr class="row-54 even"><td class="column-1">mp</td><td class="column-2">Paul Mc Laughlin / Liam Crampsie</td><td class="column-3">P&amp;L</td><td class="column-4">M</td><td class="column-5">05:45:55</td></tr><tr class="row-55 odd"><td class="column-1">mp</td><td class="column-2">Alison Best / Annie Browne</td><td class="column-3">The Pink Ladies</td><td class="column-4">F</td><td class="column-5">06:04:22</td></tr><tr class="row-56 even"><td class="column-1">mp</td><td class="column-2">John Hunter / James Gault</td><td class="column-3">Stocious</td><td class="column-4">M</td><td class="column-5">06:22:54</td></tr><tr class="row-57 odd"><td class="column-1">mp</td><td class="column-2">Eileen Regan / Roisin Hughes</td><td class="column-3">Tortoise &amp; Snail</td><td class="column-4">F</td><td class="column-5">06:29:58</td></tr><tr class="row-58 even"><td class="column-1">mp</td><td class="column-2">Hilary Faith / Elaine Boyce</td><td class="column-3">Lazy Lunatics</td><td class="column-4">F</td><td class="column-5">06:40:33</td></tr><tr class="row-59 odd"><td class="column-1">mp</td><td class="column-2">Emily Boyd / Heather Hanna</td><td class="column-3">Giggling Girlies</td><td class="column-4">F</td><td class="column-5">06:40:37</td></tr><tr class="row-60 even"><td class="column-1">mp</td><td class="column-2">Steve Spence / Parkes Andrew</td><td class="column-3">Are we there yet?</td><td class="column-4">M</td><td class="column-5">06:40:59</td></tr><tr class="row-61 odd"><td class="column-1">mp</td><td class="column-2">Noreen Wall / Eamon Slattery</td><td class="column-3">Lost and Found</td><td class="column-4">MIX</td><td class="column-5">06:44:51</td></tr><tr class="row-62 even"><td class="column-1">mp</td><td class="column-2">Paul Flanagan / Jason Herbert</td><td class="column-3">japan soul</td><td class="column-4">M</td><td class="column-5">06:47:28</td></tr><tr class="row-63 odd"><td class="column-1">mp</td><td class="column-2">Stephen McKew / Neil Peston</td><td class="column-3">May Contain Nuts!</td><td class="column-4">M</td><td class="column-5">06:53:01</td></tr><tr class="row-64 even"><td class="column-1">mp</td><td class="column-2">Fergal Connolly / Kieran Wilson</td><td class="column-3">Sons of Sooner</td><td class="column-4">M</td><td class="column-5">06:53:13</td></tr><tr class="row-65 odd"><td class="column-1">mp</td><td class="column-2">Peter Bell / Peter Fleming</td><td class="column-3">Old Dogs</td><td class="column-4">M</td><td class="column-5">06:56:46</td></tr><tr class="row-66 even"><td class="column-1">mp</td><td class="column-2">Brian Scullion / David Lyttle</td><td class="column-3">Dodgy Duo Strikes Back</td><td class="column-4">M</td><td class="column-5">06:57:59</td></tr><tr class="row-67 odd"><td class="column-1">mp</td><td class="column-2">Adrain Brown / Mark Heap</td><td class="column-3">Norfolk-in-Chance Team</td><td class="column-4">M</td><td class="column-5">07:08:49</td></tr><tr class="row-68 even"><td class="column-1">mp</td><td class="column-2">Ryan Love / Brian Hughes</td><td class="column-3">Too Old for Nightclubs...</td><td class="column-4">M</td><td class="column-5">07:09:47</td></tr><tr class="row-69 odd"><td class="column-1">mp</td><td class="column-2">Helena Dornan / Clare Egan</td><td class="column-3">the hill hating honies</td><td class="column-4">F</td><td class="column-5">07:16:15</td></tr><tr class="row-70 even"><td class="column-1">mp</td><td class="column-2">Stephen Horan / ÍDe Ní Almhain</td><td class="column-3">Coffee and Cakes</td><td class="column-4">MIX</td><td class="column-5">07:32:39</td></tr></tbody></table> </strong></p> ]]></content:encoded> <wfw:commentRss>http://www.irishtriathlon.com/index.php/2012/01/skirmish-on-the-bann/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item><title>Gavin Noble &#8211; January Update</title><link>http://www.irishtriathlon.com/index.php/2012/01/gavin-noble-elite-triathlete/</link> <comments>http://www.irishtriathlon.com/index.php/2012/01/gavin-noble-elite-triathlete/#comments</comments> <pubDate>Mon, 30 Jan 2012 10:12:51 +0000</pubDate> <dc:creator>brian</dc:creator> <category><![CDATA[Athlete Interviews]]></category> <category><![CDATA[Triathlon News]]></category> <category><![CDATA[elite triathlon]]></category> <category><![CDATA[gavin noble]]></category> <category><![CDATA[Slider]]></category> <category><![CDATA[winter training]]></category><guid isPermaLink="false">http://www.irishtriathlon.com/?p=7666</guid> <description><![CDATA[What day is today" . .  I am asking as I draw towards the end of our last group training camp of the Winter. Hi, With the season approaching I wanted to update you for the first time in 2012.]]></description> <content:encoded><![CDATA[<p>&#8220;<em>What day is today&#8221; . .  I am asking as I draw towards the end of our last group training camp of the Winter.</em><br /> <em> Hi,</em><br /> <em> <a href="http://www.irishtriathlon.com/index.php/2012/01/gavin-noble-elite-triathlete/swim_carr/" rel="attachment wp-att-7673"><img class="alignright size-medium wp-image-7673" title="swim_carr" src="http://www.irishtriathlon.com/wp-content/uploads/2012/01/swim_carr-300x225.jpg" alt="" width="300" height="225" /></a>With the season approaching I wanted to update you for the first time in 2012.</em><br /> <em>I have 1 more week here in Sierra Nevada before embarking once again on a busy schedule. I will begin racing in 2 weeks time with 2 races on consecutive weekends (Barbados and Cape Town) with a quick couple of days in between in Dublin to join up with Lucozade Ireland to film and promote a new exciting initiative called &#8216;Club Crusade&#8217;. After the race in Cape Town I will once again settle down for a couple of weeks training in Stellenbosch before moving on to Australia for the first World Cups of the year.</em><br /> <em><a href="http://www.irishtriathlon.com/index.php/2012/01/gavin-noble-elite-triathlete/bike_sierra-nevada/" rel="attachment wp-att-7674"><img class="alignleft size-medium wp-image-7674" title="bike_sierra nevada" src="http://www.irishtriathlon.com/wp-content/uploads/2012/01/bike_sierra-nevada-300x225.jpg" alt="" width="300" height="225" /></a>Over the past few days here in Spain we were joined by an RTE film crew to shoot some footage for next Saturdays &#8216;winning streak&#8217; (Irish Lottery) programme &#8211; an indication of the increased media attention sports like Triathlon receive in an Olympic year and also an indication of the growing popularity and recognition Triathlon is getting in Ireland. Also look out for the May edition of American Magazine Inside Triathlon in which I helped with one of the articles.</em><br /> <em>As with many of the various athletes from other sports who have joined us over the past couple of months, the RTE guys were more than impressed with our work ethic and professional set up. <a href="http://www.irishtriathlon.com/index.php/2012/01/gavin-noble-elite-triathlete/snow-reps/" rel="attachment wp-att-7671"><img class="alignright size-medium wp-image-7671" title="snow reps" src="http://www.irishtriathlon.com/wp-content/uploads/2012/01/snow-reps-300x225.jpg" alt="" width="300" height="225" /></a>Whilst here in Sierra Nevada High Performance Coach Chris Jones organised our days with support from Sports Institute Northern Ireland Physiologist Declan Gamble, Performance Coach Tommy Evans, Triathlon Ireland Doctor Eoin McDonnell and of course everything being back up from the Triathlon Ireland offices in Dublin and in particular our logistics officer Mary Dawson.</em><br /> <em>Declan Gamble was on board everyday to monitor our morning and evening hydration levels, our blood lactate levels during training, taking film footage for analysis, weekly blood draws to monitor our blood status and not least provide a formidable  table tennis opponent. Training at altitude presents many different challenges and so one has to be very careful about the type of training performed and allowing for adequate recovery.</em><br /> <em><a href="http://www.irishtriathlon.com/index.php/2012/01/gavin-noble-elite-triathlete/pinos-genil-jonsey/" rel="attachment wp-att-7672"><img class="alignleft size-medium wp-image-7672" title="Pinos Genil-jonsey" src="http://www.irishtriathlon.com/wp-content/uploads/2012/01/Pinos-Genil-jonsey-225x300.jpg" alt="" width="225" height="300" /></a>Over the past few months Chris has looked to maintain my swimming strength, keeping the sessions consistent and challenging. As with biking and running he has kept in some short power efforts yet the emphasis has been &#8216;conditioning&#8217;. We have been getting our bike &#8216;conditioning&#8217; through a mix of long rides, steady state intervals and from the 30km climb back up from sea level to our base at 2300m ! Riding up that hill through the mist into temperatures of minus 5 degrees after a couple of hours down in the valley makes you ready for lunch . . . and psychologically ready for the season ahead ! Our focus on the run has also been strength and conditioning. I have been working on my &#8216;extension of speed&#8217; at levels just below threshold &#8211; so between 3 and 4mmol of lactate &#8211; many up hill runs, circuit type training and sessions on the track like 4km at 3.20km pace followed by 3x 2km at 5min mile pace . . .  I have been building those type of sessions, extending the distances and watching my heart rate and lactate levels drop which is pleasing. It isn&#8217;t fast running but it seeks to provide a platform so that some speed can be introduced in the months ahead.</em><br /> <em>I&#8217;ll hope to catch up with everyone in the months ahead, I hope your all well, fit and not working too hard <img src='http://www.irishtriathlon.com/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' /> </em><br /> <em>thanks for your support</em><br /> <em>gav</em>&#8220;</p> ]]></content:encoded> <wfw:commentRss>http://www.irishtriathlon.com/index.php/2012/01/gavin-noble-elite-triathlete/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item><title>TriLakes Duathlon &#8211; Belclare, Galway</title><link>http://www.irishtriathlon.com/index.php/2012/01/tri-lakes-duathlon-belclare-galway/</link> <comments>http://www.irishtriathlon.com/index.php/2012/01/tri-lakes-duathlon-belclare-galway/#comments</comments> <pubDate>Sun, 29 Jan 2012 23:00:43 +0000</pubDate> <dc:creator>brian</dc:creator> <category><![CDATA[Results]]></category> <category><![CDATA[Angela Collins]]></category> <category><![CDATA[anthony murray]]></category> <category><![CDATA[arthur beades]]></category> <category><![CDATA[castle hacket]]></category> <category><![CDATA[Deirdre Lee]]></category> <category><![CDATA[galway duathlon]]></category> <category><![CDATA[Jude McEntee]]></category> <category><![CDATA[maria boyle]]></category> <category><![CDATA[Slider]]></category> <category><![CDATA[trilakes tri club]]></category> <category><![CDATA[trilakes triathlon club]]></category><guid isPermaLink="false">http://www.irishtriathlon.com/?p=7650</guid> <description><![CDATA[Anthony Murray (Westport Wheelers) and Maria Boyle (TriSport) took the opening wins in the Castle Hacket Duathlon in Belclare, Galway.  This was the opening Duathlon of Tri Lakes Triathlon club's series.]]></description> <content:encoded><![CDATA[<p>Anthony Murray (Westport Wheelers) and Maria Boyle (TriSport) took the opening wins in the Castle Hacket Duathlon in Belclare, Galway.  This was the opening Duathlon of Tri Lakes Triathlon club&#8217;s series.</p><p>Distances were 5k run, 20km cycle, 5km run. run.</p><h1>TriLakes Duathlon Photos &#8211; Galway</h1><p>Almost 1,000 <a title="trilakes duathlon photos" href="http://www.facebook.com/pages/Tri-Lakes-Triathlon-Club/468877145723?sk=photos" target="_blank">photos are on triLakes facebook page here</a>.</p><p>Expect to see a similar lineup in a few weeks are the nearby <a title="ballinrobe duathlon" href="http://www.irishtriathlon.com/index.php/race-calendar/event-detail/?event_id=373">Ballinrobe Duathlon on February 18th</a>.</p><h1>Trilakes Duathlon Results</h1><p><strong><table id="wp-table-reloaded-id-219-no-1" class="wp-table-reloaded wp-table-reloaded-id-219"><thead><tr class="row-1 odd"><th class="column-1">Pos</th><th class="column-2">F. Name</th><th class="column-3">Surname</th><th class="column-4">Gender</th><th class="column-5">Run 1</th><th class="column-6">T 1</th><th class="column-7">Cycle</th><th class="column-8">T 2</th><th class="column-9">Run 2</th><th class="column-10">Total</th></tr></thead><tbody class="row-hover"><tr class="row-2 even"><td class="column-1">1</td><td class="column-2">Anthony</td><td class="column-3">Murray</td><td class="column-4">Male</td><td class="column-5">00:14:24</td><td class="column-6">00:00:17</td><td class="column-7">00:35:30</td><td class="column-8">00:00:34</td><td class="column-9">00:15:12</td><td class="column-10">01:05:57</td></tr><tr class="row-3 odd"><td class="column-1">2</td><td class="column-2">Jude</td><td class="column-3">McEntee</td><td class="column-4">Male</td><td class="column-5">00:14:50</td><td class="column-6">00:00:27</td><td class="column-7">00:35:57</td><td class="column-8">00:00:25</td><td class="column-9">00:16:10</td><td class="column-10">01:07:49</td></tr><tr class="row-4 even"><td class="column-1">3</td><td class="column-2">Arthur</td><td class="column-3">Beades</td><td class="column-4">Male</td><td class="column-5">00:15:08</td><td class="column-6">00:01:04</td><td class="column-7">00:38:02</td><td class="column-8">00:00:47</td><td class="column-9">00:17:13</td><td class="column-10">01:12:14</td></tr><tr class="row-5 odd"><td class="column-1">4</td><td class="column-2">John</td><td class="column-3">Greaney</td><td class="column-4">Male</td><td class="column-5">00:15:20</td><td class="column-6">00:00:40</td><td class="column-7">00:39:36</td><td class="column-8">00:00:35</td><td class="column-9">00:17:30</td><td class="column-10">01:13:41</td></tr><tr class="row-6 even"><td class="column-1">5</td><td class="column-2">Enda</td><td class="column-3">Higgins</td><td class="column-4">Male</td><td class="column-5">00:17:26</td><td class="column-6">00:00:12</td><td class="column-7">00:37:59</td><td class="column-8">00:00:37</td><td class="column-9">00:18:26</td><td class="column-10">01:14:40</td></tr><tr class="row-7 odd"><td class="column-1">6</td><td class="column-2">James</td><td class="column-3">McGreevy</td><td class="column-4">Male</td><td class="column-5">00:17:27</td><td class="column-6">00:00:27</td><td class="column-7">00:38:14</td><td class="column-8">00:00:34</td><td class="column-9">00:18:16</td><td class="column-10">01:14:58</td></tr><tr class="row-8 even"><td class="column-1">7</td><td class="column-2">Niall</td><td class="column-3">Callanan</td><td class="column-4">Male</td><td class="column-5">00:16:54</td><td class="column-6">00:00:54</td><td class="column-7">00:38:41</td><td class="column-8">00:00:56</td><td class="column-9">00:17:38</td><td class="column-10">01:15:03</td></tr><tr class="row-9 odd"><td class="column-1">8</td><td class="column-2">Mark</td><td class="column-3">Breen</td><td class="column-4">Male</td><td class="column-5">00:17:23</td><td class="column-6">00:00:36</td><td class="column-7">00:37:30</td><td class="column-8">00:00:46</td><td class="column-9">00:19:09</td><td class="column-10">01:15:24</td></tr><tr class="row-10 even"><td class="column-1">9</td><td class="column-2">Morgan</td><td class="column-3">McHugh</td><td class="column-4">Male</td><td class="column-5">00:16:40</td><td class="column-6">00:00:30</td><td class="column-7">00:38:59</td><td class="column-8">00:00:30</td><td class="column-9">00:18:53</td><td class="column-10">01:15:32</td></tr><tr class="row-11 odd"><td class="column-1">10</td><td class="column-2">Peter</td><td class="column-3">Forde</td><td class="column-4">Male</td><td class="column-5">00:16:34</td><td class="column-6">00:00:46</td><td class="column-7">00:38:24</td><td class="column-8">00:00:50</td><td class="column-9">00:19:38</td><td class="column-10">01:16:12</td></tr><tr class="row-12 even"><td class="column-1">11</td><td class="column-2">Kevin</td><td class="column-3">Coughlan</td><td class="column-4">Male</td><td class="column-5">00:18:27</td><td class="column-6">00:00:42</td><td class="column-7">00:36:11</td><td class="column-8">00:00:45</td><td class="column-9">00:20:15</td><td class="column-10">01:16:20</td></tr><tr class="row-13 odd"><td class="column-1">12</td><td class="column-2">Dylan</td><td class="column-3">McGlynn</td><td class="column-4">Male</td><td class="column-5">00:16:13</td><td class="column-6">00:00:43</td><td class="column-7">00:38:51</td><td class="column-8">00:00:59</td><td class="column-9">00:20:17</td><td class="column-10">01:17:03</td></tr><tr class="row-14 even"><td class="column-1">13</td><td class="column-2">Cian</td><td class="column-3">Lynch</td><td class="column-4">Male</td><td class="column-5">00:16:59</td><td class="column-6">00:01:00</td><td class="column-7">00:39:49</td><td class="column-8">00:01:11</td><td class="column-9">00:18:28</td><td class="column-10">01:17:27</td></tr><tr class="row-15 odd"><td class="column-1">14</td><td class="column-2">Brynal</td><td class="column-3">Browne</td><td class="column-4">Male</td><td class="column-5">00:17:44</td><td class="column-6">00:00:55</td><td class="column-7">00:41:24</td><td class="column-8">00:01:04</td><td class="column-9">00:16:59</td><td class="column-10">01:18:06</td></tr><tr class="row-16 even"><td class="column-1">15</td><td class="column-2">Brian</td><td class="column-3">MacDonnacha</td><td class="column-4">Male</td><td class="column-5">00:17:39</td><td class="column-6">00:00:15</td><td class="column-7">00:40:58</td><td class="column-8">00:00:20</td><td class="column-9">00:19:24</td><td class="column-10">01:18:36</td></tr><tr class="row-17 odd"><td class="column-1">16</td><td class="column-2">Marie</td><td class="column-3">Boyle</td><td class="column-4">Female</td><td class="column-5">00:17:42</td><td class="column-6">00:00:42</td><td class="column-7">00:40:27</td><td class="column-8">00:00:25</td><td class="column-9">00:19:33</td><td class="column-10">01:18:49</td></tr><tr class="row-18 even"><td class="column-1">17</td><td class="column-2">John</td><td class="column-3">Lynch</td><td class="column-4">Male</td><td class="column-5">00:18:09</td><td class="column-6">00:00:45</td><td class="column-7">00:40:54</td><td class="column-8">00:01:03</td><td class="column-9">00:18:08</td><td class="column-10">01:18:59</td></tr><tr class="row-19 odd"><td class="column-1">18</td><td class="column-2">Brendan</td><td class="column-3">Monaghan</td><td class="column-4">Male</td><td class="column-5">00:17:36</td><td class="column-6">00:00:48</td><td class="column-7">00:42:04</td><td class="column-8">00:00:39</td><td class="column-9">00:18:36</td><td class="column-10">01:19:43</td></tr><tr class="row-20 even"><td class="column-1">19</td><td class="column-2">Diarmuid</td><td class="column-3">O Conchubhair</td><td class="column-4">Male</td><td class="column-5">00:17:42</td><td class="column-6">00:00:57</td><td class="column-7">00:40:54</td><td class="column-8">00:00:46</td><td class="column-9">00:19:31</td><td class="column-10">01:19:50</td></tr><tr class="row-21 odd"><td class="column-1">20</td><td class="column-2">John</td><td class="column-3">Killilea</td><td class="column-4">Male</td><td class="column-5">00:18:04</td><td class="column-6">00:00:20</td><td class="column-7">00:41:37</td><td class="column-8">00:00:38</td><td class="column-9">00:19:31</td><td class="column-10">01:20:10</td></tr><tr class="row-22 even"><td class="column-1">21</td><td class="column-2">Alan</td><td class="column-3">Forde</td><td class="column-4">Male</td><td class="column-5">00:17:33</td><td class="column-6">00:01:06</td><td class="column-7">00:41:05</td><td class="column-8">00:01:10</td><td class="column-9">00:19:55</td><td class="column-10">01:20:49</td></tr><tr class="row-23 odd"><td class="column-1">22</td><td class="column-2">Martin</td><td class="column-3">Keane</td><td class="column-4">Male</td><td class="column-5">00:17:39</td><td class="column-6">00:00:15</td><td class="column-7">00:41:39</td><td class="column-8">00:00:42</td><td class="column-9">00:21:14</td><td class="column-10">01:21:29</td></tr><tr class="row-24 even"><td class="column-1">23</td><td class="column-2">Dave</td><td class="column-3">Harty</td><td class="column-4">Male</td><td class="column-5">00:19:14</td><td class="column-6">00:00:25</td><td class="column-7">00:41:20</td><td class="column-8">00:00:35</td><td class="column-9">00:19:57</td><td class="column-10">01:21:31</td></tr><tr class="row-25 odd"><td class="column-1">24</td><td class="column-2">Adrian</td><td class="column-3">Mcwalter</td><td class="column-4">Male</td><td class="column-5">00:18:15</td><td class="column-6">00:00:39</td><td class="column-7">00:43:01</td><td class="column-8">00:00:32</td><td class="column-9">00:19:27</td><td class="column-10">01:21:54</td></tr><tr class="row-26 even"><td class="column-1">25</td><td class="column-2">Declan</td><td class="column-3">Moran</td><td class="column-4">Male</td><td class="column-5">00:18:56</td><td class="column-6">00:00:43</td><td class="column-7">00:42:03</td><td class="column-8">00:00:36</td><td class="column-9">00:19:50</td><td class="column-10">01:22:08</td></tr><tr class="row-27 odd"><td class="column-1">26</td><td class="column-2">David</td><td class="column-3">Keaney</td><td class="column-4">Male</td><td class="column-5">00:18:21</td><td class="column-6">00:01:03</td><td class="column-7">00:41:34</td><td class="column-8">00:01:27</td><td class="column-9">00:19:53</td><td class="column-10">01:22:18</td></tr><tr class="row-28 even"><td class="column-1">27</td><td class="column-2">Declan</td><td class="column-3">Heneghan</td><td class="column-4">Male</td><td class="column-5">00:20:24</td><td class="column-6">00:01:00</td><td class="column-7">00:40:18</td><td class="column-8">00:01:04</td><td class="column-9">00:20:01</td><td class="column-10">01:22:47</td></tr><tr class="row-29 odd"><td class="column-1">28</td><td class="column-2">Colin</td><td class="column-3">Kelly</td><td class="column-4">Male</td><td class="column-5">00:18:30</td><td class="column-6">00:00:54</td><td class="column-7">00:41:45</td><td class="column-8">00:00:34</td><td class="column-9">00:21:09</td><td class="column-10">01:22:52</td></tr><tr class="row-30 even"><td class="column-1">29</td><td class="column-2">Sean</td><td class="column-3">Conroy</td><td class="column-4">Male</td><td class="column-5">00:19:35</td><td class="column-6">00:00:19</td><td class="column-7">00:41:34</td><td class="column-8">00:00:45</td><td class="column-9">00:20:39</td><td class="column-10">01:22:52</td></tr><tr class="row-31 odd"><td class="column-1">30</td><td class="column-2">Alan</td><td class="column-3">Thompson</td><td class="column-4">Male</td><td class="column-5">00:18:31</td><td class="column-6">00:00:53</td><td class="column-7">00:43:29</td><td class="column-8">00:00:39</td><td class="column-9">00:20:57</td><td class="column-10">01:24:29</td></tr><tr class="row-32 even"><td class="column-1">31</td><td class="column-2">Patrick</td><td class="column-3">McGee</td><td class="column-4">Male</td><td class="column-5">00:17:28</td><td class="column-6">00:00:26</td><td class="column-7">00:47:31</td><td class="column-8">00:00:33</td><td class="column-9">00:18:45</td><td class="column-10">01:24:43</td></tr><tr class="row-33 odd"><td class="column-1">32</td><td class="column-2">Aengus</td><td class="column-3">O Conghaile</td><td class="column-4">Male</td><td class="column-5">00:20:05</td><td class="column-6">00:00:19</td><td class="column-7">00:42:22</td><td class="column-8">00:00:28</td><td class="column-9">00:21:54</td><td class="column-10">01:25:08</td></tr><tr class="row-34 even"><td class="column-1">33</td><td class="column-2">P H</td><td class="column-3">Conroy</td><td class="column-4">Male</td><td class="column-5">00:18:28</td><td class="column-6">00:00:41</td><td class="column-7">00:44:49</td><td class="column-8">00:01:02</td><td class="column-9">00:20:15</td><td class="column-10">01:25:15</td></tr><tr class="row-35 odd"><td class="column-1">34</td><td class="column-2">Tommy</td><td class="column-3">Carton</td><td class="column-4">Male</td><td class="column-5">00:17:47</td><td class="column-6">00:01:07</td><td class="column-7">00:45:51</td><td class="column-8">00:00:32</td><td class="column-9">00:20:16</td><td class="column-10">01:25:33</td></tr><tr class="row-36 even"><td class="column-1">35</td><td class="column-2">Angela</td><td class="column-3">Collins</td><td class="column-4">Female</td><td class="column-5">00:17:49</td><td class="column-6">00:00:50</td><td class="column-7">00:47:19</td><td class="column-8">00:00:48</td><td class="column-9">00:19:15</td><td class="column-10">01:26:01</td></tr><tr class="row-37 odd"><td class="column-1">36</td><td class="column-2">Richard</td><td class="column-3">Higgins</td><td class="column-4">Male</td><td class="column-5">00:19:01</td><td class="column-6">00:00:38</td><td class="column-7">00:45:51</td><td class="column-8">00:00:47</td><td class="column-9">00:20:47</td><td class="column-10">01:27:04</td></tr><tr class="row-38 even"><td class="column-1">37</td><td class="column-2">Denis</td><td class="column-3">O Gorman</td><td class="column-4">Male</td><td class="column-5">00:20:10</td><td class="column-6">00:00:29</td><td class="column-7">00:45:14</td><td class="column-8">00:00:52</td><td class="column-9">00:20:33</td><td class="column-10">01:27:18</td></tr><tr class="row-39 odd"><td class="column-1">38</td><td class="column-2">Stephen</td><td class="column-3">Brady</td><td class="column-4">Male</td><td class="column-5">00:19:09</td><td class="column-6">00:00:45</td><td class="column-7">00:44:36</td><td class="column-8">00:01:01</td><td class="column-9">00:21:52</td><td class="column-10">01:27:23</td></tr><tr class="row-40 even"><td class="column-1">39</td><td class="column-2">Deirdre</td><td class="column-3">Lee</td><td class="column-4">Female</td><td class="column-5">00:20:18</td><td class="column-6">00:01:21</td><td class="column-7">00:43:35</td><td class="column-8">00:01:14</td><td class="column-9">00:21:17</td><td class="column-10">01:27:45</td></tr><tr class="row-41 odd"><td class="column-1">40</td><td class="column-2">Derek</td><td class="column-3">Conerney</td><td class="column-4">Male</td><td class="column-5">00:19:00</td><td class="column-6">00:01:24</td><td class="column-7">00:44:51</td><td class="column-8">00:01:32</td><td class="column-9">00:21:23</td><td class="column-10">01:28:10</td></tr><tr class="row-42 even"><td class="column-1">41</td><td class="column-2">Dean</td><td class="column-3">Savery</td><td class="column-4">Male</td><td class="column-5">00:19:21</td><td class="column-6">00:00:48</td><td class="column-7">00:46:07</td><td class="column-8">00:00:51</td><td class="column-9">00:22:13</td><td class="column-10">01:29:20</td></tr><tr class="row-43 odd"><td class="column-1">42</td><td class="column-2">Sean</td><td class="column-3">Naughton</td><td class="column-4">Male</td><td class="column-5">00:20:14</td><td class="column-6">00:01:40</td><td class="column-7">00:43:31</td><td class="column-8">00:01:39</td><td class="column-9">00:22:59</td><td class="column-10">01:30:03</td></tr><tr class="row-44 even"><td class="column-1">43</td><td class="column-2">Patsy</td><td class="column-3">McCarthy</td><td class="column-4">Male</td><td class="column-5">00:21:14</td><td class="column-6">00:01:13</td><td class="column-7">00:45:54</td><td class="column-8">00:00:58</td><td class="column-9">00:22:15</td><td class="column-10">01:31:34</td></tr><tr class="row-45 odd"><td class="column-1">44</td><td class="column-2">David</td><td class="column-3">Hegarty</td><td class="column-4">Male</td><td class="column-5">00:23:30</td><td class="column-6">00:00:39</td><td class="column-7">00:44:12</td><td class="column-8">00:00:51</td><td class="column-9">00:23:36</td><td class="column-10">01:32:48</td></tr><tr class="row-46 even"><td class="column-1">45</td><td class="column-2">Padraic</td><td class="column-3">Forde</td><td class="column-4">Male</td><td class="column-5">00:19:55</td><td class="column-6">00:01:14</td><td class="column-7">00:47:00</td><td class="column-8">00:01:20</td><td class="column-9">00:23:19</td><td class="column-10">01:32:48</td></tr><tr class="row-47 odd"><td class="column-1">46</td><td class="column-2">Sean</td><td class="column-3">McDermott</td><td class="column-4">Male</td><td class="column-5">00:20:20</td><td class="column-6">00:01:56</td><td class="column-7">00:46:34</td><td class="column-8">00:02:14</td><td class="column-9">00:22:04</td><td class="column-10">01:33:08</td></tr><tr class="row-48 even"><td class="column-1">47</td><td class="column-2">Ed</td><td class="column-3">McMahon</td><td class="column-4">Male</td><td class="column-5">00:23:57</td><td class="column-6">00:00:57</td><td class="column-7">00:41:44</td><td class="column-8">00:01:11</td><td class="column-9">00:26:29</td><td class="column-10">01:34:18</td></tr><tr class="row-49 odd"><td class="column-1">48</td><td class="column-2">John J</td><td class="column-3">Higgins</td><td class="column-4">Male</td><td class="column-5">00:21:34</td><td class="column-6">00:01:20</td><td class="column-7">00:44:37</td><td class="column-8">00:02:30</td><td class="column-9">00:24:22</td><td class="column-10">01:34:23</td></tr><tr class="row-50 even"><td class="column-1">49</td><td class="column-2">Elimar</td><td class="column-3">Flynn</td><td class="column-4">Female</td><td class="column-5">00:21:20</td><td class="column-6">00:01:19</td><td class="column-7">00:45:14</td><td class="column-8">00:01:28</td><td class="column-9">00:25:38</td><td class="column-10">01:34:59</td></tr><tr class="row-51 odd"><td class="column-1">50</td><td class="column-2">Liam</td><td class="column-3">Walsh</td><td class="column-4">Male</td><td class="column-5">00:21:46</td><td class="column-6">00:02:38</td><td class="column-7">00:46:24</td><td class="column-8">00:01:44</td><td class="column-9">00:22:39</td><td class="column-10">01:35:11</td></tr><tr class="row-52 even"><td class="column-1">51</td><td class="column-2">Aengus</td><td class="column-3">McMahon</td><td class="column-4">Male</td><td class="column-5">00:19:59</td><td class="column-6">00:00:40</td><td class="column-7">00:52:46</td><td class="column-8">00:00:37</td><td class="column-9">00:21:40</td><td class="column-10">01:35:42</td></tr><tr class="row-53 odd"><td class="column-1">52</td><td class="column-2">Grainne</td><td class="column-3">Reed</td><td class="column-4">Female</td><td class="column-5">00:22:14</td><td class="column-6">00:00:55</td><td class="column-7">00:48:48</td><td class="column-8">00:00:35</td><td class="column-9">00:23:41</td><td class="column-10">01:36:13</td></tr><tr class="row-54 even"><td class="column-1">53</td><td class="column-2">Tommie</td><td class="column-3">Loughran</td><td class="column-4">Male</td><td class="column-5">00:23:24</td><td class="column-6">00:02:15</td><td class="column-7">00:44:06</td><td class="column-8">00:01:50</td><td class="column-9">00:25:08</td><td class="column-10">01:36:43</td></tr><tr class="row-55 odd"><td class="column-1">54</td><td class="column-2">Jonathan</td><td class="column-3">Murphy</td><td class="column-4">Male</td><td class="column-5">00:24:44</td><td class="column-6">00:00:36</td><td class="column-7">00:45:51</td><td class="column-8">00:00:41</td><td class="column-9">00:26:18</td><td class="column-10">01:38:10</td></tr><tr class="row-56 even"><td class="column-1">55</td><td class="column-2">Laurent</td><td class="column-3">Le Provest</td><td class="column-4">Male</td><td class="column-5">00:22:18</td><td class="column-6">00:01:06</td><td class="column-7">00:48:32</td><td class="column-8">00:01:18</td><td class="column-9">00:21:45</td><td class="column-10">01:34:59</td></tr><tr class="row-57 odd"><td class="column-1">56</td><td class="column-2">Philip</td><td class="column-3">Coghton</td><td class="column-4">Male</td><td class="column-5">00:24:46</td><td class="column-6">00:01:08</td><td class="column-7">00:44:56</td><td class="column-8">00:01:09</td><td class="column-9">00:27:02</td><td class="column-10">01:39:01</td></tr><tr class="row-58 even"><td class="column-1">57</td><td class="column-2">Aidan</td><td class="column-3">Brady</td><td class="column-4">Male</td><td class="column-5">00:21:59</td><td class="column-6">00:02:25</td><td class="column-7">00:49:37</td><td class="column-8">00:01:08</td><td class="column-9">00:24:21</td><td class="column-10">01:39:30</td></tr><tr class="row-59 odd"><td class="column-1">58</td><td class="column-2">Steven</td><td class="column-3">Walsh</td><td class="column-4">Male</td><td class="column-5">00:22:11</td><td class="column-6">00:02:13</td><td class="column-7">00:46:28</td><td class="column-8">00:02:18</td><td class="column-9">00:27:04</td><td class="column-10">01:40:14</td></tr><tr class="row-60 even"><td class="column-1">59</td><td class="column-2">Brian</td><td class="column-3">Golden</td><td class="column-4">Male</td><td class="column-5">00:23:42</td><td class="column-6">00:00:57</td><td class="column-7">00:48:24</td><td class="column-8">00:00:46</td><td class="column-9">00:26:26</td><td class="column-10">01:40:15</td></tr><tr class="row-61 odd"><td class="column-1">60</td><td class="column-2">Kevin</td><td class="column-3">Donnellan</td><td class="column-4">Male</td><td class="column-5">00:23:41</td><td class="column-6">00:01:11</td><td class="column-7">00:48:52</td><td class="column-8">00:00:51</td><td class="column-9">00:25:49</td><td class="column-10">01:40:24</td></tr><tr class="row-62 even"><td class="column-1">61</td><td class="column-2">Suzie</td><td class="column-3">Mcwalter</td><td class="column-4">Female</td><td class="column-5">00:23:35</td><td class="column-6">00:01:04</td><td class="column-7">00:49:25</td><td class="column-8">00:00:49</td><td class="column-9">00:25:55</td><td class="column-10">01:40:48</td></tr><tr class="row-63 odd"><td class="column-1">62</td><td class="column-2">John</td><td class="column-3">Stapleton</td><td class="column-4">Male</td><td class="column-5">00:22:04</td><td class="column-6">00:01:35</td><td class="column-7">00:48:11</td><td class="column-8">00:01:37</td><td class="column-9">00:27:50</td><td class="column-10">01:41:17</td></tr><tr class="row-64 even"><td class="column-1">63</td><td class="column-2">Leo</td><td class="column-3">Hynes</td><td class="column-4">Male</td><td class="column-5">00:21:17</td><td class="column-6">00:01:28</td><td class="column-7">00:55:46</td><td class="column-8">00:01:58</td><td class="column-9">00:24:24</td><td class="column-10">01:44:53</td></tr><tr class="row-65 odd"><td class="column-1">64</td><td class="column-2">Jason</td><td class="column-3">Harty</td><td class="column-4">Male</td><td class="column-5">00:23:44</td><td class="column-6">00:00:55</td><td class="column-7">00:53:26</td><td class="column-8">00:00:49</td><td class="column-9">00:26:35</td><td class="column-10">01:45:29</td></tr><tr class="row-66 even"><td class="column-1">65</td><td class="column-2">Diarmuid</td><td class="column-3">O Tuairis</td><td class="column-4">Male</td><td class="column-5">00:25:44</td><td class="column-6">00:01:54</td><td class="column-7">00:51:39</td><td class="column-8">00:02:22</td><td class="column-9">00:26:04</td><td class="column-10">01:47:43</td></tr><tr class="row-67 odd"><td class="column-1">DNF</td><td class="column-2">Kim</td><td class="column-3">Scott</td><td class="column-4">Female</td><td class="column-5">00:27:26</td><td class="column-6">00:02:37</td><td class="column-7">00:50:48</td><td class="column-8"></td><td class="column-9"></td><td class="column-10">DNF</td></tr><tr class="row-68 even"><td class="column-1">DNF</td><td class="column-2">Michael</td><td class="column-3">Gibbons</td><td class="column-4">Male</td><td class="column-5">00:27:26</td><td class="column-6">00:01:52</td><td class="column-7">00:51:04</td><td class="column-8"></td><td class="column-9"></td><td class="column-10">DNF</td></tr><tr class="row-69 odd"><td class="column-1">DNF</td><td class="column-2">Declan</td><td class="column-3">Geraghty</td><td class="column-4">Male</td><td class="column-5">00:20:27</td><td class="column-6">00:02:18</td><td class="column-7">00:45:28</td><td class="column-8">00:02:34</td><td class="column-9"></td><td class="column-10">DNF</td></tr></tbody></table> </strong></p> ]]></content:encoded> <wfw:commentRss>http://www.irishtriathlon.com/index.php/2012/01/tri-lakes-duathlon-belclare-galway/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item><title>Run forest Run Duathlon &#8211; Mullingar</title><link>http://www.irishtriathlon.com/index.php/2012/01/run-forest-run-duathlon-mullingar/</link> <comments>http://www.irishtriathlon.com/index.php/2012/01/run-forest-run-duathlon-mullingar/#comments</comments> <pubDate>Sat, 28 Jan 2012 23:33:21 +0000</pubDate> <dc:creator>brian</dc:creator> <category><![CDATA[Results]]></category> <category><![CDATA[forest duathlon]]></category> <category><![CDATA[midland tri club]]></category> <category><![CDATA[mullingar duathlon]]></category> <category><![CDATA[off road duathlon]]></category> <category><![CDATA[Slider]]></category><guid isPermaLink="false">http://www.irishtriathlon.com/?p=7659</guid> <description><![CDATA[The first off-road Duathlon of the year was organised by midland tri club and took place in Mullingar. Off-Road Duathlon Course details 2.5k off road run( 75% off road) 3k off road bike ( 3x1k loop) 2.5k off road run ( 75% off road)]]></description> <content:encoded><![CDATA[<p>The first off-road Duathlon of the year was organised by midland tri club and took place in Mullingar.</p><h2>Off-Road Duathlon Course details</h2><ul><li>2.5k off road run( 75% off road)</li><li>3k off road bike ( 3x1k loop)</li><li>2.5k off road run ( 75% off road)</li></ul><h1>Run Forest Run: Off-road Duathlon results</h1><p><strong><table id="wp-table-reloaded-id-218-no-1" class="wp-table-reloaded wp-table-reloaded-id-218"><thead><tr class="row-1 odd"><th class="column-1">Pos</th><th class="column-2">Name</th><th class="column-3">Time</th></tr></thead><tbody class="row-hover"><tr class="row-2 even"><td class="column-1">1</td><td class="column-2">Ken Whitelaw</td><td class="column-3">31.36</td></tr><tr class="row-3 odd"><td class="column-1">2</td><td class="column-2">Aidan Gorry</td><td class="column-3">32.06</td></tr><tr class="row-4 even"><td class="column-1">3</td><td class="column-2">Paul Crowley</td><td class="column-3">34.5</td></tr><tr class="row-5 odd"><td class="column-1">4</td><td class="column-2">Mickey Dan</td><td class="column-3">35.59</td></tr><tr class="row-6 even"><td class="column-1">5</td><td class="column-2">James Carton</td><td class="column-3">36.02</td></tr><tr class="row-7 odd"><td class="column-1">6</td><td class="column-2">Mick Walshe</td><td class="column-3">37.26</td></tr><tr class="row-8 even"><td class="column-1">7</td><td class="column-2">Enda Mimnagh</td><td class="column-3">37.36</td></tr><tr class="row-9 odd"><td class="column-1">8</td><td class="column-2">Eoin Clarke</td><td class="column-3">37.58</td></tr><tr class="row-10 even"><td class="column-1">9</td><td class="column-2">Nial Gallagher</td><td class="column-3">38.06</td></tr><tr class="row-11 odd"><td class="column-1">10</td><td class="column-2">Michelle O' Halloran</td><td class="column-3">39.1</td></tr><tr class="row-12 even"><td class="column-1">11</td><td class="column-2">Doug Bates</td><td class="column-3">39.28</td></tr><tr class="row-13 odd"><td class="column-1">12</td><td class="column-2">Joe Kenny</td><td class="column-3">39.32</td></tr><tr class="row-14 even"><td class="column-1">13</td><td class="column-2">Sean Gaffney</td><td class="column-3">40.3</td></tr><tr class="row-15 odd"><td class="column-1">14</td><td class="column-2">Vera McCool</td><td class="column-3">41.08</td></tr><tr class="row-16 even"><td class="column-1">15</td><td class="column-2">Nigel Hogan</td><td class="column-3">42.09</td></tr><tr class="row-17 odd"><td class="column-1">16</td><td class="column-2">Moss Keane</td><td class="column-3">43.23</td></tr><tr class="row-18 even"><td class="column-1">17</td><td class="column-2">Terri Greene</td><td class="column-3">44.3</td></tr><tr class="row-19 odd"><td class="column-1">18</td><td class="column-2">Sharon Bates</td><td class="column-3">44.38</td></tr><tr class="row-20 even"><td class="column-1">19</td><td class="column-2">Mick Hynes</td><td class="column-3">44.56</td></tr><tr class="row-21 odd"><td class="column-1">20</td><td class="column-2">Enda Munnelly</td><td class="column-3">45</td></tr><tr class="row-22 even"><td class="column-1">21</td><td class="column-2">Olivia Munnelly</td><td class="column-3">48.06</td></tr><tr class="row-23 odd"><td class="column-1">22</td><td class="column-2">Eric Bates</td><td class="column-3">48.12</td></tr><tr class="row-24 even"><td class="column-1">23</td><td class="column-2">Cathy Byrne</td><td class="column-3">48.57</td></tr><tr class="row-25 odd"><td class="column-1">24</td><td class="column-2">Noeleen Bourke</td><td class="column-3">51.56</td></tr><tr class="row-26 even"><td class="column-1">25</td><td class="column-2">Paul McCool</td><td class="column-3">53.32</td></tr></tbody></table> </strong></p> ]]></content:encoded> <wfw:commentRss>http://www.irishtriathlon.com/index.php/2012/01/run-forest-run-duathlon-mullingar/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item><title>Bryan McCrystal &#8211; Ironman 70.3 South Africa</title><link>http://www.irishtriathlon.com/index.php/2012/01/bryan-mccrystal-ironman-70-3-south-africa/</link> <comments>http://www.irishtriathlon.com/index.php/2012/01/bryan-mccrystal-ironman-70-3-south-africa/#comments</comments> <pubDate>Fri, 27 Jan 2012 09:14:22 +0000</pubDate> <dc:creator>brian</dc:creator> <category><![CDATA[Athlete Interviews]]></category> <category><![CDATA[Abu Dhabi triathlon]]></category> <category><![CDATA[bryan mccrystal]]></category> <category><![CDATA[ironman 70.3]]></category> <category><![CDATA[ironman south africa]]></category> <category><![CDATA[Mallorca 111 triathlon]]></category> <category><![CDATA[Slider]]></category><guid isPermaLink="false">http://www.irishtriathlon.com/?p=7619</guid> <description><![CDATA[Ironman 70.3 South Africa in Bryan McCrystal's words. After an under par performance due to cold conditions in Ironman 70.3 Galway, Bryan McCrystal headed for sunnier climates at Ironman 70.3 South Africa.  This was also Bryan's first race in the pro category.]]></description> <content:encoded><![CDATA[<h2>Ironman 70.3 South Africa in Bryan McCrystal&#8217;s words.</h2><p>After an under par performance due to cold conditions in Ironman 70.3 Galway, Bryan McCrystal headed for sunnier climates at Ironman 70.3 South Africa.  This was also Bryan&#8217;s first race in the pro category.</p><p>This is Bryan&#8217;s first race of the season, next up is Abu Dhabi long course in March, Mallorca 111 in April, where he should repeat some of his great performances from last summer.  We&#8217;ll get to see him racing tri&#8217;s in Ireland here over the summer as well in Athlone and the Beast.</p><h2>&#8220;<em>Lesson 1- South Africa is hot.</em></h2><div id="attachment_7620" class="wp-caption alignright" style="width: 289px"><a href="http://www.irishtriathlon.com/index.php/2012/01/bryan-mccrystal-ironman-70-3-south-africa/bryan-mccrystal-ironman-south-africa-flat-tyre/" rel="attachment wp-att-7620"><img class=" wp-image-7620 " title="bryan-mccrystal-ironman-south-africa-flat-tyre" src="http://www.irishtriathlon.com/wp-content/uploads/2012/01/bryan-mccrystal-ironman-south-africa-flat-tyre.jpg" alt="bryan-mccrystal-ironman-south-africa-flat-tyre" width="279" height="420" /></a><p class="wp-caption-text">Bryan rolling out of T1 with a flat front tyre. Ironman 70.3 South Africa.</p></div><p><em>I was here 13 years ago to the day with Ireland youths and remember playing in the heat. I was like Steve Staunton walking out in the Giant Stadium against Italy with my pale glowing face. I can definitely say that it took until the day before the race for my legs to feel normal running &amp; biking. I felt they weren’t my own all week. I even picked up a blister from the sheer heat from the roads while out running. The place we were staying at was perfect. IM SA put me in touch with a wonderful couple – Darryl and Lianne. We got on great and had some great laughs through the week. Darryl was doing the race so there was no guess work about anything. He was brilliant to have (as was Lianne who is a chef!!!) and pointed me in the right direction. We were given the use of a car and even had the pleasure of experiencing a Braai! Big big thank you…</em></p><h2><em>Race Build up</em></h2><p><em>To be honest I was never as nervous before a race as this one. Not because I raced pro category. That didn’t bother me at all. I was excited about that. But I didn’t want to race bad and let the people down that have made sacrifices for me being here. I even felt lazy this week. This was because of the heat, I had to take a day off training because it wasn’t worth driving myself into the ground. You’re better off going into a race undertrained than overtrained. The other thing was that there is not one bit of flat ground here, so every run and ride included hills from the off! In an ideal world I would have needed to be out here at least 2 weeks prior to the race in order to acclimatize like the rest of the guys. I cut it fine in the end. Some / most are out here longer than 2 weeks. But I’m burning the candle at both ends so that doesn’t apply to me.</em></p><h2><em>Ironman 70.3 South Africa - THE RACE</em></h2><p><em> The swim scared me. I was in the ocean twice and the swell was huge! I didn’t swim the other days because it was too dangerous (and I was lazy). They even spoke about cutting the swim to 600m at the race briefing. Another Galway? Surely not! Better pack my rain jacket in my t1 bag! Yeah right…</em></p><p><em>Race morning- Conditions were perfect so it was the full 1900m. I planned to draft behind the ”slower ” females but this proved difficult. I had zero speed to the first buoy and was at the back, the very back: last, until my feet touched the sand. Not to panic I knew my strongest leg was next and all going well I could maybe bridge the gap. I ran up to my lonely Trek Speed concept in Transition 1.</em></p><h2><em>Ironman 70.3 South Africa BIKE</em></h2><p><em>BOOM! Flat tire in T1. Spies tell me Vanhonacker was lookin shifty around my bike… just saying… Well – my grandparents would turn in their graves with the language that came from my mouth. I put on a display that John McEnroe wouldn’t touch at centre court at Wimbledon. What to do? No way was I packing in was the first thought. Granted my race was over because seconds count when your racing a top field. I did say I was here to learn a few lessons. Welcome to lesson number 1. Having being on the course during the week I knew it was super smooth so I had taken a chance and didn’t have a spare. Toss of a coin – etc etc, YOU LOSE!</em></p><p><em>So I didn’t know what to do until a spectator shouted that the support vehicle was down the road. I ran down as quick as I could and got a tire. Problem was I also got a fella not in quite as much of a rush as I was. He couldn’t help me (outside help during a race is against the rules and disqualification is the result) so I had to do it myself. He couldn’t find a bloody thing. At this stage I had a crowd around me willing me on and helping me. “Turn it this way, turn it that way, rip the tire off”. His pump was like one you use to pump up child’s paddle pool. I looked at him and said “seriously, this is your fuckin pump?” I know I know… I should’ve had my own…</em></p><p><em>Eventually I got it changed and was on my way. 10k moderate effort to the high then I let go. I pushed the hardest gear I had. I was nervous about the new tire because there was no glue on it. Going around corners I was praying for the tire not to come off the wheel. My legs were there! I biked aggressive and hard, always watching my power meter and heart rate. Conditions were overcast and humidity was at 90% plus. I didn’t feel this on the bike but the run was a different ball game. I biked up the field smoothly and picked off all the pro woman minus the leader and a few men. The way out was very tough, very long hard drags. On the way back it was fast. I was bricking it on the descents as I reached crazy speeds. Sitting on the top tube bent over, I asked myself “are you nuts???” then my alter ego kicked in and I felt like Cancellara, for 3 seconds.</em></p><h2><em>Ironman 70.3 South Africa Run</em></h2><p><em>I gingerly started off wondering did I go too hard but I was running fine and within myself after 1k. I knew I was way down but because it was a 2 lap affair on an out and back course I would see where I was. 1, 2, 3, 4, 8, 9, 12th, 16th!! I was doing my Maths and I knew that my puncture cost me around 17ish minutes. I would have been in the thick of the racing around 4th – 7th. I don’t want to dwell on what could have been but knowing this is reassuring that all my hard work is paying off. There was one mother of a hill. I did do the Castlewellen 10 miler at Christmas, so this was a sinch I told myself! My blister was to give me big trouble in the closing kilometers. I lost time because of it but it wasn’t to matter as noone was around me and my place was safe. I actually made up 2 places on the run. The heat got to me towards the end but I ran strong.</em></p><p><em>So I got what I came for. Some new lessons learned to bring into more important races.The support has been fantastic. Thank you.</em></p><p>&nbsp;</p><p><em>Onwards and hopefully upwards&#8221;.</em></p><p>Bryan McCrystal.</p> ]]></content:encoded> <wfw:commentRss>http://www.irishtriathlon.com/index.php/2012/01/bryan-mccrystal-ironman-70-3-south-africa/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item><title>Cycling Nutrition for triathletes</title><link>http://www.irishtriathlon.com/index.php/2012/01/kevin-beasley-triathletes-nutrition-for-cycling-beginners-training/</link> <comments>http://www.irishtriathlon.com/index.php/2012/01/kevin-beasley-triathletes-nutrition-for-cycling-beginners-training/#comments</comments> <pubDate>Wed, 25 Jan 2012 11:01:50 +0000</pubDate> <dc:creator>brian</dc:creator> <category><![CDATA[Training]]></category> <category><![CDATA[Training Tips]]></category> <category><![CDATA[cycling nutrition]]></category> <category><![CDATA[exercise nutrition]]></category> <category><![CDATA[kevin beasley]]></category> <category><![CDATA[metabolise]]></category> <category><![CDATA[Slider]]></category> <category><![CDATA[training nutrition]]></category> <category><![CDATA[triathlon nutrition]]></category> <category><![CDATA[triathlon training]]></category><guid isPermaLink="false">http://www.irishtriathlon.com/?p=7562</guid> <description><![CDATA[Early morning cycle without breakfast, straight to work and did not eat until lunch resulting in mid-afternoon fatigue. Or I went out on a long cycle, without refuelling properly from the previous day’s session]]></description> <content:encoded><![CDATA[<h1>Nutrition for cycling by Kevin Beasley</h1><p>Like most beginner cyclist, I made many mistakes at the start due to lack of knowledge.  Early morning cycle without breakfast, straight to work and did not eat until lunch resulting in mid-afternoon fatigue. Or I went out on a long cycle, without refuelling properly from the previous day’s session.  It would be a momentous struggle to complete the cycle, as tiredness kicked in and I had no food to take on board.</p><p dir="ltr"><a href="http://www.irishtriathlon.com/index.php/2012/01/kevin-beasley-triathletes-nutrition-for-cycling-beginners-training/triathlon-nutrition/" rel="attachment wp-att-7571"><img class="alignright size-thumbnail wp-image-7571" title="triathlon nutrition" src="http://www.irishtriathlon.com/wp-content/uploads/2012/01/triathlon-nutrition-150x150.jpg" alt="triathlon nutrition" width="150" height="150" /></a>So as not to repeat these common mistakes, I have prepared a guide for your fuel intake for before, during and after your training session. This is based both on my painful personal experience and reinforced by my studies in Strength and Conditioning, Sports Nutrition and my personal experience with advising clients at <a href="http://www.metabolise.ie/">metabolise</a></p><p dir="ltr">Firstly the some basic physiology; You need energy to fuel all activities and this fuel is provided by carbohydrate, fat and protein. We burn various combinations of carbohydrate, fat and protein, depending on the training intensity, training duration and fatigue level. In a relaxed state and low-medium intensity exercise, we normally burn fat more than carbohydrate. Fat is an abundant source of energy and we have enough fat on our bodies to fuel activity for days or even weeks. As the intensity of exercise increases, our fuel source switches from predominately fat to carbohydrate. Carbohydrate is an excellent fuel source, as it can release energy more quickly than fat. However, a major drawback of carbohydrate as a fuel source is that we have limited supplies in our bodies. At a decent cycling pace, we have enough carbohydrate to fuel 90 minutes of exercise, although this will vary with training status and diet.</p><p dir="ltr">If you are going on a 2 to 3 hour Cycle, then there is a real possibility that you might empty your body’s carbohydrate stores. At which point, the body switches to burning fat.  The consequence of this is that you cannot maintain the same training intensity. It also leads to unpleasant physical consequences: marathon runners call it to “hitting the wall” and cyclists call it “the bonk”. Symptoms include tiredness, fatigue and lack of energy.</p><p dir="ltr">The good news is that all this can be easily avoided. By making the correct food choice , we can ensure that we start training with high carbohydrate stores, top them up while we cycle and refuel afterwards to prepare for our next training session.</p><h1 dir="ltr">Pre-Training</h1><div class="wp-caption alignright" style="width: 347px"><img title="Pre training food" 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" alt="Pre training food" width="337" height="245" /><p class="wp-caption-text">Pre training food</p></div><p dir="ltr">You need to ensure that our body’s carbohydrate stores are full, by eating foods such as potatoes, rice, pasta and bread. As a rule, we should eat brown coloured carbohydrates (brown bread, rice, whole grain noodles and pasta) as opposed to white. Brown coloured carbohydrates are healthier for us in the long term and give a more sustained release of energy. Preparing for your training session should begin the day before. Eat a mixture of carbohydrates for breakfast (e.g. weetabix), lunch (e.g. baked potato) and dinner (e.g. pasta). Also, eat carbohydrate containing snacks (e.g. low-fat yoghurt&#8217;s) throughout the day. This ensures that you’re giving your body the fuel it needs and the time it needs to process and store it.</p><p dir="ltr">If you’re training early in the morning, you might not have time to eat a proper breakfast. In which case, eat a light snack or carbohydrate containing food before training &#8211; something that’s not too heavy or rich. If you’re training later in the day, continue to consume carbohydrates throughout the day. Eat your last meal 2-3 hours before your session.</p><h1 dir="ltr">During Training</h1><p dir="ltr"><a href="http://www.irishtriathlon.com/index.php/2012/01/kevin-beasley-triathletes-nutrition-for-cycling-beginners-training/cycle-climb/" rel="attachment wp-att-7574"><img class="alignleft size-thumbnail wp-image-7574" title="cycle climb" src="http://www.irishtriathlon.com/wp-content/uploads/2012/01/cycle-climb-150x150.jpg" alt="" width="150" height="150" /></a>Follow the above to make sure that you are prepared for training. However, depending on your training intensity, after an hour and a half, you might begin to feel tired. This is because you’ve burned much of your body’s carbohydrate stores and they’re now running low. Your blood sugar levels may also be dropping as your liver carbohydrate is used up. To prevent this, we need to start consuming carbohydrates in order to keep supplying the body with energy. This is easily achieved, but needs some forward planning.</p><p dir="ltr">You may experiment with different foods, but the most popular choices are sports drinks and sports gels. These foods are generally designed to ensure quick absorption of sugar into your bloodstream, fuelling exercise. You should be consuming 60-90g carbohydrate per hour. Gels are generally well tolerated but may have some unpleasant side-effects like bloating. Experiment with different gels and drinks to see what’s suitable for you. There are many cheap alternatives to Gels and sports drinks. Raisins and figs are two natural foods which were used by cyclists in years past when sports gels didn’t exist.</p><h1 dir="ltr"><strong>Post Training</strong></h1><p dir="ltr">So, you’ve completed your cycle, maintained a good intensity and are feeling rather pleased with yourself. Well, you’re not finished yet! The last thing you need to do is to refuel and repair your body so that all the potential improvements in fitness from your cycle can be realised.  Firstly, you have a 45-60 minute window after finishing exercise when your body is better able to take up sugar and refuel. What I normally do is drink chocolate milk immediately when I get home. Chocolate milk contains carbohydrate for refuelling, protein for rebuilding the muscles, fluid for rehydration and various electrolytes and nutrients which are important for your health and fitness.</p><p dir="ltr">One to two hours after you finish, you can cook and eat a healthy nutritious meal. Although many people prefer pasta, you can eat nearly any carbohydrate containing meal, once it’s low in fat. This will continue the refuelling and rebuilding process and ensures that your fitness will increase. If you trained in the morning, continue to refuel throughout the day by eating carbohydrate containing meals and snacks, every 3-4 hours. Make sure to include protein (e.g. milk, eggs, fish, chicken) in your meals to help repair and rebuild muscle.</p><p dir="ltr">I hope you enjoyed this article. Hopefully you will now be properly prepared for your next cycle.</p><p dir="ltr">Kevin Beasley is a sports nutritionist who runs Metabolise Sports Nutrition. He has a background in sports science, strength and conditioning and sports nutrition. Metabolise Sports Nutrition is Ireland’s only dedicated sports nutrition consultancy. Metabolise give simple, effective and easy to implement advice to allow you to train and compete to the best of your ability. Check out our website to view the wide range sports nutrition service we offer.</p><p dir="ltr">Kevin is an avid cyclist and believes that at 37, it is still not too late for him to achieve his dream of securing a pro-tour contract.</p> ]]></content:encoded> <wfw:commentRss>http://www.irishtriathlon.com/index.php/2012/01/kevin-beasley-triathletes-nutrition-for-cycling-beginners-training/feed/</wfw:commentRss> <slash:comments>3</slash:comments> </item> <item><title>TriLimits Winter Duathlon &#8211; Omagh</title><link>http://www.irishtriathlon.com/index.php/2012/01/trilimits-winter-duathlon-omagh/</link> <comments>http://www.irishtriathlon.com/index.php/2012/01/trilimits-winter-duathlon-omagh/#comments</comments> <pubDate>Mon, 23 Jan 2012 11:41:00 +0000</pubDate> <dc:creator>brian</dc:creator> <category><![CDATA[Results]]></category> <category><![CDATA[adam speer]]></category> <category><![CDATA[anthony mcdonald]]></category> <category><![CDATA[cookstown duathlon]]></category> <category><![CDATA[omage duathlkon]]></category> <category><![CDATA[Slider]]></category> <category><![CDATA[trilimits duathlon]]></category> <category><![CDATA[WAYNE MORROW]]></category><guid isPermaLink="false">http://www.irishtriathlon.com/?p=7534</guid> <description><![CDATA[Results from the first Duathlon of 2012.  Adam Speer (Tri24/7) had the fastest first run, cycle and second run split to win by 3mins  from Wayne Morrow.]]></description> <content:encoded><![CDATA[<p>Results from the first Duathlon of 2012.  Adam Speer (Tri24/7) had the fastest first run, cycle and second run split to win by 3mins  from Wayne Morrow.  The distances were 2mile run, 10mile cycle, 2mile run.</p><div id="attachment_7537" class="wp-caption alignnone" style="width: 235px"><a href="http://www.irishtriathlon.com/index.php/2012/01/trilimits-winter-duathlon-omagh/kris-meeke-world-rally-champion/" rel="attachment wp-att-7537"><img class="size-full wp-image-7537 " title="Kris Meeke world rally champion" src="http://www.irishtriathlon.com/wp-content/uploads/2012/01/Kris-Meeke-world-rally-champion.jpg" alt="Kris Meeke world rally champion" width="225" height="300" /></a><p class="wp-caption-text">Kris Meeke world rally champion</p></div><h1>TriLimits Winter Duathlon &#8211; January Results</h1><p><strong><table id="wp-table-reloaded-id-215-no-1" class="wp-table-reloaded wp-table-reloaded-id-215"><thead><tr class="row-1 odd"><th class="column-1">Pos</th><th class="column-2">RACE NAME</th><th class="column-3">Run1</th><th class="column-4">Transition &amp; Bike</th><th class="column-5">Run2</th><th class="column-6">Total</th><th class="column-7">Gender</th></tr></thead><tbody class="row-hover"><tr class="row-2 even"><td class="column-1">1</td><td class="column-2">ADAM SPEER</td><td class="column-3">00:09:43</td><td class="column-4">00:30:57</td><td class="column-5">00:10:09</td><td class="column-6">00:50:49</td><td class="column-7">M</td></tr><tr class="row-3 odd"><td class="column-1">2</td><td class="column-2">WAYNE MORROW</td><td class="column-3">00:10:42</td><td class="column-4">00:31:49</td><td class="column-5">00:11:27</td><td class="column-6">00:53:58</td><td class="column-7">M</td></tr><tr class="row-4 even"><td class="column-1">3</td><td class="column-2">ANTHONY MCDONALD</td><td class="column-3">00:10:04</td><td class="column-4">00:33:25</td><td class="column-5">00:10:45</td><td class="column-6">00:54:13</td><td class="column-7">M</td></tr><tr class="row-5 odd"><td class="column-1">4</td><td class="column-2">AARON PARK</td><td class="column-3">00:10:43</td><td class="column-4">00:32:33</td><td class="column-5">00:11:03</td><td class="column-6">00:54:19</td><td class="column-7">M</td></tr><tr class="row-6 even"><td class="column-1">5</td><td class="column-2">COLIN DEAN</td><td class="column-3">00:10:50</td><td class="column-4">00:32:37</td><td class="column-5">00:11:24</td><td class="column-6">00:54:50</td><td class="column-7">M</td></tr><tr class="row-7 odd"><td class="column-1">6</td><td class="column-2">ANDY BURN</td><td class="column-3">00:10:42</td><td class="column-4">00:33:04</td><td class="column-5">00:11:32</td><td class="column-6">00:55:18</td><td class="column-7">M</td></tr><tr class="row-8 even"><td class="column-1">7</td><td class="column-2">MARK DUFFY</td><td class="column-3">00:11:20</td><td class="column-4">00:32:21</td><td class="column-5">00:11:53</td><td class="column-6">00:55:34</td><td class="column-7">M</td></tr><tr class="row-9 odd"><td class="column-1">8</td><td class="column-2">LORCAN HEALEY</td><td class="column-3">00:10:05</td><td class="column-4">00:34:18</td><td class="column-5">00:11:26</td><td class="column-6">00:55:48</td><td class="column-7">M</td></tr><tr class="row-10 even"><td class="column-1">9</td><td class="column-2">RODNEY YOUNG</td><td class="column-3">00:11:05</td><td class="column-4">00:34:30</td><td class="column-5">00:11:38</td><td class="column-6">00:57:12</td><td class="column-7">M</td></tr><tr class="row-11 odd"><td class="column-1">10</td><td class="column-2">MICHAEL MCCLARNON</td><td class="column-3">00:11:11</td><td class="column-4">00:34:47</td><td class="column-5">00:11:21</td><td class="column-6">00:57:19</td><td class="column-7">M</td></tr><tr class="row-12 even"><td class="column-1">11</td><td class="column-2">JON ONEIL</td><td class="column-3">00:11:06</td><td class="column-4">00:35:22</td><td class="column-5">00:11:29</td><td class="column-6">00:57:57</td><td class="column-7">M</td></tr><tr class="row-13 odd"><td class="column-1">12</td><td class="column-2">JEFF MCCORMICK</td><td class="column-3">00:12:07</td><td class="column-4">00:34:18</td><td class="column-5">00:11:44</td><td class="column-6">00:58:09</td><td class="column-7">M</td></tr><tr class="row-14 even"><td class="column-1">13</td><td class="column-2">PAUL MCMENAMIN</td><td class="column-3">00:12:07</td><td class="column-4">00:33:41</td><td class="column-5">00:12:30</td><td class="column-6">00:58:18</td><td class="column-7">M</td></tr><tr class="row-15 odd"><td class="column-1">14</td><td class="column-2">MICHAEL GRIMES</td><td class="column-3">00:12:08</td><td class="column-4">00:33:34</td><td class="column-5">00:12:57</td><td class="column-6">00:58:40</td><td class="column-7">M</td></tr><tr class="row-16 even"><td class="column-1">15</td><td class="column-2">JOE BRENNAN</td><td class="column-3">00:12:19</td><td class="column-4">00:33:49</td><td class="column-5">00:12:34</td><td class="column-6">00:58:43</td><td class="column-7">M</td></tr><tr class="row-17 odd"><td class="column-1">16</td><td class="column-2">PHILIP HUNTER</td><td class="column-3">00:11:50</td><td class="column-4">00:34:28</td><td class="column-5">00:12:27</td><td class="column-6">00:58:45</td><td class="column-7">M</td></tr><tr class="row-18 even"><td class="column-1">17</td><td class="column-2">CHRIS MEEKE</td><td class="column-3">00:12:06</td><td class="column-4">00:34:11</td><td class="column-5">00:12:48</td><td class="column-6">00:59:05</td><td class="column-7">M</td></tr><tr class="row-19 odd"><td class="column-1">18</td><td class="column-2">GERARD MCNALLY</td><td class="column-3">00:11:45</td><td class="column-4">00:34:18</td><td class="column-5">00:13:32</td><td class="column-6">00:59:35</td><td class="column-7">M</td></tr><tr class="row-20 even"><td class="column-1">19</td><td class="column-2">JASON THOMPSON</td><td class="column-3">00:11:12</td><td class="column-4">00:35:46</td><td class="column-5">00:12:44</td><td class="column-6">00:59:42</td><td class="column-7">M</td></tr><tr class="row-21 odd"><td class="column-1">20</td><td class="column-2">DECLAN CORRIGAN</td><td class="column-3">00:12:18</td><td class="column-4">00:33:50</td><td class="column-5">00:14:05</td><td class="column-6">01:00:14</td><td class="column-7">M</td></tr><tr class="row-22 even"><td class="column-1">21</td><td class="column-2">DARRAN LAGAN</td><td class="column-3">00:11:47</td><td class="column-4">00:38:17</td><td class="column-5">00:12:21</td><td class="column-6">01:02:26</td><td class="column-7">M</td></tr><tr class="row-23 odd"><td class="column-1">22</td><td class="column-2">RAY MCELROY</td><td class="column-3">00:11:16</td><td class="column-4">00:39:38</td><td class="column-5">00:11:57</td><td class="column-6">01:02:51</td><td class="column-7">M</td></tr><tr class="row-24 even"><td class="column-1">23</td><td class="column-2">MARK SHANNON</td><td class="column-3">00:12:46</td><td class="column-4">00:37:31</td><td class="column-5">00:12:44</td><td class="column-6">01:03:01</td><td class="column-7">M</td></tr><tr class="row-25 odd"><td class="column-1">24</td><td class="column-2">KEIRAN TALBOT</td><td class="column-3">00:11:24</td><td class="column-4">00:39:16</td><td class="column-5">00:12:34</td><td class="column-6">01:03:15</td><td class="column-7">M</td></tr><tr class="row-26 even"><td class="column-1">25</td><td class="column-2">SEAN HARTY</td><td class="column-3">00:13:43</td><td class="column-4">00:36:10</td><td class="column-5">00:13:48</td><td class="column-6">01:03:41</td><td class="column-7">M</td></tr><tr class="row-27 odd"><td class="column-1">26</td><td class="column-2">JONATHAN WILSON</td><td class="column-3">00:12:18</td><td class="column-4">00:38:09</td><td class="column-5">00:13:17</td><td class="column-6">01:03:43</td><td class="column-7">M</td></tr><tr class="row-28 even"><td class="column-1">27</td><td class="column-2">JOE MCCRORY</td><td class="column-3">00:12:21</td><td class="column-4">00:38:10</td><td class="column-5">00:13:21</td><td class="column-6">01:03:52</td><td class="column-7">M</td></tr><tr class="row-29 odd"><td class="column-1">28</td><td class="column-2">CIARAN CAMPBELL</td><td class="column-3">00:12:14</td><td class="column-4">00:39:32</td><td class="column-5">00:13:01</td><td class="column-6">01:04:48</td><td class="column-7">M</td></tr><tr class="row-30 even"><td class="column-1">29</td><td class="column-2">AARON THOMPSON</td><td class="column-3">00:12:01</td><td class="column-4">00:40:39</td><td class="column-5">00:12:21</td><td class="column-6">01:05:02</td><td class="column-7">M</td></tr><tr class="row-31 odd"><td class="column-1">50</td><td class="column-2">RAY BURSIDE</td><td class="column-3"></td><td class="column-4"></td><td class="column-5"></td><td class="column-6"></td><td class="column-7"></td></tr><tr class="row-32 even"><td class="column-1">51</td><td class="column-2">MICHAEL GRIMES</td><td class="column-3">00:12:08</td><td class="column-4"></td><td class="column-5"></td><td class="column-6"></td><td class="column-7"></td></tr></tbody></table> </strong></p> ]]></content:encoded> <wfw:commentRss>http://www.irishtriathlon.com/index.php/2012/01/trilimits-winter-duathlon-omagh/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item><title>Punchestown Duathlon &#8211; Naas Tri Club</title><link>http://www.irishtriathlon.com/index.php/2012/01/punchestown-duathlon-naas-tri-club/</link> <comments>http://www.irishtriathlon.com/index.php/2012/01/punchestown-duathlon-naas-tri-club/#comments</comments> <pubDate>Mon, 23 Jan 2012 00:19:47 +0000</pubDate> <dc:creator>brian</dc:creator> <category><![CDATA[Results]]></category> <category><![CDATA[aoife lynch]]></category> <category><![CDATA[cian delaney]]></category> <category><![CDATA[Denise Molloy]]></category> <category><![CDATA[gavin crawford]]></category> <category><![CDATA[joe lynch]]></category> <category><![CDATA[naas duathlon]]></category> <category><![CDATA[naas triathlon club]]></category> <category><![CDATA[punchestown duathlon]]></category> <category><![CDATA[Slider]]></category> <category><![CDATA[Tamara Maxantova]]></category><guid isPermaLink="false">http://www.irishtriathlon.com/?p=7522</guid> <description><![CDATA[Results and photos from today's Duathlon in punchestown, which is the first of the Trax Brasserie Duathlon Series organised by Naas tri Club.]]></description> <content:encoded><![CDATA[<p>Results and photos from today&#8217;s Duathlon in punchestown, which is the first of the Trax Brasserie Duathlon Series organised by Naas tri Club.</p><div id="attachment_7525" class="wp-caption alignright" style="width: 214px"><a href="http://www.irishtriathlon.com/index.php/2012/01/punchestown-duathlon-naas-tri-club/cian-delaney-2/" rel="attachment wp-att-7525"><img class="size-full wp-image-7525" title="First off the bike Cian Delaney" src="http://www.irishtriathlon.com/wp-content/uploads/2012/01/cian-delaney.jpg" alt="First off the bike Cian Delaney" width="204" height="300" /></a><p class="wp-caption-text">First off the bike Cian Delaney</p></div><p>Leading into transition after the opening 2 mile run were Gavin Crawford (Tri 24/7), Anthony Murray (Westport CC), Kevin Donagher (Belpark), Michael Gibson Brabazon, Cian Delaney (Fingal).  Cian then set about taking the lead with the fasted bike split of the day to give him a 90second cushion over last year&#8217;s Irish Olympic Distance Triathlon champ Joe Lynch.  Then a sub 12min final 2 mile run leaft Cian with almost 2mins of a lead and the tag of &#8216;One to watch&#8217; for 2012.</p><p>Aoife Lynch (Pulse Tri) lead from the gun to take the win by a similar 2minute margin over Tamara Maxantova.</p><h1>Punchestown Duathlon Naas Photos</h1><p><a title="punchestown naas duathlon photos" href="http://www.facebook.com/media/albums/?id=100002582567904" target="_blank">Photos on facebook thanks to Mark Lacey from pixel promotions</a>.</p><div id="attachment_7526" class="wp-caption alignnone" style="width: 460px"><a href="http://www.irishtriathlon.com/index.php/2012/01/punchestown-duathlon-naas-tri-club/naas-duathlon-mens-podium/" rel="attachment wp-att-7526"><img class="size-full wp-image-7526" title="naas-duathlon-mens-podium Joe Lynch  Cian Delaney   Gavin Crawford " src="http://www.irishtriathlon.com/wp-content/uploads/2012/01/naas-duathlon-mens-podium.jpg" alt="naas-duathlon-mens-podium Joe Lynch  Cian Delaney   Gavin Crawford " width="450" height="305" /></a><p class="wp-caption-text">Naas Duathlon Men&#39;s Podium - (L to R) Joe Lynch Cian Delaney Gavin Crawford</p></div><h1>Punchestown Duathlon Naas Results</h1><p><strong><table id="wp-table-reloaded-id-214-no-1" class="wp-table-reloaded wp-table-reloaded-id-214"><thead><tr class="row-1 odd"><th class="column-1">Pos</th><th class="column-2">Name</th><th class="column-3">Time</th><th class="column-4">Cat</th><th class="column-5">M/F</th><th class="column-6">M/F Pos</th><th class="column-7">Club</th><th class="column-8">Run1</th><th class="column-9">T1</th><th class="column-10">Cycle</th><th class="column-11">T2</th><th class="column-12">Run2</th></tr></thead><tbody class="row-hover"><tr class="row-2 even"><td class="column-1">1</td><td class="column-2">Cian Delaney</td><td class="column-3">00:56:35</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">1</td><td class="column-7">FINGAL</td><td class="column-8">00:10:41</td><td class="column-9">00:00:47</td><td class="column-10">00:32:15</td><td class="column-11">00:00:55</td><td class="column-12">00:11:55</td></tr><tr class="row-3 odd"><td class="column-1">2</td><td class="column-2">Joe Lynch</td><td class="column-3">00:58:26</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">2</td><td class="column-7">Pulse Tri</td><td class="column-8">00:11:30</td><td class="column-9">00:00:43</td><td class="column-10">00:32:51</td><td class="column-11">00:00:55</td><td class="column-12">00:12:24</td></tr><tr class="row-4 even"><td class="column-1">3</td><td class="column-2">Gavin Crawford</td><td class="column-3">00:58:48</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">3</td><td class="column-7">24/7 tri-club</td><td class="column-8">00:10:36</td><td class="column-9">00:00:43</td><td class="column-10">00:34:31</td><td class="column-11">00:00:59</td><td class="column-12">00:11:56</td></tr><tr class="row-5 odd"><td class="column-1">4</td><td class="column-2">Harry Fowler</td><td class="column-3">00:59:28</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">4</td><td class="column-7">N/A</td><td class="column-8">00:11:12</td><td class="column-9">00:00:54</td><td class="column-10">00:34:00</td><td class="column-11">00:01:01</td><td class="column-12">00:12:19</td></tr><tr class="row-6 even"><td class="column-1">5</td><td class="column-2">Anthony Murray</td><td class="column-3">00:59:49</td><td class="column-4">20-24</td><td class="column-5">Male</td><td class="column-6">5</td><td class="column-7">Westport cc</td><td class="column-8">00:10:37</td><td class="column-9">00:00:53</td><td class="column-10">00:35:13</td><td class="column-11">00:00:58</td><td class="column-12">00:12:06</td></tr><tr class="row-7 odd"><td class="column-1">6</td><td class="column-2">Mick Bolger</td><td class="column-3">01:00:19</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">6</td><td class="column-7">BELPARK</td><td class="column-8">00:10:51</td><td class="column-9">00:01:00</td><td class="column-10">00:33:52</td><td class="column-11">00:01:14</td><td class="column-12">00:13:19</td></tr><tr class="row-8 even"><td class="column-1">7</td><td class="column-2">Derek Mc Cormac</td><td class="column-3">01:00:43</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">7</td><td class="column-7"></td><td class="column-8">00:11:24</td><td class="column-9">00:00:49</td><td class="column-10">00:34:41</td><td class="column-11">00:00:51</td><td class="column-12">00:12:55</td></tr><tr class="row-9 odd"><td class="column-1">8</td><td class="column-2">Gerard Daly</td><td class="column-3">01:01:39</td><td class="column-4">45-49</td><td class="column-5">Male</td><td class="column-6">8</td><td class="column-7"></td><td class="column-8">00:11:13</td><td class="column-9">00:00:55</td><td class="column-10">00:35:43</td><td class="column-11">00:01:11</td><td class="column-12">00:12:34</td></tr><tr class="row-10 even"><td class="column-1">9</td><td class="column-2">Tommy Byrnes</td><td class="column-3">01:03:25</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">9</td><td class="column-7">Tipperary wheelers and triathlon club</td><td class="column-8">00:12:12</td><td class="column-9">00:01:11</td><td class="column-10">00:35:28</td><td class="column-11">00:01:16</td><td class="column-12">00:13:17</td></tr><tr class="row-11 odd"><td class="column-1">10</td><td class="column-2">Paul O'rourke</td><td class="column-3">01:03:47</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">10</td><td class="column-7">Tri an Mhí</td><td class="column-8">00:12:27</td><td class="column-9">00:00:49</td><td class="column-10">00:35:39</td><td class="column-11">00:01:01</td><td class="column-12">00:13:48</td></tr><tr class="row-12 even"><td class="column-1">11</td><td class="column-2">Paul O'callaghan</td><td class="column-3">01:04:09</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">11</td><td class="column-7">Pulse Tri Club</td><td class="column-8">00:11:20</td><td class="column-9">00:00:49</td><td class="column-10">00:38:04</td><td class="column-11">00:01:03</td><td class="column-12">00:12:51</td></tr><tr class="row-13 odd"><td class="column-1">12</td><td class="column-2">Brendan Buck</td><td class="column-3">01:04:41</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">12</td><td class="column-7">Wicklow Triathlon Club</td><td class="column-8">00:11:53</td><td class="column-9">00:01:19</td><td class="column-10">00:36:48</td><td class="column-11">00:01:08</td><td class="column-12">00:13:31</td></tr><tr class="row-14 even"><td class="column-1">13</td><td class="column-2">Brian Mcnally</td><td class="column-3">01:04:44</td><td class="column-4">NA</td><td class="column-5">Male</td><td class="column-6">13</td><td class="column-7"></td><td class="column-8">00:12:13</td><td class="column-9">00:00:57</td><td class="column-10">00:37:19</td><td class="column-11">00:01:00</td><td class="column-12">00:13:13</td></tr><tr class="row-15 odd"><td class="column-1">14</td><td class="column-2">Niall Mcdonnell</td><td class="column-3">01:04:51</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">14</td><td class="column-7">Piranha</td><td class="column-8">00:12:21</td><td class="column-9">00:00:54</td><td class="column-10">00:37:08</td><td class="column-11">00:01:05</td><td class="column-12">00:13:21</td></tr><tr class="row-16 even"><td class="column-1">15</td><td class="column-2">Mark Mc Cann</td><td class="column-3">01:05:01</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">15</td><td class="column-7"></td><td class="column-8">00:11:11</td><td class="column-9">00:01:21</td><td class="column-10">00:37:10</td><td class="column-11">00:01:28</td><td class="column-12">00:12:49</td></tr><tr class="row-17 odd"><td class="column-1">16</td><td class="column-2">Brian Cunningham</td><td class="column-3">01:05:03</td><td class="column-4">45-49</td><td class="column-5">Male</td><td class="column-6">16</td><td class="column-7">NONE</td><td class="column-8">00:12:01</td><td class="column-9">00:01:56</td><td class="column-10">00:34:32</td><td class="column-11">00:02:02</td><td class="column-12">00:13:30</td></tr><tr class="row-18 even"><td class="column-1">17</td><td class="column-2">Brendan Stewart</td><td class="column-3">01:05:16</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">17</td><td class="column-7"></td><td class="column-8">00:12:37</td><td class="column-9">00:00:53</td><td class="column-10">00:36:40</td><td class="column-11">00:01:09</td><td class="column-12">00:13:55</td></tr><tr class="row-19 odd"><td class="column-1">18</td><td class="column-2">Danny Roe</td><td class="column-3">01:05:28</td><td class="column-4">20-24</td><td class="column-5">Male</td><td class="column-6">18</td><td class="column-7">BELPARK</td><td class="column-8">00:12:45</td><td class="column-9">00:00:51</td><td class="column-10">00:36:24</td><td class="column-11">00:01:18</td><td class="column-12">00:14:06</td></tr><tr class="row-20 even"><td class="column-1">19</td><td class="column-2">Ian Phelan</td><td class="column-3">01:05:31</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">19</td><td class="column-7"></td><td class="column-8">00:11:24</td><td class="column-9">00:00:59</td><td class="column-10">00:38:48</td><td class="column-11">00:01:05</td><td class="column-12">00:13:12</td></tr><tr class="row-21 odd"><td class="column-1">20</td><td class="column-2">Ivan Mc Mahon</td><td class="column-3">01:05:59</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">20</td><td class="column-7"></td><td class="column-8">00:11:38</td><td class="column-9">00:00:51</td><td class="column-10">00:37:32</td><td class="column-11">00:01:02</td><td class="column-12">00:13:53</td></tr><tr class="row-22 even"><td class="column-1">21</td><td class="column-2">Gerry O Doherty</td><td class="column-3">01:06:02</td><td class="column-4">45-49</td><td class="column-5">Male</td><td class="column-6">21</td><td class="column-7">Midland Triathlon Club</td><td class="column-8">00:12:09</td><td class="column-9">00:00:53</td><td class="column-10">00:37:08</td><td class="column-11">00:01:05</td><td class="column-12">00:13:43</td></tr><tr class="row-23 odd"><td class="column-1">22</td><td class="column-2">Barry Greene</td><td class="column-3">01:06:05</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">22</td><td class="column-7">3D</td><td class="column-8">00:12:44</td><td class="column-9">00:01:03</td><td class="column-10">00:36:52</td><td class="column-11">00:00:58</td><td class="column-12">00:14:26</td></tr><tr class="row-24 even"><td class="column-1">23</td><td class="column-2">Aoife Lynch</td><td class="column-3">01:06:05</td><td class="column-4">30-34</td><td class="column-5">Female</td><td class="column-6">1</td><td class="column-7"></td><td class="column-8">00:12:52</td><td class="column-9">00:00:50</td><td class="column-10">00:36:25</td><td class="column-11">00:01:03</td><td class="column-12">00:13:52</td></tr><tr class="row-25 odd"><td class="column-1">24</td><td class="column-2">Brian Devitt</td><td class="column-3">01:06:11</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">23</td><td class="column-7">Tipp Tri Club</td><td class="column-8">00:12:59</td><td class="column-9">00:00:54</td><td class="column-10">00:36:11</td><td class="column-11">00:01:07</td><td class="column-12">00:13:58</td></tr><tr class="row-26 even"><td class="column-1">25</td><td class="column-2">Donagh Mcgrath</td><td class="column-3">01:06:24</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">24</td><td class="column-7"></td><td class="column-8">00:12:24</td><td class="column-9">00:01:07</td><td class="column-10">00:36:39</td><td class="column-11">00:01:21</td><td class="column-12">00:13:51</td></tr><tr class="row-27 odd"><td class="column-1">26</td><td class="column-2">Pat Phelan</td><td class="column-3">01:06:34</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">25</td><td class="column-7"></td><td class="column-8">00:12:34</td><td class="column-9">00:00:43</td><td class="column-10">00:36:54</td><td class="column-11">00:00:53</td><td class="column-12">00:14:27</td></tr><tr class="row-28 even"><td class="column-1">27</td><td class="column-2">Michael Gibson Brabazon</td><td class="column-3">01:07:12</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">26</td><td class="column-7"></td><td class="column-8">00:10:40</td><td class="column-9">00:01:39</td><td class="column-10">00:40:13</td><td class="column-11">00:01:45</td><td class="column-12">00:11:53</td></tr><tr class="row-29 odd"><td class="column-1">28</td><td class="column-2">Noel Ryan</td><td class="column-3">01:07:31</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">27</td><td class="column-7">Waterford TC</td><td class="column-8">00:12:54</td><td class="column-9">00:01:50</td><td class="column-10">00:37:33</td><td class="column-11">00:01:14</td><td class="column-12">00:13:59</td></tr><tr class="row-30 even"><td class="column-1">29</td><td class="column-2">Rob Mccabe</td><td class="column-3">01:07:37</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">28</td><td class="column-7"></td><td class="column-8">00:11:41</td><td class="column-9">00:01:05</td><td class="column-10">00:40:32</td><td class="column-11">00:00:57</td><td class="column-12">00:13:18</td></tr><tr class="row-31 odd"><td class="column-1">30</td><td class="column-2">Derek Brannigan</td><td class="column-3">01:07:44</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">29</td><td class="column-7">Naas Tri</td><td class="column-8">00:12:29</td><td class="column-9">00:00:50</td><td class="column-10">00:38:50</td><td class="column-11">00:01:03</td><td class="column-12">00:14:30</td></tr><tr class="row-32 even"><td class="column-1">31</td><td class="column-2">Johnny Forrester</td><td class="column-3">01:07:47</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">30</td><td class="column-7">N/A</td><td class="column-8">00:12:11</td><td class="column-9">00:01:15</td><td class="column-10">00:38:12</td><td class="column-11">00:01:26</td><td class="column-12">00:13:41</td></tr><tr class="row-33 odd"><td class="column-1">32</td><td class="column-2">Alan Fahy</td><td class="column-3">01:07:55</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">31</td><td class="column-7"></td><td class="column-8">00:11:54</td><td class="column-9">00:01:25</td><td class="column-10">00:39:23</td><td class="column-11">00:01:26</td><td class="column-12">00:13:44</td></tr><tr class="row-34 even"><td class="column-1">33</td><td class="column-2">Colm Austin</td><td class="column-3">01:07:58</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">32</td><td class="column-7">Phoenix Tri</td><td class="column-8">00:13:29</td><td class="column-9">00:01:09</td><td class="column-10">00:37:01</td><td class="column-11">00:01:22</td><td class="column-12">00:14:54</td></tr><tr class="row-35 odd"><td class="column-1">34</td><td class="column-2">Tamara Maxantova</td><td class="column-3">01:07:59</td><td class="column-4">30-34</td><td class="column-5">Female</td><td class="column-6">2</td><td class="column-7"></td><td class="column-8">00:12:59</td><td class="column-9">00:01:10</td><td class="column-10">00:38:06</td><td class="column-11">00:01:04</td><td class="column-12">00:14:37</td></tr><tr class="row-36 even"><td class="column-1">35</td><td class="column-2">Liam O Rian</td><td class="column-3">01:08:02</td><td class="column-4">50-54</td><td class="column-5">Male</td><td class="column-6">33</td><td class="column-7"></td><td class="column-8">00:12:55</td><td class="column-9">00:00:56</td><td class="column-10">00:38:11</td><td class="column-11">00:01:15</td><td class="column-12">00:14:42</td></tr><tr class="row-37 odd"><td class="column-1">36</td><td class="column-2">Shane Devlin</td><td class="column-3">01:08:33</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">34</td><td class="column-7">3D Tri</td><td class="column-8">00:13:02</td><td class="column-9">00:01:10</td><td class="column-10">00:37:07</td><td class="column-11">00:01:04</td><td class="column-12">00:15:08</td></tr><tr class="row-38 even"><td class="column-1">37</td><td class="column-2">Stephen Perry</td><td class="column-3">01:08:37</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">35</td><td class="column-7">Tinahely Tri club</td><td class="column-8">00:12:39</td><td class="column-9">00:00:54</td><td class="column-10">00:38:55</td><td class="column-11">00:01:01</td><td class="column-12">00:15:05</td></tr><tr class="row-39 odd"><td class="column-1">38</td><td class="column-2">David Forde</td><td class="column-3">01:09:02</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">36</td><td class="column-7"></td><td class="column-8">00:11:53</td><td class="column-9">00:00:57</td><td class="column-10">00:41:29</td><td class="column-11">00:01:02</td><td class="column-12">00:13:38</td></tr><tr class="row-40 even"><td class="column-1">39</td><td class="column-2">Fergal Oconnor</td><td class="column-3">01:09:09</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">37</td><td class="column-7">Limerick Tri Club</td><td class="column-8">00:12:38</td><td class="column-9">00:00:46</td><td class="column-10">00:39:54</td><td class="column-11">00:01:04</td><td class="column-12">00:14:44</td></tr><tr class="row-41 odd"><td class="column-1">40</td><td class="column-2">Shay Mc Court</td><td class="column-3">01:09:14</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">38</td><td class="column-7">trilogy</td><td class="column-8">00:12:25</td><td class="column-9">00:01:10</td><td class="column-10">00:39:53</td><td class="column-11">00:00:59</td><td class="column-12">00:14:45</td></tr><tr class="row-42 even"><td class="column-1">41</td><td class="column-2">Colm Lynch</td><td class="column-3">01:09:15</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">39</td><td class="column-7"></td><td class="column-8">00:13:09</td><td class="column-9">00:01:14</td><td class="column-10">00:37:05</td><td class="column-11">00:01:24</td><td class="column-12">00:15:20</td></tr><tr class="row-43 odd"><td class="column-1">42</td><td class="column-2">Andrew Purcell</td><td class="column-3">01:09:25</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">40</td><td class="column-7"></td><td class="column-8">00:12:44</td><td class="column-9">00:00:58</td><td class="column-10">00:40:06</td><td class="column-11">00:00:56</td><td class="column-12">00:14:38</td></tr><tr class="row-44 even"><td class="column-1">43</td><td class="column-2">Robbie Donovan</td><td class="column-3">01:09:34</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">41</td><td class="column-7"></td><td class="column-8">00:12:58</td><td class="column-9">00:01:12</td><td class="column-10">00:39:39</td><td class="column-11">00:01:13</td><td class="column-12">00:14:30</td></tr><tr class="row-45 odd"><td class="column-1">44</td><td class="column-2">John Dillon</td><td class="column-3">01:09:50</td><td class="column-4">20-24</td><td class="column-5">Male</td><td class="column-6">42</td><td class="column-7"></td><td class="column-8">00:12:56</td><td class="column-9">00:00:52</td><td class="column-10">00:40:27</td><td class="column-11">00:01:11</td><td class="column-12">00:14:21</td></tr><tr class="row-46 even"><td class="column-1">45</td><td class="column-2">Paul Cooney</td><td class="column-3">01:10:05</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">43</td><td class="column-7"></td><td class="column-8">00:12:33</td><td class="column-9">00:01:26</td><td class="column-10">00:40:31</td><td class="column-11">00:01:27</td><td class="column-12">00:14:07</td></tr><tr class="row-47 odd"><td class="column-1">46</td><td class="column-2">Clyde Gaffney</td><td class="column-3">01:10:07</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">44</td><td class="column-7"></td><td class="column-8">00:13:28</td><td class="column-9">00:01:11</td><td class="column-10">00:39:30</td><td class="column-11">00:01:06</td><td class="column-12">00:14:49</td></tr><tr class="row-48 even"><td class="column-1">47</td><td class="column-2">Barry Kerr</td><td class="column-3">01:10:16</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">45</td><td class="column-7">Sligo Tri Club</td><td class="column-8">00:13:35</td><td class="column-9">00:01:07</td><td class="column-10">00:38:53</td><td class="column-11">00:01:00</td><td class="column-12">00:15:39</td></tr><tr class="row-49 odd"><td class="column-1">48</td><td class="column-2">Patrick O'neill</td><td class="column-3">01:10:19</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">46</td><td class="column-7">Lanesboro</td><td class="column-8">00:14:04</td><td class="column-9">00:00:57</td><td class="column-10">00:38:29</td><td class="column-11">00:01:10</td><td class="column-12">00:15:36</td></tr><tr class="row-50 even"><td class="column-1">49</td><td class="column-2">Robert Jennings</td><td class="column-3">01:10:26</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">47</td><td class="column-7"></td><td class="column-8">00:13:39</td><td class="column-9">00:01:21</td><td class="column-10">00:37:35</td><td class="column-11">00:01:38</td><td class="column-12">00:16:11</td></tr><tr class="row-51 odd"><td class="column-1">50</td><td class="column-2">Michael Stafford</td><td class="column-3">01:10:27</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">48</td><td class="column-7"></td><td class="column-8">00:12:59</td><td class="column-9">00:01:16</td><td class="column-10">00:40:24</td><td class="column-11">00:01:26</td><td class="column-12">00:14:19</td></tr><tr class="row-52 even"><td class="column-1">51</td><td class="column-2">Denise Molloy</td><td class="column-3">01:10:32</td><td class="column-4">35-39</td><td class="column-5">Female</td><td class="column-6">3</td><td class="column-7"></td><td class="column-8">00:13:05</td><td class="column-9">00:01:17</td><td class="column-10">00:38:20</td><td class="column-11">00:01:34</td><td class="column-12">00:16:12</td></tr><tr class="row-53 odd"><td class="column-1">52</td><td class="column-2">Adrian Kildea</td><td class="column-3">01:10:41</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">49</td><td class="column-7"></td><td class="column-8">00:12:18</td><td class="column-9">00:01:20</td><td class="column-10">00:41:58</td><td class="column-11">00:01:54</td><td class="column-12">00:13:08</td></tr><tr class="row-54 even"><td class="column-1">53</td><td class="column-2">Kenneth Mcmanamon</td><td class="column-3">01:10:55</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">50</td><td class="column-7">NONE</td><td class="column-8">00:13:21</td><td class="column-9">00:01:08</td><td class="column-10">00:39:40</td><td class="column-11">00:01:14</td><td class="column-12">00:15:29</td></tr><tr class="row-55 odd"><td class="column-1">54</td><td class="column-2">Eimear Fitzmaurice</td><td class="column-3">01:11:00</td><td class="column-4">25-29</td><td class="column-5">Female</td><td class="column-6">4</td><td class="column-7">BELPARK</td><td class="column-8">00:13:14</td><td class="column-9">00:01:10</td><td class="column-10">00:41:20</td><td class="column-11">00:00:58</td><td class="column-12">00:14:16</td></tr><tr class="row-56 even"><td class="column-1">55</td><td class="column-2">Ciaran Ryan</td><td class="column-3">01:11:05</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">51</td><td class="column-7">Tri-Planet</td><td class="column-8">00:13:05</td><td class="column-9">00:01:00</td><td class="column-10">00:41:03</td><td class="column-11">00:00:58</td><td class="column-12">00:14:56</td></tr><tr class="row-57 odd"><td class="column-1">56</td><td class="column-2">Paula Murray</td><td class="column-3">01:11:12</td><td class="column-4">40-44</td><td class="column-5">Female</td><td class="column-6">5</td><td class="column-7">Midland Triathlon Club</td><td class="column-8">00:13:32</td><td class="column-9">00:01:09</td><td class="column-10">00:40:17</td><td class="column-11">00:01:23</td><td class="column-12">00:14:49</td></tr><tr class="row-58 even"><td class="column-1">57</td><td class="column-2">Keith Galbraith</td><td class="column-3">01:11:28</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">52</td><td class="column-7"></td><td class="column-8">00:13:19</td><td class="column-9">00:01:00</td><td class="column-10">00:41:16</td><td class="column-11">00:01:13</td><td class="column-12">00:14:38</td></tr><tr class="row-59 odd"><td class="column-1">58</td><td class="column-2">John Sourke</td><td class="column-3">01:11:33</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">53</td><td class="column-7"></td><td class="column-8">00:12:43</td><td class="column-9">00:01:24</td><td class="column-10">00:41:04</td><td class="column-11">00:01:39</td><td class="column-12">00:14:40</td></tr><tr class="row-60 even"><td class="column-1">59</td><td class="column-2">Cian Mac Ginley</td><td class="column-3">01:11:48</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">54</td><td class="column-7"></td><td class="column-8">00:13:09</td><td class="column-9">00:01:39</td><td class="column-10">00:40:14</td><td class="column-11">00:01:25</td><td class="column-12">00:15:19</td></tr><tr class="row-61 odd"><td class="column-1">60</td><td class="column-2">Ray Swan</td><td class="column-3">01:11:54</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">55</td><td class="column-7"></td><td class="column-8">00:13:01</td><td class="column-9">00:01:15</td><td class="column-10">00:41:43</td><td class="column-11">00:01:19</td><td class="column-12">00:14:34</td></tr><tr class="row-62 even"><td class="column-1">61</td><td class="column-2">Peter Cunniffe</td><td class="column-3">01:12:04</td><td class="column-4">unknown</td><td class="column-5">Male</td><td class="column-6">56</td><td class="column-7"></td><td class="column-8">00:14:03</td><td class="column-9">00:01:03</td><td class="column-10">00:40:49</td><td class="column-11">00:01:07</td><td class="column-12">00:15:00</td></tr><tr class="row-63 odd"><td class="column-1">62</td><td class="column-2">Stephen Hynes</td><td class="column-3">01:12:19</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">57</td><td class="column-7"></td><td class="column-8">00:14:10</td><td class="column-9">00:01:07</td><td class="column-10">00:39:02</td><td class="column-11">00:01:06</td><td class="column-12">00:15:52</td></tr><tr class="row-64 even"><td class="column-1">63</td><td class="column-2">Ultan Mac Mathuna</td><td class="column-3">01:12:20</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">58</td><td class="column-7"></td><td class="column-8">00:13:23</td><td class="column-9">00:01:15</td><td class="column-10">00:41:14</td><td class="column-11">00:01:24</td><td class="column-12">00:15:02</td></tr><tr class="row-65 odd"><td class="column-1">64</td><td class="column-2">Dave Goodall</td><td class="column-3">01:12:21</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">59</td><td class="column-7"></td><td class="column-8">00:12:15</td><td class="column-9">00:01:13</td><td class="column-10">00:44:06</td><td class="column-11">00:01:06</td><td class="column-12">00:13:38</td></tr><tr class="row-66 even"><td class="column-1">65</td><td class="column-2">Kealan Smith</td><td class="column-3">01:12:34</td><td class="column-4">20-24</td><td class="column-5">Male</td><td class="column-6">60</td><td class="column-7"></td><td class="column-8">00:13:12</td><td class="column-9">00:00:56</td><td class="column-10">00:40:45</td><td class="column-11">00:01:10</td><td class="column-12">00:16:29</td></tr><tr class="row-67 odd"><td class="column-1">66</td><td class="column-2">Francisco Franca</td><td class="column-3">01:12:43</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">61</td><td class="column-7"></td><td class="column-8">00:13:31</td><td class="column-9">00:01:20</td><td class="column-10">00:40:15</td><td class="column-11">00:01:26</td><td class="column-12">00:16:09</td></tr><tr class="row-68 even"><td class="column-1">67</td><td class="column-2">James Cribbin</td><td class="column-3">01:12:48</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">62</td><td class="column-7">midland tri</td><td class="column-8">00:14:07</td><td class="column-9">00:00:59</td><td class="column-10">00:38:49</td><td class="column-11">00:01:13</td><td class="column-12">00:17:38</td></tr><tr class="row-69 odd"><td class="column-1">68</td><td class="column-2">Javier Monedero</td><td class="column-3">01:13:04</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">63</td><td class="column-7"></td><td class="column-8">00:14:06</td><td class="column-9">00:01:48</td><td class="column-10">00:39:39</td><td class="column-11">00:01:50</td><td class="column-12">00:15:39</td></tr><tr class="row-70 even"><td class="column-1">69</td><td class="column-2">Brian Maher</td><td class="column-3">01:13:06</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">64</td><td class="column-7">Carlow</td><td class="column-8">00:13:27</td><td class="column-9">00:01:25</td><td class="column-10">00:41:06</td><td class="column-11">00:01:24</td><td class="column-12">00:15:41</td></tr><tr class="row-71 odd"><td class="column-1">70</td><td class="column-2">Brian O'connor</td><td class="column-3">01:13:17</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">65</td><td class="column-7"></td><td class="column-8">00:14:15</td><td class="column-9">00:01:14</td><td class="column-10">00:40:09</td><td class="column-11">00:01:31</td><td class="column-12">00:16:05</td></tr><tr class="row-72 even"><td class="column-1">71</td><td class="column-2">Ollie Millea</td><td class="column-3">01:13:20</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">66</td><td class="column-7">Kilkenny Triathlon Club</td><td class="column-8">00:14:50</td><td class="column-9">00:01:07</td><td class="column-10">00:41:32</td><td class="column-11">00:01:03</td><td class="column-12">00:14:45</td></tr><tr class="row-73 odd"><td class="column-1">72</td><td class="column-2">David Curtis</td><td class="column-3">01:13:25</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">67</td><td class="column-7"></td><td class="column-8">00:12:36</td><td class="column-9">00:00:56</td><td class="column-10">00:44:12</td><td class="column-11">00:00:57</td><td class="column-12">00:14:41</td></tr><tr class="row-74 even"><td class="column-1">73</td><td class="column-2">Enda Heery</td><td class="column-3">01:13:36</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">68</td><td class="column-7">NA</td><td class="column-8">00:13:36</td><td class="column-9">00:01:00</td><td class="column-10">00:41:37</td><td class="column-11">00:01:07</td><td class="column-12">00:16:12</td></tr><tr class="row-75 odd"><td class="column-1">74</td><td class="column-2">Finbarr Murray</td><td class="column-3">01:13:36</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">69</td><td class="column-7">Westport</td><td class="column-8">00:13:58</td><td class="column-9">00:00:55</td><td class="column-10">00:41:40</td><td class="column-11">00:01:04</td><td class="column-12">00:15:57</td></tr><tr class="row-76 even"><td class="column-1">75</td><td class="column-2">Gerard Doyle</td><td class="column-3">01:13:46</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">70</td><td class="column-7">Pulse</td><td class="column-8">00:13:35</td><td class="column-9">00:01:38</td><td class="column-10">00:40:30</td><td class="column-11">00:01:37</td><td class="column-12">00:16:22</td></tr><tr class="row-77 odd"><td class="column-1">76</td><td class="column-2">John Doyle</td><td class="column-3">01:13:51</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">71</td><td class="column-7">Trim AC</td><td class="column-8">00:12:30</td><td class="column-9">00:01:33</td><td class="column-10">00:44:11</td><td class="column-11">00:01:45</td><td class="column-12">00:13:50</td></tr><tr class="row-78 even"><td class="column-1">77</td><td class="column-2">Niall Nolan</td><td class="column-3">01:14:14</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">72</td><td class="column-7">Longford Tri Club</td><td class="column-8">00:13:37</td><td class="column-9">00:01:12</td><td class="column-10">00:41:04</td><td class="column-11">00:01:17</td><td class="column-12">00:17:01</td></tr><tr class="row-79 odd"><td class="column-1">78</td><td class="column-2">Alan Ludlow</td><td class="column-3">01:14:26</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">73</td><td class="column-7">tri an mhi</td><td class="column-8">00:14:49</td><td class="column-9">00:01:22</td><td class="column-10">00:40:09</td><td class="column-11">00:01:29</td><td class="column-12">00:16:34</td></tr><tr class="row-80 even"><td class="column-1">79</td><td class="column-2">Eamon Mcfhionnlaoich</td><td class="column-3">01:14:41</td><td class="column-4">45-49</td><td class="column-5">Male</td><td class="column-6">74</td><td class="column-7">Pulse Triathlon Club</td><td class="column-8">00:14:45</td><td class="column-9">00:01:01</td><td class="column-10">00:41:04</td><td class="column-11">00:01:03</td><td class="column-12">00:16:45</td></tr><tr class="row-81 odd"><td class="column-1">80</td><td class="column-2">Feargal Mcdonnell</td><td class="column-3">01:14:42</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">75</td><td class="column-7"></td><td class="column-8">00:14:31</td><td class="column-9">00:01:28</td><td class="column-10">00:42:20</td><td class="column-11">00:01:19</td><td class="column-12">00:15:02</td></tr><tr class="row-82 even"><td class="column-1">81</td><td class="column-2">Myles Dolan</td><td class="column-3">01:14:48</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">76</td><td class="column-7"></td><td class="column-8">00:12:47</td><td class="column-9">00:01:45</td><td class="column-10">00:42:25</td><td class="column-11">00:02:51</td><td class="column-12">00:14:57</td></tr><tr class="row-83 odd"><td class="column-1">82</td><td class="column-2">Stephen Naughton</td><td class="column-3">01:14:53</td><td class="column-4">45-49</td><td class="column-5">Male</td><td class="column-6">77</td><td class="column-7">midland tri</td><td class="column-8">00:12:51</td><td class="column-9">00:01:06</td><td class="column-10">00:44:55</td><td class="column-11">00:01:18</td><td class="column-12">00:14:40</td></tr><tr class="row-84 even"><td class="column-1">83</td><td class="column-2">Felipe Victorio</td><td class="column-3">01:14:57</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">78</td><td class="column-7">Pulse Triathlon</td><td class="column-8">00:12:11</td><td class="column-9">00:01:13</td><td class="column-10">00:46:42</td><td class="column-11">00:01:06</td><td class="column-12">00:13:42</td></tr><tr class="row-85 odd"><td class="column-1">84</td><td class="column-2">John Fallon</td><td class="column-3">01:14:58</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">79</td><td class="column-7">N/A</td><td class="column-8">00:13:49</td><td class="column-9">00:01:15</td><td class="column-10">00:42:33</td><td class="column-11">00:01:09</td><td class="column-12">00:16:10</td></tr><tr class="row-86 even"><td class="column-1">85</td><td class="column-2">Gavin Fraser</td><td class="column-3">01:15:02</td><td class="column-4">45-49</td><td class="column-5">Male</td><td class="column-6">80</td><td class="column-7">tricw</td><td class="column-8">00:14:11</td><td class="column-9">00:01:01</td><td class="column-10">00:40:30</td><td class="column-11">00:01:24</td><td class="column-12">00:16:53</td></tr><tr class="row-87 odd"><td class="column-1">86</td><td class="column-2">Rory Morrissey</td><td class="column-3">01:15:15</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">81</td><td class="column-7"></td><td class="column-8">00:13:29</td><td class="column-9">00:01:47</td><td class="column-10">00:44:01</td><td class="column-11">00:01:34</td><td class="column-12">00:14:21</td></tr><tr class="row-88 even"><td class="column-1">87</td><td class="column-2">David Mulcahy</td><td class="column-3">01:15:20</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">82</td><td class="column-7">Naas Tri</td><td class="column-8">00:13:50</td><td class="column-9">00:00:56</td><td class="column-10">00:42:38</td><td class="column-11">00:01:12</td><td class="column-12">00:16:41</td></tr><tr class="row-89 odd"><td class="column-1">88</td><td class="column-2">Michael M</td><td class="column-3">01:15:37</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">83</td><td class="column-7"></td><td class="column-8">00:15:29</td><td class="column-9">00:01:24</td><td class="column-10">00:40:24</td><td class="column-11">00:01:22</td><td class="column-12">00:16:55</td></tr><tr class="row-90 even"><td class="column-1">89</td><td class="column-2">Niall Power</td><td class="column-3">01:15:42</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">84</td><td class="column-7">saggart triathlon club</td><td class="column-8">00:15:01</td><td class="column-9">00:01:13</td><td class="column-10">00:41:07</td><td class="column-11">00:01:22</td><td class="column-12">00:16:57</td></tr><tr class="row-91 odd"><td class="column-1">90</td><td class="column-2">Ciaran Sherlock</td><td class="column-3">01:15:43</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">85</td><td class="column-7"></td><td class="column-8">00:14:54</td><td class="column-9">00:01:25</td><td class="column-10">00:41:04</td><td class="column-11">00:01:21</td><td class="column-12">00:16:57</td></tr><tr class="row-92 even"><td class="column-1">91</td><td class="column-2">Noel Kavanagh</td><td class="column-3">01:15:45</td><td class="column-4">55-59</td><td class="column-5">Male</td><td class="column-6">86</td><td class="column-7"></td><td class="column-8">00:13:54</td><td class="column-9">00:00:57</td><td class="column-10">00:44:04</td><td class="column-11">00:01:09</td><td class="column-12">00:15:38</td></tr><tr class="row-93 odd"><td class="column-1">92</td><td class="column-2">Raymond Caulfield</td><td class="column-3">01:16:01</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">87</td><td class="column-7">Tinahely Tri club</td><td class="column-8">00:13:30</td><td class="column-9">00:01:01</td><td class="column-10">00:44:59</td><td class="column-11">00:00:58</td><td class="column-12">00:15:30</td></tr><tr class="row-94 even"><td class="column-1">93</td><td class="column-2">Gerard O'rourke</td><td class="column-3">01:16:10</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">88</td><td class="column-7"></td><td class="column-8">00:14:43</td><td class="column-9">00:01:34</td><td class="column-10">00:42:04</td><td class="column-11">00:01:24</td><td class="column-12">00:16:22</td></tr><tr class="row-95 odd"><td class="column-1">94</td><td class="column-2">Wesley Monaghan</td><td class="column-3">01:16:22</td><td class="column-4">unknown</td><td class="column-5">Male</td><td class="column-6">89</td><td class="column-7"></td><td class="column-8">00:13:25</td><td class="column-9">00:01:20</td><td class="column-10">00:43:32</td><td class="column-11">00:01:30</td><td class="column-12">00:16:33</td></tr><tr class="row-96 even"><td class="column-1">95</td><td class="column-2">John Monaghan</td><td class="column-3">01:16:25</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">90</td><td class="column-7">kilkenny tri club</td><td class="column-8">00:14:39</td><td class="column-9">00:01:27</td><td class="column-10">00:42:22</td><td class="column-11">00:01:53</td><td class="column-12">00:15:02</td></tr><tr class="row-97 odd"><td class="column-1">96</td><td class="column-2">Claire Devitt</td><td class="column-3">01:16:45</td><td class="column-4">25-29</td><td class="column-5">Female</td><td class="column-6">6</td><td class="column-7">Tipp Wheelers</td><td class="column-8">00:14:46</td><td class="column-9">00:01:16</td><td class="column-10">00:43:33</td><td class="column-11">00:01:14</td><td class="column-12">00:15:53</td></tr><tr class="row-98 even"><td class="column-1">97</td><td class="column-2">Philip Casey</td><td class="column-3">01:17:08</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">91</td><td class="column-7"></td><td class="column-8">00:13:49</td><td class="column-9">00:01:27</td><td class="column-10">00:43:13</td><td class="column-11">00:01:46</td><td class="column-12">00:16:51</td></tr><tr class="row-99 odd"><td class="column-1">98</td><td class="column-2">Daragh O'connor</td><td class="column-3">01:17:18</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">92</td><td class="column-7"></td><td class="column-8">00:13:58</td><td class="column-9">00:01:07</td><td class="column-10">00:43:57</td><td class="column-11">00:01:43</td><td class="column-12">00:16:30</td></tr><tr class="row-100 even"><td class="column-1">99</td><td class="column-2">Damien Kelly</td><td class="column-3">01:17:22</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">93</td><td class="column-7"></td><td class="column-8">00:12:36</td><td class="column-9">00:01:23</td><td class="column-10">00:45:54</td><td class="column-11">00:01:10</td><td class="column-12">00:15:17</td></tr><tr class="row-101 odd"><td class="column-1">100</td><td class="column-2">Joeseph Doyle</td><td class="column-3">01:17:42</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">94</td><td class="column-7"></td><td class="column-8">00:13:33</td><td class="column-9">00:01:34</td><td class="column-10">00:44:20</td><td class="column-11">00:01:59</td><td class="column-12">00:16:14</td></tr><tr class="row-102 even"><td class="column-1">101</td><td class="column-2">Padric Brennan</td><td class="column-3">01:17:46</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">95</td><td class="column-7"></td><td class="column-8">00:13:14</td><td class="column-9">00:01:20</td><td class="column-10">00:45:54</td><td class="column-11">00:01:16</td><td class="column-12">00:15:59</td></tr><tr class="row-103 odd"><td class="column-1">102</td><td class="column-2">David Wilkes</td><td class="column-3">01:17:58</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">96</td><td class="column-7">trilogy</td><td class="column-8">00:14:14</td><td class="column-9">00:01:32</td><td class="column-10">00:45:05</td><td class="column-11">00:01:28</td><td class="column-12">00:15:36</td></tr><tr class="row-104 even"><td class="column-1">103</td><td class="column-2">Joey Byrne</td><td class="column-3">01:18:04</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">97</td><td class="column-7"></td><td class="column-8">00:14:01</td><td class="column-9">00:01:19</td><td class="column-10">00:47:04</td><td class="column-11">00:01:05</td><td class="column-12">00:14:31</td></tr><tr class="row-105 odd"><td class="column-1">104</td><td class="column-2">Michael Burns</td><td class="column-3">01:18:05</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">98</td><td class="column-7"></td><td class="column-8">00:14:00</td><td class="column-9">00:01:09</td><td class="column-10">00:45:38</td><td class="column-11">00:01:12</td><td class="column-12">00:16:03</td></tr><tr class="row-106 even"><td class="column-1">105</td><td class="column-2">Niall O Donohue</td><td class="column-3">01:18:18</td><td class="column-4">45-49</td><td class="column-5">Male</td><td class="column-6">99</td><td class="column-7">Lanesboro Triathlon Club</td><td class="column-8">00:15:24</td><td class="column-9">00:01:18</td><td class="column-10">00:41:44</td><td class="column-11">00:01:45</td><td class="column-12">00:18:04</td></tr><tr class="row-107 odd"><td class="column-1">106</td><td class="column-2">Gary Doyle</td><td class="column-3">01:18:36</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">100</td><td class="column-7"></td><td class="column-8">00:13:34</td><td class="column-9">00:01:41</td><td class="column-10">00:44:14</td><td class="column-11">00:01:36</td><td class="column-12">00:17:29</td></tr><tr class="row-108 even"><td class="column-1">107</td><td class="column-2">Irene Henebry</td><td class="column-3">01:18:58</td><td class="column-4">45-49</td><td class="column-5">Female</td><td class="column-6">7</td><td class="column-7"></td><td class="column-8">00:14:20</td><td class="column-9">00:01:04</td><td class="column-10">00:46:28</td><td class="column-11">00:01:06</td><td class="column-12">00:15:58</td></tr><tr class="row-109 odd"><td class="column-1">108</td><td class="column-2">John O'connor</td><td class="column-3">01:19:00</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">101</td><td class="column-7"></td><td class="column-8">00:14:46</td><td class="column-9">00:01:23</td><td class="column-10">00:42:50</td><td class="column-11">00:01:37</td><td class="column-12">00:18:22</td></tr><tr class="row-110 even"><td class="column-1">109</td><td class="column-2">Aidan Gallagher</td><td class="column-3">01:19:04</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">102</td><td class="column-7"></td><td class="column-8">00:14:21</td><td class="column-9">00:01:34</td><td class="column-10">00:44:28</td><td class="column-11">00:01:30</td><td class="column-12">00:17:09</td></tr><tr class="row-111 odd"><td class="column-1">110</td><td class="column-2">Ronan Murphy</td><td class="column-3">01:19:16</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">103</td><td class="column-7"></td><td class="column-8">00:15:33</td><td class="column-9">00:01:28</td><td class="column-10">00:43:09</td><td class="column-11">00:01:33</td><td class="column-12">00:17:30</td></tr><tr class="row-112 even"><td class="column-1">111</td><td class="column-2">Kevin Cooney</td><td class="column-3">01:19:19</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">104</td><td class="column-7">NONE</td><td class="column-8">00:13:40</td><td class="column-9">00:01:14</td><td class="column-10">00:44:46</td><td class="column-11">00:01:27</td><td class="column-12">00:18:10</td></tr><tr class="row-113 odd"><td class="column-1">112</td><td class="column-2">Dean Savery</td><td class="column-3">01:19:19</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">105</td><td class="column-7"></td><td class="column-8">00:14:02</td><td class="column-9">00:01:07</td><td class="column-10">00:46:40</td><td class="column-11">00:01:13</td><td class="column-12">00:16:15</td></tr><tr class="row-114 even"><td class="column-1">113</td><td class="column-2">Niall Keever</td><td class="column-3">01:19:27</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">106</td><td class="column-7"></td><td class="column-8">00:13:55</td><td class="column-9">00:01:49</td><td class="column-10">00:44:43</td><td class="column-11">00:01:47</td><td class="column-12">00:17:09</td></tr><tr class="row-115 odd"><td class="column-1">114</td><td class="column-2">Alan Jacob</td><td class="column-3">01:19:54</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">107</td><td class="column-7"></td><td class="column-8">00:15:13</td><td class="column-9">00:01:40</td><td class="column-10">00:43:32</td><td class="column-11">00:01:52</td><td class="column-12">00:17:34</td></tr><tr class="row-116 even"><td class="column-1">115</td><td class="column-2">Peter Gerghty</td><td class="column-3">01:19:55</td><td class="column-4">45-49</td><td class="column-5">Male</td><td class="column-6">108</td><td class="column-7">Tri-an Mhi</td><td class="column-8">00:15:22</td><td class="column-9">00:01:35</td><td class="column-10">00:44:10</td><td class="column-11">00:01:56</td><td class="column-12">00:16:49</td></tr><tr class="row-117 odd"><td class="column-1">116</td><td class="column-2">Charles O'neill</td><td class="column-3">01:19:58</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">109</td><td class="column-7">NONE</td><td class="column-8">00:14:29</td><td class="column-9">00:01:18</td><td class="column-10">00:43:44</td><td class="column-11">00:01:49</td><td class="column-12">00:18:35</td></tr><tr class="row-118 even"><td class="column-1">117</td><td class="column-2">Killian Forde</td><td class="column-3">01:20:07</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">110</td><td class="column-7">NONE</td><td class="column-8">00:15:17</td><td class="column-9">00:02:15</td><td class="column-10">00:40:48</td><td class="column-11">00:02:33</td><td class="column-12">00:19:11</td></tr><tr class="row-119 odd"><td class="column-1">118</td><td class="column-2">Martin Gilligan</td><td class="column-3">01:20:10</td><td class="column-4">50-54</td><td class="column-5">Male</td><td class="column-6">111</td><td class="column-7"></td><td class="column-8">00:14:13</td><td class="column-9">00:02:02</td><td class="column-10">00:46:32</td><td class="column-11">00:01:58</td><td class="column-12">00:15:22</td></tr><tr class="row-120 even"><td class="column-1">119</td><td class="column-2">Juliana Andia</td><td class="column-3">01:20:14</td><td class="column-4">25-29</td><td class="column-5">Female</td><td class="column-6">8</td><td class="column-7">Pulse Triathlon</td><td class="column-8">00:15:09</td><td class="column-9">00:01:46</td><td class="column-10">00:44:30</td><td class="column-11">00:01:35</td><td class="column-12">00:17:12</td></tr><tr class="row-121 odd"><td class="column-1">120</td><td class="column-2">Suzanne Scanlan</td><td class="column-3">01:20:25</td><td class="column-4">25-29</td><td class="column-5">Female</td><td class="column-6">9</td><td class="column-7"></td><td class="column-8">00:14:57</td><td class="column-9">00:01:15</td><td class="column-10">00:46:28</td><td class="column-11">00:01:25</td><td class="column-12">00:16:17</td></tr><tr class="row-122 even"><td class="column-1">121</td><td class="column-2">Raymond Mitchel</td><td class="column-3">01:20:31</td><td class="column-4">unknown</td><td class="column-5">Male</td><td class="column-6">112</td><td class="column-7"></td><td class="column-8">00:14:11</td><td class="column-9">00:02:24</td><td class="column-10">00:46:02</td><td class="column-11">00:01:55</td><td class="column-12">00:15:55</td></tr><tr class="row-123 odd"><td class="column-1">122</td><td class="column-2">Nessan Geary</td><td class="column-3">01:20:42</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">113</td><td class="column-7"></td><td class="column-8">00:14:01</td><td class="column-9">00:01:56</td><td class="column-10">00:46:30</td><td class="column-11">00:01:31</td><td class="column-12">00:16:42</td></tr><tr class="row-124 even"><td class="column-1">123</td><td class="column-2">Philip Brady</td><td class="column-3">01:20:47</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">114</td><td class="column-7"></td><td class="column-8">00:13:47</td><td class="column-9">00:00:59</td><td class="column-10">00:46:03</td><td class="column-11">00:01:08</td><td class="column-12">00:18:47</td></tr><tr class="row-125 odd"><td class="column-1">124</td><td class="column-2">Martina Byrnes</td><td class="column-3">01:20:53</td><td class="column-4">45-49</td><td class="column-5">Female</td><td class="column-6">10</td><td class="column-7">Tipperary wheelers and triathlon club</td><td class="column-8">00:16:10</td><td class="column-9">00:01:36</td><td class="column-10">00:42:38</td><td class="column-11">00:01:35</td><td class="column-12">00:18:50</td></tr><tr class="row-126 even"><td class="column-1">125</td><td class="column-2">Terence Obrien</td><td class="column-3">01:20:55</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">115</td><td class="column-7"></td><td class="column-8">00:15:30</td><td class="column-9">00:01:57</td><td class="column-10">00:43:53</td><td class="column-11">00:01:52</td><td class="column-12">00:17:41</td></tr><tr class="row-127 odd"><td class="column-1">126</td><td class="column-2">Patrick Murphy</td><td class="column-3">01:21:10</td><td class="column-4">unknown</td><td class="column-5">Male</td><td class="column-6">116</td><td class="column-7"></td><td class="column-8">00:16:05</td><td class="column-9">00:01:38</td><td class="column-10">00:46:53</td><td class="column-11">00:01:32</td><td class="column-12">00:14:59</td></tr><tr class="row-128 even"><td class="column-1">127</td><td class="column-2">Tony Keegan</td><td class="column-3">01:21:17</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">117</td><td class="column-7">midland tri</td><td class="column-8">00:14:47</td><td class="column-9">00:02:04</td><td class="column-10">00:45:49</td><td class="column-11">00:01:50</td><td class="column-12">00:16:43</td></tr><tr class="row-129 odd"><td class="column-1">128</td><td class="column-2">John Byrne</td><td class="column-3">01:21:19</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">118</td><td class="column-7"></td><td class="column-8">00:15:38</td><td class="column-9">00:02:00</td><td class="column-10">00:42:54</td><td class="column-11">00:02:45</td><td class="column-12">00:17:59</td></tr><tr class="row-130 even"><td class="column-1">129</td><td class="column-2">Emerson Vegiga</td><td class="column-3">01:21:19</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">119</td><td class="column-7"></td><td class="column-8">00:15:03</td><td class="column-9">00:01:47</td><td class="column-10">00:46:31</td><td class="column-11">00:01:32</td><td class="column-12">00:16:23</td></tr><tr class="row-131 odd"><td class="column-1">130</td><td class="column-2">Michael Butler</td><td class="column-3">01:21:32</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">120</td><td class="column-7"></td><td class="column-8">00:14:40</td><td class="column-9">00:01:50</td><td class="column-10">00:46:13</td><td class="column-11">00:02:05</td><td class="column-12">00:16:41</td></tr><tr class="row-132 even"><td class="column-1">131</td><td class="column-2">Liam Gibbons</td><td class="column-3">01:21:32</td><td class="column-4">45-49</td><td class="column-5">Male</td><td class="column-6">121</td><td class="column-7"></td><td class="column-8">00:14:40</td><td class="column-9">00:01:52</td><td class="column-10">00:46:24</td><td class="column-11">00:01:54</td><td class="column-12">00:16:40</td></tr><tr class="row-133 odd"><td class="column-1">132</td><td class="column-2">John Corcoran</td><td class="column-3">01:21:35</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">122</td><td class="column-7">Midland Triathlon</td><td class="column-8">00:15:10</td><td class="column-9">00:01:31</td><td class="column-10">00:45:52</td><td class="column-11">00:01:21</td><td class="column-12">00:17:37</td></tr><tr class="row-134 even"><td class="column-1">133</td><td class="column-2">Nigel Elliott</td><td class="column-3">01:21:37</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">123</td><td class="column-7"></td><td class="column-8">00:16:33</td><td class="column-9">00:01:41</td><td class="column-10">00:45:22</td><td class="column-11">00:01:54</td><td class="column-12">00:16:04</td></tr><tr class="row-135 odd"><td class="column-1">134</td><td class="column-2">John Rogers</td><td class="column-3">01:21:46</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">124</td><td class="column-7"></td><td class="column-8">00:16:30</td><td class="column-9">00:01:32</td><td class="column-10">00:44:15</td><td class="column-11">00:01:42</td><td class="column-12">00:17:43</td></tr><tr class="row-136 even"><td class="column-1">135</td><td class="column-2">Lisa Walsh</td><td class="column-3">01:21:48</td><td class="column-4">30-34</td><td class="column-5">Female</td><td class="column-6">11</td><td class="column-7"></td><td class="column-8">00:15:14</td><td class="column-9">00:01:15</td><td class="column-10">00:46:45</td><td class="column-11">00:01:13</td><td class="column-12">00:17:18</td></tr><tr class="row-137 odd"><td class="column-1">136</td><td class="column-2">Thomas O' Rourke</td><td class="column-3">01:21:59</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">125</td><td class="column-7"></td><td class="column-8">00:15:25</td><td class="column-9">00:01:45</td><td class="column-10">00:46:24</td><td class="column-11">00:01:11</td><td class="column-12">00:17:12</td></tr><tr class="row-138 even"><td class="column-1">137</td><td class="column-2">Claus Jensen</td><td class="column-3">01:22:04</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">126</td><td class="column-7"></td><td class="column-8">00:15:09</td><td class="column-9">00:01:42</td><td class="column-10">00:46:22</td><td class="column-11">00:01:16</td><td class="column-12">00:17:33</td></tr><tr class="row-139 odd"><td class="column-1">138</td><td class="column-2">Stephen Lee</td><td class="column-3">01:22:05</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">127</td><td class="column-7"></td><td class="column-8">00:15:05</td><td class="column-9">00:00:58</td><td class="column-10">00:48:02</td><td class="column-11">00:01:08</td><td class="column-12">00:16:49</td></tr><tr class="row-140 even"><td class="column-1">139</td><td class="column-2">Cathal Casey</td><td class="column-3">01:22:07</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">128</td><td class="column-7"></td><td class="column-8">00:14:41</td><td class="column-9">00:01:29</td><td class="column-10">00:46:33</td><td class="column-11">00:01:46</td><td class="column-12">00:17:34</td></tr><tr class="row-141 odd"><td class="column-1">140</td><td class="column-2">Simon Ward</td><td class="column-3">01:22:08</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">129</td><td class="column-7"></td><td class="column-8">00:15:38</td><td class="column-9">00:02:05</td><td class="column-10">00:42:51</td><td class="column-11">00:02:44</td><td class="column-12">00:18:48</td></tr><tr class="row-142 even"><td class="column-1">141</td><td class="column-2">Jimmy Mulhall</td><td class="column-3">01:22:21</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">130</td><td class="column-7">Tinahely</td><td class="column-8">00:13:28</td><td class="column-9">00:01:28</td><td class="column-10">00:49:14</td><td class="column-11">00:01:18</td><td class="column-12">00:16:50</td></tr><tr class="row-143 odd"><td class="column-1">142</td><td class="column-2">David Hawcroft</td><td class="column-3">01:22:55</td><td class="column-4">65-69</td><td class="column-5">Male</td><td class="column-6">131</td><td class="column-7">tri an mhi</td><td class="column-8">00:14:32</td><td class="column-9">00:01:46</td><td class="column-10">00:48:29</td><td class="column-11">00:01:30</td><td class="column-12">00:16:35</td></tr><tr class="row-144 even"><td class="column-1">143</td><td class="column-2">Paul Morrissey</td><td class="column-3">01:22:56</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">132</td><td class="column-7"></td><td class="column-8">00:14:48</td><td class="column-9">00:01:12</td><td class="column-10">00:47:39</td><td class="column-11">00:01:27</td><td class="column-12">00:17:47</td></tr><tr class="row-145 odd"><td class="column-1">144</td><td class="column-2">James O'rourke</td><td class="column-3">01:23:00</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">133</td><td class="column-7">N/A</td><td class="column-8">00:15:25</td><td class="column-9">00:01:48</td><td class="column-10">00:46:16</td><td class="column-11">00:01:18</td><td class="column-12">00:18:12</td></tr><tr class="row-146 even"><td class="column-1">145</td><td class="column-2">Kevin Carroll</td><td class="column-3">01:23:20</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">134</td><td class="column-7"></td><td class="column-8">00:16:22</td><td class="column-9">00:01:13</td><td class="column-10">00:44:49</td><td class="column-11">00:01:26</td><td class="column-12">00:19:28</td></tr><tr class="row-147 odd"><td class="column-1">146</td><td class="column-2">Lavrene O Tool</td><td class="column-3">01:23:20</td><td class="column-4">unknown</td><td class="column-5">Female</td><td class="column-6">12</td><td class="column-7"></td><td class="column-8">00:15:47</td><td class="column-9">00:01:54</td><td class="column-10">00:43:06</td><td class="column-11">00:01:38</td><td class="column-12">00:20:53</td></tr><tr class="row-148 even"><td class="column-1">147</td><td class="column-2">Clement Herron</td><td class="column-3">01:23:34</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">135</td><td class="column-7">Clane wannabes</td><td class="column-8">00:14:00</td><td class="column-9">00:01:43</td><td class="column-10">00:49:16</td><td class="column-11">00:01:42</td><td class="column-12">00:16:50</td></tr><tr class="row-149 odd"><td class="column-1">148</td><td class="column-2">Peter Moran</td><td class="column-3">01:23:34</td><td class="column-4">45-49</td><td class="column-5">Male</td><td class="column-6">136</td><td class="column-7">Naas Triathlon Club</td><td class="column-8">00:16:20</td><td class="column-9">00:02:38</td><td class="column-10">00:43:53</td><td class="column-11">00:03:10</td><td class="column-12">00:17:29</td></tr><tr class="row-150 even"><td class="column-1">149</td><td class="column-2">Matthew Mcclosky</td><td class="column-3">01:23:35</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">137</td><td class="column-7"></td><td class="column-8">00:15:20</td><td class="column-9">00:01:51</td><td class="column-10">00:45:59</td><td class="column-11">00:01:35</td><td class="column-12">00:18:48</td></tr><tr class="row-151 odd"><td class="column-1">150</td><td class="column-2">John Acton</td><td class="column-3">01:23:50</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">138</td><td class="column-7">NA</td><td class="column-8">00:14:09</td><td class="column-9">00:01:46</td><td class="column-10">00:47:05</td><td class="column-11">00:02:34</td><td class="column-12">00:18:13</td></tr><tr class="row-152 even"><td class="column-1">151</td><td class="column-2">Barry O Mahoney</td><td class="column-3">01:23:58</td><td class="column-4">unknown</td><td class="column-5">Male</td><td class="column-6">139</td><td class="column-7"></td><td class="column-8">00:15:20</td><td class="column-9">00:01:12</td><td class="column-10">00:49:11</td><td class="column-11">00:01:28</td><td class="column-12">00:16:44</td></tr><tr class="row-153 odd"><td class="column-1">152</td><td class="column-2">Brendan Kerrigan</td><td class="column-3">01:24:13</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">140</td><td class="column-7"></td><td class="column-8">00:15:05</td><td class="column-9">00:01:16</td><td class="column-10">00:47:02</td><td class="column-11">00:01:24</td><td class="column-12">00:19:23</td></tr><tr class="row-154 even"><td class="column-1">153</td><td class="column-2">Paul Byrne</td><td class="column-3">01:24:16</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">141</td><td class="column-7"></td><td class="column-8">00:16:06</td><td class="column-9">00:02:25</td><td class="column-10">00:43:33</td><td class="column-11">00:03:35</td><td class="column-12">00:18:35</td></tr><tr class="row-155 odd"><td class="column-1">154</td><td class="column-2">Muirna Walsh</td><td class="column-3">01:24:24</td><td class="column-4">35-39</td><td class="column-5">Female</td><td class="column-6">13</td><td class="column-7"></td><td class="column-8">00:15:54</td><td class="column-9">00:01:46</td><td class="column-10">00:45:45</td><td class="column-11">00:02:22</td><td class="column-12">00:18:34</td></tr><tr class="row-156 even"><td class="column-1">155</td><td class="column-2">Katherine Howard</td><td class="column-3">01:24:37</td><td class="column-4">25-29</td><td class="column-5">Female</td><td class="column-6">14</td><td class="column-7"></td><td class="column-8">00:15:45</td><td class="column-9">00:01:15</td><td class="column-10">00:48:55</td><td class="column-11">00:01:09</td><td class="column-12">00:17:30</td></tr><tr class="row-157 odd"><td class="column-1">156</td><td class="column-2">Rachel Lysaght</td><td class="column-3">01:24:37</td><td class="column-4">30-34</td><td class="column-5">Female</td><td class="column-6">15</td><td class="column-7"></td><td class="column-8">00:15:47</td><td class="column-9">00:01:27</td><td class="column-10">00:48:54</td><td class="column-11">00:01:19</td><td class="column-12">00:17:08</td></tr><tr class="row-158 even"><td class="column-1">157</td><td class="column-2">Davy Hemp</td><td class="column-3">01:25:01</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">142</td><td class="column-7"></td><td class="column-8">00:15:41</td><td class="column-9">00:02:16</td><td class="column-10">00:47:03</td><td class="column-11">00:01:18</td><td class="column-12">00:18:40</td></tr><tr class="row-159 odd"><td class="column-1">158</td><td class="column-2">Peter O Sullivan</td><td class="column-3">01:25:08</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">143</td><td class="column-7"></td><td class="column-8">00:16:06</td><td class="column-9">00:02:26</td><td class="column-10">00:44:40</td><td class="column-11">00:02:27</td><td class="column-12">00:19:26</td></tr><tr class="row-160 even"><td class="column-1">159</td><td class="column-2">Alan O`connor</td><td class="column-3">01:25:33</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">144</td><td class="column-7"></td><td class="column-8">00:16:55</td><td class="column-9">00:01:36</td><td class="column-10">00:46:44</td><td class="column-11">00:02:23</td><td class="column-12">00:17:53</td></tr><tr class="row-161 odd"><td class="column-1">160</td><td class="column-2">Tanya Levingstone</td><td class="column-3">01:25:36</td><td class="column-4">30-34</td><td class="column-5">Female</td><td class="column-6">16</td><td class="column-7"></td><td class="column-8">00:15:32</td><td class="column-9">00:01:27</td><td class="column-10">00:49:36</td><td class="column-11">00:01:14</td><td class="column-12">00:17:45</td></tr><tr class="row-162 even"><td class="column-1">161</td><td class="column-2">Martin Munnelly</td><td class="column-3">01:25:54</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">145</td><td class="column-7"></td><td class="column-8">00:17:26</td><td class="column-9">00:01:52</td><td class="column-10">00:45:05</td><td class="column-11">00:01:52</td><td class="column-12">00:19:36</td></tr><tr class="row-163 odd"><td class="column-1">162</td><td class="column-2">Edward Prunty</td><td class="column-3">01:25:56</td><td class="column-4">60-64</td><td class="column-5">Male</td><td class="column-6">146</td><td class="column-7">Longford Tri Club</td><td class="column-8">00:16:47</td><td class="column-9">00:01:13</td><td class="column-10">00:48:07</td><td class="column-11">00:01:31</td><td class="column-12">00:18:15</td></tr><tr class="row-164 even"><td class="column-1">163</td><td class="column-2">Stephen Barrett</td><td class="column-3">01:26:11</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">147</td><td class="column-7">NONE</td><td class="column-8">00:16:44</td><td class="column-9">00:01:50</td><td class="column-10">00:46:18</td><td class="column-11">00:01:39</td><td class="column-12">00:19:37</td></tr><tr class="row-165 odd"><td class="column-1">164</td><td class="column-2">Louise Mc Carra</td><td class="column-3">01:26:18</td><td class="column-4">25-29</td><td class="column-5">Female</td><td class="column-6">17</td><td class="column-7"></td><td class="column-8">00:15:55</td><td class="column-9">00:01:52</td><td class="column-10">00:46:17</td><td class="column-11">00:01:45</td><td class="column-12">00:20:26</td></tr><tr class="row-166 even"><td class="column-1">165</td><td class="column-2">John Farrelly</td><td class="column-3">01:26:27</td><td class="column-4">45-49</td><td class="column-5">Male</td><td class="column-6">148</td><td class="column-7"></td><td class="column-8">00:16:47</td><td class="column-9">00:01:58</td><td class="column-10">00:47:59</td><td class="column-11">00:01:39</td><td class="column-12">00:18:01</td></tr><tr class="row-167 odd"><td class="column-1">166</td><td class="column-2">Derek Jennings</td><td class="column-3">01:26:42</td><td class="column-4">50-54</td><td class="column-5">Male</td><td class="column-6">149</td><td class="column-7"></td><td class="column-8">00:18:33</td><td class="column-9">00:01:48</td><td class="column-10">00:43:52</td><td class="column-11">00:02:10</td><td class="column-12">00:20:17</td></tr><tr class="row-168 even"><td class="column-1">167</td><td class="column-2">Martin Gallagher</td><td class="column-3">01:27:00</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">150</td><td class="column-7"></td><td class="column-8">00:14:59</td><td class="column-9">00:01:38</td><td class="column-10">00:50:16</td><td class="column-11">00:02:16</td><td class="column-12">00:17:49</td></tr><tr class="row-169 odd"><td class="column-1">168</td><td class="column-2">Ronan Mullen</td><td class="column-3">01:27:06</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">151</td><td class="column-7">NONE</td><td class="column-8">00:15:45</td><td class="column-9">00:01:32</td><td class="column-10">00:49:03</td><td class="column-11">00:01:31</td><td class="column-12">00:19:13</td></tr><tr class="row-170 even"><td class="column-1">169</td><td class="column-2">Gavin Burke</td><td class="column-3">01:28:23</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">152</td><td class="column-7"></td><td class="column-8">00:16:05</td><td class="column-9">00:01:04</td><td class="column-10">00:52:03</td><td class="column-11">00:01:30</td><td class="column-12">00:17:38</td></tr><tr class="row-171 odd"><td class="column-1">170</td><td class="column-2">Sinead Conway</td><td class="column-3">01:28:26</td><td class="column-4">25-29</td><td class="column-5">Female</td><td class="column-6">18</td><td class="column-7"></td><td class="column-8">00:15:46</td><td class="column-9">00:01:05</td><td class="column-10">00:51:53</td><td class="column-11">00:01:15</td><td class="column-12">00:18:23</td></tr><tr class="row-172 even"><td class="column-1">171</td><td class="column-2">Teresa Mc Loughlin</td><td class="column-3">01:28:45</td><td class="column-4">45-49</td><td class="column-5">Female</td><td class="column-6">19</td><td class="column-7"></td><td class="column-8">00:15:23</td><td class="column-9">00:01:22</td><td class="column-10">00:52:17</td><td class="column-11">00:01:16</td><td class="column-12">00:18:25</td></tr><tr class="row-173 odd"><td class="column-1">172</td><td class="column-2">Aine Fitzpatrick</td><td class="column-3">01:28:55</td><td class="column-4">25-29</td><td class="column-5">Female</td><td class="column-6">20</td><td class="column-7"></td><td class="column-8">00:16:50</td><td class="column-9">00:01:46</td><td class="column-10">00:51:19</td><td class="column-11">00:01:11</td><td class="column-12">00:17:46</td></tr><tr class="row-174 even"><td class="column-1">173</td><td class="column-2">Michael Devlin</td><td class="column-3">01:28:58</td><td class="column-4">45-49</td><td class="column-5">Male</td><td class="column-6">153</td><td class="column-7">NONE</td><td class="column-8">00:15:18</td><td class="column-9">00:01:28</td><td class="column-10">00:48:27</td><td class="column-11">00:02:04</td><td class="column-12">00:21:38</td></tr><tr class="row-175 odd"><td class="column-1">174</td><td class="column-2">Sean Walsh</td><td class="column-3">01:29:13</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">154</td><td class="column-7">NONE</td><td class="column-8">00:15:31</td><td class="column-9">00:01:24</td><td class="column-10">00:52:38</td><td class="column-11">00:01:22</td><td class="column-12">00:18:14</td></tr><tr class="row-176 even"><td class="column-1">175</td><td class="column-2">Jacob Laursen</td><td class="column-3">01:29:18</td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6">155</td><td class="column-7">N/A</td><td class="column-8">00:16:54</td><td class="column-9">00:01:34</td><td class="column-10">00:47:10</td><td class="column-11">00:02:20</td><td class="column-12">00:21:17</td></tr><tr class="row-177 odd"><td class="column-1">176</td><td class="column-2">Emma Ryan</td><td class="column-3">01:29:26</td><td class="column-4">35-39</td><td class="column-5">Female</td><td class="column-6">21</td><td class="column-7"></td><td class="column-8">00:16:23</td><td class="column-9">00:01:25</td><td class="column-10">00:52:55</td><td class="column-11">00:01:10</td><td class="column-12">00:17:30</td></tr><tr class="row-178 even"><td class="column-1">177</td><td class="column-2">Ambrose Duggan</td><td class="column-3">01:29:30</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">156</td><td class="column-7"></td><td class="column-8">00:16:57</td><td class="column-9">00:01:17</td><td class="column-10">00:50:42</td><td class="column-11">00:01:16</td><td class="column-12">00:19:15</td></tr><tr class="row-179 odd"><td class="column-1">178</td><td class="column-2">Lisa Ryan</td><td class="column-3">01:29:37</td><td class="column-4">25-29</td><td class="column-5">Female</td><td class="column-6">22</td><td class="column-7"></td><td class="column-8">00:15:46</td><td class="column-9">00:01:08</td><td class="column-10">00:52:50</td><td class="column-11">00:01:11</td><td class="column-12">00:18:41</td></tr><tr class="row-180 even"><td class="column-1">179</td><td class="column-2">Marie Slattery</td><td class="column-3">01:30:18</td><td class="column-4">35-39</td><td class="column-5">Female</td><td class="column-6">23</td><td class="column-7">Kilkenny Triathlon Club</td><td class="column-8">00:16:13</td><td class="column-9">00:01:57</td><td class="column-10">00:51:25</td><td class="column-11">00:02:45</td><td class="column-12">00:17:54</td></tr><tr class="row-181 odd"><td class="column-1">180</td><td class="column-2">Aoife Donoghue</td><td class="column-3">01:31:04</td><td class="column-4">30-34</td><td class="column-5">Female</td><td class="column-6">24</td><td class="column-7"></td><td class="column-8">00:17:34</td><td class="column-9">00:01:26</td><td class="column-10">00:51:24</td><td class="column-11">00:01:31</td><td class="column-12">00:19:06</td></tr><tr class="row-182 even"><td class="column-1">181</td><td class="column-2">Dermot Fee</td><td class="column-3">01:32:01</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">157</td><td class="column-7">Waterford Triathlon Club</td><td class="column-8">00:16:17</td><td class="column-9">00:02:30</td><td class="column-10">00:52:36</td><td class="column-11">00:02:05</td><td class="column-12">00:18:30</td></tr><tr class="row-183 odd"><td class="column-1">182</td><td class="column-2">Stephanie Bergin</td><td class="column-3">01:32:04</td><td class="column-4">30-34</td><td class="column-5">Female</td><td class="column-6">25</td><td class="column-7"></td><td class="column-8">00:16:31</td><td class="column-9">00:01:41</td><td class="column-10">00:58:05</td><td class="column-11">00:01:58</td><td class="column-12">00:13:46</td></tr><tr class="row-184 even"><td class="column-1">183</td><td class="column-2">Martin Walsh</td><td class="column-3">01:32:05</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">158</td><td class="column-7">N/A</td><td class="column-8">00:17:24</td><td class="column-9">00:01:24</td><td class="column-10">00:50:44</td><td class="column-11">00:01:35</td><td class="column-12">00:20:56</td></tr><tr class="row-185 odd"><td class="column-1">184</td><td class="column-2">Philip Coghlan</td><td class="column-3">01:32:06</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">159</td><td class="column-7"></td><td class="column-8">00:17:25</td><td class="column-9">00:01:55</td><td class="column-10">00:48:41</td><td class="column-11">00:02:40</td><td class="column-12">00:21:24</td></tr><tr class="row-186 even"><td class="column-1">185</td><td class="column-2">George Browne</td><td class="column-3">01:32:06</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">160</td><td class="column-7"></td><td class="column-8">00:16:53</td><td class="column-9">00:03:17</td><td class="column-10">00:48:27</td><td class="column-11">00:02:31</td><td class="column-12">00:20:55</td></tr><tr class="row-187 odd"><td class="column-1">186</td><td class="column-2">Niamh Murray</td><td class="column-3">01:32:18</td><td class="column-4">35-39</td><td class="column-5">Female</td><td class="column-6">26</td><td class="column-7">-</td><td class="column-8">00:16:52</td><td class="column-9">00:01:37</td><td class="column-10">00:52:16</td><td class="column-11">00:01:18</td><td class="column-12">00:20:12</td></tr><tr class="row-188 even"><td class="column-1">187</td><td class="column-2">Martin Duggan</td><td class="column-3">01:32:48</td><td class="column-4">55-59</td><td class="column-5">Male</td><td class="column-6">161</td><td class="column-7"></td><td class="column-8">00:18:10</td><td class="column-9">00:02:03</td><td class="column-10">00:48:39</td><td class="column-11">00:02:20</td><td class="column-12">00:21:34</td></tr><tr class="row-189 odd"><td class="column-1">188</td><td class="column-2">Donal Houlihan</td><td class="column-3">01:34:21</td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6">162</td><td class="column-7"></td><td class="column-8">00:14:04</td><td class="column-9">00:01:15</td><td class="column-10">00:57:45</td><td class="column-11">00:01:25</td><td class="column-12">00:19:49</td></tr><tr class="row-190 even"><td class="column-1">189</td><td class="column-2">Orla Haughey</td><td class="column-3">01:34:25</td><td class="column-4">25-29</td><td class="column-5">Female</td><td class="column-6">27</td><td class="column-7">NA</td><td class="column-8">00:16:51</td><td class="column-9">00:01:54</td><td class="column-10">00:55:24</td><td class="column-11">00:01:25</td><td class="column-12">00:18:49</td></tr><tr class="row-191 odd"><td class="column-1">190</td><td class="column-2">Maria Finnegan</td><td class="column-3">01:34:39</td><td class="column-4">30-34</td><td class="column-5">Female</td><td class="column-6">28</td><td class="column-7">NONE</td><td class="column-8">00:17:07</td><td class="column-9">00:01:51</td><td class="column-10">00:55:27</td><td class="column-11">00:01:22</td><td class="column-12">00:18:51</td></tr><tr class="row-192 even"><td class="column-1">191</td><td class="column-2">Kiran Woolhead</td><td class="column-3">01:35:55</td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6">163</td><td class="column-7"></td><td class="column-8">00:16:18</td><td class="column-9">00:02:29</td><td class="column-10">00:55:10</td><td class="column-11">00:02:27</td><td class="column-12">00:19:30</td></tr><tr class="row-193 odd"><td class="column-1">192</td><td class="column-2">Fergal Connaire</td><td class="column-3">01:36:38</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">164</td><td class="column-7"></td><td class="column-8">00:16:20</td><td class="column-9">00:02:06</td><td class="column-10">00:54:42</td><td class="column-11">00:02:31</td><td class="column-12">00:20:57</td></tr><tr class="row-194 even"><td class="column-1">193</td><td class="column-2">Philip Foley</td><td class="column-3">01:37:36</td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6">165</td><td class="column-7">athy triathlon club</td><td class="column-8">00:18:13</td><td class="column-9">00:02:22</td><td class="column-10">00:52:36</td><td class="column-11">00:02:35</td><td class="column-12">00:21:47</td></tr><tr class="row-195 odd"><td class="column-1">194</td><td class="column-2">Paula Cassells</td><td class="column-3">01:38:11</td><td class="column-4">30-34</td><td class="column-5">Female</td><td class="column-6">29</td><td class="column-7">N/A</td><td class="column-8">00:16:32</td><td class="column-9">00:01:39</td><td class="column-10">00:58:05</td><td class="column-11">00:01:59</td><td class="column-12">00:19:53</td></tr><tr class="row-196 even"><td class="column-1">195</td><td class="column-2">Sam Kennedy</td><td class="column-3">01:38:27</td><td class="column-4">40-44</td><td class="column-5">Female</td><td class="column-6">30</td><td class="column-7"></td><td class="column-8">00:18:33</td><td class="column-9">00:01:51</td><td class="column-10">00:52:00</td><td class="column-11">00:01:57</td><td class="column-12">00:23:03</td></tr><tr class="row-197 odd"><td class="column-1">196</td><td class="column-2">Marcella Barrett</td><td class="column-3">1:40:00</td><td class="column-4">25-29</td><td class="column-5">Female</td><td class="column-6"></td><td class="column-7">NONE</td><td class="column-8">00:17:24</td><td class="column-9">00:01:39</td><td class="column-10">00:59:54</td><td class="column-11">00:01:58</td><td class="column-12">00:21:53</td></tr><tr class="row-198 even"><td class="column-1">Dnf</td><td class="column-2">Siobhan O'dowd</td><td class="column-3"></td><td class="column-4">30-34</td><td class="column-5">Female</td><td class="column-6"></td><td class="column-7"></td><td class="column-8">00:17:12</td><td class="column-9">00:01:54</td><td class="column-10">01:07:15</td><td class="column-11">00:02:19</td><td class="column-12"></td></tr><tr class="row-199 odd"><td class="column-1">Dnf</td><td class="column-2">Kevin Donagher</td><td class="column-3"></td><td class="column-4">25-29</td><td class="column-5">Male</td><td class="column-6"></td><td class="column-7">BELPARK</td><td class="column-8">00:10:38</td><td class="column-9">00:00:55</td><td class="column-10"></td><td class="column-11"></td><td class="column-12"></td></tr><tr class="row-200 even"><td class="column-1">Dnf</td><td class="column-2">Aine Savage</td><td class="column-3"></td><td class="column-4">25-29</td><td class="column-5">Female</td><td class="column-6"></td><td class="column-7">NA</td><td class="column-8">00:18:07</td><td class="column-9">00:01:18</td><td class="column-10">01:04:16</td><td class="column-11">00:02:34</td><td class="column-12"></td></tr><tr class="row-201 odd"><td class="column-1">Dnf</td><td class="column-2">Claire Heffernan</td><td class="column-3"></td><td class="column-4">35-39</td><td class="column-5">Female</td><td class="column-6"></td><td class="column-7"></td><td class="column-8">00:18:12</td><td class="column-9">00:02:43</td><td class="column-10">00:59:31</td><td class="column-11">00:03:11</td><td class="column-12"></td></tr><tr class="row-202 even"><td class="column-1">Dnf</td><td class="column-2">Lisa Deery</td><td class="column-3"></td><td class="column-4">30-34</td><td class="column-5">Female</td><td class="column-6"></td><td class="column-7"></td><td class="column-8">00:19:00</td><td class="column-9">00:01:57</td><td class="column-10">01:01:30</td><td class="column-11">00:01:42</td><td class="column-12"></td></tr><tr class="row-203 odd"><td class="column-1">Dnf</td><td class="column-2">Breifne Earley</td><td class="column-3"></td><td class="column-4">30-34</td><td class="column-5">Male</td><td class="column-6"></td><td class="column-7">Challenge Ten</td><td class="column-8">00:20:28</td><td class="column-9">00:01:20</td><td class="column-10">00:56:45</td><td class="column-11">00:01:30</td><td class="column-12"></td></tr><tr class="row-204 even"><td class="column-1">Dnf</td><td class="column-2">Paul Donovan</td><td class="column-3"></td><td class="column-4">35-39</td><td class="column-5">Male</td><td class="column-6"></td><td class="column-7"></td><td class="column-8">00:20:54</td><td class="column-9">00:01:32</td><td class="column-10">00:54:05</td><td class="column-11">00:01:29</td><td class="column-12"></td></tr><tr class="row-205 odd"><td class="column-1">Dnf</td><td class="column-2">John Boland</td><td class="column-3"></td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6"></td><td class="column-7"></td><td class="column-8">00:20:57</td><td class="column-9">00:02:10</td><td class="column-10">01:01:22</td><td class="column-11">00:02:29</td><td class="column-12"></td></tr><tr class="row-206 even"><td class="column-1">Dnf</td><td class="column-2">Michael Sales</td><td class="column-3"></td><td class="column-4">40-44</td><td class="column-5">Male</td><td class="column-6"></td><td class="column-7"></td><td class="column-8">00:26:02</td><td class="column-9"></td><td class="column-10"></td><td class="column-11"></td><td class="column-12"></td></tr></tbody></table> </strong></p> ]]></content:encoded> <wfw:commentRss>http://www.irishtriathlon.com/index.php/2012/01/punchestown-duathlon-naas-tri-club/feed/</wfw:commentRss> <slash:comments>1</slash:comments> </item> <item><title>Triathlon News update &#8211; Ireland</title><link>http://www.irishtriathlon.com/index.php/2012/01/triathlon-news-update-ireland/</link> <comments>http://www.irishtriathlon.com/index.php/2012/01/triathlon-news-update-ireland/#comments</comments> <pubDate>Fri, 20 Jan 2012 00:04:47 +0000</pubDate> <dc:creator>brian</dc:creator> <category><![CDATA[Triathlon News]]></category> <category><![CDATA[cervelo p5]]></category> <category><![CDATA[chrissie wellington]]></category> <category><![CDATA[dublin triathlon]]></category> <category><![CDATA[gary kirwan]]></category> <category><![CDATA[Slider]]></category> <category><![CDATA[triathlon calendar ireland]]></category> <category><![CDATA[triathlon news ireland]]></category> <category><![CDATA[wicklow adventure race]]></category><guid isPermaLink="false">http://www.irishtriathlon.com/?p=7477</guid> <description><![CDATA[Irish Race Calender breaks 200 events: Yes, the choice of events has never been greater.... News update from around the world.... Galway Triathlon: Spiddal  - 100 early bird entries Wicklow Adventure race ]]></description> <content:encoded><![CDATA[<h1>Irish Race Calender breaks 200 events</h1><p>Yes, the choice of events has never been greater. This weekend&#8217;s Duathlons in Tyrone and Naas will see the start of a fun year of racing, which should hopefully peak with Gavin &amp; Aileen&#8217;s racing for Ireland at the London Olympics. Check out the largest <a title="triathlon race calendar ireland adventure races" href="http://www.irishtriathlon.com/index.php/race-calendar/" target="_blank">calendar of triathlons, duathlons &amp; adventure races in Ireland</a>.</p><h1>Triathlon &amp; Adventure News Update</h1><p>The biggest story internationally this week is that the reigning four-time Ironman World Champion Chrissie Wellington announced on her website that she will not compete in Ironman events in 2012 to pursue “other opportunities”. See the news release from her website, <a title="chrissie wellington" href="http://www.chrissiewellington.org" target="_blank">Chrissiewellington.org</a>.</p><p>At the other end of the spectrum, are you finding you new year resolution difficult? Look at what Limerick man Gary Kirwan has achieved in one year, when he started at 41stone. His plans for 2012 include TriAthy in his build up to GaelForceWest. Follow Gary on <a title="gary kirwan triathlon ireland" href="http://www.GaryKirwan.ie" target="_blank">GaryKirwan.ie</a></p><p>Looking to buy some speed, the new Cervelo P5 is out. There&#8217;s two versions this time, one for cyclists (which conforms to the UCI rules) and then the proper frame for triathletes, where speed is the only concern. A full review of the bike is on <a title="cervelo p5 bike frame" href="http://www.slowtwitch.com/News/The_Cervelo_P5_unveiled_j2538.html" target="_blank">SlowTwitch.com</a>.</p><h1><a title="galway triathlon spiddal" href="http://www.galwaytriathlon.com" target="_blank">Spiddal Sprint &amp; Olympic Tri</a> &#8211; 26th May</h1><dl id="" class="wp-caption alignright" style="width: 210px;"><dt class="wp-caption-dt"><img class=" " title="Skerries Dublin Triathlon ireland" src="http://dublintri.com/images/skerries-run-2009.jpg" alt="skerries dublin triathlon ireland" width="200" height="300" /></dt></dl><p>Start your season in the blue waters of Galway Bay. Race along the classic Galway spin from Spiddal to Moycullen, before running through Spiddal village and out along the old pier. <a title="galway triathlon spiddal" href="http://www.galwaytriathlon.com" target="_blank">100 early bird entries are now available</a>.</p><h1>53N <a title="war wicklow adventure race" href="http://www.wicklowadventurerace.com" target="_blank">WAR: Wicklow Adventure Race</a> &#8211; Glendalough</h1><p>If you&#8217;re looking for a bit more adventure in 2012, then there is of course the Wicklow Adventure Race- WAR: Glendalough.</p><p>53N WAR Glendalough is on the 14th of April opens with the Spink run around Glendalough&#8217;s Upper Lake, before taking you kayaking in Lough Dan, cycling over the Sally Gap, running up Djouce Mtoutain and back to Glendalough Valley. This course has it all; the best that Wicklow has to offer in a day. There&#8217;s a few earlybird entries left so register soon!</p> ]]></content:encoded> <wfw:commentRss>http://www.irishtriathlon.com/index.php/2012/01/triathlon-news-update-ireland/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> </channel> </rss>
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