tag:blogger.com,1999:blog-6394812199920196102024-03-13T23:19:18.745-07:00Moorfoot Runners Members BlogNews and updates of what is happening in the Moorfoot Runners Club. This information is intended for club members and is complementary to the information on the club website MoorfootRunners.comUnknownnoreply@blogger.comBlogger1405125tag:blogger.com,1999:blog-639481219992019610.post-8920924090574178672024-02-11T11:13:00.000-08:002024-02-11T11:13:33.509-08:00Ardgartan Trail Race (Tim Warner)<p> </p><p><span style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;">OK, the idea of a 21-ish mile trail race over the hills of the Ardgartan peninsular on the first weekend of February might seem a little mad, but when I saw this being offered by Rocket Events last year I knew it had to be done. This was only the second year of the event, but I know the Rocket team through their Glen Lyon and Glen Ogle races, and they are a highly professional outfit - beneath an outer layer of quirky gritty humour lies a very well-organised team who truly love and understand trail running and always offer tough, uncompromising yet eminently doable routes with proper safety backup.</span></p><p><span style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihlMxJFDQe9gWBg-CMOf096XB-l_608j12MkGw1Gwwaid0qxbMvE4hJ7A69jj7Wjipmnlm6oxbCTNJq9Vl6ntsehV7UTAoW92KnJqJY1K8tU2kpN4lIgWnbhcD-A-Iaj_oZGJNHQfSgKOYIpbphcYCxEEmle5sIciDiRz2IgBOEvTL_SuV06QlJSmhAjc/s320/image0.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="240" data-original-width="320" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihlMxJFDQe9gWBg-CMOf096XB-l_608j12MkGw1Gwwaid0qxbMvE4hJ7A69jj7Wjipmnlm6oxbCTNJq9Vl6ntsehV7UTAoW92KnJqJY1K8tU2kpN4lIgWnbhcD-A-Iaj_oZGJNHQfSgKOYIpbphcYCxEEmle5sIciDiRz2IgBOEvTL_SuV06QlJSmhAjc/s1600/image0.jpeg" width="320" /></a></div><br /><span style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;"><br /></span><p></p><p><br aria-hidden="true" style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;" /><span style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;">I entered the race in September, and it sold out soon after - always a good sign. As the winter storms raged, the route became fluid, though it was always going to be “between 20 and 25 miles”, until with a few days to go an approved course emerged - like the 2023 course but with one major deviation taking us over the top via what became known as the “Bog of Doom” and thence down “A*se-slide Hill”. This was the toughest (most fun) bit of the course, but the preceding 14 miles or so were pretty spectacular - forest trail with some single-track bits, undulating above Loch Long and then up above Loch Goil. Great views, great company, and, amazingly, perfect running weather -even some sunshine! There were two water stations, at 7ish and 14ish miles (Rocket Races have a loose approach to distance measurement), and route signage was very clear throughout (even I didn’t get lost - and I was running by myself for the second half of the race). By myself but not completely - every so often someone would overtake me, (or vice-versa), and friendly encouragement kept everyone going.</span></p><p><span style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwHizqx_8shOAV7mDIm5egXfxcoiZ2Wyn5SRPT3foMRuPWvhOO3bkCCdp0kk1SMr_TQrSVZpajt5E7nYIC5e03XPDoKIzBud6tKzYDmVwk5az9aL07tn-2qyNxH2TQ2eqBbwWsbl5F-4nbZvNP-ph_XvyTxEmOugzpPEtPo_lymhSF6kGDRm2U_Ewc3Is/s320/image1.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="240" data-original-width="320" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwHizqx_8shOAV7mDIm5egXfxcoiZ2Wyn5SRPT3foMRuPWvhOO3bkCCdp0kk1SMr_TQrSVZpajt5E7nYIC5e03XPDoKIzBud6tKzYDmVwk5az9aL07tn-2qyNxH2TQ2eqBbwWsbl5F-4nbZvNP-ph_XvyTxEmOugzpPEtPo_lymhSF6kGDRm2U_Ewc3Is/s1600/image1.jpeg" width="320" /></a></div><br /><span style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;"><br /></span><p></p><p><br aria-hidden="true" style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;" /><span style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;">The weather became atrocious going over the top - incredible gusts of wind combined with calf-deep bog and raging burns to nearly have me over a few times, and clambering down what was practically a cliff face kept the concentration going (I really, really don’t want to fall over again!) - but soon the mountain was behind me and it was back onto the final 5 miles (ish) of good undulating forest trail before the welcome sight of Ardgartan Hotel and the finish. Hot soup, tea, coffee and the loveliest race volunteers you can hope to meet were all in the finishing marquee - it doesn’t get much better than that. (It did, actually - very soon I was in the Arrochar Hotel, showered, in front of the rugby on TV with a pint and some chips👍).</span></p><p><span style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8pe6dn2EFTRG4c9afvBDxPuS2Db6aduqy0hGe9Hg7OUdkmSHFxB9J0IfgIvXPW50dK_IAnPcR0Bf3IUWVm8zitHt3M9KtnapkMPJl5Z-IS8eGX0ZjLtl5JRCVGV-UvFMcguG_SnzNBcKfkR6ivQcEmvfiPaJThCiVosMuVZ1OC2ILwVUrz4j7UY_UXP0/s320/image2.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="240" data-original-width="320" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8pe6dn2EFTRG4c9afvBDxPuS2Db6aduqy0hGe9Hg7OUdkmSHFxB9J0IfgIvXPW50dK_IAnPcR0Bf3IUWVm8zitHt3M9KtnapkMPJl5Z-IS8eGX0ZjLtl5JRCVGV-UvFMcguG_SnzNBcKfkR6ivQcEmvfiPaJThCiVosMuVZ1OC2ILwVUrz4j7UY_UXP0/s1600/image2.jpeg" width="320" /></a></div><br /><span style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;"><br /></span><p></p><p><br aria-hidden="true" style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;" /><span style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;">The numbers :- 21.1 miles, 4,144 ft ascent; ok it took me over 5h35min, but I finished and I didn’t fall over! Race limited to 150 max, sells out pretty quick. Race starts 08:30, lots of accommodation in nearby Arrochar. </span></p><p><br aria-hidden="true" style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;" /><span style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;">Do I recommend it - oh yes! Would I do it again? See you there next year!</span></p><p><span style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz-Vn9CWdI5gQQnflhEDuRVhwGqUy10AtdoEQJFHq1qxbjWC7J9u9J5hEBggWsiifGxm-F4G_tQKhj4y8hpmWOruuJT1yayHns4tJAbUL5AKDGPyQwbq6imWqnpBRXoPaxAeKoGGIkQf9IRpolZ66pkm8DmKedmD2zP-nJ1V_q0J90y7bKyVSZO76OlQM/s320/image3.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="240" data-original-width="320" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz-Vn9CWdI5gQQnflhEDuRVhwGqUy10AtdoEQJFHq1qxbjWC7J9u9J5hEBggWsiifGxm-F4G_tQKhj4y8hpmWOruuJT1yayHns4tJAbUL5AKDGPyQwbq6imWqnpBRXoPaxAeKoGGIkQf9IRpolZ66pkm8DmKedmD2zP-nJ1V_q0J90y7bKyVSZO76OlQM/s1600/image3.jpeg" width="320" /></a></div><br /><span style="background-color: white; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14.6667px;"><br /></span><p></p>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-40925041442169434812024-02-08T12:50:00.000-08:002024-02-08T12:52:14.244-08:00Devil's Burden Hill Relay 2024 report<p> </p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAiSuhtEtm3Bm948KhEYq0nJ02XpwPg_ZtG4-N-ZvQEAv-tnClI_aG3eYcwnhoLPtbOpHcaIWdOHnS09c6WwbSIJ7DSySAPc9Q9tMaBmeko3xj-5MeTnNsFp50NAeQsv2PkGGuAtztvNtRyek9EHdQzvjK-Ci7ZanEgjOSDQjIE1V-72vAiiQj5LCR-kos/s1600/WhatsApp%20Image%202024-02-05%20at%2010.56.35_197d1385.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1200" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAiSuhtEtm3Bm948KhEYq0nJ02XpwPg_ZtG4-N-ZvQEAv-tnClI_aG3eYcwnhoLPtbOpHcaIWdOHnS09c6WwbSIJ7DSySAPc9Q9tMaBmeko3xj-5MeTnNsFp50NAeQsv2PkGGuAtztvNtRyek9EHdQzvjK-Ci7ZanEgjOSDQjIE1V-72vAiiQj5LCR-kos/w480-h640/WhatsApp%20Image%202024-02-05%20at%2010.56.35_197d1385.jpg" width="480" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">The mere sight of the Moorfoot team had the elites worried<br /></td></tr></tbody></table><p></p><div class="elementToProof"><span face=""Helvetica Neue", Helvetica, Arial, sans-serif" style="color: black; font-size: 13px;">A team of Moorfoots made the journey up to Fife for the Devil's Burdens hill relay last weekend - it's one of the biggest
hill races in Scotland based on numbers (typically over 100 teams of 6 runners per team) and a great event to kick start the hill running season. Hamish has kindly reported back on the day's action:
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</span><div class="elementToProof"><span face=""Helvetica Neue", Helvetica, Arial, sans-serif" style="color: black; font-size: 13px;">"As the day dawned on Saturday 3rd February a team of Moorfoot Runners assembled in Peebles for a 7:40am departure to
head up to the Devil's Burden relay race, to arrive in time for a 9am registration at Falkland. Danny Lavin, Craig Walling, Nigel Shekleton, Martin Quirke, Colin Williams and Hamish Parkinson were the lucky six representing.
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<span face=""Helvetica Neue", Helvetica, Arial, sans-serif" style="color: black; font-size: 13px;">The event consisted of 4 legs, with leg 1 involving a steep ascent up from Falkland to the summit of East Lomond hill, then dropping down the South
flank of East Lomond, before heading West to the final checkpoint, before a descent back to the finishing line where the second leg commenced. Legs 2 and 3 are the long legs; Leg 2 taking in the summit of West Lomond and Leg 3 a bit of a navigators leg with
checkpoints to be visited in any order. The short and sharp Leg 4, mostly in forest rather than the higher hills, finishes the race off.
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<span face=""Helvetica Neue", Helvetica, Arial, sans-serif" style="color: black; font-size: 13px;">As the runners assembled at the starting line Jasmin Paris was spotted yawning, like the majority of the Moorfoot Team she clearly hadn't had a
lie in!!
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<span face=""Helvetica Neue", Helvetica, Arial, sans-serif" style="color: black; font-size: 13px;">First off was Hamish Parkinson doing the solo Leg 1. Unfortunately, along with about 20 other runners I managed to run past the first checkpoint,
which necessitated back tracking once the mistake became apparent, costing a little bit of time and I finished the leg in 76th place out of 111 runners.
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<span face=""Helvetica Neue", Helvetica, Arial, sans-serif" style="color: black; font-size: 13px;">I handed over to Danny Lavin and Nigel Shekleton, who were running the second leg and put in a strong showing, finishing 39th overall, moving the
team up the leaderboard. Particular mention needs to be made of Nigel's performance. He was clearly under the weather and struggled in the second half, but displayed very impressive fortitude to tough it out and finish the leg. However, at the finish it was
clear he had been suffering.
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<span face=""Helvetica Neue", Helvetica, Arial, sans-serif" style="color: black; font-size: 13px;">Martin and Craig were next up on Leg 3 and put in a really strong performance, finishing in 26th place overall.</span></div><span>
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<span face=""Helvetica Neue", Helvetica, Arial, sans-serif" style="color: black; font-size: 13px;">Last up on Leg 4 was Colin Williams, who put in a stellar performance - definitely the top Moorfoot performance of the day - finishing 17th overall
in the leg, which moved the team up to 32nd overall.
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<span face=""Helvetica Neue", Helvetica, Arial, sans-serif" style="color: black; font-size: 13px;">We were all grateful to Matt for putting a team together, hopefully next year he will be injury free and able to take part. It was unfortunate
that we weren't able to enter a second Moorfoot team and a shame that we couldn't manage to involve some of the many talented female members of the club - maybe next year.
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<span face=""Helvetica Neue", Helvetica, Arial, sans-serif" style="color: black; font-size: 13px;">Analysing the individual Moorfoot performances, I think the learning point is clear, the performance enhancing effects of a lie in and breakfast
in bed are not to be underestimated!!"
<br />Full race details and results here: <a href="https://www.fifeac.org/events/fife-ac-events/devils-burdens/1423-devils-burdens-2024.html">https://www.fifeac.org/events/fife-ac-events/devils-burdens/1423-devils-burdens-2024.html<br /></a></span></div><span>
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<span face=""Helvetica Neue", Helvetica, Arial, sans-serif" style="color: black; font-size: 13px;">As Hamish mentioned, it would be great to get some more teams entered for these kind of events. They're great for a bit of club camaraderie - running
is such an individual sport that it can be very enjoyable to run as a team, even when paired up! There's next years' event to think about of course, but a few other relays before then - notably the UK fell relays in North Yorkshire in October. A club weekend
away trip??? Watch this space...</span></div>Colin Williamshttp://www.blogger.com/profile/15409646126726794575noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-34772309403880494122024-02-04T13:36:00.000-08:002024-02-18T08:16:04.912-08:00Club Champs 2024<div style="text-align: left;"><br /></div><div dir="auto" style="caret-color: rgb(34, 34, 34); color: #222222; font-family: Arial, Helvetica, sans-serif;">First of all many thanks to Dean & Gillian for organising the club champs for the last two years. In the link below is the full list of races and criteria for points. A few tweaks to the scoring but essentially it is the same concept as previous years.</div><div dir="auto" style="caret-color: rgb(34, 34, 34); color: #222222; font-family: Arial, Helvetica, sans-serif;"><br /></div><div dir="auto" style="caret-color: rgb(34, 34, 34); color: #222222; font-family: Arial, Helvetica, sans-serif;">New for this year will be Club Championship Medals for anyone scoring 125 points or more - creating an incentive for all active club members irrespective of what's going on at the very top of the leader board. The person with the most points of course will win the prestigious Club Championship Golden Boot!</div><div dir="auto" style="caret-color: rgb(34, 34, 34); color: #222222; font-family: Arial, Helvetica, sans-serif;"><br /></div><div dir="auto" style="caret-color: rgb(34, 34, 34); color: #222222; font-family: Arial, Helvetica, sans-serif;">A few of the gala week type races still to confirm dates so hence some TBCs.</div><div dir="auto" style="caret-color: rgb(34, 34, 34); color: #222222; font-family: Arial, Helvetica, sans-serif;"><br /></div><div dir="auto" style="caret-color: rgb(34, 34, 34); color: #222222; font-family: Arial, Helvetica, sans-serif;">Good luck to all!</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1qsfkYC_hbI_23YFIeoEa_Z6bE-cWOSaCAFZvC9kJLoz-Srqsef023cZa4PNH3m41PgXFv4VC1I-0ZYcll2oDMYxy0z9pXRLjdF6hGPw7WbGGyefDGgKYND51kfBy7V0PXZlwARkgQ-zInFaOPkZE5dlwUXOiCudj-xEfPUGlRmeld78-9OFKUWBXO7s/s4003/PXL_20240204_145736118~2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2249" data-original-width="4003" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1qsfkYC_hbI_23YFIeoEa_Z6bE-cWOSaCAFZvC9kJLoz-Srqsef023cZa4PNH3m41PgXFv4VC1I-0ZYcll2oDMYxy0z9pXRLjdF6hGPw7WbGGyefDGgKYND51kfBy7V0PXZlwARkgQ-zInFaOPkZE5dlwUXOiCudj-xEfPUGlRmeld78-9OFKUWBXO7s/s320/PXL_20240204_145736118~2.jpg" width="320" /></a></div><div dir="auto" style="caret-color: rgb(34, 34, 34); color: #222222; font-family: Arial, Helvetica, sans-serif;"><a href="https://docs.google.com/document/d/1hL6igw7GRRyM9azsv6VIFfN71QtVv7yW/edit?usp=share_link&ouid=115657417153689029716&rtpof=true&sd=true" target="_blank"><br /></a></div><div dir="auto" style="caret-color: rgb(34, 34, 34); color: #222222; font-family: Arial, Helvetica, sans-serif;">17th Feb - Updated link below with dates now added for Wobbly Bridge, Penicuik 10k and Kelso 10k, plus one change to age graded time trials to avoid a clash.</div><div dir="auto" style="caret-color: rgb(34, 34, 34); color: #222222; font-family: Arial, Helvetica, sans-serif;"><br /></div><div dir="auto" style="caret-color: rgb(34, 34, 34); color: #222222; font-family: Arial, Helvetica, sans-serif;"><a href="https://docs.google.com/document/d/1t9PJYDYW1hwBIprP7F2YPLxxbrerQZnH/edit?usp=share_link&ouid=115657417153689029716&rtpof=true&sd=true" target="_blank">https://docs.google.com/document/d/1t9PJYDYW1hwBIprP7F2YPLxxbrerQZnH/edit?usp=share_link&ouid=115657417153689029716&rtpof=true&sd=true</a><br /></div>Martin Holthttp://www.blogger.com/profile/12030161924625868893noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-5101870211822069292023-12-16T09:48:00.000-08:002024-02-04T13:08:03.014-08:00Moorfoot Festive Handicap, Innerleithen - Saturday 16th Dec 2023 Report and results<p>A great turnout and lots of fun and prizes. Many thanks to Hamish, Tim, Pete, Izzy, Phil and Scott for marshalling/time keeping/course marking or collecting<br /></p><p>- Coreen McGovern scooped the £50 entry prize from <a href="https://www.endurancelife.com/">Endurance Life</a> for finishing first</p><p>thanks to Tempest Brewery for beers too, and chat, cake and refreshments in the golf course cafe after - what else could you ask for!</p><p>So much warmer than last year - 10 degrees - sub zero and snow last year</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWWCen1oWN4hGND3eNVOy8-U7d0FgcGcy5JI7aqIBxUp0g2HigbZfk5ZV0nohqepLcASUvqY5AbJJ3Ou8UM0hLmEvKrr1Ec8FWTwP6vcSjyFyepSK_UPfh3RY_p0x84GGbMli-lx_8lka5EGEJL02RMxnOPIfAQKXfp-FrLquvHzL001r-190B87NGisnM/s2048/1000010073.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWWCen1oWN4hGND3eNVOy8-U7d0FgcGcy5JI7aqIBxUp0g2HigbZfk5ZV0nohqepLcASUvqY5AbJJ3Ou8UM0hLmEvKrr1Ec8FWTwP6vcSjyFyepSK_UPfh3RY_p0x84GGbMli-lx_8lka5EGEJL02RMxnOPIfAQKXfp-FrLquvHzL001r-190B87NGisnM/s320/1000010073.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkdQIO6hI9MCAIWbXmZKE2UlQuO5y986pkV0lqXjxFXxjMfa-NBgHd1eb7DqaDtGKaeYFq2SoihxpOucobazkwoim4Bwr21EF3E7R0pa08r784yA7GJ9vWxHtSmReIExnf5OrKr37BfNiNDnhd7-mazY5gWTN9Lq58vg7hEqt4Ocy9xCE6UkrYbkkDkaOi/s2048/WhatsApp%20Image%202023-12-16%20at%2012.04.35_a7f365e1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkdQIO6hI9MCAIWbXmZKE2UlQuO5y986pkV0lqXjxFXxjMfa-NBgHd1eb7DqaDtGKaeYFq2SoihxpOucobazkwoim4Bwr21EF3E7R0pa08r784yA7GJ9vWxHtSmReIExnf5OrKr37BfNiNDnhd7-mazY5gWTN9Lq58vg7hEqt4Ocy9xCE6UkrYbkkDkaOi/s320/WhatsApp%20Image%202023-12-16%20at%2012.04.35_a7f365e1.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiphOdyuisGjaKec0M0goqOc-c9PdGkhx7hV4kbqU6yDRAJL-edzJ9wqbx4p6cnPuh8z1YGwaZTfDRe6dKVQJRpRQt-sHCnJa1-MqGxhUCMgb11e03Wi0-BifB23o1jj_If_-gkN0Yh3PPs4adlmmLGpwsTt3-65e3LOHSSb7GadNUSMjRlgMcYgfXz-b9P/s2048/WhatsApp%20Image%202023-12-16%20at%2012.04.36_f3c40c4c.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiphOdyuisGjaKec0M0goqOc-c9PdGkhx7hV4kbqU6yDRAJL-edzJ9wqbx4p6cnPuh8z1YGwaZTfDRe6dKVQJRpRQt-sHCnJa1-MqGxhUCMgb11e03Wi0-BifB23o1jj_If_-gkN0Yh3PPs4adlmmLGpwsTt3-65e3LOHSSb7GadNUSMjRlgMcYgfXz-b9P/s320/WhatsApp%20Image%202023-12-16%20at%2012.04.36_f3c40c4c.jpg" width="240" /></a></div>Results<br /><p><!--[if gte mso 9]><xml>
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</p><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 607px;">
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<td nowrap="" style="background: white; border: 1pt solid windowtext; height: 62.15pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Name</span></b></p>
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<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Estimated <span style="mso-spacerun: yes;"> </span>Time (minutes)</span></b></p>
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<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Clock time</span></b></p>
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<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Finish Time</span></b></p>
</td>
<td style="background: white; border-left: none; border: 1pt solid windowtext; height: 62.15pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Finish Position</span></b></p>
</td>
<td style="background: white; border-left: none; border: 1pt solid windowtext; height: 62.15pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Scratch time</span></b></p>
</td>
<td style="background: white; border-left: none; border: 1pt solid windowtext; height: 62.15pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Scratch Position</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 1;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Coreen
McGovern</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:44:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:02:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:43:34</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">1</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:41:34</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">16</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 2;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Lucy
Wells-Cole</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:38:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:07:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:44:05</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">2</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:36:35</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">7</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 3;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Oli
Jepsen</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:31:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:14:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:44:38</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">3</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:30:08</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">1</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 4;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Hamish
Parkinson </span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:41:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:05:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:44:50</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">4</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:39:50</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">13</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 5;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Colin
Sandie</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:39:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:07:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:44:57</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">5</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:37:57</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">11</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 6;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Sam Lydon</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:41:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:04:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:45:12</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">6</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:40:42</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">14</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 7;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Colin
Williams</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:34:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:11:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:45:20</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">7</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:33:50</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">6</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 8;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Luke
Grieve</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:33:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:13:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:45:55</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">8</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:32:55</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">4</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 9;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Brian
Smith</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:37:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:09:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:45:59</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">9</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:36:59</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">9</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 10;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Dorien
Kimenai</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:42:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:03:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:46:00</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">10</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:42:30</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">17</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 11;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Matthew
Sullivan</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:30:15</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:15:45</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:46:25</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">11</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:30:40</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">2</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 12;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">James
Moore</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:33:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:13:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:46:27</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">12</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:33:27</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">5</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 13;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Milan
Misak</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:31:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:15:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:46:41</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">13</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:31:41</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">3</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 14;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Kenny
Davidson</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:37:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:09:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:47:08</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">14</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:38:08</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">12</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 15;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Vicky
Morrison</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:42:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:04:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:47:11</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">15</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:43:11</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">18</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 16;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Chris
Hilton</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:42:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:04:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:47:25</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">16</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:43:25</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">19</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 17;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Rosie
Shankey</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:39:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:06:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:47:26</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">17</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:40:56</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">15</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 18;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Ruaridh
Pearson</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:35:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:10:30</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:47:40</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">18</span></b></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.3pt;" width="74">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:37:10</span></p>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 54.85pt;" width="73">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">10</span></b></p>
</td>
</tr>
<tr style="height: 35pt; mso-yfti-irow: 19;">
<td nowrap="" style="background: white; border-top: none; border: 1pt solid windowtext; height: 35pt; padding: 0cm 5.4pt; width: 102pt;" width="136">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Mike
McGovern</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 77.5pt;" width="103">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">00:35:00</span></p>
</td>
<td nowrap="" style="background: white; border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 35pt; padding: 0cm 5.4pt; width: 55.25pt;" width="74">
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Kerry Law</span></p>
</td>
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<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">20</span></b></p>
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Hilton</span></p>
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Burrell</span></p>
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<p>Junior trail run results, U14 course, 2.2 miles, 300 feet ascent<br /></p><p><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
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<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
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<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
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<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
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<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">1</span></p>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Rory
Pretswell</span></p>
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<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">2</span></p>
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Harris</span></p>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Bella
Moran</span></p>
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Moran</span></p>
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Colin Williamshttp://www.blogger.com/profile/15409646126726794575noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-90889523645124440272023-12-14T14:10:00.000-08:002023-12-14T14:10:03.231-08:00Club Champs Final Results<p> Hi All,</p><p><br /></p><p>After FINAL scrutiny of the club champs results the table is :</p><p><br /></p><p><google-sheets-html-origin></google-sheets-html-origin></p><table border="1" cellpadding="0" cellspacing="0" data-sheets-root="1" dir="ltr" style="border-collapse: collapse; border: none; font-family: Arial; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="122"></col><col width="122"></col><col width="100"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Position"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Position</td><td data-sheets-value="{"1":2,"2":"Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Race</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":2,"2":"TOTAL Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">TOTAL Points</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Date"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Date</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Points</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"1st"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">1st</td><td data-sheets-value="{"1":2,"2":"Martin Holt"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Holt</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":315}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">315</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"* Not receiving prize"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">* Not receiving prize</td><td data-sheets-value="{"1":2,"2":"Dean Carr"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dean Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":225}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">225</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"2nd"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">2nd</td><td data-sheets-value="{"1":2,"2":"Coreen McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Coreen McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":175}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">175</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"* Not receiving prize"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">* Not receiving prize</td><td data-sheets-value="{"1":2,"2":"Gillian Carr"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Gillian Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":165}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">165</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"3rd"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">3rd</td><td data-sheets-value="{"1":2,"2":"Mike McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":150}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">150</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"4th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">4th</td><td data-sheets-value="{"1":2,"2":"Sam Laydon"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sam Laydon</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":140}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">140</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"5th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">5th</td><td data-sheets-value="{"1":2,"2":"Dianna Challands"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dianna Challands</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":125}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">125</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"6th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">6th</td><td data-sheets-value="{"1":2,"2":"Colin Williams "}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Colin Williams</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":120}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">120</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"7th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">7th=</td><td data-sheets-value="{"1":2,"2":"Vicky Morrison"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vicky Morrison</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":115}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">115</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"7th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">7th=</td><td data-sheets-value="{"1":2,"2":"Tim Warner"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tim Warner</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":115}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">115</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"7th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">7th=</td><td data-sheets-value="{"1":2,"2":"Jen Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jen Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":115}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">115</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"8th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">8th=</td><td data-sheets-value="{"1":2,"2":"Carol Moss"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Carol Moss</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":110}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"8th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">8th=</td><td data-sheets-value="{"1":2,"2":"Peter Caddick"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Peter Caddick</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":110}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"9th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">9th=</td><td data-sheets-value="{"1":2,"2":"Alex Campbell"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alex Campbell</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"9th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">9th=</td><td data-sheets-value="{"1":2,"2":"Milan Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Milan Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"10th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">10th</td><td data-sheets-value="{"1":2,"2":"Kerry Law"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kerry Law</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":85}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">85</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"11th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">11th=</td><td data-sheets-value="{"1":2,"2":"Daniel Lavin"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Daniel Lavin</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":70}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"11th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">11th=</td><td data-sheets-value="{"1":2,"2":"Dorien Kimenai"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dorien Kimenai</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":70}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"11th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">11th=</td><td data-sheets-value="{"1":2,"2":"David Carter Brown"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">David Carter Brown</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":70}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"12th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">12th=</td><td data-sheets-value="{"1":2,"2":"Brian Smith"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Brian Smith</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":60}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">60</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"12th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">12th=</td><td data-sheets-value="{"1":2,"2":"Kenny Davidson"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kenny Davidson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":60}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">60</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"13th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">13th</td><td data-sheets-value="{"1":2,"2":"Sarah Burthe"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sarah Burthe</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":50}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">50</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"14th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">14th</td><td data-sheets-value="{"1":2,"2":"Mike Goddard"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Goddard</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":45}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">45</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"15th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">15th=</td><td data-sheets-value="{"1":2,"2":"Kiri Langmeade"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kiri Langmeade</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":40}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"15th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">15th=</td><td data-sheets-value="{"1":2,"2":"Neil Christie"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Neil Christie</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":40}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"16th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">16th</td><td data-sheets-value="{"1":2,"2":"Hamish Parkinson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hamish Parkinson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":35}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">35</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"17th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">17th=</td><td data-sheets-value="{"1":2,"2":"Ian Munro"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Ian Munro</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"17th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">17th=</td><td data-sheets-value="{"1":2,"2":"Scott Gourlay"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Scott Gourlay</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"17th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">17th=</td><td data-sheets-value="{"1":2,"2":"Ewan Gibson"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Ewan Gibson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"17th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">17th=</td><td data-sheets-value="{"1":2,"2":"Andrew Fish"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Andrew Fish</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"18th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">18th</td><td data-sheets-value="{"1":2,"2":"Nick Boyd"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nick Boyd</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"19th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">19th=</td><td data-sheets-value="{"1":2,"2":"Oli Jepson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Oli Jepson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"19th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">19th=</td><td data-sheets-value="{"1":2,"2":"Tom Jones"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tom Jones</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"19th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">19th=</td><td data-sheets-value="{"1":2,"2":"Jane Sullivan"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jane Sullivan</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"20th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">20th=</td><td data-sheets-value="{"1":2,"2":"Pamella Swallwell"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pamella Swallwell</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"20th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">20th=</td><td data-sheets-value="{"1":2,"2":"Alan Elder"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alan Elder</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"20th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">20th=</td><td data-sheets-value="{"1":2,"2":"Paul Nicol"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Paul Nicol</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"21st"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">21st</td><td data-sheets-value="{"1":2,"2":"Mike Pearson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Pearson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"22nd="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">22nd=</td><td data-sheets-value="{"1":2,"2":"Pete Hall"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pete Hall</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"22nd="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">22nd=</td><td data-sheets-value="{"1":2,"2":"Martin Quirke"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Quirke</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"22nd="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">22nd=</td><td data-sheets-value="{"1":2,"2":"Margaret Oliver"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Margaret Oliver</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr></tbody></table><br /><div><br /></div><div><a href="https://docs.google.com/spreadsheets/d/1h_oaAvmcdyuUMWu8CxsswU62FKeovvnd5z-VeX8qkoE/edit?usp=sharing" target="_blank">Full Results Spreadsheet</a></div>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-50673808293770573192023-11-27T00:56:00.000-08:002023-12-15T12:35:20.330-08:00Moorfoot Festive Handicap, Innerleithen - Saturday 16th Dec<p></p><h3 class="post-title entry-title" itemprop="name"></h3>
<div class="post-header">
<div class="post-header-line-1"></div>
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<p></p><p>The Moorfoot Festive Handicap will be at
Innerleithen on Saturday 16 December, starts 10.00am for the younger juniors and that isalso be the start time for first off on the handicap course that the seniors and older juniors will do - last off about 10.30am. </p><p>The aim is
a bit
of fun and to make some space for Christmas indulgence! Refreshments
provided to club members - a hot/cold drink and a tray bake - from
the Innerleithen Golf Course 19th Hole cafe. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSqH94mqbP9oj5AjjgYIQ_CJLWtQhujO_VTPkAXbop3hBNvMXI7va9VE90U9Ctzt1axX0EAB4aWIxBw80ZZdj0iCB8oV4V9tZ6jILG05uaRarwsnw4-RpPPStS3dcvDY8YDYZApYI4XdAZ/s1280/LeePenPirnHillView.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSqH94mqbP9oj5AjjgYIQ_CJLWtQhujO_VTPkAXbop3hBNvMXI7va9VE90U9Ctzt1axX0EAB4aWIxBw80ZZdj0iCB8oV4V9tZ6jILG05uaRarwsnw4-RpPPStS3dcvDY8YDYZApYI4XdAZ/w640-h480/LeePenPirnHillView.jpg" width="640" /></a></div><p class="MsoNormal">Start will be about 300m up the forest track from the
Innerleithen Golf Course, which is about 1 mile north of Innerleithen High Street on Leithen
Road / the B709, postcode EH44 6NJ. </p><p class="MsoNormal">There is no
parking at the golf club as there is a golf event on so we are asking
runners and supporters to park away and travel the last bit on foot.
There is space for parking on Leithen Road before you leave the town,
and there is aslo space for about 8 cars at the cauld (weir)
about 500m south of the golf club although this is often well used by
MTBers,
and there is space for about 10 cars in the layby in an old quarry about
1km north
of the golf club about 200m passed the cattle grid and round the bend,
as well
as other places in the town.</p>
<p class="MsoNormal">Of course the Tweed valley bike path is an excellent link
for those cycling and minimising their carbon footprint!</p>
<p class="MsoNormal">The great news is that the café in Golf Club
house the '19th Hole' <a href="https://www.facebook.com/Naomiskitcheninnerleithen/">https://www.facebook.com/profile.php?id=100090116150020/</a>, will be open and serving. Hot
drinks and breakfast rolls will be on sale from 9.30am. The Moorfoot club has
arranged to cover the cost of runners basic refreshments afterwards, a tray bake each and juice
for juniors and tea/coffee for seniors. Of course there is more available but you will need to cover the cost if
you want more. Toilets are also available in the club
house. <span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql rrkovp55 a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto">There are outdoor seats too.</span></p>
<p class="MsoNormal">Please let me know if you are thinking of attending <a href="mailto:colin.m.williams@talk21.com">colin.m.williams@talk21.com</a>. Also
I could do with a marshal or two if you are not up for a run, but can get by
without as I will mark the route.</p>
<p class="MsoNormal">Be aware if serious winter conditions occur then we may have
to cancel but I will communicate that via email/facebook although the long
range forecast suggests it will be OK.</p>
<p class="MsoNormal">Report from last year can be found here: <a href="http://moorfootrunners.blogspot.com/2022/12/innerleithen-festive-handicap-2022.html">http://moorfootrunners.blogspot.com/2022/12/innerleithen-festive-handicap-2022.html</a>
</p>
<p class="MsoNormal"><b>Event details</b></p>
<p class="MsoNormal"></p><p class="MsoNormal"><u>Senior and older Juniors Handicap Run</u></p>
<p class="MsoNormal">The handicap is runners aged 14 +</p>
<p class="MsoNormal">Over half the course is on the hard forest tracks, but there
are sections of soft, muddy and uneven paths so shoes with proper grip are
essential. Be prepared for getting wet feet. </p>
<p class="MsoNormal">The course is 4.5 mile / 7.3km with 1000ft / 300m climb,
almost all in the first 2 miles (one of those ‘surely it can't get steeper’
climbs which then does!) shown here: <a href="https://www.strava.com/activities/4424773132">https://www.strava.com/activities/4424773132</a></p>
<p class="MsoNormal">The course will be marked with tape and/or arrowed.</p>
<p class="MsoNormal">The first runner will be off on or around 10:00am, and last
off c. 10:30am depending on the handicapping, which will be based on runners
current 10km ‘race pace’. I will use the results from last year to set
the handicaps for those coming but if you didn’t do that one
please let me know your current 10km time and I will estimate.<br /></p>
<p class="MsoNormal">If you plan to attend, or even thinking about it please
email me at the address above. </p>
<p class="MsoNormal"><u>Junior trail run</u></p>
<p class="MsoNormal">All the juniors will start together at 10am so think about
arriving from 9.30am</p>
<p class="MsoNormal">The course is approx. 2.2 mile/ 3.5km, 330 feet/ 100m ascent runs will be a straight
forward out and back trail run on hard forest tracks, with a short loop on the fort shown here <a href="https://www.strava.com/routes/3161040426349017120">https://www.strava.com/routes/3161040426349017120</a> .<span style="mso-spacerun: yes;"> </span>The rou will have
marshals on them so no one will get lost (we hope). </p>
<p class="MsoNormal">Anyone interested please let Ross Grieve and me know on the email above.</p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwz61c7JQwnA8YWY_0a8zlQsocSPdCIS5423WOxoW54OfOGbzMEigu06B-gpES2iOdWokej4TTwtTEf4w6l5asF22i-hVselF8MQyuSSE-kT3daJjxHLqF5gKLpHABMffvR6x23VaqE7ow/s608/Inners+Handicap+2020+start+location.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="270" data-original-width="608" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwz61c7JQwnA8YWY_0a8zlQsocSPdCIS5423WOxoW54OfOGbzMEigu06B-gpES2iOdWokej4TTwtTEf4w6l5asF22i-hVselF8MQyuSSE-kT3daJjxHLqF5gKLpHABMffvR6x23VaqE7ow/w400-h178/Inners+Handicap+2020+start+location.jpg" width="400" /></a></div><br /><p><img alt="" height="526" 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width="668" /></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><br /></td></tr></tbody></table><p></p><p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK-qI_CIpBYIBwQ4O3Fnp-wlp18QF72QKCSOLlSKfFZFgC1a7zcLzsko1ECK9H_vqFbqNCjyay-4LnXNlqyHsAtOMd5HohnbaERrcOXxhN__VV_IC0B5GgJDrmLEqm8uAB7N66gDg5hoUc/s1090/Inners+Handicap+2020+senior+route.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1090" data-original-width="948" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK-qI_CIpBYIBwQ4O3Fnp-wlp18QF72QKCSOLlSKfFZFgC1a7zcLzsko1ECK9H_vqFbqNCjyay-4LnXNlqyHsAtOMd5HohnbaERrcOXxhN__VV_IC0B5GgJDrmLEqm8uAB7N66gDg5hoUc/w556-h640/Inners+Handicap+2020+senior+route.jpg" width="556" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Senior Route<br /></td></tr></tbody></table>
<p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwhKq0B5iCkNTFsbjvkuzNNjtg0wUdDTQvyeqRwlj11K0sWrJc6ZTxciT5vjI5eMIN8sgDQAF3SZ7yBMEmfbam3XZGUURWXTr6W28r_pjOYkLKblSSCwJASjxJcrNO3seGIw7Z5qTP9Pw5/s591/Inners+Handicap+2020+senior+route+profile.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="200" data-original-width="591" height="216" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwhKq0B5iCkNTFsbjvkuzNNjtg0wUdDTQvyeqRwlj11K0sWrJc6ZTxciT5vjI5eMIN8sgDQAF3SZ7yBMEmfbam3XZGUURWXTr6W28r_pjOYkLKblSSCwJASjxJcrNO3seGIw7Z5qTP9Pw5/w640-h216/Inners+Handicap+2020+senior+route+profile.jpg" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Senior Route Profile<br /><br />Handicap start times<br /><img alt="May be an image of text" class="x1bwycvy x193iq5w x4fas0m x19kjcj4" data-visualcompletion="media-vc-image" src="https://scontent.fgla3-1.fna.fbcdn.net/v/t39.30808-6/410899921_10159905008487031_3631076038303118760_n.jpg?_nc_cat=108&ccb=1-7&_nc_sid=c42490&_nc_ohc=8M85mo2L84kAX9s2bXg&_nc_ht=scontent.fgla3-1.fna&oh=00_AfCg8kaZhSVv_RwfJKnqjFveIGpDz1xwTUZe9DYkTg2-NA&oe=65825FB2" /></td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td></tr></tbody></table>Colin Williamshttp://www.blogger.com/profile/15409646126726794575noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-66683211818423202962023-11-23T09:24:00.000-08:002023-11-23T09:24:53.977-08:00Club Championships 2023, They think its all over....<p> ... It is now !!!!!</p><p><br /></p><p>Well guys that's it for another year. Well done to Martin Holt who has retained his title for a second year.</p><p><br /></p><p>Also big thanks to everyone who took park and got involved. The club championship only works with your engagement and it was great to see lots of people at races and park runs over the year. I do enjoy the Sunday emails I get from you all keeping me up to date on your running and ensuring my data is correct.</p><p>The results are currently provisional. I've give you all till the 10 December to query my data before I announce the final results for the Christmas night out. Gillian has done a great job getting prizes from local businesses, so its worth checking you have all the points you deserve.</p><p>Many thanks again</p><p>Dean and Gillian</p><p><br /></p><p>Click -> <a href="https://docs.google.com/spreadsheets/d/1h_oaAvmcdyuUMWu8CxsswU62FKeovvnd5z-VeX8qkoE/edit?usp=sharing" target="_blank">Club Champs Spreadsheet</a> for full results.<br /></p><p><br /></p><p>Summary :</p><p><google-sheets-html-origin></google-sheets-html-origin></p><table border="1" cellpadding="0" cellspacing="0" data-sheets-root="1" dir="ltr" style="border-collapse: collapse; border: none; font-family: Arial; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="122"></col><col width="122"></col><col width="100"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Position"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Position</td><td data-sheets-value="{"1":2,"2":"Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Race</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":2,"2":"TOTAL Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">TOTAL Points</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Date"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Date</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Points</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"1st"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">1st</td><td data-sheets-value="{"1":2,"2":"Martin Holt"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Holt</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":315}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">315</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"* Not receiving prize"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">* Not receiving prize</td><td data-sheets-value="{"1":2,"2":"Dean Carr"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dean Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":225}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">225</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"2nd"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">2nd</td><td data-sheets-value="{"1":2,"2":"Coreen McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Coreen McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":180}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">180</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"3rd"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">3rd</td><td data-sheets-value="{"1":2,"2":"Mike McGovern"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":170}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">170</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"* Not receiving prize"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">* Not receiving prize</td><td data-sheets-value="{"1":2,"2":"Gillian Carr"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Gillian Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":165}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">165</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"4th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">4th</td><td data-sheets-value="{"1":2,"2":"Sam Laydon"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sam Laydon</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":140}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">140</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"5th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">5th</td><td data-sheets-value="{"1":2,"2":"Carol Moss"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Carol Moss</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":135}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">135</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"6th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">6th</td><td data-sheets-value="{"1":2,"2":"Dianna Challands"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dianna Challands</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":130}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">130</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"7th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">7th</td><td data-sheets-value="{"1":2,"2":"Alex Campbell"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alex Campbell</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":125}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">125</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"8th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">8th</td><td data-sheets-value="{"1":2,"2":"Colin Williams "}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Colin Williams</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":120}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">120</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"9th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">9th</td><td data-sheets-value="{"1":2,"2":"Vicky Morrison"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vicky Morrison</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":115}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">115</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"10th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">10th</td><td data-sheets-value="{"1":2,"2":"Tim Warner"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tim Warner</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":110}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"11th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">11th</td><td data-sheets-value="{"1":2,"2":"Jen Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jen Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":105}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">105</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"12th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">12th</td><td data-sheets-value="{"1":2,"2":"Peter Caddick"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Peter Caddick</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":100}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"13th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">13th</td><td data-sheets-value="{"1":2,"2":"Milan Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Milan Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"14th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">14th</td><td data-sheets-value="{"1":2,"2":"Kerry Law"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kerry Law</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":85}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">85</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"15th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">15th=</td><td data-sheets-value="{"1":2,"2":"Daniel Lavin"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Daniel Lavin</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":70}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"15th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">15th=</td><td data-sheets-value="{"1":2,"2":"Dorien Kimenai"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dorien Kimenai</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":70}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"16th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">16th=</td><td data-sheets-value="{"1":2,"2":"Brian Smith"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Brian Smith</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":60}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">60</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"16th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">16th=</td><td data-sheets-value="{"1":2,"2":"David Carter Brown"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">David Carter Brown</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":60}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">60</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"17th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">17th</td><td data-sheets-value="{"1":2,"2":"Ian Munro"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Ian Munro</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":55}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">55</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"18th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">18th</td><td data-sheets-value="{"1":2,"2":"Mike Goddard"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Goddard</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":45}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">45</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"19th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">19th=</td><td data-sheets-value="{"1":2,"2":"Kenny Davidson"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kenny Davidson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":40}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"19th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">19th=</td><td data-sheets-value="{"1":2,"2":"Kiri Langmeade"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kiri Langmeade</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":40}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"19th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">19th=</td><td data-sheets-value="{"1":2,"2":"Neil Christie"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Neil Christie</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":40}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"20th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">20th</td><td data-sheets-value="{"1":2,"2":"Hamish Parkinson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hamish Parkinson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":35}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">35</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"21st="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">21st=</td><td data-sheets-value="{"1":2,"2":"Scott Gourlay"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Scott Gourlay</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"21st="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">21st=</td><td data-sheets-value="{"1":2,"2":"Ewan Gibson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Ewan Gibson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"22nd="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">22nd=</td><td data-sheets-value="{"1":2,"2":"Nick Boyd"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nick Boyd</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"22nd="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">22nd=</td><td data-sheets-value="{"1":2,"2":"Andrew Fish"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Andrew Fish</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"23rd="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">23rd=</td><td data-sheets-value="{"1":2,"2":"Oli Jepson"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Oli Jepson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"23rd="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">23rd=</td><td data-sheets-value="{"1":2,"2":"Tom Jones"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tom Jones</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"23rd="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">23rd=</td><td data-sheets-value="{"1":2,"2":"Jane Sullivan"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jane Sullivan</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"24th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">24th=</td><td data-sheets-value="{"1":2,"2":"Pamella Swallwell"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pamella Swallwell</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"24th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">24th=</td><td data-sheets-value="{"1":2,"2":"Alan Elder"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alan Elder</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"24th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">24th=</td><td data-sheets-value="{"1":2,"2":"Paul Nicol"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Paul Nicol</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"24th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">24th=</td><td data-sheets-value="{"1":2,"2":"Sarah Burthe"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sarah Burthe</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"25th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">25th</td><td data-sheets-value="{"1":2,"2":"Mike Pearson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Pearson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"26th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">26th=</td><td data-sheets-value="{"1":2,"2":"Pete Hall"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pete Hall</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"26th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">26th=</td><td data-sheets-value="{"1":2,"2":"Martin Quirke"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Quirke</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"26th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">26th=</td><td data-sheets-value="{"1":2,"2":"Margaret Oliver"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Margaret Oliver</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"26th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">26th=</td><td data-sheets-value="{"1":2,"2":"Alan Elder"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alan Elder</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr></tbody></table>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-73583172391876939242023-11-14T12:48:00.000-08:002023-11-14T12:48:49.447-08:00Club Champs 1 weekend of racing to go !!!!<p> Hi All,</p><p>After a long spring, summer and autumn we are finally down to the final weekend of racing. The final 2 races are the Glentress Winter Half Marathon and 10 K plus any park runs you can cram in.</p><p><br /></p><p>Below in a summary of the positions:</p><p><br /></p><p><google-sheets-html-origin></google-sheets-html-origin></p><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: Arial; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="122"></col><col width="122"></col><col width="100"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Position"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Position</td><td data-sheets-value="{"1":2,"2":"Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Race</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":2,"2":"TOTAL Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">TOTAL Points</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Date"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Date</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Points</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"1st"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">1st</td><td data-sheets-value="{"1":2,"2":"Martin Holt"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Holt</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":300}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">300</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"* Not receiving prize"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">* Not receiving prize</td><td data-sheets-value="{"1":2,"2":"Dean Carr"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dean Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":225}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">225</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"2nd"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">2nd</td><td data-sheets-value="{"1":2,"2":"Coreen McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Coreen McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":180}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">180</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"3rd"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">3rd</td><td data-sheets-value="{"1":2,"2":"Mike McGovern"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":170}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">170</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"* Not receiving prize"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">* Not receiving prize</td><td data-sheets-value="{"1":2,"2":"Gillian Carr"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Gillian Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":165}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">165</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"4th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">4th</td><td data-sheets-value="{"1":2,"2":"Carol Moss"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Carol Moss</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":135}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">135</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"5th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">5th</td><td data-sheets-value="{"1":2,"2":"Alex Campbell"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alex Campbell</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":125}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">125</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"6th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">6th</td><td data-sheets-value="{"1":2,"2":"Vicky Morrison"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vicky Morrison</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":115}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">115</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"7th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">7th=</td><td data-sheets-value="{"1":2,"2":"Jen Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jen Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":110}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"7th="}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">7th=</td><td data-sheets-value="{"1":2,"2":"Tim Warner"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tim Warner</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":110}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"7th="}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">7th=</td><td data-sheets-value="{"1":2,"2":"Sam Laydon"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sam Laydon</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":110}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"8th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">8th</td><td data-sheets-value="{"1":2,"2":"Peter Caddick"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Peter Caddick</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":100}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"9th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">9th</td><td data-sheets-value="{"1":2,"2":"Colin Williams "}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Colin Williams</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"10th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">10th</td><td data-sheets-value="{"1":2,"2":"Milan Misak"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Milan Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":90}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">90</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"11th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">11th</td><td data-sheets-value="{"1":2,"2":"Kerry Law"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kerry Law</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":85}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">85</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"12th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">12th</td><td data-sheets-value="{"1":2,"2":"Daniel Lavin"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Daniel Lavin</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":70}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"13th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">13th</td><td data-sheets-value="{"1":2,"2":"Dorien Kimenai"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dorien Kimenai</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":70}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"14th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">14th</td><td data-sheets-value="{"1":2,"2":"Dianna Challands"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dianna Challands</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":60}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">60</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"15th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">15th</td><td data-sheets-value="{"1":2,"2":"Ian Munro"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Ian Munro</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":55}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">55</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"16th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">16th</td><td data-sheets-value="{"1":2,"2":"Mike Goddard"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Goddard</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":45}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">45</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"17th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">17th</td><td data-sheets-value="{"1":2,"2":"Kenny Davidson"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kenny Davidson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":40}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"18th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">18th</td><td data-sheets-value="{"1":2,"2":"Hamish Parkinson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hamish Parkinson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":35}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">35</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"19th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">19th</td><td data-sheets-value="{"1":2,"2":"Brian Smith"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Brian Smith</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"20th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">20th</td><td data-sheets-value="{"1":2,"2":"Scott Gourlay"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Scott Gourlay</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"21st"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">21st</td><td data-sheets-value="{"1":2,"2":"David Carter Brown"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">David Carter Brown</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"22nd"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">22nd</td><td data-sheets-value="{"1":2,"2":"Nick Boyd"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nick Boyd</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"23rd"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">23rd</td><td data-sheets-value="{"1":2,"2":"Andrew Fish"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Andrew Fish</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"24th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">24th</td><td data-sheets-value="{"1":2,"2":"Oli Jepson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Oli Jepson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"25th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">25th</td><td data-sheets-value="{"1":2,"2":"Tom Jones"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tom Jones</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"26th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">26th</td><td data-sheets-value="{"1":2,"2":"Pamella Swallwell"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pamella Swallwell</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"27th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">27th</td><td data-sheets-value="{"1":2,"2":"Alan Elder"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alan Elder</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"28th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">28th</td><td data-sheets-value="{"1":2,"2":"Paul Nicol"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Paul Nicol</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"30th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">30th</td><td data-sheets-value="{"1":2,"2":"Sarah Burthe"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sarah Burthe</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"31st"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">31st</td><td data-sheets-value="{"1":2,"2":"Mike Pearson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Pearson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"32nd"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">32nd</td><td data-sheets-value="{"1":2,"2":"Neil Christie"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Neil Christie</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"33rd"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">33rd</td><td data-sheets-value="{"1":2,"2":"Pete Hall"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pete Hall</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"34th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">34th</td><td data-sheets-value="{"1":2,"2":"Martin Quirke"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Quirke</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"35th"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">35th</td><td data-sheets-value="{"1":2,"2":"Margaret Oliver"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Margaret Oliver</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"36th"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">36th</td><td data-sheets-value="{"1":2,"2":"Alan Elder"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alan Elder</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr></tbody></table><p><br /></p><p><br /></p><p>and you can follow <a href="https://docs.google.com/spreadsheets/d/1h_oaAvmcdyuUMWu8CxsswU62FKeovvnd5z-VeX8qkoE/edit?usp=sharing" target="_blank">this link to see the spreadsheet in detail</a>.</p><p><br /></p><p>Please scrutinize your results and get back to me with anything that may have been missed. I try my best to catch all the results but I rely on you guys to feed me your race information.</p><p><br /></p><p>Good luck on the last weekend of racing.</p><p><br /></p><p>Dean and Gillian</p>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-87230492942260360682023-11-07T12:41:00.001-08:002023-11-07T12:41:21.460-08:00Club Champs Update 7/11The championship ends on 18th November with the Glentress trail half marathon. This means you have 2 more weeks to accumulate points , so you have the opportunity to do 2 more parkruns or try and bag a podium. Gillian has been busy getting this years prizes sorted and there good ones, so its worth grabbing every point you can !!!!!<div><br /></div><div>Coreen has struck out from her "better" half in second place (for now). We have a 4 way tie in fourth place between Jen, Tim, Vicky and Sam. I really need you guys to break up or I'm going to have to think of a tie breaker, which could be a drinking challenge on the Christmas dinner !!!!!!</div><div><br /></div><div>All please check your points, scroll down the spreadsheet to see you points allocation.</div><div><br /></div><div><a href="https://docs.google.com/spreadsheets/d/1h_oaAvmcdyuUMWu8CxsswU62FKeovvnd5z-VeX8qkoE/edit?usp=sharing" target="_blank">Spreadsheet link</a></div><div><br /></div><div><br /></div><div>Champs Table:</div><div><br /></div><div><google-sheets-html-origin><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: Arial; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="122"></col><col width="122"></col><col width="100"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Position"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Position</td><td data-sheets-value="{"1":2,"2":"Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Race</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":2,"2":"TOTAL Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">TOTAL Points</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Date"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Date</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Points</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Martin Holt"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Holt</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":300}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">300</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"* Not receiving prize"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">* Not receiving prize</td><td data-sheets-value="{"1":2,"2":"Dean Carr"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dean Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":225}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">225</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Coreen McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Coreen McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":175}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">175</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike McGovern"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":165}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">165</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"* Not receiving prize"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">* Not receiving prize</td><td data-sheets-value="{"1":2,"2":"Gillian Carr"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Gillian Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":165}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">165</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Jen Misak"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jen Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":110}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Tim Warner"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tim Warner</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":110}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Vicky Morrison"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vicky Morrison</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":110}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Sam Laydon"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sam Laydon</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":110}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Peter Caddick"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Peter Caddick</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":100}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Carol Moss"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Carol Moss</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Colin Williams "}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Colin Williams</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Milan Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Milan Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":90}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">90</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Alex Campbell"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alex Campbell</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":90}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">90</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Kerry Law"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kerry Law</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":80}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">80</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"David Carter Brown"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">David Carter Brown</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":75}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">75</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Daniel Lavin"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Daniel Lavin</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":70}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dorien Kimenai"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dorien Kimenai</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":70}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dianna Challands"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dianna Challands</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":60}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">60</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Ian Munro"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Ian Munro</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":55}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">55</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike Goddard"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Goddard</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":45}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">45</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Kenny Davidson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kenny Davidson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":40}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Hamish Parkinson"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hamish Parkinson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":35}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">35</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Brian Smith"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Brian Smith</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Nick Boyd"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nick Boyd</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Scott Gourlay"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Scott Gourlay</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Andrew Fish"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Andrew Fish</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Oli Jepson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Oli Jepson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Tom Jones"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tom Jones</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Pamella Swallwell"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pamella Swallwell</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Alan Elder"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alan Elder</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Paul Nicol"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Paul Nicol</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike Pearson"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Pearson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Sarah Burthe"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sarah Burthe</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Neil Christie"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Neil Christie</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Pete Hall"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pete Hall</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Martin Quirke"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Quirke</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Margaret Oliver"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Margaret Oliver</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Alan Elder"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alan Elder</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr></tbody></table></google-sheets-html-origin><div><br /></div><div><br /></div></div>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-36596906944239459392023-10-15T10:25:00.005-07:002023-10-15T10:27:18.743-07:00Club Champs Update 15/10<p>Some good racing today from club members picking up points at the Lilliesleaf 10k and Devils Foot Half, and thus we have only one more race left in the championships : The Glentress Winter Half unless the Cardrona handicap is taking place (anyone know) ?</p><p>Pretty much looks like Martin Holt will be taking his second title this year. Second and Third have been closely fought out between the McGovern's with Coreen on top at the moment. There is still time to get some races and park runs in before the curtain comes down on 18th November.</p><p>Its probably a good time to check the results and confirm you are happy with your points. I try my best to keep it correct but I will have missed some stuff here and there.</p><p>Top 10:</p><p><google-sheets-html-origin></google-sheets-html-origin></p><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: Arial; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="122"></col><col width="122"></col><col width="100"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Position"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Position</td><td data-sheets-value="{"1":2,"2":"Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Race</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":2,"2":"TOTAL Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">TOTAL Points</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Date"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Date</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Points</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Martin Holt"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Holt</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":280}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">280</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dean Carr"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dean Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":225}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">225</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Coreen McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Coreen McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":155}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">155</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike McGovern"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":145}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">145</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Gillian Carr"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Gillian Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":120}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">120</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Jen Misak"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jen Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":110}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Tim Warner"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tim Warner</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":110}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Sam Laydon"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sam Laydon</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":100}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Carol Moss"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Carol Moss</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Colin Williams "}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Colin Williams</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Vicky Morrison"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vicky Morrison</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Peter Caddick"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Peter Caddick</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Milan Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Milan Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":90}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">90</td></tr></tbody></table><p><br /></p><p><a href="https://docs.google.com/spreadsheets/d/1h_oaAvmcdyuUMWu8CxsswU62FKeovvnd5z-VeX8qkoE/edit?usp=sharing" rel="nofollow" target="_blank">Full Results</a></p>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-82732133550438541572023-09-19T02:26:00.002-07:002023-09-19T02:26:17.723-07:00Club Champs Update 19/09<p> Hi All,</p><p><br /></p><p>A few updates from the clubs champs. The last race was the Northumberland coastal Race which Peter Caddick, Gillian and myself ran in.</p><p><br /></p><p>Coreen and Mike McGovern have been working away busily picking up park runs and podiums and now there are only 5 points between them.</p><p><br /></p><p>Martin Holt is still out in front, but better not hit cruise control yet, there are still 8 races to go, next one being the Two Breweries, then the Scottish and Great Scottish Half and 10k.</p><p>Top 10:</p><p><google-sheets-html-origin></google-sheets-html-origin></p><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: Arial; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="122"></col><col width="122"></col><col width="100"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Position"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Position</td><td data-sheets-value="{"1":2,"2":"Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Race</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":2,"2":"TOTAL Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">TOTAL Points</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Date"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Date</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Points</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Martin Holt"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Holt</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":230}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">230</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dean Carr"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dean Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":175}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">175</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Gillian Carr"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Gillian Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":150}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">150</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike McGovern"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":145}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">145</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Coreen McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Coreen McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":140}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">140</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Carol Moss"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Carol Moss</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Jen Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jen Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Tim Warner"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tim Warner</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":80}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">80</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Colin Williams "}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Colin Williams</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":75}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">75</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Sam Laydon"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sam Laydon</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":75}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">75</td></tr></tbody></table><p><br /></p><p><a href="https://docs.google.com/spreadsheets/d/1h_oaAvmcdyuUMWu8CxsswU62FKeovvnd5z-VeX8qkoE/edit?usp=sharing" target="_blank">Click this link to view the results Spreadsheet.</a></p><p><br /></p><p>As every, please let my know of any missing or incorrect results.</p><p><br /></p><p>Thanks</p><p><br /></p><p>Dean</p>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-54442708779180172702023-08-22T09:53:00.001-07:002023-08-22T09:53:22.914-07:00Club Champs update 22/08<p> Club champs updated now. Martin still out in front, but Coreen McGovern putting in a strong challenge !!!</p><p><google-sheets-html-origin></google-sheets-html-origin></p><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: Arial; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="122"></col><col width="122"></col><col width="100"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Position"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Position</td><td data-sheets-value="{"1":2,"2":"Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Race</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":2,"2":"TOTAL Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">TOTAL Points</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Date"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Date</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Points</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Martin Holt"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Holt</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":190}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">190</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dean Carr"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dean Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":160}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">160</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Gillian Carr"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Gillian Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":135}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">135</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Coreen McGovern"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Coreen McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":115}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">115</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":100}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">100</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Carol Moss"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Carol Moss</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Tim Warner"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tim Warner</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":75}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">75</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Colin Williams "}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Colin Williams</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":75}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">75</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Jen Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jen Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":75}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">75</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Sam Laydon"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sam Laydon</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":70}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Daniel Lavin"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Daniel Lavin</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":65}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">65</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Vicky Morrison"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vicky Morrison</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":55}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">55</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"David Carter Brown"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">David Carter Brown</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":55}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">55</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Kerry Law"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kerry Law</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":55}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">55</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Milan Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Milan Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":50}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">50</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dorien Kimenai"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dorien Kimenai</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":50}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">50</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Peter Caddick"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Peter Caddick</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":40}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Ian Munro"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Ian Munro</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Nick Boyd"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nick Boyd</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike Goddard"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Goddard</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dianna Challands"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dianna Challands</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Oli Jepson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Oli Jepson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Alex Campbell"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alex Campbell</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Pamella Swallwell"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pamella Swallwell</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Hamish Parkinson"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hamish Parkinson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Alan Elder"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alan Elder</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike Pearson"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Pearson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Sarah Burthe"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sarah Burthe</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Brian Smith"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Brian Smith</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Neil Christie"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Neil Christie</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Andrew Fish"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Andrew Fish</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Pete Hall"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pete Hall</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Martin Quirke"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Quirke</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Margaret Oliver"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Margaret Oliver</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td></tr></tbody></table><p><br /></p><p><a href="https://docs.google.com/spreadsheets/d/1h_oaAvmcdyuUMWu8CxsswU62FKeovvnd5z-VeX8qkoE/edit?usp=sharing" target="_blank">Full Results Link</a></p><p>Please check the sheet and below the results is all the races and points I have allocated to each runner. Let me know if I have missed anything.</p><p><br /></p><p>thanks</p><p>Dean</p>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-50681699307551497622023-08-09T01:11:00.001-07:002023-08-09T01:11:28.391-07:00Mhor Marathon Race Report by Kerry Law<p> <span style="font-family: Calibri, sans-serif; font-size: 12pt; font-weight: 700; white-space-collapse: preserve;">Mhor Marathon Race Report_Aug 2023</span></p><p><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-weight: 700; white-space-collapse: preserve;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDJFgC8wPmC5sSX2w1_XPa3cog8XlfvvRo5v7W1Vu4ZhGm5Jgqn9EbpsRuiMaEi_DstpVZa_ON3uMo6q9GO4xLy9lKIvPXMSFrVTrt-lAYuG1uGLqsBvTtSBTwOyBDPqflJnudwzu0oW-I5bzJ13zQoZ1CwB8LCUi_KSKa8F0NM_F9XFfeJVDrlrC70h8/s2048/IMG-20230806-WA0000.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDJFgC8wPmC5sSX2w1_XPa3cog8XlfvvRo5v7W1Vu4ZhGm5Jgqn9EbpsRuiMaEi_DstpVZa_ON3uMo6q9GO4xLy9lKIvPXMSFrVTrt-lAYuG1uGLqsBvTtSBTwOyBDPqflJnudwzu0oW-I5bzJ13zQoZ1CwB8LCUi_KSKa8F0NM_F9XFfeJVDrlrC70h8/s320/IMG-20230806-WA0000.jpg" width="240" /></a></div><br /><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-weight: 700; white-space-collapse: preserve;"><br /></span><p></p><span id="docs-internal-guid-83483055-7fff-bc35-1e74-ca5f77c086c4"><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;">If you’d told me a couple of years ago that this summer I’d be running a marathon, I’m not sure I’d have believed you. I always thought marathons were for ‘proper serious’ runners. But having trained for and now run my first marathon, I’ve learned two things.</span></p><br /><ol style="margin-bottom: 0; margin-top: 0; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-wrap: wrap; vertical-align: baseline;">Any runner can do a marathon. Provided you put in the training, accept that it’ll be harder than anything you’ve done before, and that on the day after you’ll be cursing the person who invented stairs, then you can do it. </span></p></li><li aria-level="1" dir="ltr" style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-wrap: wrap; vertical-align: baseline;">The level of support you get when running a marathon is incredible. Honestly, every person in Moorfoots who I told about my marathon plans gave me advice and encouragement. You all gave me advice on what to eat, when to eat, how many long training runs to do, ideas for training runs, how to stop my running pack rubbing the skin off my back (thanks Dorien!) and most of all encouraged me to enjoy it. Thank you all.</span></p></li></ol><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;">And a shout out to Martin Holt who was also running on Sunday. Martin was very calm on the start line and I tried to emulate that! As he’d done this particular race before, he also gave me one last very good tip—ignore the people doing the relay as part of the same race. Especially at the swap-over point at 16 miles where a bunch of people with fresh legs join the race. </span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;">I chose the Mhor Marathon for my first one. It’s an A-B course from Callander, up to Strathyre, loops around Balquhidder and finishes along Loch Voil to Monachyle Mhor Hotel. The route is a mix of paths, forest tracks, bike path and wee back roads. And it’s hilly. The climbs in the last 4 miles almost finished me off!</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;"><br /></span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqSuP4PxhKujf8VOxlLje1uByMrCGS6LNEdzmnDE1l-63a1qHVRhbhYJ67NYsXTC4CCTq_s2jcOYDtJ4HkT_Tb50lE6ZARuywLFm9y-3ScU6fDhqDHbuiLYWd_swImu4CsQpRya_o4ti2kAEV2HWUtzeC4SNaRPNMITHdsdo8BXtTJ20Qy5Y1Is9lwKTY/s4080/20230806_152700.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3060" data-original-width="4080" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqSuP4PxhKujf8VOxlLje1uByMrCGS6LNEdzmnDE1l-63a1qHVRhbhYJ67NYsXTC4CCTq_s2jcOYDtJ4HkT_Tb50lE6ZARuywLFm9y-3ScU6fDhqDHbuiLYWd_swImu4CsQpRya_o4ti2kAEV2HWUtzeC4SNaRPNMITHdsdo8BXtTJ20Qy5Y1Is9lwKTY/s320/20230806_152700.jpg" width="320" /></a></div><br /><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;"><br /></span><p></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;">So why did I choose a hilly, mixed terrain route for my first marathon? Because I wasn’t fussed about my time. I didn’t care how long I took to run it, I just wanted to enjoy it. The Mhor Marathon is not a race you do for a PB. Those hills, and a boat crossing (with a cup of Pimms!) at the end mean it’s not going to be anyone’s fastest marathon. I wanted an event that was more about the scenery and the experience rather than my time. And in terms of friendly, scenic races, this one definitely delivered.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;">We were lucky with the weather – a mix of clouds and sunshine, no wind and no rain, and muggy but not too hot. On every section of the course the views were lovely—lochs and mountains everywhere, including views of Ben Vorlich, Stuc a’ Chroin and Ben Ledi. I especially enjoyed the track along Loch Lubnaig and if I hadn’t been busy running a marathon I’d have been tempted by a swim. </span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;">The finish at the head of Loch Voil was stunning and the atmosphere there was great.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;">Martin ran a brilliant race too, though he said he was a few minutes slower than when he did it 5 years ago. I reckon that’s allowed. </span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;">Finishing times:</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;">Martin 04:15 (category position 7)</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;">Kerry 05:15 (category position 22)</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;">Oh, and I learned a third thing from running my marathon. Post-race, salty crisps are the absolute best thing ever! </span></p><div><span style="font-family: Calibri, sans-serif; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space-collapse: preserve;"><br /></span></div></span>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-28111558699802041532023-07-31T00:29:00.002-07:002023-07-31T00:29:37.942-07:00Club Champs Update 31/07<p> Hi all,</p><p><br /></p><p>There has been a bit of a tussle at the top of the table between myself and Martin. I'm currently top by 5 points but awaiting an email from Martin with a list of achievements to overtake me. Also Coreen McGovern has been making steady upward progress one to watch !!!!</p><p>I received an enquiry from Vicky about point for the furthest race from Peebles, and I know know why: she has just done a Parkrun in Richmond Canada so she currently takes the points there !!!!!</p><p>Next couple of championship events are Philiphaugh hill race this Sunday (6/8) and the 10K time trail (8/8). Also keep on Parkrunning !!!!!!</p><p><br /></p><p><google-sheets-html-origin></google-sheets-html-origin></p><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: Arial; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="122"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Race</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":2,"2":"TOTAL Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">TOTAL Points</td><td data-sheets-value="{"1":2,"2":"Gypsy Glen"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Gypsy Glen</td><td data-sheets-value="{"1":2,"2":"Penicuik 10k"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Penicuik 10k</td><td data-sheets-value="{"1":2,"2":"Stag to Hynd Race Moffat"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Stag to Hynd Race Moffat</td><td data-sheets-value="{"1":2,"2":"Wobbly Bridge"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Wobbly Bridge</td><td data-sheets-value="{"1":2,"2":"Rigg Race (Balerno)"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Rigg Race (Balerno)</td><td data-sheets-value="{"1":2,"2":"Age Graded 5k June(*)"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Age Graded 5k June(*)</td><td data-sheets-value="{"1":2,"2":"Black Rock"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Black Rock</td><td data-sheets-value="{"1":2,"2":"7 Hills"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">7 Hills</td><td data-sheets-value="{"1":2,"2":"Eildon Hill Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Eildon Hill Race</td><td data-sheets-value="{"1":2,"2":"Earlston Black Hill Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Earlston Black Hill Race</td><td data-sheets-value="{"1":2,"2":"Moffat Festival (tbc)"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Moffat Festival (tbc)</td><td data-sheets-value="{"1":2,"2":"Lee Pen"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Lee Pen</td><td data-sheets-value="{"1":2,"2":"Kelso 10k "}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Kelso 10k</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Date"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Date</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45056}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45059}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">13/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45062}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">16/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/mm/yyyy","3":1}" data-sheets-value="{"1":3,"3":45067}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">21/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45075}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">29/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45090}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13/06/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45079}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">02/06/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45095}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">18/06/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45101}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">24/06/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45111}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">04/07/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45118}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">11/07/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45122}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">15/07/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":44758}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">16/07/2022</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Hill"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">Hill</td><td data-sheets-value="{"1":2,"2":"Road"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Road</td><td data-sheets-value="{"1":2,"2":"Hill"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Hill</td><td data-sheets-value="{"1":2,"2":"Trail"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Trail</td><td data-sheets-value="{"1":2,"2":"Road"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Road</td><td data-sheets-value="{"1":2,"2":"Road"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Road</td><td data-sheets-value="{"1":2,"2":"Beach(Trail)"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Beach(Trail)</td><td data-sheets-value="{"1":2,"2":"Road/Hill"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Road/Hill</td><td data-sheets-value="{"1":2,"2":"Hill"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Hill</td><td data-sheets-value="{"1":2,"2":"Hill"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Hill</td><td data-sheets-value="{"1":2,"2":"Road"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Road</td><td data-sheets-value="{"1":2,"2":"Hill"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Hill</td><td data-sheets-value="{"1":2,"2":"Trail"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Trail</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Points</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":15}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">15</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":15}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">15</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Dean Carr"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dean Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":145}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">145</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">15</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">15</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Martin Holt"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Holt</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":140}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">140</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">15</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Gillian Carr"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Gillian Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":90}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">90</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">15</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Coreen McGovern"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Coreen McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":85}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">85</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">15</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Mike McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":80}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">80</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Carol Moss"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Carol Moss</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":80}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">80</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Tim Warner"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tim Warner</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":75}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">75</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">15</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">15</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Colin Williams "}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Colin Williams</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":75}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">75</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Jen Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jen Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":70}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Sam Laydon"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sam Laydon</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":60}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">60</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Vicky Morrison"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vicky Morrison</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":55}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">55</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Milan Misak"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Milan Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":50}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">50</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Dorien Kimenai"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dorien Kimenai</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":45}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">45</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Daniel Lavin"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Daniel Lavin</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":40}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Peter Caddick"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Peter Caddick</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":40}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">15</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Ian Munro"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Ian Munro</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Nick Boyd"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nick Boyd</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Dianna Challands"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dianna Challands</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Oli Jepson"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Oli Jepson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":20}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Alex Campbell"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alex Campbell</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Kerry Law"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kerry Law</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Pamella Swallwell"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pamella Swallwell</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Hamish Parkinson"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hamish Parkinson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Mike Pearson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Pearson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Sarah Burthe"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sarah Burthe</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Brian Smith"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Brian Smith</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Neil Christie"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Neil Christie</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Pete Hall"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pete Hall</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Alan Elder"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alan Elder</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Martin Quirke"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Quirke</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td data-sheets-numberformat="{"1":5,"2":"dd/mm/yyyy","3":1}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); 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border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td></tr></tbody></table>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-37124268636758668992023-07-17T08:06:00.007-07:002023-07-17T08:49:46.948-07:00Lee Pen Hill Race at Innerleithen St Ronan's Games 2023<p><span style="font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Saturday saw the culmination of <a href="https://www.stronansgames.org.uk/"><span style="color: blue;">Innerleithen
St Ronan's Games Week</span></a> with the hosting of the oldest organised
athletics meeting in Scotland, Instituted in 1827.</span><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"></span></p>
<p class="MsoNormal" style="background: white; line-height: 15pt; margin-bottom: 0cm;"><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Starting with the Lee Pen Hill Race which includes
1,200 brutal feet of climb and then foot burning descent within the ‘modest’ 3
mile course which had a 35 competitors this year, the largest entry for many years. </span></p><p class="MsoNormal" style="background: white; line-height: 15pt; margin-bottom: 0cm;"><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Jacob Adkin of the local Moorfoot Runners club not only took the win but smashed the record that had stood for almost two decades. He clocked 22:38, and was over four minutes clear of Matthew Sullivan, also of Moorfoot Runners. Jacob is from Peebles and has some amazing acolades to his name including winning the European Mountain Running title in 2019, and finishing 20th at this years World Champs in Austria. He was up and down before most of the field had made it to the top!</span></p><p class="MsoNormal" style="background: white; line-height: 15pt; margin-bottom: 0cm;"><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">It was fitting that the trophy was presented by the previous course record holder Euan Jardine, who is now the Leader of Scottish Borders Council. And similar to last year where both the men's and women's race was won by a couple it was Katie Hall, Jacob's girlfriend, who was fastest, and they each enjoyed a £80 top prize.<br /></span></p><p class="MsoNormal" style="background: white; line-height: 15pt; margin-bottom: 0cm;"><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"></span></p><p class="MsoNormal" style="background: white; line-height: 15pt; margin-bottom: 0cm;"><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">For the men 3rd was Irvine Welsh of Gala Harriers, 1<sup>st</sup> Veteran was Kieron Ross in 4th, and 1<sup>st</sup>
Local, 2nd Vet was Andy Cox of the home club Moorfoot Runners in 5th. Mairi Eades was second woman, Isla Patterson 3rd, Kate Jenkins 4th and 1st Vet, and Magda Janus was 1<sup>st</sup> Local. Other Moorfoots running were </span><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Jen Misak 2nd FVet, </span><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Colin Williams, and Martin Holt<br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"></span></p><p class="MsoNormal" style="background: white; line-height: 15pt; margin-bottom: 0cm;"><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Many thanks to Walkerburn resident and Gala Harrier Bob Johnson, for providing the
sponsorship of the </span><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">substantial </span><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Hill Race </span><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"> prize fund</span><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"> through his company Realistic Engineering Analysis, and he also found the energy to do the race!</span></p><p class="MsoNormal" style="background: white; line-height: 15pt; margin-bottom: 0cm;"><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Full results below and on Scottish Hill Runners
soon.</span><span style="color: black; font-family: "inherit",serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"> <br /></span></p><p class="MsoNormal" style="background: white; line-height: 15pt; margin-bottom: 0cm;"><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
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<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Unresolved Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Link"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
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mso-para-margin-top:0cm;
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mso-para-margin-left:0cm;
line-height:107%;
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font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
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mso-bidi-theme-font:minor-bidi;
mso-font-kerning:1.0pt;
mso-ligatures:standardcontextual;
mso-fareast-language:EN-US;}
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<![endif]-->
</p><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 571px;">
<tbody><tr style="height: 14.5pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td nowrap="" style="background: rgb(231, 230, 230); border: 1pt solid windowtext; height: 14.5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Position</span></b></p>
</td>
<td nowrap="" style="background: rgb(231, 230, 230); border-left: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Name</span></b></p>
</td>
<td nowrap="" style="background: rgb(231, 230, 230); border-left: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Club</span></b></p>
</td>
<td nowrap="" style="background: rgb(231, 230, 230); border-left: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Time</span></b></p>
</td>
<td nowrap="" style="background: rgb(231, 230, 230); border-left: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Category</span></b></p>
</td>
<td nowrap="" style="background: rgb(231, 230, 230); border-left: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Cat Pos</span></b></p>
</td>
<td nowrap="" style="background: rgb(231, 230, 230); border-left: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Local</span></b></p>
</td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 1;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">1</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Jacob Adkin</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Moorfoot Runners</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">22:38</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">M</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">1</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 2;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">2</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Matthew Sullivan</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Moorfoot Runners</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">26:54</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">M</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">2</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 3;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">3</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Irvine Welsh</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Gala Harriers</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">27:51</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">M</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">3</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 4;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">4</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Kieron Ross</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;"> </span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">28:11</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">MV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">1</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 5;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">5</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Andrew Cox</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Moorfoot Runners</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">28:30</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">MV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">2</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Y</span></p>
</td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 6;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">6</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Brian Marshall</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Haddington</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">28:38</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">MV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">3</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 7;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">7</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Craig Mattocks</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Carnethy</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">29:02</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">MV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">4</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 8;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">8</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Greg Harradine</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;"> </span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">29:47</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">M</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">4</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 9;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">9</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Paul Williams</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Carnethy</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">30:29</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">M</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">5</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 10;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">10</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Katie Hall</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;"> </span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">30:35</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">F</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">1</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 11;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">11</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Noah Carson</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;"> </span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">31:15</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">M</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">6</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 12;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">12</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Colin Williams</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Moorfoot Runners</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">31:19</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">MV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">5</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Y</span></p>
</td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 13;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">13</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Mairi Eades</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Edinburgh Uni</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">32:05</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">F</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">2</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 14;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">14</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Isla Patterson</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Gala Harriers</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">32:24</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">F</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">3</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 15;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">15</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Scott Robson</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Carnethy</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">33:20</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">M</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">7</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Y</span></p>
</td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 16;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">16</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Alan Tait</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Motherwell AC</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">33:29</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">MV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">6</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 17;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">17</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Marc Overman</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;"> </span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">33:33</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">M</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">8</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 18;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">18</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Iain Bell</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Gala Harriers</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">33:42</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">MV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">7</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 19;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">19</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Bob Johnson</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Gala Harriers</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">33:51</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">MV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">8</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Y</span></p>
</td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 20;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">20</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Steve Jones</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;"> </span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">34:13</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">M</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">9</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Y</span></p>
</td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 21;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">21</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Kate Jenkins</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Gala Harriers</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">34:26</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">FV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">1</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 22;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">22</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Mike Rutherford</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Lomond Hill Runners</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">35:19</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">MV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">9</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 23;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">23</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Christopher McKiddie</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;"> </span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">35:32</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">MV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">10</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 24;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">24</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Gordon Pryde</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;"> </span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">37:17</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">M</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">10</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 25;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">25</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Madga Janus</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;"> </span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">37:34</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">F</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">4</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Y</span></p>
</td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 26;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">26</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Jennifer Misak </span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Moorfoot Runners</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">37:58</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">FV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">2</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Y</span></p>
</td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 27;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">27</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Kane Cutler</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;"> </span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">38:43</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">M</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">11</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 28;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">28</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Poppy Lunn</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Gala Harriers</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">39:29</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">F</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">5</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 29;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">29</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Gill Lunn</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Gala Harriers</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">39:42</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">FV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">3</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 30;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">30</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Ross Dalgliesh</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Gala Harriers</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">39:50</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">MV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">11</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 31;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">31</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Lisa Dalgliesh</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Gala Harriers</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">40:05</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">F</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">6</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 32;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">32</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Martin Holt</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Moorfoot Runners</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">42:02</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">MV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">12</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 33;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">33</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Bruno Gieggrich</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;"> </span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">44:55</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">M</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">12</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Y</span></p>
</td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 34;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">34</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Paul Lockie</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Teviotdale Harriers</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">46:03</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">MV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">13</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64"><br /></td>
</tr>
<tr style="height: 14.5pt; mso-yfti-irow: 35; mso-yfti-lastrow: yes;">
<td nowrap="" style="border-top: none; border: 1pt solid windowtext; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 47pt;" valign="bottom" width="63">
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: right;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">35</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 97pt;" valign="bottom" width="129">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Charlotte Hendry</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92pt;" valign="bottom" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Gala Harriers</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">47:40</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">FV</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">4</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 48pt;" valign="bottom" width="64">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 9pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Y</span></p>
</td>
</tr>
</tbody></table><p></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfzWkEG5JY3KqzWsZrfjvFX-bhyf_8-aUBGwMokzLyhrfm2AERr7zQzs4TnipVc8dAP29U9GtwCF_qYi8MTEBpVoqnk5iauNqlN3zomt0CgOUl5t4cBpqKuvA6RyDJ45JLTyEbipZZHEAIT3phqdbwTJ28X8bA0T8mzXCNCAZaNuv3yTVThdzT3QJ_BaR3/s3526/IMG_9239c.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2645" data-original-width="3526" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfzWkEG5JY3KqzWsZrfjvFX-bhyf_8-aUBGwMokzLyhrfm2AERr7zQzs4TnipVc8dAP29U9GtwCF_qYi8MTEBpVoqnk5iauNqlN3zomt0CgOUl5t4cBpqKuvA6RyDJ45JLTyEbipZZHEAIT3phqdbwTJ28X8bA0T8mzXCNCAZaNuv3yTVThdzT3QJ_BaR3/w400-h300/IMG_9239c.jpg" width="400" /></a></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrUuAoG2ZBcrbjdOh2ICmLpBWJd5E9LiyDUP3RdAlzE4XDORA_8UiuJPaqd5QMfxDb7icefMqOz2mIyou59SwII90SgqP_KmCiHKO-l6RDaIX7w2Wfvtrn6exCDsZDjGpeKvIGTb-oZqgiu9WDg4hb9S67bavtuz-7YbIuPTOuVML0eGva6foMC5dqk65T/s2048/2023-07%20Lee%20Pen%20Jacob%20descent%20from%20Pen.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1365" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrUuAoG2ZBcrbjdOh2ICmLpBWJd5E9LiyDUP3RdAlzE4XDORA_8UiuJPaqd5QMfxDb7icefMqOz2mIyou59SwII90SgqP_KmCiHKO-l6RDaIX7w2Wfvtrn6exCDsZDjGpeKvIGTb-oZqgiu9WDg4hb9S67bavtuz-7YbIuPTOuVML0eGva6foMC5dqk65T/w426-h640/2023-07%20Lee%20Pen%20Jacob%20descent%20from%20Pen.jpg" width="426" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrmPRW5aDqttkK9OstVqSBMFaEm9eAlIfy2yvSZcfQBYmMp0nsR-nO-L7yo31UlyMJjG264X4rz5CnsXJAYj6uq8bl7Wy6puPMExDpTONXmO9cTsQhDBvjazI77gt5yiKA0qLGOcQfJofyCxdMyxPjxLUeQSxSbvBi416Bie7nFnrw9cvIDaRj1Gl23-oH/s2048/2023-07%20Lee%20Pen%20Jacob(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1363" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrmPRW5aDqttkK9OstVqSBMFaEm9eAlIfy2yvSZcfQBYmMp0nsR-nO-L7yo31UlyMJjG264X4rz5CnsXJAYj6uq8bl7Wy6puPMExDpTONXmO9cTsQhDBvjazI77gt5yiKA0qLGOcQfJofyCxdMyxPjxLUeQSxSbvBi416Bie7nFnrw9cvIDaRj1Gl23-oH/w266-h400/2023-07%20Lee%20Pen%20Jacob(1).jpg" width="266" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaVmt7C8GQ-30Izq2CS1dQPv6NFnMhVvOWyUAPQzSX7KJ4imwy2ufBn3zoTWiD2DR88-6B8cQS5PuSlrZnHO2hOzubFoMLEYrs6ivChh9TAX-o8GGRUFjxy7xCTa68Ehu2lZ7jU2nRNhBs94-2ZMPqD01ApQtADlOVbbzN-gcqYFv92xuPp-xu73tEsiTA/s2980/IMG_9243c.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2980" data-original-width="2235" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaVmt7C8GQ-30Izq2CS1dQPv6NFnMhVvOWyUAPQzSX7KJ4imwy2ufBn3zoTWiD2DR88-6B8cQS5PuSlrZnHO2hOzubFoMLEYrs6ivChh9TAX-o8GGRUFjxy7xCTa68Ehu2lZ7jU2nRNhBs94-2ZMPqD01ApQtADlOVbbzN-gcqYFv92xuPp-xu73tEsiTA/w480-h640/IMG_9243c.jpg" width="480" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCHWq-A1g_BiDC0xa7bz8uYR6--JqU2f6nigTzEN0ZA0KA9jGozsZqX-MJWBT-hbDHR9efReFMSojnrNqbcQxj2JwnsZ-bcoDynLC41Zhm5THdZxGP7KCXbmoTNPI8Wdw5v9etq-K2a-UeBvv9cKjmqp2hMKv7ERyJKiV_mykx7mMRkSnzguTRXkGN8yRR/s4032/IMG_9230.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3024" data-original-width="4032" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCHWq-A1g_BiDC0xa7bz8uYR6--JqU2f6nigTzEN0ZA0KA9jGozsZqX-MJWBT-hbDHR9efReFMSojnrNqbcQxj2JwnsZ-bcoDynLC41Zhm5THdZxGP7KCXbmoTNPI8Wdw5v9etq-K2a-UeBvv9cKjmqp2hMKv7ERyJKiV_mykx7mMRkSnzguTRXkGN8yRR/w400-h300/IMG_9230.JPG" width="400" /></a></div><br />Great photos on facebook by <a href="https://www.facebook.com/groups/moorfootrunners/permalink/3483342088594402/">Neil Renton </a>and <a href="https://www.facebook.com/groups/moorfootrunners/permalink/3483046541957290/">Lorna Eades</a><br /><p><br /></p>Colin Williamshttp://www.blogger.com/profile/15409646126726794575noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-85723350455251888352023-07-09T12:33:00.000-07:002023-07-09T12:33:04.680-07:00Club Champs Update 09/07<p> Apologies for the lack of updates over the last weeks holidays and work taking up some of my time so here's a round up of whats been happening and the current league table...</p><p>In June we had the Black Rock 5 which Dean, Gillian, Colin and Peter (who debuted at the event) took park. From what I can remember it was another fine summers evening, but there was a bit of a lack of water at the rock this year so not too much of a soaking as previous years.</p><p><a href="http://blackrock5.org/results/2023.php" target="_blank">Black Rock 5 Results</a></p><p>Next was the Seven Hills of Edinburgh in which Dean and Tim took part. It was a roaster of a day !!!!. It was 18 years since I last done it and I remember why its bloody hard going !!!!!</p><p><br /><a href="http://www.seven-hills.org.uk/PDF/Race-23.pdf" target="_blank">Seven Hills Results</a></p><p><br /></p><p>Closer to home we had the Eildon Hill Race Classic in which Colin, Danny, Hamish and Coxy took part in. </p><p><a href="https://www.galaharriers.co.uk/wp-content/uploads/2023/06/Eildon-Senior-Three-Hill-Race-Full-Results-24th-June-2023-PDF.pdf">Eildon Hill Results</a></p><p>Finally this was week we had another wee gem of a hill race The Earlston Black hill race. Colin, Coxy, Ian Munro and Sam (making his debut) on a very wet night. It would have 5 racers from the club had someone not missed the start and had to settle with a burger and a spot of spectating.</p><p><br /></p><p>This Tuesday we have a club favourite at the Moffat Festival Run (entries available on the night !!!!) and the obligatory visit to the Moffat chippy !!!! </p><p>Thing are starting to get close of the top of the table</p><p><br /></p><p>Top 12:</p><p><google-sheets-html-origin></google-sheets-html-origin></p><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: Arial; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="122"></col><col width="122"></col><col width="100"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Position"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Position</td><td data-sheets-value="{"1":2,"2":"Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Race</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":2,"2":"TOTAL Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">TOTAL Points</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Date"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Date</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Points</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dean Carr"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dean Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":110}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">110</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Martin Holt"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Holt</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":80}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">80</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Tim Warner"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tim Warner</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":70}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">70</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Colin Williams "}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Colin Williams</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":65}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">65</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Gillian Carr"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Gillian Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":60}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">60</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Jen Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jen Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":55}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">55</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Coreen McGovern"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Coreen McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":50}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">50</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Sam Laydon"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sam Laydon</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":50}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">50</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Milan Misak"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Milan Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":45}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">45</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dorien Kimenai"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dorien Kimenai</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":40}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Daniel Lavin"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Daniel Lavin</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":40}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td></tr></tbody></table><p><a href="https://docs.google.com/spreadsheets/d/1h_oaAvmcdyuUMWu8CxsswU62FKeovvnd5z-VeX8qkoE/edit?usp=sharing" target="_blank">Current Club Champs Full Table</a></p><p><br /></p><p>At the coming weekend we have 2 races in the Lee Pen Hill race and the Kelso 10k. Lots of points up for grabs so get out there and run !!!</p><p><br /></p><p>As ever of I have missed any results please get in touch. </p><p><br /></p><p>Thanks</p><p><br /></p><p>Dean</p><p><br /></p><p><br /></p>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-3407022320185652582023-06-04T11:51:00.001-07:002023-06-04T11:51:12.798-07:00Club Champs Update 4 June 2023<p> Its been a whirlwind start to the champs this year 6 races down with both the Balerno Rigg race and Black Rock 5 this week.</p><p>Last year's champion Martin Holt has moved to top of the table with 3 races in quick succession (Edinburgh 10k and Half and then the Rigg race) !!!!!</p><p>Next two races up are the 5k Age graded handicap (13/06) and the Seven Hills of Edinburgh (18/06).</p><p><google-sheets-html-origin></google-sheets-html-origin></p><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: Arial; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="122"></col><col width="122"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Position"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Position</td><td data-sheets-value="{"1":2,"2":"Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Race</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":2,"2":"TOTAL Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">TOTAL Points</td><td data-sheets-value="{"1":2,"2":"Gypsy Glen"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Gypsy Glen</td><td data-sheets-value="{"1":2,"2":"Penicuik 10k"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Penicuik 10k</td><td data-sheets-value="{"1":2,"2":"Stag to Hynd Race Moffat"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Stag to Hynd Race Moffat</td><td data-sheets-value="{"1":2,"2":"Wobbly Bridge"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Wobbly Bridge</td><td data-sheets-value="{"1":2,"2":"Rigg Race (Balerno)"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Rigg Race (Balerno)</td><td data-sheets-value="{"1":2,"2":"Age Graded 5k June(*)"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Age Graded 5k June(*)</td><td data-sheets-value="{"1":2,"2":"Black Rock"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Black Rock</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Date"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Date</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45056}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45059}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">13/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45062}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">16/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/mm/yyyy","3":1}" data-sheets-value="{"1":3,"3":45067}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">21/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45075}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">29/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45090}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">13/06/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45079}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">02/06/2023</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Hill"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">Hill</td><td data-sheets-value="{"1":2,"2":"Road"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Road</td><td data-sheets-value="{"1":2,"2":"Hill"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Hill</td><td data-sheets-value="{"1":2,"2":"Trail"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Trail</td><td data-sheets-value="{"1":2,"2":"Road"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Road</td><td data-sheets-value="{"1":2,"2":"Road"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Road</td><td data-sheets-value="{"1":2,"2":"Beach(Trail)"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Beach(Trail)</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Points</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":5}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Martin Holt"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Holt</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":95}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">95</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dean Carr"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dean Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":80}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">80</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":75}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">75</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Tim Warner"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tim Warner</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":50}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">50</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Gillian Carr"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Gillian Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":40}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">40</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Daniel Lavin"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Daniel Lavin</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Milan Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Milan Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Coreen McGovern"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Coreen McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Colin Williams "}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Colin Williams</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Nick Boyd"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nick Boyd</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Carol Moss"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Carol Moss</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Jen Misak"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jen Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Sam Laydon"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sam Laydon</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dorien Kimenai"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dorien Kimenai</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dianna Challands"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dianna Challands</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Peter Caddick"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Peter Caddick</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Vicky Morrison"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Vicky Morrison</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Kerry Law"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kerry Law</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike Pearson"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Pearson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Ian Munro"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Ian Munro</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Sarah Burthe"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sarah Burthe</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Brian Smith"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Brian Smith</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Pete Hall"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pete Hall</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Hamish Parkinson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hamish Parkinson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Alan Elder"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alan Elder</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Martin Quirke"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Quirke</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td data-sheets-numberformat="{"1":5,"2":"dd/mm/yyyy","3":1}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td data-sheets-value="{"1":2,"2":"Margaret Oliver"}" style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;">Margaret Oliver</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: bold; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: right; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;">5</td><td style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td></tr></tbody></table><p><br /></p><p><a href="https://docs.google.com/spreadsheets/d/1h_oaAvmcdyuUMWu8CxsswU62FKeovvnd5z-VeX8qkoE/edit?usp=sharing" target="_blank">Results Link</a></p>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-35323962353822420892023-05-21T11:43:00.001-07:002023-05-21T11:43:15.749-07:00Club Champs update 21 May 2023<p>Phew its been a fast and furious start to this years club champs. We are already 4 races in and the leader board is starting to take shape. Club stalwart Mike McGovern has struck out on early lead (75 points) running 3 of the 4 races so far and hitting podiums in all of them.</p><p>Dean second on 45 points then Martin Holt and Tim Warner 3rd on 35 points.</p><p><br /></p><p><google-sheets-html-origin></google-sheets-html-origin></p><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: Arial; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="122"></col><col width="122"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col><col width="100"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Position"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Position</td><td data-sheets-value="{"1":2,"2":"Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Race</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":2,"2":"TOTAL Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">TOTAL Points</td><td data-sheets-value="{"1":2,"2":"Gypsy Glen"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Gypsy Glen</td><td data-sheets-value="{"1":2,"2":"Penicuik 10k"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Penicuik 10k</td><td data-sheets-value="{"1":2,"2":"Stag to Hynd Race Moffat"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Stag to Hynd Race Moffat</td><td data-sheets-value="{"1":2,"2":"Wobbly Bridge"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Wobbly Bridge</td><td data-sheets-value="{"1":2,"2":"Rigg Race (Balerno)"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Rigg Race (Balerno)</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Date"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Date</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45056}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45059}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">13/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45062}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">16/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/mm/yyyy","3":1}" data-sheets-value="{"1":3,"3":45067}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">21/05/2023</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45075}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">29/05/2023</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Hill"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">Hill</td><td data-sheets-value="{"1":2,"2":"Road"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Road</td><td data-sheets-value="{"1":2,"2":"Hill"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Hill</td><td data-sheets-value="{"1":2,"2":"Trail"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Trail</td><td data-sheets-value="{"1":2,"2":"Road"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Road</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Points</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":75}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">75</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dean Carr"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dean Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":45}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">45</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Martin Holt"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Holt</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":35}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">35</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Tim Warner"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tim Warner</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":35}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">35</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Daniel Lavin"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Daniel Lavin</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Gillian Carr"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Gillian Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":30}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">30</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Nick Boyd"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Nick Boyd</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Milan Misak"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Milan Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Carol Moss"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Carol Moss</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":25}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">25</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dianna Challands"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dianna Challands</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Jen Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jen Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":20}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">20</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Coreen McGovern"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Coreen McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Kerry Law"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kerry Law</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike Pearson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Pearson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Peter Caddick"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Peter Caddick</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Ian Munro"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Ian Munro</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Sarah Burthe"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Sarah Burthe</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Brian Smith"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Brian Smith</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Pete Hall"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pete Hall</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Hamish Parkinson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hamish Parkinson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Alan Elder"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alan Elder</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Martin Quirke"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Quirke</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td data-sheets-numberformat="{"1":5,"2":"dd/mm/yyyy","3":1}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Margaret Oliver"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Margaret Oliver</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="-webkit-text-stroke-width: 0px; background-color: yellow; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td data-sheets-value="{"1":2,"2":"Vicky Morrison"}" style="-webkit-text-stroke-width: 0px; background-color: yellow; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;">Vicky Morrison</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":0}" style="-webkit-text-stroke-width: 0px; background-color: yellow; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: bold; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: right; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;">0</td><td style="-webkit-text-stroke-width: 0px; background-color: yellow; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td style="-webkit-text-stroke-width: 0px; background-color: yellow; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td style="-webkit-text-stroke-width: 0px; background-color: yellow; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td style="-webkit-text-stroke-width: 0px; background-color: yellow; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td></tr></tbody></table><p><br /></p><p><br /></p><p><br /></p><p><a href="https://docs.google.com/spreadsheets/d/1h_oaAvmcdyuUMWu8CxsswU62FKeovvnd5z-VeX8qkoE/edit?usp=sharing" target="_blank">Leaderboard</a><br /></p><p><br /></p><p>Next race is the Balerno Rigg race on the 29th May (week on Monday) Its a good 6 mile road race on quiet roads up round the resevoirs.</p><p><a href="https://www.entrycentral.com/riggrace">https://www.entrycentral.com/riggrace</a> </p><p><br /></p><p><br /></p>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-40907357108740698482023-05-21T11:18:00.003-07:002023-05-21T11:19:45.057-07:00Rob Burrow Leeds Marathon - Sunday 14th May 2023<p><span style="font-family: Arial; font-size: 11pt; white-space: pre-wrap;">When I saw that there was to be a marathon in Rob Burrow’s name in Leeds to raise awareness of his battle with MND, it was a definite Yes for me. Despite saying I’d never run another marathon after my last one in Harris in 2019, this one would be special. </span></p><span id="docs-internal-guid-de2a559f-7fff-6bd0-559a-4ea2f2c05d24"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">I knew I’d never better my time and get near that elusive 3 hour mark, so that would take the pressure off, right? That was April 2022, giving me over a year to get used to the idea!</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Training</span><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Despite the amount of running I do, I never really specifically train for a race. A marathon though is a whole different ball game! You need to respect a marathon, it’s not a wing it kind of thing, and definitely not something you can just turn up on the day and hope for the best! </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">With other marathons I’ve done (Edinburgh, London, Dublin & Harris) I’ve followed the same 16 week training plan religiously. So on 23 January in the cold dark winter I started my regime of intervals, tempo runs, short fast runs, medium slow runs & long Sunday runs, allowing myself 2 days off a week. I’d forgotten how marathon training takes over your life, fitting in runs before work, during lunch breaks, or after work and entire Sundays - having to get up early enough to eat breakfast then run about 3 hours, then spend the rest of the day in a heap! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjseSBE0GjuxpsxGdqJn1NbaS9r_VQjOsn4fiyoQezs6JuKIr1eUq8eIn2ckZt_QMykdNVuEEMBHxexguRRfmBfIztnveQZjaYUu0fTADx9e67X5DyaMZV27maGyNMegU3Ak193q8o_d7AN9maqSoLTNXyuVfVSfBCxKiaejdrvYSGzRCWV8kuxi5hT/s1024/L6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="744" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjseSBE0GjuxpsxGdqJn1NbaS9r_VQjOsn4fiyoQezs6JuKIr1eUq8eIn2ckZt_QMykdNVuEEMBHxexguRRfmBfIztnveQZjaYUu0fTADx9e67X5DyaMZV27maGyNMegU3Ak193q8o_d7AN9maqSoLTNXyuVfVSfBCxKiaejdrvYSGzRCWV8kuxi5hT/s320/L6.jpg" width="233" /></a></div><br /><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span><p></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">I made the most of the Tweed cycle path and got to know every mile marker, incline, lump & bump. It is a beautiful route along the river Tweed, and seeing it change through the seasons meant there was always something different to see. It also made the perfect Sunday run option, increasing the distance by a couple of miles each week up to the 20 mile mark. I enjoyed running along and having arranged to meet my Mum, Dean and running friends in Loulabelles cafe at a certain time meant I had to stick to my timings. A great post-run breakfast & bus back became the typical Sunday! </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">For a bit of variety I also enjoyed some great Edinburgh runs taking in the coast along past Portobello & Musselburgh, Holyrood Park, the Meadows, and Blackford & Braid hills. </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">I squeezed in a couple of races as part of my training, always good as a gauge to see if the training is going to plan. The 2 races I did were the most unlike a road race - a 12 mile trail race in the lake District and the Balmoral 10k, however I felt strong in both, giving me the boost I needed. </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">All was going well until about week 12 when I started to get a few niggles in my calf resulting in me having to cut short a couple of runs including my planned 22 mile run after 13 miles and get the bus home! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Getting an injury at this stage was a real blow, with 4 weeks to go this wasn’t what I wanted! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">This did set me back a bit, doubts crept in and I started to worry that I wouldn’t make the start line, or I’d have to stop half way through.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">I’d been going for a regular sports massage, so on my next visit I got my calf taped up, and was advised to rest, apply ice, & take it easy & just do some short runs, some gentle stretching & strengthening exercises, and was reassured that I could still do it. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Everyone kept telling me I’d done the long miles and that my good training would see me through, I just had to convince myself ! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">So, with my leg taped up and doing as I was told I spent the next few weeks doing short 4 - 5 mile runs, icing my leg every night, stretching every morning, and crossing my fingers! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">I set up my charity page, and that was it I was committed! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The week of the race came round and tapering and carb-loading was a joy as I didn’t feel bad about missing miles! </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Race prep</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">We headed down to Leeds on the Saturday with friends Nick & Susan (who was also running the marathon). </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">As we approached Leeds we came across the mile markers and saw a very long hill ahead of us! 3 miles of uphill from mile 17 - 20 just when you don’t want it!! Thankfully we also saw that after mile 20 it was (mainly) downhill to the finish. </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">We had a lovely Italian meal as a last bit of carb loading & drank LOTS of water as the forecast was warm & sunny! We then went to check out the start area at the Leeds Headingley stadium, good to familiarise ourselves with the bag drop, the toilets & start zones, so we didn’t panic so much in the morning! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The stadium was impressive and reinforced the importance of this event, and what Rob Burrow means to the people of Leeds with huge murals of the rugby league players & #RunForRob, #RunForAMateWithAMate signs around the streets</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Before bed I laid out my running kit, number pinned on, water, gels, suncream, watch charged & hoped for a good sleep. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg-Ew1pMtG6sTBVnjZ1OcyrFUeFHIyrdXF1bWbF7Y5rxrPcwRkqiF-FbLYkCbCDx0KDPxldzyTuqz17OXVgRULU9ZKkMH-UuVLGIWlfjPSwGocpa50ej9JOrxyWxXnV0JsPu0YJ1e2xfmC-2MmGKKJijsXdM2j2FI4O_KpjEFvSvzSaWc0SJy_sJwO/s1024/L0.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="771" data-original-width="1024" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg-Ew1pMtG6sTBVnjZ1OcyrFUeFHIyrdXF1bWbF7Y5rxrPcwRkqiF-FbLYkCbCDx0KDPxldzyTuqz17OXVgRULU9ZKkMH-UuVLGIWlfjPSwGocpa50ej9JOrxyWxXnV0JsPu0YJ1e2xfmC-2MmGKKJijsXdM2j2FI4O_KpjEFvSvzSaWc0SJy_sJwO/s320/L0.jpg" width="320" /></a></div><br /><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span><p></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Race Day </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">We woke to perfect running conditions - a thick haar meaning you couldn’t even see across the street. This wasn’t to last! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">We headed down to the start about 7:30 giving plenty of time to drop our bags and make the 100 or so trips to the loo ! Susan and I gathered in our starting zone, nervously shuffling back from the 3:00 and 3:15 pacers. The atmosphere was amazing, everyone excited to be there and just wanting to get going! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8uDdk_vhMeUrpYdoghSYSVwLF51ndM8CN8MB2KZ_6EU0oa3rJAUVWr0daBxErDhgchjcDrc7_FUq2pQzYDDuZiddWqVJzdsnc001JxUI03OU1Ve33Vz2t2fGC8Mcufu9ORQz-C_ltRKaL59Fbnv3r1-oRqptZSrOkXfPkKedAcmcQu1wAt3a4mAh8/s1024/L1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="769" data-original-width="1024" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8uDdk_vhMeUrpYdoghSYSVwLF51ndM8CN8MB2KZ_6EU0oa3rJAUVWr0daBxErDhgchjcDrc7_FUq2pQzYDDuZiddWqVJzdsnc001JxUI03OU1Ve33Vz2t2fGC8Mcufu9ORQz-C_ltRKaL59Fbnv3r1-oRqptZSrOkXfPkKedAcmcQu1wAt3a4mAh8/s320/L1.jpg" width="320" /></a></div><br /><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span><p></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">One of the great things about marathons is that they attract all sorts from the super athletes at the front to the folk dressed as Superheroes, bananaman, Rhinos, firemen in full kit, tutus, all sorts! Beside us was a guy planning to juggle all the way round - aiming for 3:05! We chatted to a couple of Welshmen, one of whom was doing this as his 85th marathon with the aim of his 100th at Snowdon in October. Amazing! </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Just before the start, the Announcer told us that Kevin Sinfield, Rob Burrow & his wife Lindsey were coming to the start line. They made their way through the throngs of runners to a deafening applause, and gave us the motivation we needed. Kevin told us “it will be tough, it’s meant to be!” and “if we see someone struggling, put an arm round them and make sure they’re ok” . It brought a lump to the throat and reminded us all why we were there. Then with no more time for nerves, we just had to run. </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The route started heading south towards Leeds City centre through streets packed with thousands of people all cheering you on, choirs singing, bands playing, it was quite overwhelming and made the first few miles fly by! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">My plan was to “take it easy and not push the calf muscles” , “don’t be under 8 min mile pace”. I looked at my watch and seeing sub 8 I reminded myself to slow down, but I felt comfortable so just kept going feeling quite relaxed. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The first 15 miles or so went comfortably. The heat was rising, but seeking the shade and taking on water at every 3 mile water station I felt hydrated enough. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Those 3 mile water markers gave me something to aim for as I went along and as it became hotter & hillier they definitely helped give a focus. I’m not one for taking gels, but found a sip of a gel and a drink every 3 miles as well as the rest of the bottle over the head seemed to work. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">A nice switch back at about mile 15 allowed Susan and I to pass and high-5 each other. Nice to see a familiar face 🙂 and spurred us both on.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaqSjJTT9rREV7d4Kv40gzyoDy9bMwQOkQgDg0QxSSLwYMcAwfmXGHX3Z_npUdtqxc4qpTOvY_KgG8F6NZx8jJyOqFPxSLbtyG5U1tFKtNYj9D5xcppv2htleOc5SlTxoz2oPQAtFMaSXOj07GIfj5ZJd466Uc4AFyhq-2qFCiQk4Fyvt-XAHMlRe0/s1024/L2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="771" data-original-width="1024" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaqSjJTT9rREV7d4Kv40gzyoDy9bMwQOkQgDg0QxSSLwYMcAwfmXGHX3Z_npUdtqxc4qpTOvY_KgG8F6NZx8jJyOqFPxSLbtyG5U1tFKtNYj9D5xcppv2htleOc5SlTxoz2oPQAtFMaSXOj07GIfj5ZJd466Uc4AFyhq-2qFCiQk4Fyvt-XAHMlRe0/s320/L2.jpg" width="320" /></a></div><br /><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span><p></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">A lot of people like wearing earbuds while running, it doesn’t work for me, I’d rather hear what’s going on and take it all in. The banter from the Leeds crowds was the best! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">I heard a few things that made me smile - </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">“This is really tough going (looking out for people)” </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">“Not far now” (at 5 miles)</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">“Ay up lass”, “downhill all the way now” , “You’re smashing this “ </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Having your name on your vest works wonders, with people shouting your name it really gives you a boost when you need it! </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The signs people had made were fantastic too - </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Super Mario “Tap here to Power Up” signs were a favourite and I tried to tap whenever I could! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">“Pain is just French for bread” seemed to be a popular one too, </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">plus I did see -</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">“Don’t trust a fart after mile 17” which made me laugh!</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Children lining up for High-5’s, people offering oranges & jelly babies, and providing refreshing showers from garden sprinklers all helped keep us going. </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">When the going gets tough …</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The village of Otley was the furthest point of the course and definitely the loudest! This was also where the hills began! By the time I got through Otley, my legs were really starting to ache. The quads were like lead & so tight, and the hill just kept going on & on! The views across the Yorkshire Dales would be lovely any other day, but today wasn’t the day to appreciate them! I thought about stopping to stretch the legs at one point, but thought if I stopped I’d struggle to get going again. I heard my Dad say “grit your teeth” so I just put my head down and took it slowly in tiny steps. </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">When I reached the 20 mile mark I knew the worst of the hills were over, and only 6 miles to go - 10k - 2 parkruns - another hour ? Easy!?? </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">That was the toughest 6 miles, but knowing I was getting closer to Headingley & the finish helped! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">On this stretch I saw this girl holding a sign saying “You can do this! You WILL be at the finish line” She gave me the best smile, and I knew then I’d get there. </span></p><br /><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">The end is in sight</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The streets leading to Headingley were thronged. The 3:30 Pacer went past me and at that point it didn’t matter, the time was irrelevant, I’d get to the end and that was what mattered. </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">It’s always amazing that despite thinking you’ve given your all, when the finish line is in sight you can always muster a final push! Crossing the line inside the Leeds Rhinos Stadium with the noise of the cheers from the hundreds of supporters in the stands was the most amazing feeling! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The reward of a chunky medal presented by the Leeds Rhinos players, a Finishers T-shirt and the perfect goodie bag containing a pack of crisps, Mars bar & well earned can of (alcohol-free) lager. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisJekwb_teSrhMmKP6n2ELLAbsH24GA-OugD2prfTV63cUV6cOBStRT0U6YmIZa8JC-lsQJFc9uCMzIwu1ZvGAA_PyAQxvdghcvvFwp71muNhlpcgolxX6hoZWN0Z7pH4xRU_kVqYGT1Jtz0dhzPJcoxQ4wJUDdRRKHJ0EqwrOpR1aKUZ7uLioso-S/s1024/L3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="771" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisJekwb_teSrhMmKP6n2ELLAbsH24GA-OugD2prfTV63cUV6cOBStRT0U6YmIZa8JC-lsQJFc9uCMzIwu1ZvGAA_PyAQxvdghcvvFwp71muNhlpcgolxX6hoZWN0Z7pH4xRU_kVqYGT1Jtz0dhzPJcoxQ4wJUDdRRKHJ0EqwrOpR1aKUZ7uLioso-S/s320/L3.jpg" width="241" /></a></div><br /><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span><p></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Scared to sit or lie down incase I never got up again I met Dean in the crowd, and by use of the very impressive GPS App we were able to see our friends cross the line in the Stadium, and of course await Kevin & Rob arrive. At this point the whole stadium erupted as Kevin carried his mate Rob across the finish line. Emotional stuff indeed! </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">15,000 runners took part in the Half & Marathon that day, many 1st time marathon runners, the first finishers getting round in about 2 and a half hours, some determined souls still going at 5pm that evening. 100,000 spectators lined the streets to watch & cheer and £4 million was raised for MND and other charities. </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">I met the 2 Welsh guys again at the end, they’d had good runs and were now another marathon closer to their 100th at Snowdon. The Juggling man got round in 3:09!!</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">It was the toughest run I’ve done. The heat and the hills really took it out of me and it hurt! But without a doubt, it was the best running experience I’ve had, being part of that crowd all there for a very special reason. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">I was pleased I’d got round with slightly injured legs, in a time I was happy with. I’m also pleased to have done it and to not have to run miles every week now. Think I’ll have a rest from marathons for a while! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizGswQtrjuScODJRwxGSyxU9oOlq8e-T7Ren6vijOqpZl_aciigYbSwuie_LJQclsv03IKJ9vdmEX8aSGsvI_CqQdVROpqKxv97zDZoOua69SSD4pYcLGTn-sHJ-QS2ZAZ8l129xz9J6UJ97F-oOdbKbQg_I3IgJJbo67D0klggzY0Cg1vZgtMof4C/s1024/L4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="769" data-original-width="1024" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizGswQtrjuScODJRwxGSyxU9oOlq8e-T7Ren6vijOqpZl_aciigYbSwuie_LJQclsv03IKJ9vdmEX8aSGsvI_CqQdVROpqKxv97zDZoOua69SSD4pYcLGTn-sHJ-QS2ZAZ8l129xz9J6UJ97F-oOdbKbQg_I3IgJJbo67D0klggzY0Cg1vZgtMof4C/s320/L4.jpg" width="320" /></a></div><br /><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Thanks for all your support and encouragement. </span><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> </span><a href="https://www.justgiving.com/fundraising/G-Carr2" style="text-decoration-line: none;"><span style="color: #1155cc; font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">https://www.justgiving.com/fundraising/G-Carr2</span></a></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> </span></p><div><span style="font-family: Arial; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div></span>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-88271801519357993922023-05-12T00:30:00.001-07:002023-05-12T00:30:21.451-07:00Club Champs 2023 Week 1 (and a bit)<p> After the first race and weekend of the champs Mike McGovern holds top stop after running and coming 3rd Vet at Gypsy Glen:</p><p><google-sheets-html-origin></google-sheets-html-origin></p><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: Arial; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="122"></col><col width="122"></col><col width="100"></col><col width="100"></col></colgroup><tbody><tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Position"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Position</td><td data-sheets-value="{"1":2,"2":"Race"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Race</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":2,"2":"TOTAL Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">TOTAL Points</td><td data-sheets-value="{"1":2,"2":"Gypsy Glen"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; vertical-align: bottom; white-space: normal;">Gypsy Glen</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Date"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Date</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" data-sheets-value="{"1":3,"3":45056}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10/05/2023</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Hill"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">Hill</td></tr><tr style="height: 21px;"><td style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Points"}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Points</td><td data-sheets-numberformat="{"1":2,"2":"0","3":1}" style="border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":3,"3":10}" style="border: 1px solid rgb(204, 204, 204); font-weight: bold; overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":15}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">15</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Daniel Lavin"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Daniel Lavin</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dean Carr"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dean Carr</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Martin Holt"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Holt</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow-wrap: break-word; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom; white-space: normal;">10</td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Tim Warner"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Tim Warner</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Jen Misak"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Jen Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":10}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">10</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Milan Misak"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Milan Misak</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike Pearson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Pearson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td data-sheets-numberformat="{"1":5,"2":"dd/MM/yyyy","3":1}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Coreen McGovern"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Coreen McGovern</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Dianna Challands"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Dianna Challands</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Pete Hall"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Pete Hall</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Hamish Parkinson"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Hamish Parkinson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Alan Elder"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Alan Elder</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Kerry Law"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Kerry Law</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Mike Pearson"}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Mike Pearson</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td style="background-color: #ff9900; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"Martin Quirke"}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;">Martin Quirke</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); font-size: 11pt; font-weight: bold; overflow: hidden; padding: 2px 3px; text-align: right; vertical-align: bottom;">5</td><td data-sheets-numberformat="{"1":5,"2":"dd/mm/yyyy","3":1}" style="background-color: yellow; border: 1px solid rgb(204, 204, 204); overflow: hidden; padding: 2px 3px; vertical-align: bottom;"></td></tr><tr style="height: 21px;"><td style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;"></td><td data-sheets-value="{"1":2,"2":"Margaret Oliver"}" style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 13.3333px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;">Margaret Oliver</td><td data-sheets-formula="=SUM(R[0]C[1]:R[0]C[34])" data-sheets-numberformat="{"1":2,"2":"0","3":1}" data-sheets-value="{"1":3,"3":5}" style="-webkit-text-stroke-width: 0px; background-color: #ff9900; border: 1px solid rgb(204, 204, 204); color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: bold; letter-spacing: normal; orphans: 2; overflow: hidden; padding: 2px 3px; text-align: right; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: bottom; white-space: normal; widows: 2; word-spacing: 0px;">5</td></tr></tbody></table><p><br /></p><p>Quite a bit of racing to happen this weekend so expect to see the leader board to change.</p><p><br /></p><p><a href="https://docs.google.com/spreadsheets/d/1h_oaAvmcdyuUMWu8CxsswU62FKeovvnd5z-VeX8qkoE/edit?usp=sharing" target="_blank">Leaderboard</a><br /></p>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-10425287452328375052023-04-24T00:23:00.001-07:002023-04-24T00:23:35.180-07:00Club Championships 2023<p> Hi Everyone,</p><p>The moment you've all been waiting for : The Moorfoor Club Championships 2023 !!!!</p><p>After the success of last years event (thanks to you all for making it happen) we have selected some some exciting races for you all to target over the summer.</p><p>Martin Holt is the current holder of the Golden Boot and will be looking forward to defending his title is 2023.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJetkcYqDmxV0eAP433woREdMvCoGE5Hgp3q-Z9txpE4cpSAZ1e8Jtym2jlo0k1r3y_sDeLSxPvPbH2S2gHjtGIskl3tDsFsIV3QJ9yShh-Rfx9NNiu4R--AUnfOKQDmvYps6xD7Q2-I1Ab7aQY_B996MYVhBdktIpBE_nAA8NL_2DNOWTbjju4-ES/s1600/club%20champs.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJetkcYqDmxV0eAP433woREdMvCoGE5Hgp3q-Z9txpE4cpSAZ1e8Jtym2jlo0k1r3y_sDeLSxPvPbH2S2gHjtGIskl3tDsFsIV3QJ9yShh-Rfx9NNiu4R--AUnfOKQDmvYps6xD7Q2-I1Ab7aQY_B996MYVhBdktIpBE_nAA8NL_2DNOWTbjju4-ES/s320/club%20champs.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">This year's championships open on 1st May and will run until Sunday 19th November. </div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Points will be awarded per unique Parkrun during the championships. We have also added 3 age graded time trails (two 5k's and one 10k).</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">If you run an event and/or get a podium let me know so I can update the results. </div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Also if you want to be excluded from the champs let me know so I don't need to look for your results.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Please follow the link below to see the list of races and results throughout the summer.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><a href="https://docs.google.com/spreadsheets/d/1h_oaAvmcdyuUMWu8CxsswU62FKeovvnd5z-VeX8qkoE/edit?usp=sharing" target="_blank">Club Champs 2023</a><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">All the best and have a good one !!!!</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Dean and Gillian</div>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-53040721430161711292023-04-22T08:09:00.002-07:002023-04-22T08:09:54.748-07:00Club Membership Renewals - 23/24<p> </p><p class="MsoNormal"><u><span style="color: black; font-size: 14.0pt;">Club
Membership Renewals are now due for 2023/24</span></u><span style="color: black;"> <o:p></o:p></span></p>
<p class="MsoNormal"><span style="color: black;">(Year runs 1<sup>st</sup> April
2023 to 31<sup>st</sup> March 20</span>24<span style="color: black;">).<o:p></o:p></span></p>
<p class="MsoNormal"><span style="color: black;"><o:p> </o:p></span></p>
<p class="MsoNormal"><span style="color: black;">We have kept to the same system of
renewal as last year with Entry Central. The costs are also the
same as previous years (Entry Central costs are being absorbed by the club).<o:p></o:p></span></p>
<p class="MsoNormal"><span style="color: black;"><o:p> </o:p></span></p>
<p class="MsoNormal"><span style="color: black;">Please click on the relevant link
depending on your membership type:<o:p></o:p></span></p>
<p class="MsoNormal"><span style="color: black;"><o:p> </o:p></span></p>
<p class="MsoNormal"><span style="color: black;">Link for Individual Memberships
(£15): </span><a href="https://www.entrycentral.com/club/106659">https://www.entrycentral.com/club/106659</a><o:p></o:p></p>
<p class="MsoNormal"><span style="color: black;"><o:p> </o:p></span></p>
<p class="MsoNormal"><span style="color: black;">Link for Couple/Family Membership
(£20; </span><a href="https://www.entrycentral.com/club/106660">https://www.entrycentral.com/club/106660</a><span style="color: black;"><o:p></o:p></span></p>
<p class="MsoNormal"><span style="color: black;"><o:p> </o:p></span></p>
<p class="MsoNormal"><span style="color: black;">Link for Junior Membership (U18)
(£10): </span><a href="https://www.entrycentral.com/club/106784">https://www.entrycentral.com/club/106784</a><span style="color: black;"><o:p></o:p></span></p>
<p class="MsoNormal"><span style="color: black;"><o:p> </o:p></span></p>
<p class="MsoNormal"><span style="color: black;">There are a few people who have
joined within the last few weeks and I will email these members
separately to clarify that they have already paid up for 2023/24<o:p></o:p></span></p>Moorfoothttp://www.blogger.com/profile/02575465138580225758noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-37517016622063246832023-04-20T04:07:00.000-07:002023-04-20T04:07:29.902-07:00How Hard is a Marathon Road Race ?<p> <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbcgOPDL5bf1TvHicBvTHtJ7pJvAdU5QN92toaqBdUNcolC3BSaFtakLAOi137aNZw6n848LBOb3cgOuK6MPmnrM7OMcwXHgGAu9hA-TDFFcvmXsQaUA2sJ428WHrAURKN-HeM3nSBuZ3ICu_lz2jpOcKPzzgxViLrSUvxjfLbeE6iA4i6F_9vxpe_Wg/s757/HowHardisaMarathon.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="650" data-original-width="757" height="550" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbcgOPDL5bf1TvHicBvTHtJ7pJvAdU5QN92toaqBdUNcolC3BSaFtakLAOi137aNZw6n848LBOb3cgOuK6MPmnrM7OMcwXHgGAu9hA-TDFFcvmXsQaUA2sJ428WHrAURKN-HeM3nSBuZ3ICu_lz2jpOcKPzzgxViLrSUvxjfLbeE6iA4i6F_9vxpe_Wg/w640-h550/HowHardisaMarathon.JPG" title="Some hard races wot I have dun !" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><i>Some hard races wot I have dun....</i></b></td></tr></tbody></table><br /></p><p>I recently ran the 2023 Manchester Marathon...it was hard !</p><p>But that got me thinking...how hard was it, and was it harder than other races I have done in the past ?</p><p>Strava has a Relative Effort measurement, which relies on (i) measuring your heart rate during your exercise, (ii) setting up your heart rate zones correctly for <b><i>you</i></b> (NOT just accepting Strava defaults!), (iii) measuring your HRM accurately (a chest strap is a lot more accurate than a wrist based optical measurement). </p><p>The time you spend in higher HR Zones and overall duration of your exercise, increases your Relative Effort score. Note that a 'big score' is not necessarily a good thing...ultimately it is all about 'efficiency', particularly for endurance events. You may be able to sustain 'Threshold' HR for almost an hour in a 10K race, but you will typically fail in a Marathon at this HR...you need to ease back and try to sustain 'Tempo' HR (ideally just below Threshold !) for as long as you can...</p><p>I do measure my heart rate (I am a bit obsessive in the HRM department), have fine tuned this over the years for <b><i>me</i></b> and always use a chest strap, so this seemed like a good moment to do some investigation....</p><p>Manchester Marathon 2023 <b>Relative Effort 449</b> (HR Zones 87% Tempo, 11% Threshold)</p><p>So how did this compare ? (see pic above)</p><p>So it turns out this was quite hard...for a road race...with more effort than my last Marathon Road Race - Boston 2018 (Relative Effort 363)</p><p>Off road, <b>Lairig Ghru Hill Race</b> was harder (Relative Effort 486), which sounds about right...similar distance but more elevation...</p><p>But unsurprisingly, the hardest race on my palmaris is our local favourite, <b>The Two Breweries</b> (Relative Effort 496), which although shorter (30km) is much hiller (1455m), and (for me at least) is considerably longer (4 hours)....</p><p>Note also that <b>Glentress Trail Half Marathons</b> are up there in 'the league of suffer scores'...and '<b>Feel the Burns</b>' punches high for its mere 20km!</p><p>So there you have it...if you are looking for a hard race (and you think a road marathon would be too easy), the local Two Breweries fits the bill very nicely...don't say you weren't warned !</p><p>Happy running!!</p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-67537070182130176652023-03-22T06:17:00.000-07:002023-03-22T06:17:56.795-07:00Club Age Graded TT on Tuesday 4 April
<b>Age Graded 5km Time Trial (TT) on Tuesday 4 April</b>
Further to the succes of the age graded TT in October last year we have decided to arrange another similar TT on Tuesday 4 April. I have therefore put together some notes on Age Grading for the Club as well as guide lines for this upcoming TT.
Firstly the 5Km TT. This will take place on Tuesday 4 April as part of our Seniors weekly Tuesday training sessions coordinated by Gillian Dean. Please meet in the usual place, Kingsmeadow Carpark, at 7pm and we will jog down to the start of the TT which will be at the Eshiels sign on the Tweed Valley Trail. It will be a mass start and the 5km course will follow the Tweed Valley Trail to the turn point at the start of the Cardrona bridge (where there will be a marshal), and then return the same way back to the start point which will complete the 5km. Shown here: https://connect.garmin.com/modern/course/75198539
It will be crucial to get an exact time. There will be somebody at the finish to take your time (or shout it out) but you may also wish to record it yourself (eg Garmin watch). Please also ensure your DOB is given to the timekeeper. This is important so we can calculate your accurate age graded result.
It should be daylight for pretty much the whole time but you may wish to bring a head torch just in case. The course is all tarmac so road shoes or light trail shoes would be OK. Wear warm clothes to jog down to the start.
I will calculate the age graded percentage and let you know the results (personally, if you leave me your email address).
This is a new way of keeping a track of your progress as well as a fairer way of comparing your fitness with your colleagues, no matter your age or sex. so please come along and give it your support.
For background interest I have included below some notes on age grading for runners, as well as the results to date for those that either competed in the last event or have done an individual run and sent me the details.
I look forward to seeing you on Tuesday
Mike Goddard
mjsgoddard@gmail.com
07976358024
<b>Age Grading for Moorfoot Club Runners</b>
Introduction
Most or us will be familiar with age grading for runners through the park run races but I would like to look at how we can use it within the Club environment.
From a personal viewpoint I have always been impressed with how some athletic organizations have used age grading in one form or another to provide motivation outwith the elite groups. My personal experience has been within the triathlon community where age grouping (in 5 year blocks) has been extremely successful worldwide. I started some 12 years ago since I needed the motivation to compete against triathletes of my own age (albeit in 5 year blocks which favours those at the beginning of the age block!). I quickly found that I could be competitive and was soon selected to represent GB at the European and World Championships culminating in a silver medal at European level and 4th at world level. Despite the advancing years the motivation to continue competing has been immense and I have qualified for the GB team every year since 2011. There are examples within the running community (and our own Alastair Walker from Hawick is a world champion and world record holder in his own age group).
It's a simple biological fact that as we get older we can’t run as fast as we could have when we were younger, and this aging process begins at a pretty young age! But this doesn’t mean we can’t improve and become better runners for our age, or even set new PB’s if we didn’t achieve our full potential in our younger years!
However, with the right motivation and training, improved running performances can be achieved long after the prospect of new PB’s has faded away. But how can you tell if your performance is improving when your times are getting slower? This is where Age-Grading comes in.
Age-Grading is a simple but very effective method of measuring your performance, making allowances for your age and sex. It gives you a percentage score for each run calculated by comparing the time for your run with times set by world record runners of the same age and sex. Benchmark times are collated, and performance adjustment profiles are produced for various distances and ages for each sex.
So why is Age-Grading beneficial?
Motivation – Getting slower can be demotivating for runners who are 'past their peak' even if they are running well for their age. So, rather than focusing solely on how fast you are running, it can be more motivating to focus on your Age-Graded performance.
Comparing with other Runners - By factoring out age and sex it is possible for two different runners to compare their performance for the same run on even terms, enabling people to compete with each other regardless of age and sex.
Long-Term Performance Tracking - Factoring out age enables you to see how good your performance is at any time given expected norms for your age. Using this you can track how your performance has changed over the long-term. For example my PB for 10km when I was 39 years old was 34 min giving an age grading of 81%. I now know that by running 46 min at my current age I would achieve the same age grade of 81%. I could similarly track my half marathon performance and my mile performance. I find this immensely motivating as I now know that my hard work at training can prove to me that I am as competitive for my age as I was then, rather than bemoaning the fact that I cannot run 34 minutes for the 10 km any more!
Predicting Race Times - You can use you current Age-Graded percentage as a basis for predicting finish times for races of different distances.
Interpreting Age-Grading Scores
As Age-Grading scores are based on a comparison with world record times, don't be disappointed if your scores are a long way from 100%; you’ll probably get the most motivation by aiming to improve on your own scores and by comparing your scores with those of your friends. In general over 60% is club class running, over 70% is regional class, over 80% is national class, over 90% is world class (or your garmin is lying!)
How do I see age grading being used by Moorfoot?
The key of course is to be able to access an accurate and reliable age grading predictor. I have done some research on this and found that the goodrunguide.co.uk has a good, user friendly calculator. I have joined this site (for the sum of £24 per annum) so can access this calculator at any time. We could also join as a Club but I am not sure of the cost or benefit but can easily find out I am sure.
My ideas for Moorfoot are as follows:
- we can select some local training/racing routes, and plot them on the goodrunguide (which automatically calculates the flat equivalent distance rather than the measured distance to take into account the hills).
- These routes can then be used for a Club competition, either as individuals (who would submit their time) or as a handicap race with the results being based on the age grading scores.
- There could be an annual award for the best age grades on the nominated routes, and the most improved based on the previous year.
- Individuals could keep a record of their own scores over a period of time and note the changes, or could set an age grade target and train for it.
- Individuals could use the calculator to predict their finish times for races of differing distances.
These are just a few ideas but all suggestions welcome.
Current Club rankings as follows:
Age Graded 5km TT
Club rankings 22-Mar-23
Age graded
position Name Age graded score Recorded time Date Course Distance (flat equivalent) km
1st Jen Misak 75.82% 00:21:05 04/02/23 Eshiels to Cardrona cycle route 5.13
2nd Dean Carr 74.68% 00:19:52 25/10/22 Eshiels to Cardrona cycle route 5.13
3rd Craig Walling 70.40% 00:19:48 25/10/22 Eshiels to Cardrona cycle route 5.13
4th Tim Warner 68.21% 00:25:12 25/10/22 Eshiels to Cardrona cycle route 5.13
5th Pete Caddick 65.56% 00:24:24 25/10/22 Eshiels to Cardrona cycle route 5.13
6th Vicky Morrison 65.43% 00:23:58 25/10/22 Eshiels to Cardrona cycle route 5.13
7th Eilidh Davidson 61.02% 00:24:18 25/10/22 Eshiels to Cardrona cycle route 5.13
8th Sam Laydon 60.27% 00:23:51 25/10/22 Eshiels to Cardrona cycle route 5.13
Mike Goddard
07976358024
22 March 2023
Mike Goddardhttp://www.blogger.com/profile/14717447624432992268noreply@blogger.com0tag:blogger.com,1999:blog-639481219992019610.post-29287261850060117972023-02-05T10:44:00.007-08:002023-02-05T10:46:33.342-08:00Scottish National Masters Cross Country 2023<p> Great runs today from the "auld yins" at Tollcross park in the east end of Glasgow. Perfect conditions for racing: cool, dry day with no wind and a feel of spring in the air. The course was a 3 lap 6k (ladies and over 65 male), 4 lap 8k for male 40-60. It was classic cross country: fast on grass, with some muddy patches and short punchy climbs. Great atmosphere with lots of spectators. We all really enjoyed the edge of competing in a large field of runners from different clubs across the country.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil-hol7bfk_W9vafu2wPhwKZUmnUQvBbQuxk7X7ASTwF1hwqUU0mneuMdW0U_7PjCxKhUpRPt1jvdvzzJIH0hnaCFqVUC19kKCqACwLbFfWp7nCSE17QFwQtuE9iEf5-miuuCY9rbldYNeSGyY58PTDY31uT4Bocn07Cj3NlLX0BRVzhTwkJaVLmZs/s1024/masts.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="884" data-original-width="1024" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil-hol7bfk_W9vafu2wPhwKZUmnUQvBbQuxk7X7ASTwF1hwqUU0mneuMdW0U_7PjCxKhUpRPt1jvdvzzJIH0hnaCFqVUC19kKCqACwLbFfWp7nCSE17QFwQtuE9iEf5-miuuCY9rbldYNeSGyY58PTDY31uT4Bocn07Cj3NlLX0BRVzhTwkJaVLmZs/s320/masts.jpg" width="320" /></a></div><br /><p><br /></p><p>Gillian has a great run coming 13th in the F45 category</p><p><a href="https://data.opentrack.run/en-gb/x/2023/GBR/masxc/event/1/1/1/" target="_blank">Female results</a>.<br /></p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikS-OzWzsQdQWeKAwH6X5NszxHa3nbnBoqRV2oOsZS7hc2r9nZhkUq4aO5AUHlzXiW9U_Od0ADGNcXnjSjNS9JQ_Isp-47kWgR4EazMhzZwMQ1n0nUW9-uAuJTs94XFbZ0fFNNgeRgC1Kb57sQveGGBAcjtIsVk0CwojDG5wtsoKM0zNphuaG7-wQg/s1024/gill2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikS-OzWzsQdQWeKAwH6X5NszxHa3nbnBoqRV2oOsZS7hc2r9nZhkUq4aO5AUHlzXiW9U_Od0ADGNcXnjSjNS9JQ_Isp-47kWgR4EazMhzZwMQ1n0nUW9-uAuJTs94XFbZ0fFNNgeRgC1Kb57sQveGGBAcjtIsVk0CwojDG5wtsoKM0zNphuaG7-wQg/s320/gill2.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOITXqNh63BUO3-gB2V1brsMoRQXSN0wL-jTGpZ9aSj4gopuVs6oStviSxlyQo4HWbH7GaE3GkuefO9grYCLjU3J2jlTz6yn3qrcmAodWbVfKZlerJ3JHDXl9O4ZWiUYfXjvpRA-feFHV8Uc0KqMOshWpAjxxD5b8B3ZP8nLUYXWQf_VYpfbWkpetI/s1024/Gillian.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOITXqNh63BUO3-gB2V1brsMoRQXSN0wL-jTGpZ9aSj4gopuVs6oStviSxlyQo4HWbH7GaE3GkuefO9grYCLjU3J2jlTz6yn3qrcmAodWbVfKZlerJ3JHDXl9O4ZWiUYfXjvpRA-feFHV8Uc0KqMOshWpAjxxD5b8B3ZP8nLUYXWQf_VYpfbWkpetI/s320/Gillian.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4SV_gErD9i2odYAFrkLHhu4dRBuH2FFMPK0JpvtrMmXCiGDlTax3lN0ZcMm8BrAH3III46HoLweQja8Iqo8NlQVM2qKBUpe3FSsCttXwUQAbP-EFi7mLIBCqhKGkTGtPTmRxW0dtNV11IUpZ7zT6La4Augk4dyvFfjDFHOb5xIXOna75XlAPU9mdg/s1024/WhatsApp%20Image%202023-02-05%20at%2018.37.45.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4SV_gErD9i2odYAFrkLHhu4dRBuH2FFMPK0JpvtrMmXCiGDlTax3lN0ZcMm8BrAH3III46HoLweQja8Iqo8NlQVM2qKBUpe3FSsCttXwUQAbP-EFi7mLIBCqhKGkTGtPTmRxW0dtNV11IUpZ7zT6La4Augk4dyvFfjDFHOb5xIXOna75XlAPU9mdg/s320/WhatsApp%20Image%202023-02-05%20at%2018.37.45.jpg" width="320" /></a></div><br /><p><br /></p><p><br /></p><p>In the Men's race David Carter Brown has a stormer finishing 20th in the M40 Cat. Dean finished 22nd in the M50 and Alan finished 27th in the M60 Cat.</p><p><a href="https://data.opentrack.run/en-gb/x/2023/GBR/masxc/event/2/1/1/">Male results</a></p><p>Also a special note to Gala Harriers who had Daryl Hastie winning the men's race overall and Sara Green winning the female's race. Pretty amazing for a Border club to win both at national level.</p><p><br /></p><p>On the way home we rewarded ourselves with a trip to McDonald's for a Plant based burger !!!</p><p><br /></p><br /><p><br /></p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p>Deanhttp://www.blogger.com/profile/14681146627696185686noreply@blogger.com0