tag:blogger.com,1999:blog-44525038692107852812024-03-14T02:27:51.195+00:00SCOTTISH CURLING TOURUnknownnoreply@blogger.comBlogger208125tag:blogger.com,1999:blog-4452503869210785281.post-49327088309400505532017-08-07T18:30:00.002+01:002017-08-07T18:30:24.584+01:002017/18 Season NewsThe 2017/18 season is nearly upon us, and there are some exciting Goldline Scottish Curling Tour developments!<br />
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This week will see the launch of the <b>new website!</b><br />
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As soon as the new site is live, information on how to access it will be posted both here and on the Facebook group!<br />
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This season will also see a brand new event added to the tour! In the mean time, head over to http://www.curlbraehead.co.uk/entry-information.html and get yourself entered into the first event of the season, the Braehead Open. It's one of the most popular events on the tour; it's open to everyone and has lots of great prizes in a number of categories, as well as the opportunity to get some early points on the SCT Leaderboard.<br />
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More news to follow later in the week.Jayne Stirlinghttp://www.blogger.com/profile/10233110803312797735noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-48989877601146169922017-04-03T13:34:00.000+01:002017-04-03T13:34:18.771+01:00Final Standings<div class="separator" style="clear: both; text-align: center;">
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Another successful season of the Goldline Scottish Curling Tour is now complete.<br /><br />Final standings and the top 10 from our 2016/17 Leaderboard are below (Full Leaderboard is <a href="http://scottishcurlingtour.blogspot.co.uk/p/leaderboard-1213.html" target="_blank">here</a>) :</div>
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<br /><br /><br />Grant Hardie's Team have completed a successful season by winning the final event of the year at the Aberdeen International which has cemented their place at the top of the leaderboard and will collect the Colin Galbraith Memorial Trophy as worthy winners. The prize giving will take place on April 9th at the close of the Junior Mixed Doubles Competition. <br />
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<br />This completes a great year for Grant and his team, they have won 3 out of the 6 SCT tournaments that they have entered and reached the final in another. (pic courtesy of Aberdeen International Facebook Page)<br /><br />Sophie Jackson completes a fantastic season for her team by winning the Ladies prize, Sophie and her team Won Silver at the World Junior Curling Championships this year. <br /><br />We have had a record breaking year for the number of International teams on our leaderboard, this is fantastic news for Curling in Scotland and goes to show that our competitions are attracting the very best from around the world and we hope this continues. <br /><br /><br />The goal of the tour remains to provide a structure to the competitive circuit in Scotland, bridging the gap between local teams, future talent and the elite professionals in our sport, and in doing so support the tournaments and ice rinks that are vital to Scottish curling at every level. Having shared in this vision since the inception of the tour in 2011, Goldline have been a valued partner throughout it's development. The tour committee would like to thank Goldline for their continued support and announce an extension to their sponsorship until end of season 2018/19.<br /><br /><br /><br />www.goldlinecurling.com<br /><br /><br /><br />Thanks to all of the players, spectators, local organisers and tournament sponsors. We look forward to September and the start of the new season!<br /><br /><br /><br />GSCT Committee<br /><br /><br />Anonymoushttp://www.blogger.com/profile/15695830158777971749noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-15693454320520537952017-03-19T17:34:00.002+00:002017-03-19T17:34:47.980+00:00Hardie wins Aberdeen InternationalGrant Hardie and his rink of Blair Fraser, Duncan Menzies and David Reid have cemented their place at the top of the Goldline Scottish Curling Tour Leaderboard with a win over Team Liu of China in the final of the Aberdeen International.<br />
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Hardie opened with one in the first end, to which Liu replied with one in the second. Capitalising on the last stone advantage by scoring 2 in ends three and five, while Team China could only manage to score a single point in end 4. Ends 6 and 7 were blanked, and then the Chinese were run out of stones in end 8.<br />
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Thanks were given to the ice staff, Curl Aberdeen staff, competitors and spectators; the great support for the final was noted.<br />
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This draws the Goldline Scottish Curling Tour to a close for this season - look out for the final leaderboard update soon!Jayne Stirlinghttp://www.blogger.com/profile/10233110803312797735noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-58164126016571361402017-03-19T15:24:00.000+00:002017-03-19T15:24:10.876+00:00Semi-Final Report and Final Line UpIn the first semi final, Hardie came up against hot favourites McEwen, and opened with a steal of 1. Some excellent shot making from both teams made for an excellent game, but Team Hardie's accuracy meant they booked a place in the final!<br />
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Chinese side Liu took on Swiss side Schwaller in the other semi final. singles were exchanged at the start of the game, but Liu and his team manufactured some multiple scores later on, and it will be them who face Hardie in the final.<br />
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Hardie v Liu is now underway, and Hardie has opened with a score of 1 in the first end, after covering the pin with his last stone draw before the game.<br />
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Great atmosphere in the rink this afternoon, well worth popping in!Jayne Stirlinghttp://www.blogger.com/profile/10233110803312797735noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-42626299886375334732017-03-19T12:39:00.001+00:002017-03-19T12:39:23.073+00:00Playoff Stages at AberdeenThree days of triple knockout play set up the following quarter finals this morning:<br />
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McEwen (Canada) v Kauste (Finland)<br />
Deruelle (Canada) v Hardie (Scotland)<br />
Eskilsson (Sweden) v Liu (China)<br />
Murdoch (Scotland) v Schwaller (Switzerland)<br />
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Kauste held A side qualifiers McEwen to a close game, but a score of 4 in the seventh end secured a semi final place for the Canadians. They are up against Team Hardie who defeated Deruelle in a convincing fashion in their quarter final.<br />
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The Chinese side defeated Eskilsson 7-2 after six ends, and they face Schwaller in the semi final. A steal of 2 in end five was key to the Swiss team prevailing over current Scottish Champions Team Murdoch.<br />
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Semi Final matches (McEwen/Hardie, Liu/Schwaller) got underway at 12pm, and the final will take place at 3pm. Spectators welcome (free of charge) at Curl Aberdeen, who have done a great job of hosting this event! Staff and volunteers are ensuring that the Championships runs smoothly.Jayne Stirlinghttp://www.blogger.com/profile/10233110803312797735noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-13998639621976792472017-03-18T20:02:00.003+00:002017-03-18T20:02:19.930+00:00C Event Finals - Saturday Evening This evening, the four qualifiers from the C Event will be decided. The winners of the following matches will proceed to the quarter finals tomorrow morning.<br />
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Rui v Ramsfjell<br />
Hardie v Stjerne<br />
Kauste v Stukaskiy<br />
Whyte v Schwaller<br />
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<br />Jayne Stirlinghttp://www.blogger.com/profile/10233110803312797735noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-19953930633479057532017-03-18T17:34:00.001+00:002017-03-18T17:34:19.068+00:00Saturday Aberdeen International ActionMoving into the third day of competition at Aberdeen, Teams McEwen and Murdoch have qualified for the playoffs through the A event.<br />
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In the B event, Deruelle has defeated Ulsrud, progressing to the B semi - final, with Ulsrud dropping the C event. Ramsfjell continues in the B road after victory over Team Hardie this morning. Eskilsson defeated young Scottish Team Bryce, and Kauste was victorious over Stjerne.<br />
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B Semi-Finals (Saturday 12pm session)<br />
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Eskilsson defeated Kauste to gain their playoff place for Sunday, and Deruelle were victorious over Ramsfjell to join them in the playoffs.<br />
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The C event semi finals are at 4.30pm this afternoon, with the finals at 7.30pm. There will be four qualifiers from the C road.<br />
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Semi finals:<br />
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Retornaz v Liu<br />
Shuster v Hardie<br />
Wunderer v Stjerne<br />
Whyte v Ulsrud<br />
Bryce v Schwaller<br />
Pfister v Stukaskiy<br />
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Pop into Curl Aberdeen this evening or tomorrow to watch some world class curlers in action here in Scotland! Admission is free.<br />
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<br />Jayne Stirlinghttp://www.blogger.com/profile/10233110803312797735noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-20581722720811593992017-03-17T22:51:00.000+00:002017-03-18T00:15:44.732+00:00Friday Evening Update from AberdeenAfter a busy day of play at the Aberdeen International, the last few games of the day are coming to a close.<br />
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This evening's session saw McEwen (Canada) victorious over Stjerne (Denmark) in the A event, meaning they have qualified for the quarter finals. Ulsrud (Norway) is up against Murdoch (Scotland) to secure their playoff place; it is currently 5-5 after 6 ends, with the Norwegians playing with hammer.<br />
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In the B event this evening, Tom Brewster's home team is playing Canadian visitors Deruelle. That game stands at 6-3 to the visitors after 6 ends. Brewster has hammer. The other B event game sees fellow Scots Mouat 4-2 down against Kauste (Finland), where Team Mouat are playing the 8th end with hammer.<br />
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Craik (Scotland) lost out to Shuster (USA) in the C event, meaning that they have been knocked out of the event, but the young team have put in some great performances against world class teams over the past couple of days. Italian team Retornaz defeated Baumann (Germany) in their evening's other C event match up.<br />
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*update*<br />
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After a draw to the 4ft for a score of 1, Deruelle have defeated Team Brewster.<br />
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Team Kauste proceed in the B event after defeating Team Mouat.<br />
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*further update*<br />
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After an extra end, Murdoch makes an open hit with his last stone to defeat Ulsrud. The Scots played a solid loooooooong game and it was a classic Ulsrud/Muddy battle for the ages. [last end report by Svae of Team Ulsrud]<br />
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<br />Jayne Stirlinghttp://www.blogger.com/profile/10233110803312797735noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-17997193976650902012017-03-16T12:52:00.002+00:002017-03-16T12:52:33.842+00:00Aberdeen International Curling Championship 2017The Aberdeen International Curling Championship will be hosted by <a href="https://www.google.co.uk/maps/place/Curl+Aberdeen+Ltd/@57.1504941,-2.1699175,15z/data=!4m5!3m4!1s0x0:0x23f7602e72abca77!8m2!3d57.1504941!4d-2.1699175" target="_blank">Curl Aberdeen</a> this weekend, this is the final chance for teams to win Goldline Scottish Curling Tour points for the season. <br />
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Twenty eight teams from around the world will contest the competition in a triple knockout for their share of the total prize pot of £13,900.<br />
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The draw can be found <a href="http://aberdeeninternationalcurling.blogspot.co.uk/p/draw.html" target="_blank">here</a>, a triple knockout format, the first of its kind on the Goldline Scottish Curling Tour. <br />
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The first round of games starts today at 2.30pm, 4 seeded teams have a bye to the second round, these are Ulsrud (NOR), Murdoch (SCO), McEwen (CAN) & Smith (Sco)<br />
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<br />2.30pm:<br /><br />Kauste v Brunner<br />Pfister v Woolston<br />Shuster v Retornaz<br />Mouat v Hutcheon<br />Craik v Wunderer<br />Stjerne v Schwaller<br /><br />5.30pm<br /><br />van Dorp v Baumann<br />Ramsfjell v Whyte<br />Deruelle v Bryce<br />Eskillson v Hardie<br />Brewster v Pougher<br />Rui v Stukaskiy<br />
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Updates throughout the competition can be found on the <a href="https://www.facebook.com/aberdeeninternationalcurling/" target="_blank">Facebook</a> page or the Aberdeen International Curling <a href="http://aberdeeninternationalcurling.blogspot.co.uk/" target="_blank">Blog</a>. <br />
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Good luck to all those competing and we would encourage all in the nearby area to go along and support this World Class field.<br />
<br />Anonymoushttp://www.blogger.com/profile/15695830158777971749noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-45594751182737375532017-02-05T16:58:00.000+00:002017-02-05T17:28:49.962+00:00Aberdeen City Final<br />
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<tr><td class="tr-caption" style="text-align: center;">Pougher delivers</td></tr>
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Robertson, Fourth for Team Hutcheon</div>
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With Wales dominating in the six nations rugby match airing in Curl Aberdeen; their curling compatriots took to the ice looking to emulate that performance.<br />
However it was the locals who struck first with a two, Pougher then equalising in the 2nd drawing the button with his last. A great angled tap to the 4-foot from Angus Robertson in the 4th put Team Hutcheon back in front and then another two in the 5th followed a dip in form from the Welsh side. Hutcheon kept the pressure on and Pougher was forced to play a tricky raise double with his last in the 6th. It was played well but only managed to remove one opposition counter and a single was scored. Forced to gamble in the 7th, Pougher was a bit heavy with this last draw and gave Angus an opportunity for three which he took for a 9-3 lead and handshakes were offered. <br />
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Murray McGregor, Andrew Hutcheon, Andrew Dolman, Angus Roberston</div>
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and Chairman of Curl Aberdeen George Rogerson</div>
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<br />Anonymoushttp://www.blogger.com/profile/00520962460046971120noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-57745517231822258142017-02-05T14:36:00.002+00:002017-02-05T14:43:42.081+00:00SemisThe Hutcheon versus Dunn game started cagily with two black ends. First blood went to Andrew Hutcheon's local side in the 4th when they picked up a three. The English team fought on but lost a two in the 6th to give Hutcheon some breathing space. Going onto the 8th Dunn needed to steal a two for the extra but only managed a single giving the local team a place in the final.<br />
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<tr><td class="tr-caption" style="text-align: center;">Team Dunn</td></tr>
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In the second semi final the Welsh continued their good form picking up a score of three in the first end. Edwards experienced side kept the pressure on forcing some great stones from skip James to keep Welsh noses in front. In the 6th however there were lots of stones in play and Edwards managed to steal a two to put the Scots in front for the first time. Team Pougher came straight back in the 7th drawing for another three shots to regain the driving seat. Into the 8th and team Edwards were looking good for at least a two or maybe three for the game until a good draw for second shot by the Welsh skip. David then confidently drew the 4-foot for an extra end. In the extra Edwards had a couple of stones in the house. The Welsh continued to remove the Edwards guards and left themselves with a draw to the 4-foot for the game with their last. The sweepers worked hard and forced Edwards' third John Penny to call a measure... the umpire did his job and called the red Welsh rock as shot.<br />
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Final: Hutcheon v Pougher<br />
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<tr><td class="tr-caption" style="text-align: center;">Team Edwards consider their options</td></tr>
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<br />Anonymoushttp://www.blogger.com/profile/00520962460046971120noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-77911785499340666762017-02-05T12:57:00.000+00:002017-02-05T12:57:42.968+00:00Morning Match-upsIn the quarterfinals Team Hutcheon overcame Team Kesley 7-2; while Dunn beat Taylor 5-3.<br />
On the other side Tom Brewster was leading Team Pougher of Wales until the 7th end. The Welsh then picked up a three and stole the 8th for a 7-5 victory and a place in the semis. Finally, David Edwards ran out 12-2 victors over the 'Curl Aberdeen' side which featured a changing line up over the weekend.<br />
Semis:<br />
Hutcheon vs Dunn<br />
Pougher vs EdwardsAnonymoushttp://www.blogger.com/profile/00520962460046971120noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-9426620436280388142017-02-04T22:22:00.000+00:002017-02-04T22:22:09.134+00:00Qualifiers<div style="border-image: none;">
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After the four qualifying games in the red section, Hutcheon, Brewster and Dunn qualify on three wins and one loss. Team 'Curl Aberdeen' pip team David Baird on ends to pick up fourth spot.</div>
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In the blue section David Edwards finishes unbeaten and Stuart Taylor finishes on three wins. Six teams were tied on two wins but it is the teams skipped by James Pougher and Susan Kesley who sneak into Sunday's quarterfinals with the most ends and shots.</div>
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As always it is sure to be a fun night in Curl Aberdeen tonight!</div>
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Anonymoushttp://www.blogger.com/profile/00520962460046971120noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-52056148284100198172017-02-04T12:42:00.002+00:002017-02-04T12:42:58.749+00:00City Open UpdateThe Aberdeen City Open is now well underway!<br />
Greg Dunn leads the red section unbeaten on three wins. In an early upset Tom Brewster, champion here in 2012 and 2013, lost his opener in a tight game against Andrew Hutcheon. Both teams remain in contention for qualification.<br />
In blue, the two unbeaten sides Susan Kesley and David Edward are playing now. Both are also past winners here, champions in 2011 and 2015 respectively.<br />
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<tr><td class="tr-caption" style="text-align: center;">Team Kesley winning in 2011</td></tr>
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Linescores and tables can be found here:<br />
<a href="http://aberdeencityopen.blogspot.co.uk/p/linescores-and-results.html">http://aberdeencityopen.blogspot.co.uk/p/linescores-and-results.html</a>Anonymoushttp://www.blogger.com/profile/00520962460046971120noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-38147469589005192382017-02-02T08:37:00.000+00:002017-02-02T08:37:27.495+00:00Aberdeen City Open<div class="separator" style="border-image: none; clear: both; margin-left: 1em; margin-right: 1em; text-align: left;">
The Tour returns to Aberdeen this weekend for the City Open...</div>
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" 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Anonymoushttp://www.blogger.com/profile/00520962460046971120noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-83278885398891572982016-12-16T11:11:00.001+00:002016-12-16T11:12:25.975+00:00Dumfries Challenger Series 2016The final Goldline Scottish Curling Tour event of the calendar year began last night in Dumfries. 15 Mens and 8 Ladies teams are fighting it out for a cash pot of £20,000. The top 2 teams in the Goldline Scottish Curling Tour are both competing this weekend.<br />
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LIVE SCORES CAN BE FOUND HERE: <a href="http://www.dibca.co.uk/major-competitions/">http://www.dibca.co.uk/major-competitions/ </a><br />
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<a href="https://2.bp.blogspot.com/-HN32tlqmcME/WFPLRSsshGI/AAAAAAAAl3M/S5re79JPVoElLLdXxHbjDOaI88loTPkOQCLcB/s1600/Screen%2BShot%2B2016-12-16%2Bat%2B11.08.34.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="141" src="https://2.bp.blogspot.com/-HN32tlqmcME/WFPLRSsshGI/AAAAAAAAl3M/S5re79JPVoElLLdXxHbjDOaI88loTPkOQCLcB/s400/Screen%2BShot%2B2016-12-16%2Bat%2B11.08.34.png" width="400" /></a></div>
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The ladies section has 4 Scottish teams joined by 3 Swiss teams and Jasmin Lander from Denmark.</div>
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<a href="https://3.bp.blogspot.com/-1xRnM9IChFM/WFPKlQkjN4I/AAAAAAAAl3I/T6H2fzuRirciBbR_YWLB6D_TiTs1ifGegCLcB/s1600/Screen%2BShot%2B2016-12-16%2Bat%2B11.05.32.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://3.bp.blogspot.com/-1xRnM9IChFM/WFPKlQkjN4I/AAAAAAAAl3I/T6H2fzuRirciBbR_YWLB6D_TiTs1ifGegCLcB/s320/Screen%2BShot%2B2016-12-16%2Bat%2B11.05.32.png" width="237" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/15695830158777971749noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-63648843552219211922016-11-13T19:04:00.002+00:002016-11-13T19:04:36.077+00:00Forfar Final 2016<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
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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="52"
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<w:LsdException Locked="false" Priority="46"
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<a href="https://1.bp.blogspot.com/-HPBGoAu6FVo/WCi3OF0knOI/AAAAAAAAADw/8bdiODmNA68n41lxRHTtWAJAGWQZ1VzdgCLcB/s1600/final.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="290" src="https://1.bp.blogspot.com/-HPBGoAu6FVo/WCi3OF0knOI/AAAAAAAAADw/8bdiODmNA68n41lxRHTtWAJAGWQZ1VzdgCLcB/s320/final.jpg" width="320" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">The final was a real battle as predicted. The two teams
traded blows for the first 6 ends after which it was level at 5-5. In the 7<sup>th</sup>,
Ally Fraser played a fantastic tap up to the button with his last to score a
two and become favourite for the match and title. The Hardie team worked hard
in the 8<sup>th</sup> end and Grant had a chance of a skinny double to lie two
with his last to push the game into an extra-end. He made the double but
his shooter just slipped out so scored only one. </span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Team Fraser are GSCT Forfar Open Champions 2016.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Congratulations to them and to Forfar Indoor Sports for delivering another very successful Forfar Open! </span></div>
Anonymoushttp://www.blogger.com/profile/00520962460046971120noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-64015447886371640232016-11-13T15:17:00.002+00:002016-11-13T15:17:58.238+00:00Semi-finals<!--[if gte mso 9]><xml>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">And so into the semis we go. </span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Fraser beats Taylor ending a decent weekend for Stuart
Taylor’s side who will move into 3<sup>rd</sup> place on the GSCT leaderboard.</span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">League leaders Team Hardie were too strong for Ward who also
settle for 8points and move ahead of Sophie Jackson as the highest placed
ladies team.</span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">It will be a strong final that could go either way!</span></span></div>
Anonymoushttp://www.blogger.com/profile/00520962460046971120noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-60270667330961050302016-11-13T14:47:00.001+00:002016-11-13T14:47:11.099+00:00Quarter-finals<!--[if gte mso 9]><xml>
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<span style="font-family: Arial,Helvetica,sans-serif;">Taylor versus Telfer was an exciting quarter-final.
Telfer stole a single in the 3<sup>rd</sup> end giving them the advantage which
they held up until the 8<sup>th</sup> and final end where Taylor stole a two against the hammer
for the game.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">They will now meet Team Fraser in the semi who overcame Team
D.Wilson. Another tight game with only a three to Fraser in the 5<sup>th</sup> separating
the teams and ending a good run from the local senior side.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">In the ladies quarter Team Ward continued with their
unbeaten record dispatching Team M.Wilson. The game was tight until a four to
Ward in the 7<sup>th</sup> ended Wilson’s tournament.</span></div>
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-wCornYqUBRA/WCh8XXfOGnI/AAAAAAAAADM/HGLPqjRelIUIRl4U_p-YsK9H0oZZPc7eACLcB/s1600/w%2BMaggie%2BWilson.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="217" src="https://4.bp.blogspot.com/-wCornYqUBRA/WCh8XXfOGnI/AAAAAAAAADM/HGLPqjRelIUIRl4U_p-YsK9H0oZZPc7eACLcB/s320/w%2BMaggie%2BWilson.jpg" width="320" /></a></td></tr>
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<span style="font-family: Arial,Helvetica,sans-serif;">Ward will now face a tough test in the semi against Team Hardie
who saw off the challenge from Team Bryce in the remaining quarter-final.</span></div>
Anonymoushttp://www.blogger.com/profile/00520962460046971120noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-23537292507914279462016-11-12T20:22:00.001+00:002016-11-12T20:22:46.972+00:00Saturday Night Fever<!--[if gte mso 9]><xml>
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<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"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<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"
Name="List Table 6 Colorful Accent 4"/>
<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"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<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"
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<![endif]--><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Hardie continued to dominate the Blue section with a win
over Wilson booking the teams’ place in the quarters undefeated. In the other
game Team Mitchell came from behind to topple Team Hamilton, ending a
disappointing weekend for this experienced side. This left Team Wilson alone in
second spot with three points, qualifying for the Sunday.</span></span><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-Ymmv--JxC1k/WCd0wox94NI/AAAAAAAAACc/OeQXvEPyR8sVlZaHJI2LUaxrd7Xg8Qd7wCLcB/s1600/Mitchell.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="214" src="https://3.bp.blogspot.com/-Ymmv--JxC1k/WCd0wox94NI/AAAAAAAAACc/OeQXvEPyR8sVlZaHJI2LUaxrd7Xg8Qd7wCLcB/s320/Mitchell.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Grant Hardie and Alan Mitchell in the head</td></tr>
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-amEpuSWY1NM/WCd00Am9dsI/AAAAAAAAACg/B6I2vU807rMWSJiCX72X2EI0HlZ4qHWegCLcB/s1600/w%2BGraeme%2BBlack.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="195" src="https://4.bp.blogspot.com/-amEpuSWY1NM/WCd00Am9dsI/AAAAAAAAACg/B6I2vU807rMWSJiCX72X2EI0HlZ4qHWegCLcB/s320/w%2BGraeme%2BBlack.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Graeme Black of Team Hamilton providing some gentle encouragement</td></tr>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"></span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Taylor beat Joiner in the Red section qualifying in top spot.
Cameron Bryce and team had another tight game against Forfar CC skipped by
Inglis. Inglis looked well placed at the halfway point but a three to Bryce in
the fifth proved important and carried the young team to victory and a tasty
quarter-final match-up against Team Hardie.</span></span><span style="font-family: Arial,Helvetica,sans-serif;"></span><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-TNQp5iZ9UcI/WCd1iulSGJI/AAAAAAAAACk/VVignSq94t0w8L92oLR-j01Pik5e5VEkwCLcB/s1600/w%2BStuart%2BTaylor.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="278" src="https://4.bp.blogspot.com/-TNQp5iZ9UcI/WCd1iulSGJI/AAAAAAAAACk/VVignSq94t0w8L92oLR-j01Pik5e5VEkwCLcB/s320/w%2BStuart%2BTaylor.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Stuart Taylor with an eye on the quarters</td></tr>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Fraser took an early lead against Team I.Taylor in the Green
section which proved insurmountable. Fraser qualifies first. Marnoch versus
Telfer however was the big game of the section, effectively a straight play-off
for 2<sup>nd</sup> spot and a place in the quarter-finals. First blood went to
Telfer who picked up a three in the second end. Marnoch fought on exchanging twos but a four to Telfer in the fifth sealed their qualification. </span></span></div>
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<tr><td class="tr-caption" style="text-align: center;">Craig Anderson of Team I.Taylor</td></tr>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">In the ladies’ section <span>Angharad Ward’s team continued their winning ways, this time over over Forfar Ladies and qualify
top. Another straight play-off between Wilson and MacDonald would decide the
other qualifier. It was Wilson in charge 4-1 at the mid-point and ultimately ran MacDonald out of ends winning 5-2.</span></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Quarter Finals:</span></span></div>
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<br /></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Taylor v Telfer</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Fraser v D.Wilson</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Ward v M.Wilson</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Hardie v Bryce </span></span></div>
Anonymoushttp://www.blogger.com/profile/00520962460046971120noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-79353658393500710132016-11-12T15:17:00.000+00:002016-11-12T15:17:14.833+00:00Morning Sessions<!--[if gte mso 9]><xml>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">After a second round of curling, a win over Team Mitchell
means Hardie leads the Blue section with Wilson having drawn and shared the
points with Team Hamilton.</span></span></div>
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-10MHluCMpVo/WCcxTm7LsVI/AAAAAAAAACI/j2zb9pC8dBoaVyg_nK294c3kv71e5xcKACLcB/s1600/w%2BTeam%2BMitchell.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="298" src="https://4.bp.blogspot.com/-10MHluCMpVo/WCcxTm7LsVI/AAAAAAAAACI/j2zb9pC8dBoaVyg_nK294c3kv71e5xcKACLcB/s320/w%2BTeam%2BMitchell.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Team Mitchell hard at work</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">Duncan 'Jazz Hands' Menzies risking the wrath of the ice staff.</td></tr>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">In the Red section, a draw with Forfar CC was enough for Stuart
Taylor to lead the pack while Team Bryce chalked up their first win.</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">In Green, Team Fraser beat Telfer to go top and Team Marnoch
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">England’s Team Ward stayed <i>in the Pink </i>with their second win, this time over Team M.Wilson and
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Thanks to Tom Brydone for the images! </span></span></div>
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Anonymoushttp://www.blogger.com/profile/00520962460046971120noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-53094729968215093382016-11-11T23:38:00.000+00:002016-11-11T23:38:19.218+00:00Play gets underway<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Team Hardie started well with a win over Scott Hamilton’s
Lockerbie side, a steal of two in the fourth end being decisive.</span></span></div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Team Hamilton in action: </span> </span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: small;"><a href="https://2.bp.blogspot.com/-NpugCcGK5t0/WCZURiPAPiI/AAAAAAAAAB0/_U_re6gWjeozpiy_20VUczCTuaBXTdyfgCLcB/s1600/hamilton.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="187" src="https://2.bp.blogspot.com/-NpugCcGK5t0/WCZURiPAPiI/AAAAAAAAAB0/_U_re6gWjeozpiy_20VUczCTuaBXTdyfgCLcB/s400/hamilton.jpg" width="400" /></a></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> Wilson 4-0 up after four ends held on to beat Ireland’s Team
Mitchell. Jim Menzies of Team Wilson pictured below.</span></span></div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"></span></span><div class="separator" style="clear: both; text-align: center;">
<span style="font-size: small;"><a href="https://4.bp.blogspot.com/-6OIUfJeDzfw/WCZUR8AuG3I/AAAAAAAAAB4/lyp0c5BwUcwRy0Y83Om6k9bLsuolSbAegCLcB/s1600/jim%2Bmenzies.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://4.bp.blogspot.com/-6OIUfJeDzfw/WCZUR8AuG3I/AAAAAAAAAB4/lyp0c5BwUcwRy0Y83Om6k9bLsuolSbAegCLcB/s320/jim%2Bmenzies.jpg" width="320" /></a></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> The local Forfar Curling Club team skipped by Colin Inglis were
involved in a very tight battle with Team Joiner swapping singles and blanks
all game. Inglis held hammer in the last but errors from the team allowed Joiner
to steal the end and the game.</span></span></div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Bryce versus Taylor was also an exciting matchup, Bryce was
one up in the last end but without hammer and lying two against, partially
guarded. Attempting the angled raise with his last he was slightly wide but
with some good fortune spun in to lie second forcing a tricky shot to pick it
out. It was played well by Stuart Taylor giving him a win in his opening game.</span></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Team Bryce working on their skips stone: </span></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-QthiApn9B8Y/WCZUQ47DQfI/AAAAAAAAABs/7SAlQenhPN8_irrzg2Ampaa3DILSI-4RwCEw/s1600/bryce.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="221" src="https://3.bp.blogspot.com/-QthiApn9B8Y/WCZUQ47DQfI/AAAAAAAAABs/7SAlQenhPN8_irrzg2Ampaa3DILSI-4RwCEw/s320/bryce.jpg" width="320" /></a></div>
<br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"></span></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">In the later session there were comfortable wins for Team
Ward over MacDonald and Team Telfer over Taylor, while Forfar Ladies pushed
Team Maggie Wilson all the way but ultimately lost out.</span></span></div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Team Marnoch visiting from Manitoba were in a strong
position over Team Ally Fraser, however a steal of two in the last end robbed the
Canadians of the win.</span></span></div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Lots of great curling on show, it was a shame the football
did not match up!</span></span></div>
<br />
Anonymoushttp://www.blogger.com/profile/00520962460046971120noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-74820140957297598222016-11-09T12:23:00.000+00:002016-11-09T12:23:12.089+00:00Next Stop Forfar<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-rDxGc8LS_zU/WCMUBBRrVxI/AAAAAAAAABY/8X96bYKdiucb3oxzaetddDF6favkVAflgCLcB/s1600/forfar1.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="233" src="https://4.bp.blogspot.com/-rDxGc8LS_zU/WCMUBBRrVxI/AAAAAAAAABY/8X96bYKdiucb3oxzaetddDF6favkVAflgCLcB/s400/forfar1.PNG" width="400" /></a></div>
<br />
Tour leaders Team Hardie will return to the ice this weekend to play in The Forfar Open where they will have to overcome a challenge from some tough opposition if they want to extend their lead. Full draw is below.<br />
<br />
Forfar is an event always enjoyed by the players. This year will be no different with the annual dinner and entertainment, courtesy of Forfar Indoor Sports, planned for the Saturday night. Also on Friday there is the small matter of Scotland versus England at Wembley, the football being screened in the club.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-u63lve1y6SQ/WCMUHWJly1I/AAAAAAAAABc/LEaSWvcO8Twnu-8urqJWlAz2Q8U26FNtgCLcB/s1600/forfar2.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="295" src="https://4.bp.blogspot.com/-u63lve1y6SQ/WCMUHWJly1I/AAAAAAAAABc/LEaSWvcO8Twnu-8urqJWlAz2Q8U26FNtgCLcB/s400/forfar2.PNG" width="400" /></a></div>
<br />
<br />Anonymoushttp://www.blogger.com/profile/00520962460046971120noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-59345692021009891272016-11-07T11:23:00.001+00:002016-11-07T11:23:58.514+00:00GSCT Leaderboard Update<div style="text-align: center;">
<b>GSCT Leaderboard Standings</b></div>
<div style="text-align: center;">
<b>[after 3 events]</b></div>
<div style="text-align: center;">
<b><br /></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-7dgdw43bPqI/WCBkSCqsyAI/AAAAAAAABlI/Vk3KDCDLSJ0fDdV0TRPoqTXxZ6Kp6NGCwCLcB/s1600/Screen%2BShot%2B2016-11-07%2Bat%2B11.17.17.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="https://2.bp.blogspot.com/-7dgdw43bPqI/WCBkSCqsyAI/AAAAAAAABlI/Vk3KDCDLSJ0fDdV0TRPoqTXxZ6Kp6NGCwCLcB/s400/Screen%2BShot%2B2016-11-07%2Bat%2B11.17.17.png" width="400" /></a></div>
<div style="text-align: center;">
<b><br /></b></div>
Jayne Stirlinghttp://www.blogger.com/profile/10233110803312797735noreply@blogger.com0tag:blogger.com,1999:blog-4452503869210785281.post-24275011939269284312016-11-07T10:36:00.000+00:002016-11-07T10:36:17.420+00:00Kubeska are Edinburgh International Champions<h3>
Quarter Finals</h3>
<div>
<br /></div>
An early start in Edinburgh on Saturday for the eight teams who had qualified for the quarter finals. (See previous blog post).<div>
<br /></div>
<div>
The first quarter final saw Stjerne defeat Bryce by 6-4. Bryce required a steal of 1 in the 8th end in order to force an extra end, but it wasn't to be for them, and Stjerne capitalised on their last stone advantage to take 1 in the final end and progress to the semi final.</div>
<div>
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-M2CCkk33KG4/WCBVCdqIqAI/AAAAAAAABkM/L6gl49gELoUVYQ5wUxwcgtpm6yKAtxs4gCEw/s1600/IMG_6154.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://1.bp.blogspot.com/-M2CCkk33KG4/WCBVCdqIqAI/AAAAAAAABkM/L6gl49gELoUVYQ5wUxwcgtpm6yKAtxs4gCEw/s320/IMG_6154.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Johnny Frederiksen (Team Stjerne)</td></tr>
</tbody></table>
<div>
<br /></div>
<div>
<br /></div>
<div>
Kubeska and Baumann were all even after 5 ends, but scores of 1 in ends 6,7 and 8 earned Kubeska a place in the semi finals, where they would face Stjerne.</div>
<div>
<br /></div>
<div>
The quarter final between Mouat and Sik started off with two blank ends, and then two singles from Mouat. Sik responded with a strong score of 3, but unfortunately that was their only posting on the scoreboard during this match, and Team Mouat scored two more singles to run out 4-3 winners.</div>
<div>
<br /></div>
<div>
Hardie faced Schwaller in their quarter final match up, and put on a strong performance, where a steal of 2 in end 7 secured the win for them, with the final score being 6-2. This set up an all-Scottish semi final.</div>
<div>
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-Xc-1V0IuqXU/WCBVArj-LNI/AAAAAAAABkE/alFYZzjYUTgGWHpa4cOGnl01_k01wnP6wCEw/s1600/IMG_6135.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://2.bp.blogspot.com/-Xc-1V0IuqXU/WCBVArj-LNI/AAAAAAAABkE/alFYZzjYUTgGWHpa4cOGnl01_k01wnP6wCEw/s320/IMG_6135.JPG" width="213" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Duncan Menzies (Team Hardie)</td></tr>
</tbody></table>
<div>
<br /></div>
<h3>
Semi Finals</h3>
<div>
The semi final matches were both great games; one international, and one all-Scottish!</div>
<div>
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-q4OjajIY9q4/WCBVC3h9NHI/AAAAAAAABkQ/5-7GdRSfb5YELfcyV1HyF2JJG8AbdU64QCEw/s1600/IMG_6165.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="208" src="https://1.bp.blogspot.com/-q4OjajIY9q4/WCBVC3h9NHI/AAAAAAAABkQ/5-7GdRSfb5YELfcyV1HyF2JJG8AbdU64QCEw/s320/IMG_6165.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Klima (Team Kubeska) and Poulsen (Team Stjerne)</td></tr>
</tbody></table>
<div>
Kubeska took the hammer into the first end, and used this to score 2 points against Stjerne. The Danish could only reply with a score of 1 in end 2. Ends 4-6 saw Stjerne pick up two valuable points, leaving the score at 4-3, with two ends remaining. The Czechs used their last stone advantage to score 3 points in end 7; handshakes were offered, and Team Kubeska proceeded to the final.</div>
<div>
[Semi Final Score 7-3]</div>
<div>
<br /></div>
<div>
<br /></div>
<div>
A crowd of spectators gathered to see the current World Junior Champion Skip put his team for this season up against GSCT leaders, and winners of both tour events so far, Team Hardie.</div>
<div>
<br /></div>
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<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-dO-T9v1b4UE/WCBVDp-W0pI/AAAAAAAABkw/C6Q85kkEZusdXg2zSaqK8TqtSHlMneS-wCEw/s1600/IMG_6169.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://3.bp.blogspot.com/-dO-T9v1b4UE/WCBVDp-W0pI/AAAAAAAABkw/C6Q85kkEZusdXg2zSaqK8TqtSHlMneS-wCEw/s320/IMG_6169.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Menzies and Fraser (Team Hardie) and Cannon (Team Mouat)</td></tr>
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<br />Mouat went into the game with hammer, and started strongly with a score of 2. Hardie's decision to blank end 2 and retain hammer paid off when they scored 3 points in end 3. Another blank, and another score of 2 for Mouat left the teams only one point apart, but the pivotal moment of this match was the consequent steal of 2 in end 6. A single for Team Hardie in end 7 meant they were fighting to steal 2 in end 8 to force an extra end. A clean end from Mouat meant that they ran their opposition out of stones, and Mouat would proceed to the final.</div>
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[Semi Final Score 6-4]</div>
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<h3>
Final</h3>
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-mmeTBzhlo7A/WCBVEQHk2gI/AAAAAAAABkw/pDZglH0L-T4SvXEZw9YI6wN4dVT2arOXgCEw/s1600/IMG_6186.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://4.bp.blogspot.com/-mmeTBzhlo7A/WCBVEQHk2gI/AAAAAAAABkw/pDZglH0L-T4SvXEZw9YI6wN4dVT2arOXgCEw/s320/IMG_6186.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Team Mouat (Bruce Mouat, Bobby Lammie, Alasdair Schreiber, Derrick Sloan, Gregor Cannon [not pictured], coached by Alan Hannah)</td></tr>
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<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-Lk3o4DZdrZA/WCBVFDTSbvI/AAAAAAAABkw/cnXsH8u6g7APTFds1zraNgiL9ghjH7xCgCEw/s1600/IMG_6193.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://1.bp.blogspot.com/-Lk3o4DZdrZA/WCBVFDTSbvI/AAAAAAAABkw/cnXsH8u6g7APTFds1zraNgiL9ghjH7xCgCEw/s320/IMG_6193.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Team Kubeska (Jiri Candra, Lukas Klima, Martin Juric, Karel Kubeska, coached by Brad Askew)</td></tr>
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<div>
Team Mouat started well in the final, taking 1 with hammer in the first end.</div>
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<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-CpuEOHOTgwQ/WCBVAyP1fhI/AAAAAAAABkw/I-MeDcMSpeM__F2YUl-nk7ZRNsP8WB2ugCEw/s1600/IMG_6151.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://3.bp.blogspot.com/-CpuEOHOTgwQ/WCBVAyP1fhI/AAAAAAAABkw/I-MeDcMSpeM__F2YUl-nk7ZRNsP8WB2ugCEw/s320/IMG_6151.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Bobby Lammie, Team Mouat</td></tr>
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<div>
The second end was played very agressively, with 3 Mouat stones and 1 Kubeska stone in the 4ft. An excellent triple take out by skip Kubeska left his stone in the 4ft, along with 2 others in the house to lie 3. A case of a touch too much ice meant Mouat's attempted freeze was sitting out in the open, and the Czechs made a hit for 4.</div>
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<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-cNM-HbKWs5I/WCBVl5WqkKI/AAAAAAAABkw/7DMd5XYQergMCmmRvVcCbv56-kiaf8dNACEw/s1600/IMG_6206.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://1.bp.blogspot.com/-cNM-HbKWs5I/WCBVl5WqkKI/AAAAAAAABkw/7DMd5XYQergMCmmRvVcCbv56-kiaf8dNACEw/s320/IMG_6206.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sloan, Schreiber and Lammie watch over Klima's stone</td></tr>
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<br />Unfazed, the Scots responded with a 1 in the 3rd end to take the score to 4-2. Another great end by Team Kubeska gave them a score of 3. An unfortunate hit and roll out by Mouat in end 5 meant that the Czechs stole 1, and they became Edinburgh International Champions!</div>
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[Final Score 8-2]</div>
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-BaOdsPq-ePo/WCBVnGeY4wI/AAAAAAAABkw/UDIH3dSd3iwxGXqaO-cd57bLcmsjV_M5wCEw/s1600/IMG_6237.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://4.bp.blogspot.com/-BaOdsPq-ePo/WCBVnGeY4wI/AAAAAAAABkw/UDIH3dSd3iwxGXqaO-cd57bLcmsjV_M5wCEw/s320/IMG_6237.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Edinburgh International Champions 2016, Team Kubeska</td></tr>
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<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-Bz-YIRjrgX4/WCBVlCY0XeI/AAAAAAAABk0/bXp2djB3mN0b3M0gNYMqDDOXdFjD-dgEQCEw/s1600/IMG_6229.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="204" src="https://3.bp.blogspot.com/-Bz-YIRjrgX4/WCBVlCY0XeI/AAAAAAAABk0/bXp2djB3mN0b3M0gNYMqDDOXdFjD-dgEQCEw/s320/IMG_6229.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Runners up, Team Mouat</td></tr>
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<h3>
Overview</h3>
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The standard of curling across the weekend was extremely high, and some regular attendees as well as some new faces thoroughly enjoyed the weekend.</div>
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Robin Copland of the local organising committee presented the prizes, and noted that Team Kubeska were one of only a handful of non-Scottish teams to ever win the Championships! Worth missing two sets of flights owing to success they were not anticipating!</div>
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Thanks were given to the ice staff, the catering staff, officials, organising committee, and to the teams themselves for a great weekend.</div>
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Some new teams are joining the GSCT leaderboard, while others gained more valuable points in this third event of the tour. An updated scoreboard will be posted shortly.</div>
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We hope you've enjoyed the GSCT coverage this weekend! With only a matter of days until the next event, there isn't long to wait for more tour action. Teams will be in Forfar next weekend for the Forfar Open. Check back later in the week for a preview of this event.<br />
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Jayne Stirlinghttp://www.blogger.com/profile/10233110803312797735noreply@blogger.com0