Gariwerd Cockatoos

Discussion in 'ORFFA' started by anthak, May 4, 2012.

  1. Len

    Len Cockburn Knightrider Staff Member

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    lol, swap you Redden for Hickey
     
  2. anthak

    anthak Moderator Staff Member

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    The delistment deadline has just passed about an hour ago. We delisted 4 players, bringing our squad down to 22 players - meaning we'll have 6 live picks in the draft starting tomorrow. We'll have picks 9, 12, 14, 31, 100, & 107. The unfortunate players to have been delisted were: Karmichael Hunt Ben Stratton Sam Blease Shaun McKernan Ben has been with us the longest, as he was one of our foundation members, and it's especially sad to see him go. It was really difficult to select how many and who to delist.
     
  3. anthak

    anthak Moderator Staff Member

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    anthak wrote:
    The 2014 season is fast approaching and I don't think we'll have time to make public any of the finer details of our end-of-season review. Basically, after finishing 9th, we had to have a serious assessment of our list carried out to predict which way we were headed on the ladder. It was ultimately decided we may have had the list to make the finals, but we were not consistent enough to match it with the best in the comp. So we made the decision to have a bit of a cleanup around the place. On top of the extra rubbish bins around the ground, we'll be saying goodbye to a significant number of prominent players. Already, we've traded out Mitch Clark in the last trade period, and we've got another trade period in progress now. I'll wait until its concluded before updating the comings and goings of it. We have decided to announce a few extra details of season 2013. Here's a brief run down of our listed players' seasons in 2013: Sam Blease; 3 games; 0 b&f votes (finished equal 20th in b&f). Shaun Burgoyne; 15 games; 9 votes (equal 4th). Levi Casboult; 1 game; 0 votes. Allen Christensen; 13 games; 6 votes (equal 8th) Mitch Clark; 4 games. Adam Cooney; 15 games; 13 votes (1st - winner) Nick Dal Santo; 7 games;2 votes (equal 13th) Matt De Boer; 15 games; 4 votes (10th) Brett Deledio; 17 games; 12 votes (2nd) Josh Gibson; 16 games; 1 vote(equal 17th) Robbie Gray; 14 games; 9 votes (equal 4th) Karmichael Hunt; 0 games. Shannon Hurn 10 games; 7 votes (7th) Nick Lower, 7 games; 1 vote (equal 17th) James Magner; 2 games. Chris Masten; 15 games; 9 votes (equal 4th) Shaun McKernan; 1 game;2 votes (equal 13th) Tom Murphy; 7 games;1 vote(equal 17th) Setanta O'hAilpin; 3 games;2 votes (equal 13th) Cam Pedersen; 2 games. Jaspar Pittard; 5 games. Jared Polec, 0 games. Brodie Smith; 12 games; 2 votes (equal 13th) Zac Smith; 6 games; 3 votes (equal 11th) Koby Stevens; 14 games; 10 votes (3rd) Ben Stratton; 6 games. Colin Sylvia; 14 games. Kurt Tippett; 7 games;6 votes (equal 8th) Jimmy Toumpas; 2 games. Zach Touhy; 5 games;3 votes (equal 11th) Nathan Vardy; 1 game. Tex Walker; 0 games. Mitch Wallis; 15 games.
     
  4. anthak

    anthak Moderator Staff Member

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    anthak wrote:
    The delistment deadline has just passed about an hour ago. We delisted 4 players, bringing our squad down to 22 players - meaning we'll have 6 live picks in the draft starting tomorrow. We'll have picks 9, 12, 14, 31, 100, & 107. The unfortunate players to have been delisted were: Karmichael Hunt Ben Stratton Sam Blease Shaun McKernan Ben has been with us the longest, as he was one of our foundation members, and it's especially sad to see him go. It was really difficult to select how many and who to delist. Now for the results of the recent draft. 1st pick - #9 = Matt Scharenberg [​IMG]
     
  5. anthak

    anthak Moderator Staff Member

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    Gariwerd Cockatoos: 2014 season preview. The sights are not set too high this season. After just missing the finals in 2013, management decided to overhaul the list and there are 11 new faces in the squad this season. There were some big names to depart as well, including Mitch Clark, Nick Dal Santo, Josh Gibson, and our captain of the last two seasons, Shaun Burgoyne. Most of the players to go were the older players of the team, and only last year's B&F winner, Adam Cooney, is aged over 27 at the club now. Therefore, we are looking at this season as a development year and planning for success in years to come. Once again, our leadership group has had a shake up. Over the last couple of seasons, joining the Gariwerd Leadership Group has almost been a kiss of death, with so many players having been delisted not long after joining the group. This time, Josh Gibson, Karmichael Hunt and Shaun Burgoyne have all departed. For this season,Koby Stevens has been named our permanent Captain, after he almost led the team to an unlikely finals spot last season when he took over the duties temporarily. Shannon Hurn will remain the Vice Captain. And joining them in the leadership group are Chris Masten, Phil Davis, Allen Christensen and Adam Cooney. Masten is the only one of the 4 who is backing up, and Brett Deledio is the only player on our list who was in the leadership group last season, but is not this season. He played so badly when he filled in as VC for a few games, we have decided to drop him from the leadership group altogether and see if it helps him concentrate on his footy a bit more. Our best 15 (and emergencies in brackets) is probably: Def: Shannon Hurn (Vice Captain); Brodie Smith; Cameron Guthrie; Zach Tuohy. (Phil Davis) Mid: Adam Cooney; Brett Deledio; Chris Masten; Mitch Wallis. (Mark Hutchings) Ruck: Tom Hickey. Fwd: Taylor Walker; Allen Christensen, Kurt Tippett, Robbie Gray. (Levi Casboult) Int:Koby Stevens (Captain); Matthew De Boer. (Jared Polec) Development squad (oldest to youngest): Dan Nicholson (d); Jasper Pittard (d); Michael Evans (m); Matthew Watson (d); Harry Cunningham (m); Jimmy Toumpas (m); Dayle Garlett (m/f); Matt Crouch (m); Matthew Scharenberg (d). The bookies have us at $19 to win the premiership, equal with Nunnawading, and with 6 teams predicted to have even less chance than us. Here is our schedule for the season: Round 1 (AFL round 1);14/3 - 23/3.Fantasy Footballers Anonymous Fortnight. @Iron Knob Round 2 (AFL round 2);27/3 - 30/3.Harold Holt round.vNunnawading
    <strong style='color: #000000;Round 3 [/b](AFL round 3);4/4/ - 6/4.Muso Round.<strong style='color: #000000;vCharlie's Opening[/b]
    <strong style='font-weight: bold; color: #000000;Round 4 [/b](AFL round 4);11/4 - 13/4.International Moment of Laughter Day.<strong style='font-weight: bold; color: #000000; @Birdsville[/b]
    <strong style='background-color: transparent;Round 5 [/b][span style='background-color: transparent;(AFL round 5);[span style='color: #000000; background-color: transparent;17/4 - 21/4.Mark Seaby Memorial Round.[span style='font-weight: bold; color: #000000;vMarble Bar [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;Round 6 [/b](AFL round 6);25/4 - 27/4.ANZAC Round.<strong style='font-weight: bold; color: #000000;vFoul Bay[/b]
    [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;Round 7 [/b](AFL round 7);2/5 - 4/5.The Spud Round. <strong style='font-weight: bold; color: #000000;@Waikikamoocow[/b]
    [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;Round 8 [/b](AFL round 11);29/5 - 1/6.Geek Pride Round. <strong style='font-weight: bold; color: #000000;@Wagga Wagga[/b]
    [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;Round 9[/b] (AFL round 12);6/6 - 9/6.Fellowship Round. <strong style='font-weight: bold; color: #000000;@Darraweit Guim[/b]
    [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;Round 10[/b] (AFL round 13);[span style='font-weight: bold; color: #000000;[span style='font-weight: normal;13/6 - 15/6. International Players Appreciation Round.[span style='font-weight: bold; color: #000000;vPowlett Plains
    [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;Round 11 [/b](AFL round 14);[span style='font-weight: bold; color: #000000;[span style='font-weight: normal;20/6 -22/6.Winter Solstice Round.[span style='font-weight: bold; color: #000000;vLovely Banks
    [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;Round 12 [/b](AFL round 15);[span style='font-weight: bold; color: #000000;[span style='font-weight: normal;27/6 - 29/6.Comeuppance Cup / Schadenfreude Shield.[span style='font-weight: bold; color: #000000;vCradle Mountain
    [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;Round 13 [/b](AFL round 16);4/7 - 6/7.Walesy Appreciation Round. <strong style='font-weight: bold; color: #000000;@Mount Beauty[/b]
    [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;Round 14 [/b](AFL round 17);11/7 - 13/7.NAIDOC Round.<strong style='font-weight: bold; color: #000000;vGundagai[/b]
    [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;Round 15 [/b](AFL round 18);18/7 - 27/7.Bleak Week. <strong style='font-weight: bold; color: #000000;@Larrikin Lagoon[/b]
    [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;Round 16 [/b](AFL round 19);31/7 - 3/8.Chelsea Roffey Appreciation Round.<strong style='font-weight: bold; color: #000000; @Venus Bay[/b]
    [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;Round 17 [/b](AFL round 20);8/8- 10/8.Left Footers Round.<strong style='font-weight: bold; color: #000000;vWhitsunday[/b]
    [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;<strong style='color: #000000;
    [/b][/b] [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;<strong style='color: #000000;
    [/b][/b] [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;<strong style='color: #000000;
    [/b][/b] [span style='background-color: transparent; color: #000000;<strong style='font-weight: bold; color: #000000;<strong style='color: #000000;
    [/b][/b]
     
  6. anthak

    anthak Moderator Staff Member

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    The team traveled to Iron Knob for round 1 and once again stayed at the local community camping ground. We had a great weekend for the most part. This was the team we named to rep Gariwerd for Round 1 at Iron Knob: <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;Def:pDavis, JPittard, ZThuohy, BSmith. (MWatson) <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;Mid:BDeledio, JPolec, ACooney, KStevens (C). (HCunningham) <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;Ruc: THickey. <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;Fwd:RGray,JToumpas (oop),CMasten(oop),DGarlett(MDeBoer) <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;Int: SHurn (VC),MWallis. (CGuthrie) So, Phil Davis, Tom Hickey and Dayle Garlett were all due to make their Cocky debuts. Unfortunately Dayle Garlett pulled himself out of contention and even quit the club! We can not believe it and are devastated about his decision. Nevertheless, Matt De Boer was ready and willing to take his spot in the first 15. Here's how they all scored: <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;Def:PDavis 32, JPittard 52, ZTuohy 47, BSmith 78. (MWatson) <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;Mid:BDeledio 136, JPolec 107, ACooney 67, KStevens (C) 71. (HCunningham) <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;Ruc:THickey 98. <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;Fwd:RGray 109,JToumpas (oop) 65/2=32,CMasten(oop) 56/2=28, DGarlett DNP(MDeBoer 106) <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;Int:SHurn (VC) 99,MWallis 56. (CGuthrie) <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px; <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;Total = 1118 ...[span style='font-size: 14.44444465637207px; color: #434343;Iron Knob scored <strong style='font-size: 14.44444465637207px; color: #434343;1370[/b][span style='font-size: 14.44444465637207px; color: #434343; and won the game easily. Here's a review, written by Gravenger, from the blog section: <p style='color: #444444; background-color: white; margin: 0cm 0cm 0.0001pt;Iron Knob 1,370 defeatedGariwerd 1,118

    <p style='color: #444444; background-color: white; margin: 0cm 0cm 0.0001pt;An under-manned Codpiece unit demonstrated their depth and their right to Premiership favouritism as they dismantled the strapped Cockies. <p style='color: #444444; background-color: white; margin: 0cm 0cm 0.0001pt;Significant absences in the Gariwerd fwd line were patched over by strong efforts from Gray and deBoer while Lids and Polec made the midfield look respectable. <p style='color: #444444; background-color: white; margin: 0cm 0cm 0.0001pt;Consistent performances across the ground for the Codpieces were over-shadowed by superlative firepower of Breust, Jones and GAJ. <p style='color: #444444; background-color: white; margin: 0cm 0cm 0.0001pt;The unfortunate injury to Davis opened a chasm that the remaining Cocky backs struggled to fill. <p style='color: #444444; background-color: white; margin: 0cm 0cm 0.0001pt;The visitors were praying for their remaining mids to run the game out, but Cooney, Stevens, Wallis and Masten failed to ton up.
    And finally, here are the b&f votes for round 1: 3 - Brett Deledio 2 - Matt De Boer 1 - Robbie Gray
     
  7. anthak

    anthak Moderator Staff Member

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    We've returned back from Iron Knob, almost in one piece, with only Dayle Garlett missing :( We're playing at home this weekend and welcome Nunawading to town for our first home game of the season. The home fans are super excited to see the team up close after the tumultuous few months of player movements that have led us to now. Here's the team for Round 2: OUT: Deledio; Tuohy. IN: Guthrie; Cunningham. <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;D: Hurn (VC), Pittard, BSmith, Guthrie (Em:ZTuohy) <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;M: Cooney, KStevens (C), Polec,PDavis (oop)(Em:BDeledio) <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;R: Hickey <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;F: Gray, De Boer, Cunningham (oop), Toumpas (oop) (Em: MEvans) <p style='color: #000000; background-color: #ffffff; margin-bottom: 10px;I: Masten, Wallis (Em: MCrouch) Our Defense was terrible last week and we've moved Hurn and Guthrie into the back 4 to try and shore it up a bit. Guthrie will play his first game for Gariwerd. Tuohy's been dropped and Phil Davis has been moved to the midfield (out of position, but may not end up playing). A big omission is Brett Deledio, who was our best player last week, but he pulled up a bit sore and may need to miss this week. We have listed him as an emergency as he will be fine if we absolutely need him. Another change is that Masten has been moved to the bench and Cunningham has come into his spot in the forward line, also out of position, for his first game as a Cockatoo. It should also be noted Matt Crouch and Michael Evans have been named as Emergencies and could possibly play their first game for the club if called up.
     
  8. melbandy

    melbandy Active Member

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    Thanks to Ant and the boys for hosting the Nuffers over the weekend. Even though he wasn't picked we brought Sylvia along so he could pay any child support he owed. The Nuffers encourage social responsibility and hard partying in equal shares.
     
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  9. anthak

    anthak Moderator Staff Member

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    melbandy wrote:
    Thanks to Ant and the boys for hosting the Nuffers over the weekend. Even though he wasn't picked we brought Sylvia along so he could pay any child support he owed. The Nuffers encourage social responsibility and hard partying in equal shares. Thanks for that. It was good to see Col back in town. He always contributed so much to the local community and many of our fans enjoyed catching up with him again. We've been a bit slack. We have been so distraught by Dayle Garlett's shock decision to walk out on the club that we have been busy trying to sort out the place to try to avoid such a thing happening again. A couple of days ago, we were able to formally delist Dayle and we can now move on. We'll now update the remaining games for the first half of the season.
     
  10. anthak

    anthak Moderator Staff Member

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    <strong style='color: #000000;Round 2[/b](AFL round 2);27/3 - 30/3.Harold Holt round.<strong style='color: #000000;[/b]<strong style='background-color: transparent;vNunnawading[/b]
    <strong style='background-color: transparent;
    [/b] [span style='background-color: transparent; color: #000000;
    D: Hurn (VC) 7, Pittard 67, BSmith 125, Guthrie 47
    M: Cooney 121, KStevens (C) 109, Polec 99,<em style='background-color: transparent;PDavis (oop)- DNP (Em:[span style='background-color: transparent;BDeledio 92)
    R: Hickey 127
    F: Gray 78, De Boer 83, Cunningham (oop) 34/2= 17, Toumpas (oop) 39/2= 19
    I: Masten 119, Wallis 23
    [span style='background-color: transparent; color: #000000;As expected, Phil Davis did not pull up, and Lids had to play in the end anyway. Nunnawading won the game, 1255-1170. [span style='background-color: transparent; color: #000000;
    [span style='background-color: transparent; color: #000000;B&F votes: [span style='background-color: transparent; color: #000000;3 - Tom Hickey [span style='background-color: transparent; color: #000000;2 - Koby Stevens [span style='background-color: transparent; color: #000000;1 - Brodie Smith [span style='background-color: transparent; color: #000000;
    Leaderboard
    3 - Brett Deledio, Tom Hickey
    2 - Matt De Boer, Koby Stevens
    1 - Robbie Gray, Brodie Smith
    <strong style='background-color: transparent;
    [/b]
     
  11. anthak

    anthak Moderator Staff Member

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    <strong style='color: #000000;Round 3[/b](AFL round 3);4/4/ - 6/4.Muso Round.<strong style='color: #000000;[span style='background-color: transparent;vCharlie's Opening[/b]
    <strong style='color: #000000;[span style='background-color: transparent;
    [/b] <strong style='color: #000000;[span style='background-color: transparent;
    [/b] Bandit wrote:
    Gariwerd and Charlie's Opening are having a rave after party to continue on the tradition of Angus Monfries getting lasered in season one. This year the lineup is massive: /Portals/0/Users/168/92/7592/ultra_music_festival_2013-wallpaper-480x272.jpg' style='width: 480px; height: 272px; anthak wrote:
    Gariwerd Round 3 D: Pittard; Tuohy; BSmith; Guthrie (MWatson) M:Cooney; Masten; KStevens; Polec (Toumpas) R: Hickey F: Gray; De Boer; Casboult; MCrouch (MEvans) I: Wallis; Cunningham (DNicholson) Matt Crouch due for his Cocky debut; and potentially Evans and Nicholson too, who are both emergencies. Out: Hurn, Deledio, Toumpas In: Tuohy, Crouch (new), Casboult anthak wrote:
    anthak wrote:
    <p style='margin-bottom: 10px; text-align: -webkit-auto;D: Pittard 42; Tuohy ?; BSmith 78; Guthrie 81 (MWatson) <p style='margin-bottom: 10px; text-align: -webkit-auto;M: Cooney 106; Masten 66; KStevens DNP; Polec 71 (Toumpas DNP) <p style='margin-bottom: 10px; text-align: -webkit-auto;R: Hickey 63 <p style='margin-bottom: 10px; text-align: -webkit-auto;F: Gray 79; De Boer 76; Casboult DNP; MCrouch 45/2=22 (MEvans 40/2=20) <p style='margin-bottom: 10px; text-align: -webkit-auto;I: Wallis 32; Cunningham 59 (DNicholson) <p style='margin-bottom: 10px; text-align: -webkit-auto;
    <p style='margin-bottom: 10px; text-align: -webkit-auto;total = 795 + Tuohy <p style='margin-bottom: 10px; text-align: -webkit-auto;
    Tuohy scored 69... So our total is 864. Probably the lowest score Gariwerd have ever had :(
    We lost again, 1181 to 864. We had a lot of players miss through injury, some of which are not due back until midseason. B&F votes: 3 - Adam Cooney 2 - Harry Cunningham 1 - Brodie Smith Leaderboard
    3 - Brett Deledio, Tom Hickey, Adam Cooney
    2 - Matt De Boer,[span style='background-color: transparent;Koby Stevens, Harry Cunningham, Brodie Smith
    1 - Robbie Gray
     
  12. anthak

    anthak Moderator Staff Member

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    <strong style='color: #000000;Round 4[/b](AFL round 4);11/4 - 13/4.International Moment of Laughter Day.<strong style='color: #000000;@[span style='background-color: transparent;Birdsville[/b]
    <strong style='color: #000000;[span style='background-color: transparent;
    [/b] [span style='background-color: transparent; color: #000000;
    [span style='background-color: transparent;Out: Masten, Hickey
    [span style='background-color: transparent;In: Stevens, Casboult, Nicholson

    D: Pittard, Tuohy, BSmith, Guthrie
    M: Cooney (VC), KStevens (C), Polec, Cunningham (Toumpas)
    R: Nicholson - oop (MWatson - oop)
    F: Gray, De Boer, Casboult, Evans - oop (Hutchings - oop)
    I: Wallis, MCrouch
    <strong style='color: #000000;[span style='background-color: transparent;
    [/b] <strong style='color: #000000;[span style='background-color: transparent;
    [/b] JC wrote:

    Birdsville
    D: Enright (88), Houli (115), Laird (46), L McDonald (80)
    M: Ebert (129), Murphy (72), Treloar (105), Wells (107)
    R: Clarke (92)
    F: Cloke (33), Howlett (80), Jetta (54), White(119)
    IC: Moloney (85), Rischitelli (67)
    TOTAL - 1272

    Gariwerd
    D: Pittard (80), Tuohy (28), BSmith (125), Guthrie (126)
    M: Cooney (73), KStevens (67), Polec (98), Cunningham (46)
    R: Nicholson (0)
    F: Gray (111), De Boer (105), Casboult (88), Evans (10)
    I: Wallis (61), MCrouch (80)
    TOTAL - 1100

    Les W. Votes
    5. Brad Ebert (Birdsville)
    4. Cam Guthrie (Gariwerd)
    3. Brodie Smith (Gariwerd)
    2. Jesse White (Birdsville) 1. Bachar Houli (Birdsville)
    B&F votes:
    3 - Cam Guthrie
    2 - Brodie Smith
    1 - Matt De Boer

    Leaderboard
    4 - Brodie Smith
    3 - Brett Deledio, Tom Hickey, Adam Cooney, Cam Guthrie, Matt De Boer
    2 - [span style='background-color: transparent;Koby Stevens, Harry Cunningham
    1 - Robbie Gray <div>
     
  13. anthak

    anthak Moderator Staff Member

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    <strong style='background-color: transparent;Round 5[/b][span style='background-color: transparent;(AFL round 5);[span style='background-color: transparent; color: #000000;17/4 - 21/4.Mark Seaby Memorial Round.[span style='background-color: transparent;vMarble Bar
    [span style='background-color: transparent; color: #000000;
    Out: Cunningham, Evans In: Masten, Hickey, Hutchings
    [span style='background-color: transparent; color: #000000;
    D: Pittard 77, Tuohy 62, BSmith 69, Guthrie 87 (MWatson)
    M: Cooney 78, Masten 119, KStevens 91, Polec 107 (Toumpas)
    R: Hickey 64
    F: RGray 139, De Boer 31, Casboult 42, Wallis - oop 42/2= 21 (Cunningham - oop)
    I: Hutchings 68, MCrouch 104 (Evans)
    [span style='background-color: transparent; color: #000000;We won our first game of the season this week. The boys really pulled together after our terrible score the other week and it must have helped. We ended up winning 1159 to 1024. [span style='background-color: transparent; color: #000000;

    B&F votes:
    3 - Robbie Gray
    2 - Jared Polec
    1 - Matt Crouch

    Leaderboard
    4 - Brodie Smith,Robbie Gray
    3 - Brett Deledio, Tom Hickey, Adam Cooney, Cam Guthrie,Matt De Boer
    2 - [span style='background-color: transparent;Koby Stevens, Harry Cunningham, Jared Polec
    1 - Matt Crouch <div>

    [span style='background-color: transparent; color: #000000;
     
  14. anthak

    anthak Moderator Staff Member

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    <strong style='color: #000000;Round 6[/b](AFL round 6);25/4 - 27/4.ANZAC Round.<strong style='color: #000000;[span style='background-color: transparent;vFoul Bay[/b]
    <strong style='color: #000000;[span style='background-color: transparent;
    [/b] [span style='color: #000000; background-color: transparent;Out: Wallis, [span style='color: #000000; background-color: transparent;In: Cunningham <strong style='color: #000000;[span style='background-color: transparent;
    [/b]
    D: BSmith 59, Guthrie 90, Pittard 56, Tuohy 66 (MWatson)
    M: Masten 99, KStevens (C) 73,Cooney (VC) 91,Hutchings 48 (Toumpas)
    R: Hickey 105
    F: RGray 101, De Boer 36, Casboult 61, Cunningham - oop 80/2= 40 (Wallis - oop)
    I:polec 89,MCrouch 61 (Nicholson)
    [span style='color: #000000; background-color: transparent;Foul Bay defeated Gariwerd, 1370 to 1075. <strong style='color: #000000;[span style='background-color: transparent;
    [/b] [span style='color: #000000; background-color: transparent;
    B&F votes:
    3 - Adam Cooney
    2 - Robbie Gray
    1 - Chris Masten

    Leaderboard
    6 - Adam Cooney,[span style='color: #000000; background-color: transparent;Robbie Gray
    4 - Brodie Smith
    3 - Brett Deledio, Tom Hickey, Cam Guthrie,[span style='background-color: transparent;Matt De Boer
    2 -[span style='background-color: transparent;Koby Stevens, Harry Cunningham, Jared Polec
    1 - Matt Crouch, Chris Masten <div style='font-weight: bold;

     
  15. anthak

    anthak Moderator Staff Member

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    <strong style='color: #000000;Round 7[/b](AFL round 7);2/5 - 4/5.The Spud Round.<strong style='color: #000000;@[span style='background-color: transparent;Waikikamoocow[/b]
    <strong style='color: #000000;[span style='background-color: transparent;
    [/b] [span style='color: #000000; background-color: transparent;Out: Tuohy, Hickey, Cunningham [span style='color: #000000; background-color: transparent;In: Hurn, Tippett,Deledio [span style='color: #000000; background-color: transparent;
    [span style='color: #000000; background-color: transparent;
    [span style='background-color: transparent;D: Hurn (VC) 97, Pittard 79, BSmith 138, Guthrie 76 (MWatson)
    [span style='background-color: transparent;M: Cooney 121, Deledio 74, KStevens (C) 25, Polec 141 (Wallis) R: Tippett - oop DNP (Cunningham - oop 72/2= 36) [span style='background-color: transparent;F: RGray 121, DeBoer 87, Casboult 77, MHutchings - oop 96/2= 48
    I: Masten 64, MCrouch 75 (Tuohy)
    [span style='color: #000000; background-color: transparent;We lost,1516 to 1259. But it was a very impressive performance from most of the team. The captains contribution was not good. Tippet was named, but we decided not to play him and give him an extra rest over the mid season break. We expect to get both of Tippet and Tex Walker back after the break. [span style='background-color: transparent; color: #000000;
    [span style='background-color: transparent; color: #000000;
    B&F votes:
    3 - Jared Polec
    2 - Brodie Smith
    1 - Shannon Hurn

    Leaderboard
    6 -[span style='background-color: transparent;Adam Cooney[span style='background-color: transparent;,[span style='background-color: transparent;Robbie Gray,Brodie Smith
    [span style='background-color: transparent;5 -Jared Polec
    3 - Brett Deledio, Tom Hickey, Cam Guthrie,[span style='background-color: transparent;Matt De Boer
    2 -[span style='background-color: transparent;Koby Stevens, Harry Cunningham,
    1 - Matt Crouch, Chris Masten, Shannon Hurn <div>
     
  16. anthak

    anthak Moderator Staff Member

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    We are now in our mid season break. We have had a trade period and we are now in the middle of announcing our mid season delistments, prior to the mid season draft which starts in a couple of days. As long as the draft finishes in time, there will also be a mini trade period before round 8.
    Gariwerd were involved in two trades.

    chris88 wrote:
    Trent McKenzie is headed to Gariwerd in exchange for Gariwerd's MSD Rd 1 pick - pick 2 overall going to Darraweit.

    The option of picking up Dayle Garlett to delist has not been taken up by Darraweit - we believe Ant might gain some satisfaction from performing that task!!

    Lenny120 wrote:
    Len wrote:
    Lenny120 wrote:
    Wagga Wagga say goodbye to Sam Kerridge, MSD round 3 pick, PSD round 2 pick to Gariwerd for Jasper Pittard, MSD round 3 pick, PSD round 4 pick. Thank-you Sam for your services but Pittard gives further depth to our team. Guys can we confirm the pick numbers for MSD, you are swapping 38 & 48? That's correct Len.


    The net result of the trades is: Out: Jasper Pittard, MSD picks 2 & 38, 2015 PSD round 4 pick. In: Trent Mckenzie, Sam Kerridge, MSD pick 48, 2015 PSD round 2 pick. After picking up Mckenzie in a trade with Darraweit Guim, Pittard went from a fringe D4, to a depth player, so we decided to move him on for a young forward, which is an area the list lacks in at present. We are delighted to have picked up both of these two new players. Trent Mckenzie Age: 21; Height: 191cm; Pos: Defender Trent is a booming kick, probably the biggest in the 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[/img] Sam Kerridge Age: 20; Height: 188cm; Pos: Forward/Midfielder Sam is still very young and has had some brilliant games in his career. He has played all sorts of roles across his career, playing down back, up forward, in the midfield, and as a tagger. He's really quick and we look forward to his development. [​IMG]
     
  17. anthak

    anthak Moderator Staff Member

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    We have delisted three players. Dayle Garlett: he quit the club after being named to play in the senior team in Round 1. He pulled himself out of that game and walked out on the club, heading across the Nullabor from Iron Knob, back to his home in WA. Phil Davis: Picked up a niggly injury in his Cocky debut in Round 1, and was a late withdrawal in Round 2. He has not been able to recover sufficiently and we are not sure it's worth being patient with him. Dan Nicholson: After being picked up during the offseason, Dan hasn't been able to break into the side as yet. He has been named as an emergency almost every week and was even named to fill in as ruck one week, but unfortunately had to be a late withdrawal. These delistments bring our squad size down to 26, meaning we'll have 2 active picks in the mid-season draft, which kicks off later today. Our live picks are 20 and 48.
     
  18. anthak

    anthak Moderator Staff Member

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    The Mid Season Draft finished earlier today. We drafted two players... Pick 20: Kane Mitchell Age: 24 Height: 174cm Weight: 75kg Kane was the sub in the majority of his 2013 games, but impressed when on the field. Over the recent offseason, he significantly improved his endurance and we expect him to avoid the vests more often than not from now on. He isn't a very good kick, but he gets a lot of the ball and has intense relentless tenacity. [​IMG] Pick 48: Luke Russell Age: 22 Height: 186cm Weight: 81kg Luke has enormous potential, as he is extremely skilled and shows glimpses of brilliance, but he has not really been able to put it all together yet into consistent performances. He was recently delisted by Waikikamoocow after often appearing as the sub so far this season. As with Kane, we hope he can put the vests behind him. He is still young and should develop into a solid player for us in the future. [​IMG]
     
  19. anthak

    anthak Moderator Staff Member

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    anthak wrote:
    We are now in another (mini) trade period. I am not sure yet if there will be any more player movement before our next game though and the boys are all in full training all week getting ready for a big 2nd half of the season. We were involved in one trade during the post-MSD trade period. It may come as a shock. We traded Adam Cooney to Darraweit Guim, in exchange for Tom Curren. Cooney won the B&F last year in his first season for the club, and he is currently leading it this year too! So, it was a big call, but we have a very good impression of young Tommy Curren and expect a lot from him over his career. New player: Tom Curren Age: 21 Height: 178cm Weight: 78kg Curren is a hard-at-it midfielder and has an elite kick on him! [​IMG]
     
  20. anthak

    anthak Moderator Staff Member

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    [span style='background: transparent;[/b]Round 8 (AFL round 11);[/b][/b]29/5 - 1/6.Geek Pride Round.[/b]

    [span style='background: transparent;<em style='background: transparent;Geek Pride day is on May 25th. One of only a few themes we have had in all three seasons.
    We are travelling to Wagga Wagga this week, to play the Wombats in the first game after the mid season break. We have a whole host of new players in the side this week, but none have been more eagerly anticipated than Taylor Walker. We traded Taylor Walker in during the 2013 mid season break and have had to wait all this time for him to be able to make his Cocky debut! We will be wearing this special uniform to mark the theme of the round: [​IMG] And our cheerleaders will be sporting this attire: [​IMG]

    Here's the team:

    OUT: Jasper Pittard, Cam Guthrie, Adam Cooney, Matt De Boer, Levi Casboult, Mark Hutchings, Harry Cunningham.
    IN: Zach Tuohy, Trent McKenzie, Tom Curren, Taylor Walker, Sam Kerridge, Matt Scharenberg, Mitch Wallis (and Kurt Tippett a big chance with a cloud over Schaza).

    D: Hurn (VC), Tuohy, BSmith, McKenzie (Em: Guthrie)
    M: Deledio, Masten, KStevens, Polec (Em: Cunningham)
    R: Curren - oop (Em: KMitchell - oop)
    F: RGray, Walker, Kerridge, Scharenberg (Em: KTippett)
    I: Wallis, MCrouch


    Cocky debuts for[/b]Taylor Walker, Trent McKenzie, Tom Curren, Sam Kerridge and Matty Scharenberg[/b]!
     

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