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	<title>West Michigan All Star &#187; High School Sports</title>
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		<title>OK-Red Crown to be Decided Friday Night</title>
		<link>http://westmiallstar.com/2012/02/ok-red-crown-to-be-decided-friday-night/</link>
		<comments>http://westmiallstar.com/2012/02/ok-red-crown-to-be-decided-friday-night/#comments</comments>
		<pubDate>Wed, 22 Feb 2012 23:25:52 +0000</pubDate>
		<dc:creator>Justin Schipper</dc:creator>
				<category><![CDATA[Analysis]]></category>
		<category><![CDATA[Basketball]]></category>
		<category><![CDATA[EKentwood]]></category>
		<category><![CDATA[Game Previews]]></category>
		<category><![CDATA[Standings]]></category>
		<category><![CDATA[West Michigan All Star]]></category>
		<category><![CDATA[West Michigan All Stars]]></category>
		<category><![CDATA[BJ VanLoo]]></category>
		<category><![CDATA[blake hibbits]]></category>
		<category><![CDATA[east kentwood]]></category>
		<category><![CDATA[east kentwood basketball]]></category>
		<category><![CDATA[High School Sports]]></category>
		<category><![CDATA[Hudsonville Eagles]]></category>
		<category><![CDATA[Jaylen Carter]]></category>
		<category><![CDATA[mel harris]]></category>
		<category><![CDATA[miles robinson]]></category>
		<category><![CDATA[rockford basketball]]></category>
		<category><![CDATA[Rockford Rams]]></category>
		<category><![CDATA[west michigan allstar]]></category>
		<category><![CDATA[west ottawa]]></category>

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		<description><![CDATA[The right to be called the 2011-12 OK-Red Boys Basketball Champions will be on the line Friday night.  After 13 conference games it will all come down to one final night of play as the Hudsonville Eagles will travel to East Kentwood to take on the conference leading Falcons and [...]]]></description>
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alt="" width="210" height="236" /></a></p>
<p>The right to be called the <strong>2011-12 OK-Red Boys Basketball Champions</strong> will be on the line Friday night.  After 13 conference games it will all come down to one final night of play as the <strong>Hudsonville Eagles will travel to East Kentwood</strong> to take on the conference leading Falcons and the <strong>Rockford Rams will head to take on the Panthers of West Ottawa.</strong></p>
<p>Here’s how the standings look going into Friday night.  As you can see it has been quite the battle at the top of the Red and Friday night will end the charades.</p>
<p><strong>                                <span style="text-decoration: underline;">Conf</span>.      <span style="text-decoration: underline;">Overall</span></strong></p>
<p><strong>E. Kentwood</strong>   11- 2         16-2  (L @ Hud)(L @ Rock)(W vs. Rock)</p>
<p><strong>Hudsonville</strong>    10-3         13-5  (L @ Rock)(L vs. Rock)(W vs. EK)</p>
<p><strong>Rockford</strong>            10-3         13-5  (W vs. EK) (L @ EK) (W @ Hud W vs. Hud)</p>
<p><strong>Grand Haven</strong>   8-5           10-8</p>
<p><strong>Muskegon</strong>          5-8           9-10</p>
<p><strong>Jenison</strong>                5-8           5-13</p>
<p><strong>West Ottawa</strong>     3-10         6-12</p>
<p><strong>Grandville</strong>         0-13          2-16</p>
<p>After a rough start to the season, going 3-3 in their first six games, the <strong>Eagles have been on a tear</strong> the last 2/3 of the season.  <strong>Posting an overall record of 13-5 and 10-3 in the conference</strong>, Hudsonville now controls their own destiny.  It’s simple. Win and you earn a share of the crown, lose and the crown will be handed over right in front of your eyes.</p>
<p>For the Eagles, however, it was <a href="http://westmiallstar.com/2012/01/hudsonville-knocks-east-kentwood-from-unbeatens/">their victory over East Kentwood</a> early in the season that really propelled them and started their roll.  With the Falcons missing starting point guard <strong>Jaylen Carter</strong> due to wisdom tooth surgery, the Eagles were able to manhandle East Kentwood early and often.  Using a stifling 2-3 zone as well as their height advantage, the Eagles were able to shut down the Falcons 1-2 punch of <strong>Miles Robinson and Mel Harris.</strong>  The Falcons combo combined for only 19 points and no other East Kentwood player scored more than 4.  If the Eagles have any hopes of grasping a share of the OK-Red championship they will need to accomplish exactly what they did in the first match-up in forcing turnovers, limiting open 3-point chances, and capitalizing on every opportunity that arises.  It was the Eagles big men, <strong>Hibbits and VanLoo who combined for 21 of their 35 points</strong> on the January 13 meeting between the two teams.  If the Eagles are to win this game they will need another strong outing from both as well as some help from their tenacious back court which features <strong>senior Brad Lidgard and sophomore Logan Magsig.</strong></p>
<p>As for the <strong>Falcons</strong>, who come into Friday night <strong>riding a 9 game winning streak</strong> and in the drivers seat atop the standings, it’s just as simple.  <strong>Beat Hudsonville and the outright 2011-12 OK-Red crown is all theirs.</strong>  However, it was the Eagles that handed the Falcons their last lost giving <strong>East Kentwood Coach Jeff Anema</strong> and his team the ultimate shot at redemption.  But the beating the Eagles will be no small task for the Falcons who boast only one true big man in starting <strong>6’5 center Quaye Cobbs.</strong>  Cobbs was held to just 3 points in the previous meeting with Hudsonville and struggled to stop the Eagles big men.  Matching up with the likes of Eagles starters <strong>Blake Hibbits (6’6), BJ VanLoo (6’6</strong>), and muscle man <strong>Hunter Prince (6’2)</strong> as well as the length off the bench of <strong>Jake Bull (6’6) and Cody Stuive (6’5)</strong> proved to be the difference in the first match-up and will again be key for the Falcons if they hope to take care of the feisty Eagles.  It will also be vital for the Falcons to get combo guards <strong>Mel Harris and Miles Robinson</strong> involved early and often in order to set the tone.  If they are able to knock down the open jumper, slash through the lane for easy buckets, and knock down the 3, the Falcons will extend the zone creating more scoring opportunities for the other Falcons which was a rare occurrence at Hudsonville.  <strong>The addition of point guard Jaylen Carter</strong> will also be a welcomed help to the Falcons cause Friday night as they lacked a true point guard in the first outing.  The absence of Carter led to numerous turnovers in the backcourt early in the game and especially in the games final minutes against the Eagles press.</p>
<p>Let’s not forget about the other team in the mix.  The <strong>Rockford Rams have had quite a season</strong> themselves in beating Hudsonville twice and splitting against East Kentwood.  For the Rams it’s almost as clear cut as it is for East Kentwood.  Win and a share of the crown is theirs, lose and it all will be left up to Hudsonville and EK.  The Rams may have the easiest route on paper as they face the 6-12 West Ottawa Panthers but it was the Panthers who went into Rockford and handed the Rams one of their three conference losses in a 48-43 victory on the 27<sup>th</sup> of January.  Boasting a defense that has allowed only one team to score more than 60 points, the Rams will look to again clamp down on the Panthers and gain at least a share of the OK-Red championship.  This past Tuesday night the <a href="http://westmiallstar.com/2012/02/east-kentwood-grabs-ok-red-lead-from-rockford/">Rams lost at East Kentwood 43-41</a> which effectively blew up the top of the conference standings and put all of this into play.</p>
<p>Overall, it comes down to this.  If Hudsonville beats East Kentwood and Rockford pulls out a victory over West Ottawa, the OK-Red Championship will be shared by all three teams.  If Hudsonville beats East Kentwood and Rockford loses to West Ottawa, the Red will be shared by both East Kentwood and Hudsonville.  If East Kentwood can pull out a win in the rematch with Hudsonville Friday night, the OK-Red will be all theirs and the rest will be history.</p>
<p>You can guarantee that each of these teams will be ready to go on Friday night and so will we.  Be sure to check back as WMA will have full coverage on all the action and how it all pans out atop the OK-Red Standings.</p>
]]></content:encoded>
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		<title>Knights Clip Eagles Wings With Five Goal Second Period</title>
		<link>http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/</link>
		<comments>http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/#comments</comments>
		<pubDate>Thu, 19 Jan 2012 05:58:39 +0000</pubDate>
		<dc:creator>Brandon Royston</dc:creator>
				<category><![CDATA[Hockey]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[West Michigan All Star]]></category>
		<category><![CDATA[Eagles]]></category>
		<category><![CDATA[Grand Rapids High School Hockey. West Michigan Hockey]]></category>
		<category><![CDATA[High School Sports]]></category>
		<category><![CDATA[Highschool Hockey]]></category>
		<category><![CDATA[hockey]]></category>
		<category><![CDATA[Hudsonville]]></category>
		<category><![CDATA[Kenowa Hills]]></category>
		<category><![CDATA[Knights]]></category>
		<category><![CDATA[Walker Ice and Fitness Center]]></category>

		<guid isPermaLink="false">http://westmiallstar.com/?p=11161</guid>
		<description><![CDATA[ What a night of Hockey at wonderful Walker Ice and Fitness Center as the Knights of Kenowa Hills faced off against the Hudsonville Eagles. As soon as the puck dropped, the intensity from both sides was evident. Hard checks and quick skating allowed both teams opportunities to fill the net. [...]]]></description>
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<p style="font-family: Cambria;"><span style="font-size: medium;"> What a night of Hockey at wonderful <em>Walker Ice and Fitness Center</em> as the Knights of Kenowa Hills faced off against the Hudsonville Eagles. As soon as the puck dropped, the intensity from both sides was evident. Hard checks and quick skating allowed both teams opportunities to fill the net. However, for much of the period the two teams were held at a stale mate. As the period went on, the Knights, led by Captain<strong> Everett Thompson</strong>, began to put the pressure on. A penalty with 1:23 left in the period relieved the pressure from the Eagles and allowed them a chance to fight back. They capitalized on the opportunity and netted a goal with 1.4 seconds left in the period. The goal, scored by <strong>Dan Hoekstra</strong>, allowed Hudsonville to take momentum into the second period.</span></p>
<p style="font-family: Cambria;"><span style="font-size: medium;">Thinking they had the momentum going into the second, the Eagles came out slow and alseep. Kenowa Hills took advantage and changed the momentum in their favor as<strong> Everett Thompson</strong> continued to lead his team by scoring the Knight’s first goal. The game now tied, Kenowa seemed to feel rejuvenated as less than a minute later they scored another goal to take the lead. This goal was scored by junior <strong>Jason Failing</strong> and seemed to spur the Knights on even more. Even after Hudsonville managed to tie the game with 10 minutes remaining in the second, Kenowa began to swarm like sharks after blood as they pushed the Eagles into their own zone and threw shot after shot on goaltender<strong> Luke Lamfers</strong>. Their determination was rewarded as<strong> Everett</strong> scored his second goal of the night and<strong> Danny Hankins</strong> added one of his own to end a five goal second period for the Knights. The period was amazingly one sided as the knights threw 16 shots on net and only allowed 6 on their way to scoring 5 goals.</span></p>
<p style="font-family: Cambria;"><span style="font-size: medium;">The Eagles came out in the third hoping to regain their composure, but they never did. They generated only 1 shot in the first seven minutes of the period and only 8 in the entire period. The Eagles never scored, but instead allowed Knight’s freshman <strong>Ian Thompson</strong> to seal the deal with a rebound goal shortly into the period. After the goal, both sides committed penalty after penalty as the game began to get extremely chippy. Eventually the chippyness hit a peak when Hudsonville’s <strong>Andrew Terpstra</strong> was given a game misconduct and asked to leave. The game finished with no further incident or goals, giving the home fans a lot to cheer about as their team went on to win 6-2.</span></p>
<p style="font-family: Cambria;"><span style="font-size: medium;"><em>Kenowa Hills is now 12-3</em> on the season while<em> Hudsonville falls to 4-9.</em></span></p>

<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-12/' title='Kenowa Hills VS Hudsonville (12)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-12-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (12)" title="Kenowa Hills VS Hudsonville (12)" /></a>
<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-6/' title='Kenowa Hills VS Hudsonville (6)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-6-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (6)" title="Kenowa Hills VS Hudsonville (6)" /></a>
<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-3/' title='Kenowa Hills VS Hudsonville (3)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-3-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (3)" title="Kenowa Hills VS Hudsonville (3)" /></a>
<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-1/' title='Kenowa Hills VS Hudsonville (1)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-1-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (1)" title="Kenowa Hills VS Hudsonville (1)" /></a>
<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-216/' title='Kenowa Hills VS Hudsonville (216)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-216-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (216)" title="Kenowa Hills VS Hudsonville (216)" /></a>
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<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-152/' title='Kenowa Hills VS Hudsonville (152)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-152-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (152)" title="Kenowa Hills VS Hudsonville (152)" /></a>
<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-151/' title='Kenowa Hills VS Hudsonville (151)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-151-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (151)" title="Kenowa Hills VS Hudsonville (151)" /></a>
<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-131/' title='Kenowa Hills VS Hudsonville (131)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-131-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (131)" title="Kenowa Hills VS Hudsonville (131)" /></a>
<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-116/' title='Kenowa Hills VS Hudsonville (116)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-116-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (116)" title="Kenowa Hills VS Hudsonville (116)" /></a>
<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-93/' title='Kenowa Hills VS Hudsonville (93)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-93-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (93)" title="Kenowa Hills VS Hudsonville (93)" /></a>
<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-86/' title='Kenowa Hills VS Hudsonville (86)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-86-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (86)" title="Kenowa Hills VS Hudsonville (86)" /></a>
<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-82/' title='Kenowa Hills VS Hudsonville (82)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-82-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (82)" title="Kenowa Hills VS Hudsonville (82)" /></a>
<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-69/' title='Kenowa Hills VS Hudsonville (69)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-69-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (69)" title="Kenowa Hills VS Hudsonville (69)" /></a>
<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-67/' title='Kenowa Hills VS Hudsonville (67)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-67-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (67)" title="Kenowa Hills VS Hudsonville (67)" /></a>
<a href='http://westmiallstar.com/2012/01/knights-clip-eagles-wings-with-five-goal-second-period/kenowa-hills-vs-hudsonville-60/' title='Kenowa Hills VS Hudsonville (60)'><img width="125" height="125" src="http://westmiallstar.com/files/2012/01/Kenowa-Hills-VS-Hudsonville-60-125x125.jpg" class="attachment-thumbnail" alt="Kenowa Hills VS Hudsonville (60)" title="Kenowa Hills VS Hudsonville (60)" /></a>
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		<title>Give your school some love with VNN!</title>
		<link>http://westmiallstar.com/2011/03/8722/</link>
		<comments>http://westmiallstar.com/2011/03/8722/#comments</comments>
		<pubDate>Mon, 07 Mar 2011 16:55:00 +0000</pubDate>
		<dc:creator>Justin Arbogast</dc:creator>
				<category><![CDATA[General]]></category>
		<category><![CDATA[Headlines]]></category>
		<category><![CDATA[Newsworthy]]></category>
		<category><![CDATA[West Michigan All Star]]></category>
		<category><![CDATA[High School Sports]]></category>
		<category><![CDATA[Michigan High School Sports]]></category>

		<guid isPermaLink="false">http://westmiallstar.com/?p=8722</guid>
		<description><![CDATA[As the Winter season comes to an end, we at West Michigan Allstar would like to thank all of the fans, parents, Athletic Directors, coaches and players who have been so gracious and supportive all year long.  You are the lifeblood of high school sports in West Michigan. With the [...]]]></description>
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		<img src="http://westmiallstar.com/files/2011/03/Rankingslogo.jpg" width="240" />
		</p><p>As the Winter season comes to an end, we at <a href="http://westmiallstar.com/">West Michigan Allstar</a> would like to thank all of the fans, parents, Athletic Directors, coaches and players who have been so gracious and supportive all year long.  You are the lifeblood of high school sports in West Michigan.</p>
<p>With the support of the tremendous West Michigan community, this season we created a place in which high school sports was again all about the people – the parents, fans and schools around West Michigan who work so hard every week to create a great athletic experience for athletes.</p>
<p>Now the question is: where to from here? If you are interested in building on the momentum you’ve started here, WMA’s partner <a href="http://varsitynewsnetwork.com/">Varsity News Network</a> (VNN) has a way to get involved.</p>
<p>VNN is building a high school sports media network for athletes in West Michigan.  A media network in which all athletic events are covered because students, athletes, parents and schools control the coverage.</p>
<p>Newspapers and mainstream media can’t keep up with every team in West Michigan. Instead of relying on Mlive.com or your local paper to cover your school’s athletics, nominate your school to be included in VNN, to make sure that your school’s athletes receive the recognition they deserve.  For an <a href="http://varsitynewsnetwork.com/blog/2011/01/27/forest-hills-central-leverages-technology-to-support-student-athletes/">example of how this works</a>, read how Forest Hills Central high school covered six sports in five days.</p>
<p>Eight schools around West Michigan are already working with WMA as part of the Varsity News Network, including <a href="http://eastgrsports.com/">East  Grand Rapids</a>, <a href="http://ekfalcons.com/">East Kentwood</a>, <a href="http://fhcrangers.com/">Forest Hills Central</a>, <a href="http://fhnsports.com/">Forest Hills Northern</a>, <a href="http://grchristianeagles.com/">Grand Rapids Christian</a>, <a href="http://hamiltonhawkeyesports.com/">Hamilton</a>, <a href="http://kcentralsports.com/">Kalamazoo Central</a> and <a href="http://monashoressports.com/">Mona Shores</a>.</p>
<p>To nominate your school to be involved, email <a href="mailto:info@varsitynewsnetwork.com">info@varsitynewsnetwork.com</a>.</p>
<p><em>Read a case study about </em><a href="http://varsitynewsnetwork.com/blog/2011/01/17/case-study-vnn-supercharges-michigans-winningest-high-school/"><em>East Grand Rapids</em></a><em><a href="http://varsitynewsnetwork.com/blog/2011/01/17/case-study-vnn-supercharges-michigans-winningest-high-school/"> high school’s experience in the Varsity News Network</a>.</em></p>
<p><strong>The future of the school newspaper:</strong></p>
<p>VNN is also an opportunity for students to gain experience in online journalism. WMA correspondent <a href="http://westmiallstar.com/?p=8693">Drew Sullivan is a perfect example of the talent in West Michigan high schools</a>, which can flourish if given opportunities like these. Drew has been with WMA all season long and has created over 20 posts including game coverage, district previews as well as profile pieces!</p>
<p>Getting your school involved is easy.  Just go to <a href="http://varsitynewsnetwork.com/interested-in-program/" target="_blank">http://varsitynewsnetwork.com/interested-in-program/</a> to find out more.</p>
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		<title>Grand Haven takes down the mighty Rockford Rams</title>
		<link>http://westmiallstar.com/2010/09/grand-haven-takes-down-the-mighty-rockford-rams/</link>
		<comments>http://westmiallstar.com/2010/09/grand-haven-takes-down-the-mighty-rockford-rams/#comments</comments>
		<pubDate>Sat, 18 Sep 2010 02:51:44 +0000</pubDate>
		<dc:creator>Ryan H. Vaughn</dc:creator>
				<category><![CDATA[Football]]></category>
		<category><![CDATA[Game Reviews]]></category>
		<category><![CDATA[West Michigan All Star]]></category>
		<category><![CDATA[connor darby]]></category>
		<category><![CDATA[dalton stenberg]]></category>
		<category><![CDATA[High School Sports]]></category>
		<category><![CDATA[josh reinke]]></category>
		<category><![CDATA[mark laprairie]]></category>
		<category><![CDATA[neil vanderlaan]]></category>
		<category><![CDATA[trent hitsman]]></category>

		<guid isPermaLink="false">http://westmiallstar.com/?p=6005</guid>
		<description><![CDATA[Professional images from this game are available free for your Facebook profile from Murray Photography. Top-ranked Rockford contained Buccaneer powerhouse running back Dalton Stenberg in the first half.  They didn&#8217;t stop him, but they exercised some level of control.  They contained him on the first drive of the second half. [...]]]></description>
			<content:encoded><![CDATA[<p style="float:right; margin:0 0 10px 15px; width:240px;">
		<img src="http://westmiallstar.com/files/2010/09/Catch.jpg" width="240" />
		</p><p><a href="http://www.flickr.com/photos/45681226@N02/sets/72157624980726656/" target="_blank">Professional images from this game are available free for your Facebook profile from Murray Photography.</a></p>
<p>Top-ranked Rockford contained Buccaneer powerhouse running back <strong>Dalton Stenberg</strong> in the first half.  They didn&#8217;t stop him, but they exercised some level of control.  They contained him on the first drive of the second half.  And then he woke up with a bang.  Stenberg rattled off two runs for 46 yards and his second touchdown of the night, sparking Grand Haven to their first victory over Rockford since 1999, final score: 26-23.</p>
<p>&#8220;It&#8217;s no secret that there&#8217;s some bad blood between Grand Haven and Rockford football teams,&#8221; said Stenberg, who finished with 132 yards and three touchdowns on 25 carries.  &#8221;This is huge.&#8221;</p>
<p>No kidding.  And more than simply beating the Rams, it was how Grand Haven did it.  Let’s all take a moment and appreciate this.  Friday night Rockford’s aerial wizardry clashed with Grand Haven’s bruising ground game.  Yes, those teams are in the right places; it only looks like opposite day.  It’s funny how quickly things can change.</p>
<p>After Rockford got out to an early lead on a 4-yard run by <strong>Connor Darby</strong>, Grand Haven senior <strong>Trent Hitsman</strong>, checking in at a massive 5’9” and 170-pounds, bulldozed a Rockford linebacker at the goal line to cap off a 7-play retaliation drive late into the second quarter.</p>
<p>The Rams answered in only four plays, quarterback <strong>Mark LaPrairie</strong> finding <strong>Josh Reinke</strong> in the back of the endzone for a 20-yard touchdown.  LaPrairie has an elite arm, and even as a junior already has a command of the field that typically takes quarterbacks much longer to develop.  LaPrairie finished 15-24 for 252 yards and two touchdowns.  193 of those yards came to receiver <strong>Neil VanderLaan</strong>, a hiccup-quick senior receiver for the Rams.</p>
<p>But apart from an 83-yard touchdown pass between the two late into the third quarter, the Rams were only able to muster nine yards in the second half.  Not nearly enough to keep up with the Buccaneers, who absolutely ripped up the ground game on the Rams.  While the winning team wore different jerseys, in the end it was the same story in this historical O-K Red rivalry &#8212; three-yards and a cloud of dust.  Only, in Stenberg&#8217;s case,  it was 5.28 yards.</p>
<p><strong>Grand Haven&#8217;s surprise dual threat</strong></p>
<p>He’s not Denard Robinson, but for a guy primarily known for his pocket passing, Grand Haven quarterback<strong> Adam Poel</strong> can scoot.  He’s got decent speed, and in coach Mike Farley’s shotgun read offense, Poel has the weapons around him in Hitsman and Stenberg to force defenders to stay on their man.  As he continues to get more comfortable making those reads, look for him to continue to have success on the ground.  Imagine a Bucs team with four legitimate threats running the ball.</p>
<p><strong>Munger&#8217;s flexibility</strong></p>
<p>A characteristic of a great coach is being able, and perhaps more importantly willing, to tailor your offense to the strengths of your players.  Despite his historical affinity to the misdirection running game, coach Ralph Munger’s gameplan was geared to leverage LaPrairie’s elite arm all night.  The Rams threw 4-wide and 5-wide sets at the defense, and LaPrairie patiently picked the Bucs apart.  Despite the loss, the Rams are still an elite team in the state.</p>
<p><a href="http://www.flickr.com/photos/45681226@N02/sets/72157624980726656/" target="_blank">Professional images from this game are available free for your Facebook profile from Murray Photography.</a></p>

<a href='http://westmiallstar.com/2010/09/grand-haven-takes-down-the-mighty-rockford-rams/catch-2/' title='Catch'><img width="125" height="125" src="http://westmiallstar.com/files/2010/09/Catch1-125x125.jpg" class="attachment-thumbnail" alt="Catch" title="Catch" /></a>
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<a href='http://westmiallstar.com/2010/09/grand-haven-takes-down-the-mighty-rockford-rams/gh-tackles-rockford/' title='GH tackles Rockford'><img width="125" height="125" src="http://westmiallstar.com/files/2010/09/GH-tackles-Rockford-125x125.jpg" class="attachment-thumbnail" alt="GH tackles Rockford" title="GH tackles Rockford" /></a>
<a href='http://westmiallstar.com/2010/09/grand-haven-takes-down-the-mighty-rockford-rams/rock-catches-it/' title='rock catches it'><img width="125" height="125" src="http://westmiallstar.com/files/2010/09/rock-catches-it-125x125.jpg" class="attachment-thumbnail" alt="rock catches it" title="rock catches it" /></a>
<a href='http://westmiallstar.com/2010/09/grand-haven-takes-down-the-mighty-rockford-rams/rock-running/' title='Rock running'><img width="125" height="125" src="http://westmiallstar.com/files/2010/09/Rock-running-125x125.jpg" class="attachment-thumbnail" alt="Rock running" title="Rock running" /></a>
<a href='http://westmiallstar.com/2010/09/grand-haven-takes-down-the-mighty-rockford-rams/tipped/' title='tipped'><img width="125" height="125" src="http://westmiallstar.com/files/2010/09/tipped-125x125.jpg" class="attachment-thumbnail" alt="tipped" title="tipped" /></a>
<a href='http://westmiallstar.com/2010/09/grand-haven-takes-down-the-mighty-rockford-rams/gh-running-2/' title='gh running'><img width="125" height="125" src="http://westmiallstar.com/files/2010/09/gh-running1-125x125.jpg" class="attachment-thumbnail" alt="gh running" title="gh running" /></a>

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		<title>Photo Journal: West Catholic runs over Forest Hills Northern</title>
		<link>http://westmiallstar.com/2010/09/photo-journal-west-catholic-runs-over-forest-hills-northern/</link>
		<comments>http://westmiallstar.com/2010/09/photo-journal-west-catholic-runs-over-forest-hills-northern/#comments</comments>
		<pubDate>Sat, 11 Sep 2010 05:14:33 +0000</pubDate>
		<dc:creator>david chandler</dc:creator>
				<category><![CDATA[Football]]></category>
		<category><![CDATA[Game Reviews]]></category>
		<category><![CDATA[photo blog]]></category>
		<category><![CDATA[West Michigan All Star]]></category>
		<category><![CDATA[cam wysocki]]></category>
		<category><![CDATA[david chandler photography]]></category>
		<category><![CDATA[Forest Hills Northern]]></category>
		<category><![CDATA[Grand Rapids]]></category>
		<category><![CDATA[High School Sports]]></category>
		<category><![CDATA[jalin faison]]></category>
		<category><![CDATA[Lance Buitendyk]]></category>
		<category><![CDATA[West Catholic]]></category>
		<category><![CDATA[zack smith]]></category>

		<guid isPermaLink="false">http://westmiallstar.com/?p=5850</guid>
		<description><![CDATA[West Catholic trounced Forest Hills Northern in their O-K Blue conference opening game, 51-0.  Lance Buitendyk was the star of the show for the Falcons, with four total touchdowns to his credit (three rushing, one passing). The story of the game is best told via the dramatic photojournalism of David [...]]]></description>
			<content:encoded><![CDATA[<p style="float:right; margin:0 0 10px 15px; width:240px;">
		<img src="http://westmiallstar.com/files/2010/09/header.jpg" width="240" />
		</p><p>West Catholic trounced Forest Hills Northern in their O-K Blue conference opening game, 51-0.  <strong>Lance Buitendyk</strong> was the star of the show for the Falcons, with four total touchdowns to his credit (three rushing, one passing).</p>
<p>The story of the game is best told via the dramatic photojournalism of David Chandler Photography.  Action prints from the game can be purchased from <a href="http://dcphoto.zenfolio.com/dcp_wma_fhnvswcatholic" target="_blank">DavidChandlerPhoto.com</a>.</p>
<div id="attachment_5852" class="wp-caption aligncenter" style="width: 490px"><a href="http://dcphoto.zenfolio.com/dcp_wma_fhnvswcatholic"><img class="size-full wp-image-5852" title="Chandler_2010Sep10_0195" src="http://westmiallstar.com/files/2010/09/Chandler_2010Sep10_0195.jpg" alt="" width="480" height="320" /></a><p class="wp-caption-text">Powerful running attack by #23 Jalin Faison started early and opened-up the passing game nicely.</p></div>
<p style="text-align: center;">
<div id="attachment_5853" class="wp-caption aligncenter" style="width: 330px"><a rel="attachment wp-att-5853" href="http://westmiallstar.com/2010/09/11/photo-journal-west-catholic-runs-over-forest-hills-northern/chandler_2010sep10_0229-copy/"><img class="size-full wp-image-5853" title="Chandler_2010Sep10_0229 copy" src="http://westmiallstar.com/files/2010/09/Chandler_2010Sep10_0229-copy.jpg" alt="" width="320" height="480" /></a><p class="wp-caption-text">Cam Wysocki looks for an open target that was hard to come by with credit to the West Catholic defense.</p></div>
<p style="text-align: center;">
<p style="text-align: center;">
<div id="attachment_5854" class="wp-caption aligncenter" style="width: 330px"><a href="http://dcphoto.zenfolio.com/dcp_wma_fhnvswcatholic"><img class="size-full wp-image-5854 " title="Chandler_2010Sep10_0269 copy" src="http://westmiallstar.com/files/2010/09/Chandler_2010Sep10_0269-copy.jpg" alt="" width="320" height="480" /></a><p class="wp-caption-text">W. Catholic took Northern out of their running game by scoring quickly and regularly.  It made for tough work for the FHN air attack.</p></div>
<div id="attachment_5855" class="wp-caption aligncenter" style="width: 330px"><a href="http://dcphoto.zenfolio.com/dcp_wma_fhnvswcatholic"><img class="size-full wp-image-5855" title="Chandler_2010Sep10_0273 copy" src="http://westmiallstar.com/files/2010/09/Chandler_2010Sep10_0273-copy.jpg" alt="" width="320" height="480" /></a><p class="wp-caption-text">#8 Lance Buitendyk was banged-up early but made a strong case for MVP in my humble opinion.</p></div>
<p style="text-align: center;">
<p style="text-align: center;">
<div id="attachment_5856" class="wp-caption aligncenter" style="width: 490px"><a href="http://dcphoto.zenfolio.com/dcp_wma_fhnvswcatholic"><img class="size-full wp-image-5856 " title="Chandler_2010Sep10_0287 copy" src="http://westmiallstar.com/files/2010/09/Chandler_2010Sep10_0287-copy.jpg" alt="" width="480" height="320" /></a><p class="wp-caption-text">#8 Lance Buitendyk connecting with #83 Zack Smith with a 25 yard pass play that opened-up the offense in the first half.</p></div>
<p style="text-align: center;"><a href="http://dcphoto.zenfolio.com/dcp_wma_fhnvswcatholic"><img class="size-full wp-image-5857  aligncenter" title="Chandler_2010Sep10_0288" src="http://westmiallstar.com/files/2010/09/Chandler_2010Sep10_0288.jpg" alt="" width="320" height="480" /></a></p>
<div id="attachment_5858" class="wp-caption aligncenter" style="width: 330px"><a href="http://dcphoto.zenfolio.com/dcp_wma_fhnvswcatholic"><img class="size-full wp-image-5858 " title="Chandler_2010Sep10_0305" src="http://westmiallstar.com/files/2010/09/Chandler_2010Sep10_0305.jpg" alt="" width="320" height="480" /></a><p class="wp-caption-text">#83 Zack Smith with another deep ball from #8 Lance Buitendyk.</p></div>
<div id="attachment_5859" class="wp-caption aligncenter" style="width: 490px"><a rel="attachment wp-att-5859" href="http://westmiallstar.com/2010/09/11/photo-journal-west-catholic-runs-over-forest-hills-northern/chandler_2010sep10_0316/"><img class="size-full wp-image-5859" title="Chandler_2010Sep10_0316" src="http://westmiallstar.com/files/2010/09/Chandler_2010Sep10_0316.jpg" alt="" width="480" height="320" /></a><p class="wp-caption-text">West Catholic started with the running game, then went to the air.  Both were effective. </p></div>
<p style="text-align: center;">
]]></content:encoded>
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		</item>
		<item>
		<title>Top-20 WM quarterbacks from week-2</title>
		<link>http://westmiallstar.com/2010/09/top-20-wm-quarterbacks-from-week-2/</link>
		<comments>http://westmiallstar.com/2010/09/top-20-wm-quarterbacks-from-week-2/#comments</comments>
		<pubDate>Tue, 07 Sep 2010 20:59:40 +0000</pubDate>
		<dc:creator>Ryan H. Vaughn</dc:creator>
				<category><![CDATA[Football]]></category>
		<category><![CDATA[Rankings]]></category>
		<category><![CDATA[West Michigan All Star]]></category>
		<category><![CDATA[adam poel]]></category>
		<category><![CDATA[High School Sports]]></category>
		<category><![CDATA[ratings]]></category>
		<category><![CDATA[statistics]]></category>
		<category><![CDATA[stats]]></category>
		<category><![CDATA[top-20]]></category>
		<category><![CDATA[zen zimmer]]></category>

		<guid isPermaLink="false">http://westmiallstar.com/?p=5763</guid>
		<description><![CDATA[From high-volume gunslingers like Zen Zimmer of Newaygo to models of efficiency like Grand haven&#8217;s Adam Poel, successful quarterbacks come in all breeds.  But one thing remains constant: a good one can carry a team, particularly at the high school level.  Check out the top-20 quarterbacks from week-2: (Incomplete info: [...]]]></description>
			<content:encoded><![CDATA[<p>From high-volume gunslingers like <strong>Zen Zimmer</strong> of Newaygo to models of efficiency like Grand haven&#8217;s <strong>Adam Poel</strong>, successful quarterbacks come in all breeds.  But one thing remains constant: a good one can carry a team, particularly at the high school level.  Check out the top-20 quarterbacks from week-2:</p>
<p><em>(Incomplete info: Zen Zimmer, Boyd Meeker, Ryan Hobby, Shawn Keller)</em></p>

<table id="wp-table-reloaded-id-14-no-1" class="wp-table-reloaded wp-table-reloaded-id-14">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Name</th><th class="column-2">High School</th><th class="column-3">Comp</th><th class="column-4">Att</th><th class="column-5">Comp%</th><th class="column-6">Yards</th><th class="column-7">Y/C</th><th class="column-8">Y/A</th><th class="column-9">TDs</th><th class="column-10">Int</th><th class="column-11">Qbr</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">Zen Zimmer</td><td class="column-2">Newago</td><td class="column-3">16</td><td class="column-4">39</td><td class="column-5">41</td><td class="column-6">224</td><td class="column-7">14</td><td class="column-8">5.74</td><td class="column-9">1</td><td class="column-10">0</td><td class="column-11">97.7</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">Boyd Meeker</td><td class="column-2">Ludington</td><td class="column-3">6</td><td class="column-4">16</td><td class="column-5">37.5</td><td class="column-6">187</td><td class="column-7">31.6</td><td class="column-8">11.69</td><td class="column-9">1</td><td class="column-10">0</td><td class="column-11">151.1</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">Miles Morrissey</td><td class="column-2">Grand Rapids Catholic Central</td><td class="column-3">8</td><td class="column-4">18</td><td class="column-5">50</td><td class="column-6">167</td><td class="column-7">20.87</td><td class="column-8">9.2</td><td class="column-9">1</td><td class="column-10">2</td><td class="column-11">118.5</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">Carl Roscoe</td><td class="column-2">Wyominng Kellogsville</td><td class="column-3">6</td><td class="column-4">9</td><td class="column-5">66.6</td><td class="column-6">156</td><td class="column-7">26</td><td class="column-8">17.33</td><td class="column-9">3</td><td class="column-10">0</td><td class="column-11">322.3</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">Adam Poel</td><td class="column-2">Grand Haven</td><td class="column-3">10</td><td class="column-4">16</td><td class="column-5">62.5</td><td class="column-6">150</td><td class="column-7">15</td><td class="column-8">9.37</td><td class="column-9">4</td><td class="column-10">0</td><td class="column-11">223.8</td>
	</tr>
	<tr class="row-7 odd">
		<td class="column-1">Alex Fortier</td><td class="column-2">Spring Lake</td><td class="column-3">9</td><td class="column-4">20</td><td class="column-5">45</td><td class="column-6">146</td><td class="column-7">16.22</td><td class="column-8">7.3</td><td class="column-9">1</td><td class="column-10">1</td><td class="column-11">112.8</td>
	</tr>
	<tr class="row-8 even">
		<td class="column-1">Austin Goodyke</td><td class="column-2">Grandville Calvin Christian</td><td class="column-3">15</td><td class="column-4">29</td><td class="column-5">51.7</td><td class="column-6">143</td><td class="column-7">9.53</td><td class="column-8">4.93</td><td class="column-9">1</td><td class="column-10">0</td><td class="column-11">104.5</td>
	</tr>
	<tr class="row-9 odd">
		<td class="column-1">Zack Keen</td><td class="column-2">Jenison</td><td class="column-3">15</td><td class="column-4">29</td><td class="column-5">57.1</td><td class="column-6">141</td><td class="column-7">17.62</td><td class="column-8">10.07</td><td class="column-9">2</td><td class="column-10">0</td><td class="column-11">188</td>
	</tr>
	<tr class="row-10 even">
		<td class="column-1">Travis Cockerill</td><td class="column-2">Montague</td><td class="column-3">12</td><td class="column-4">32</td><td class="column-5">37.5</td><td class="column-6">139</td><td class="column-7">11.58</td><td class="column-8">4.34</td><td class="column-9">1</td><td class="column-10">1</td><td class="column-11">78.1</td>
	</tr>
	<tr class="row-11 odd">
		<td class="column-1">Rob Glerum</td><td class="column-2">Coopersville</td><td class="column-3">9</td><td class="column-4">24</td><td class="column-5">37.5</td><td class="column-6">133</td><td class="column-7">14.7</td><td class="column-8">5.54</td><td class="column-9">0</td><td class="column-10">4</td><td class="column-11">50.7</td>
	</tr>
	<tr class="row-12 even">
		<td class="column-1">Ryan Elble</td><td class="column-2">East Grand Rapids</td><td class="column-3">6</td><td class="column-4">11</td><td class="column-5">54.5</td><td class="column-6">127</td><td class="column-7">21.16</td><td class="column-8">11.54</td><td class="column-9">3</td><td class="column-10">0</td><td class="column-11">241.5</td>
	</tr>
	<tr class="row-13 odd">
		<td class="column-1">Hayden Hoogerhyde</td><td class="column-2">Caledonia</td><td class="column-3">6</td><td class="column-4">11</td><td class="column-5">54.5</td><td class="column-6">127</td><td class="column-7">21.16</td><td class="column-8">11.54</td><td class="column-9">0</td><td class="column-10">0</td><td class="column-11">151.5</td>
	</tr>
	<tr class="row-14 even">
		<td class="column-1">Brenden Carey</td><td class="column-2">Grand Rapids Kenowa Hills</td><td class="column-3">4</td><td class="column-4">8</td><td class="column-5">50</td><td class="column-6">120</td><td class="column-7">29</td><td class="column-8">14.5</td><td class="column-9">1</td><td class="column-10">0</td><td class="column-11">217.3</td>
	</tr>
	<tr class="row-15 odd">
		<td class="column-1">Hayden Youngs</td><td class="column-2">Grand Rapids South Christian</td><td class="column-3">10</td><td class="column-4">13</td><td class="column-5">76.9</td><td class="column-6">118</td><td class="column-7">11.8</td><td class="column-8">9.07</td><td class="column-9">1</td><td class="column-10">1</td><td class="column-11">163.2</td>
	</tr>
	<tr class="row-16 even">
		<td class="column-1">Ryan Hobby</td><td class="column-2">Muskegon Reeths-Puffer</td><td class="column-3">6</td><td class="column-4">12</td><td class="column-5">50</td><td class="column-6">115</td><td class="column-7">16.42</td><td class="column-8">9.58</td><td class="column-9">1</td><td class="column-10">0</td><td class="column-11">158</td>
	</tr>
	<tr class="row-17 odd">
		<td class="column-1">Shawn Keller</td><td class="column-2">Muskegon Orchard View</td><td class="column-3">4</td><td class="column-4">6</td><td class="column-5">58.3</td><td class="column-6">105</td><td class="column-7">15</td><td class="column-8">8.75</td><td class="column-9">1</td><td class="column-10">0</td><td class="column-11">159.3</td>
	</tr>
	<tr class="row-18 even">
		<td class="column-1">Shane Trevino</td><td class="column-2">Hudsonville</td><td class="column-3">11</td><td class="column-4">25</td><td class="column-5">44</td><td class="column-6">102</td><td class="column-7">9.27</td><td class="column-8">4.08</td><td class="column-9">0</td><td class="column-10">0</td><td class="column-11">78.3</td>
	</tr>
	<tr class="row-19 odd">
		<td class="column-1">Willie Snead IV</td><td class="column-2">Muskegon Heights</td><td class="column-3">7</td><td class="column-4">12</td><td class="column-5">58.3</td><td class="column-6">100</td><td class="column-7">14.28</td><td class="column-8">8.33</td><td class="column-9">0</td><td class="column-10">0</td><td class="column-11">128.3</td>
	</tr>
	<tr class="row-20 even">
		<td class="column-1">Cam Wysocki</td><td class="column-2">Grand Rapids Forest Hills Northern</td><td class="column-3">9</td><td class="column-4">12</td><td class="column-5">75</td><td class="column-6">100</td><td class="column-7">11.11</td><td class="column-8">8.33</td><td class="column-9">2</td><td class="column-10">0</td><td class="column-11">200</td>
	</tr>
	<tr class="row-21 odd">
		<td class="column-1">Gabe Dean</td><td class="column-2">Lowell</td><td class="column-3">9</td><td class="column-4">13</td><td class="column-5">69.2</td><td class="column-6">97</td><td class="column-7">10.77</td><td class="column-8">7.46</td><td class="column-9">1</td><td class="column-10">1</td><td class="column-11">141.9</td>
	</tr>
</tbody>
</table>

<p>Check out the top-20 <a href="http://westmiallstar.com/2010/09/07/top-20-wm-running-backs-from-week-2/" target="_self">rushers</a> and <a href="http://westmiallstar.com/2010/09/07/top-20-wm-pass-catchers-from-week-2/" target="_self">receivers</a> from week-2 too.</p>
]]></content:encoded>
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		<slash:comments>2</slash:comments>
		</item>
		<item>
		<title>Top-20 WM pass catchers from week-2</title>
		<link>http://westmiallstar.com/2010/09/top-20-wm-pass-catchers-from-week-2/</link>
		<comments>http://westmiallstar.com/2010/09/top-20-wm-pass-catchers-from-week-2/#comments</comments>
		<pubDate>Tue, 07 Sep 2010 11:31:04 +0000</pubDate>
		<dc:creator>acng90bronco</dc:creator>
				<category><![CDATA[Football]]></category>
		<category><![CDATA[Rankings]]></category>
		<category><![CDATA[high school football]]></category>
		<category><![CDATA[High School Sports]]></category>
		<category><![CDATA[ratings]]></category>
		<category><![CDATA[statistics]]></category>
		<category><![CDATA[stats]]></category>
		<category><![CDATA[top-20]]></category>

		<guid isPermaLink="false">http://westmiallstar.com/?p=5752</guid>
		<description><![CDATA[Week-2 saw one of the most impressive feats receiving a ball that I&#8217;ve seen.  Hector Rivera of Grand Rapids Union caught three balls for 222 yards.  That&#8217;s 74-yards per catch.  Each one of those was for a touchdown, too, but you probably guessed that.  Here is the top-20 pass receivers [...]]]></description>
			<content:encoded><![CDATA[<p>Week-2 saw one of the most impressive feats receiving a ball that I&#8217;ve seen.  <strong>Hector Rivera</strong> of Grand Rapids Union caught three balls for 222 yards.  That&#8217;s 74-yards per catch.  Each one of those was for a touchdown, too, but you probably guessed that.  Here is the top-20 pass receivers in week 2, all from West Michigan.</p>
<p><em>Jaylin Staten from Grand Rapids Christian and Wade Paris from Fremont are based on incomplete data, so if you have corrections, please let us know in the comments.</em></p>

<table id="wp-table-reloaded-id-13-no-1" class="wp-table-reloaded wp-table-reloaded-id-13">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Player</th><th class="column-2">High School</th><th class="column-3">Rec</th><th class="column-4">Yards</th><th class="column-5">Avg</th><th class="column-6">Long</th><th class="column-7">Tds</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">Hector Rivera</td><td class="column-2">Grand Rapids Union</td><td class="column-3">3</td><td class="column-4">222</td><td class="column-5">74</td><td class="column-6">89</td><td class="column-7">3</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">Aaron Doriot</td><td class="column-2">Muskegon Mona Shores</td><td class="column-3">6</td><td class="column-4">156</td><td class="column-5">26</td><td class="column-6">NA</td><td class="column-7">1</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">Alec Smith</td><td class="column-2">Grand Haven</td><td class="column-3">5</td><td class="column-4">113</td><td class="column-5">22.6</td><td class="column-6">NA</td><td class="column-7">3</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">Tyler Hernandez</td><td class="column-2">Ludington</td><td class="column-3">2</td><td class="column-4">108</td><td class="column-5">54</td><td class="column-6">NA</td><td class="column-7">2</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">Nick Mulhall</td><td class="column-2">East Grand Rapids</td><td class="column-3">3</td><td class="column-4">97</td><td class="column-5">32.33</td><td class="column-6">NA</td><td class="column-7">1</td>
	</tr>
	<tr class="row-7 odd">
		<td class="column-1">James Burgoon</td><td class="column-2">Grand Rapids Forest Hills N.</td><td class="column-3">5</td><td class="column-4">95</td><td class="column-5">47.5</td><td class="column-6">44</td><td class="column-7">2</td>
	</tr>
	<tr class="row-8 even">
		<td class="column-1">LaRue Layton</td><td class="column-2">Muskegon Reeths-Puffer</td><td class="column-3">2</td><td class="column-4">95</td><td class="column-5">47.5</td><td class="column-6">56</td><td class="column-7">1</td>
	</tr>
	<tr class="row-9 odd">
		<td class="column-1">Murphy Esterley</td><td class="column-2">Caledonia</td><td class="column-3">3</td><td class="column-4">89</td><td class="column-5">29.6</td><td class="column-6">52</td><td class="column-7">0</td>
	</tr>
	<tr class="row-10 even">
		<td class="column-1">Ryan Bradley</td><td class="column-2">Grand Rapids Catholic Central</td><td class="column-3">4</td><td class="column-4">88</td><td class="column-5">22</td><td class="column-6">64</td><td class="column-7">1</td>
	</tr>
	<tr class="row-11 odd">
		<td class="column-1">Lamont Mallett</td><td class="column-2">Wyoming Kellogsville</td><td class="column-3">2</td><td class="column-4">87</td><td class="column-5">43.5</td><td class="column-6">60</td><td class="column-7">1</td>
	</tr>
	<tr class="row-12 even">
		<td class="column-1">Steven Annese</td><td class="column-2">Spring Lake</td><td class="column-3">4</td><td class="column-4">79</td><td class="column-5">19.75</td><td class="column-6">29</td><td class="column-7">0</td>
	</tr>
	<tr class="row-13 odd">
		<td class="column-1">Andy O'Connor</td><td class="column-2">Zeeland West</td><td class="column-3">2</td><td class="column-4">78</td><td class="column-5">39</td><td class="column-6">66</td><td class="column-7">2</td>
	</tr>
	<tr class="row-14 even">
		<td class="column-1">Jaylin Staten</td><td class="column-2">Grand Rapids Christian</td><td class="column-3">1</td><td class="column-4">74</td><td class="column-5">74</td><td class="column-6">74</td><td class="column-7">1</td>
	</tr>
	<tr class="row-15 odd">
		<td class="column-1">Steven Murdock</td><td class="column-2">Montague</td><td class="column-3">5</td><td class="column-4">72</td><td class="column-5">14.4</td><td class="column-6">NA</td><td class="column-7">1</td>
	</tr>
	<tr class="row-16 even">
		<td class="column-1">Jordan Fulkerson</td><td class="column-2">Fruitport</td><td class="column-3">1</td><td class="column-4">71</td><td class="column-5">71</td><td class="column-6">71</td><td class="column-7">1</td>
	</tr>
	<tr class="row-17 odd">
		<td class="column-1">Wade Paris</td><td class="column-2">Fremont</td><td class="column-3">1</td><td class="column-4">69</td><td class="column-5">69</td><td class="column-6">69</td><td class="column-7">1</td>
	</tr>
	<tr class="row-18 even">
		<td class="column-1">Zach Crittendon</td><td class="column-2">Comstock Park</td><td class="column-3">2</td><td class="column-4">63</td><td class="column-5">31.5</td><td class="column-6">42</td><td class="column-7">2</td>
	</tr>
	<tr class="row-19 odd">
		<td class="column-1">Jesse Fulkerson</td><td class="column-2">Jenison</td><td class="column-3">2</td><td class="column-4">59</td><td class="column-5">29.5</td><td class="column-6">40</td><td class="column-7">1</td>
	</tr>
	<tr class="row-20 even">
		<td class="column-1">Gage Madsen</td><td class="column-2">Grand Rapids Kenowa Hills</td><td class="column-3">1</td><td class="column-4">59</td><td class="column-5">59</td><td class="column-6">59</td><td class="column-7">0</td>
	</tr>
	<tr class="row-21 odd">
		<td class="column-1">Josh Wisbang</td><td class="column-2">Holland West Ottawa</td><td class="column-3">3</td><td class="column-4">59</td><td class="column-5">19.66</td><td class="column-6">NA</td><td class="column-7">0</td>
	</tr>
</tbody>
</table>

<p>Check out the <a href="http://westmiallstar.com/2010/09/07/top-20-wm-running-backs-from-week-2/" target="_self">top 20 rushers here</a>, and the <a href="http://westmiallstar.com/2010/09/07/top-20-wm-quarterbacks-from-week-2/" target="_self">top 20 quarterbacks here</a>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Top-20 Returning Signal Callers</title>
		<link>http://westmiallstar.com/top20returningquarterbacks2010</link>
		<comments>http://westmiallstar.com/top20returningquarterbacks2010#comments</comments>
		<pubDate>Wed, 25 Aug 2010 12:55:51 +0000</pubDate>
		<dc:creator>acng90bronco</dc:creator>
				<category><![CDATA[Football]]></category>
		<category><![CDATA[Rankings]]></category>
		<category><![CDATA[gabe dean]]></category>
		<category><![CDATA[High School Sports]]></category>
		<category><![CDATA[quarterback]]></category>
		<category><![CDATA[statistics]]></category>
		<category><![CDATA[stats]]></category>

		<guid isPermaLink="false">http://westmiallstar.com/?p=5225</guid>
		<description><![CDATA[Nothing dictates a football team&#8217;s success more than the guy behind center.  And while there are always surprise success stories (hello, Gabe Dean of 2009), the sure bet is someone who has done it before.  Given that, these quarterbacks are a good bet to help their team be successful this [...]]]></description>
			<content:encoded><![CDATA[<p>Nothing dictates a football team&#8217;s success more than the guy behind center.  And while there are always surprise success stories (hello, <strong>Gabe Dean</strong> of 2009), the sure bet is someone who has done it before.  Given that, these quarterbacks are a good bet to help their team be successful this year.</p>
<p>Oh, and look who made the list this year at number three&#8230;</p>

<table id="wp-table-reloaded-id-8-no-1" class="wp-table-reloaded wp-table-reloaded-id-8">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Quarterbacks' Name</th><th class="column-2">West Michigan High School</th><th class="column-3">Comp</th><th class="column-4">Att</th><th class="column-5">Comp%</th><th class="column-6">Yards</th><th class="column-7">Y/C</th><th class="column-8">Y/A</th><th class="column-9">TDs</th><th class="column-10">Int</th><th class="column-11">Y/G</th><th class="column-12">Qbr</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">Willie Snead IV</td><td class="column-2">Muskegon Heights</td><td class="column-3">154</td><td class="column-4">200</td><td class="column-5">70</td><td class="column-6">2737</td><td class="column-7">17.77</td><td class="column-8">12.44</td><td class="column-9">25</td><td class="column-10">NA</td><td class="column-11">210.53</td><td class="column-12">NA</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">Ryan Elble</td><td class="column-2">East Grand Rapids</td><td class="column-3">99</td><td class="column-4">150</td><td class="column-5">66</td><td class="column-6">1629</td><td class="column-7">16.45</td><td class="column-8">11.85</td><td class="column-9">28</td><td class="column-10">6</td><td class="column-11">116.3</td><td class="column-12">125</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">Gabe Dean</td><td class="column-2">Lowell</td><td class="column-3">99</td><td class="column-4">137</td><td class="column-5">72.2</td><td class="column-6">1464</td><td class="column-7">14.78</td><td class="column-8">10.68</td><td class="column-9">13</td><td class="column-10">2</td><td class="column-11">104.5</td><td class="column-12">132</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">Carl Roscoe</td><td class="column-2">Wyoming Kellogsville</td><td class="column-3">62</td><td class="column-4">114</td><td class="column-5">54.3</td><td class="column-6">1251</td><td class="column-7">20.17</td><td class="column-8">10.97</td><td class="column-9">20</td><td class="column-10">4</td><td class="column-11">113.7</td><td class="column-12">118</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">Tad Golliver</td><td class="column-2">Muskegon Mona Shores</td><td class="column-3">69</td><td class="column-4">127</td><td class="column-5">54.33</td><td class="column-6">1189</td><td class="column-7">17.2</td><td class="column-8">9.3</td><td class="column-9">11</td><td class="column-10">7</td><td class="column-11">132.1</td><td class="column-12">92</td>
	</tr>
	<tr class="row-7 odd">
		<td class="column-1">Matt Grassmeyer</td><td class="column-2">Grand Rapids Christian</td><td class="column-3">81</td><td class="column-4">168</td><td class="column-5">48.2</td><td class="column-6">1183</td><td class="column-7">14.6</td><td class="column-8">7.04</td><td class="column-9">10</td><td class="column-10">12</td><td class="column-11">131.44</td><td class="column-12">62</td>
	</tr>
	<tr class="row-8 even">
		<td class="column-1">Drake Cooke</td><td class="column-2">North Muskegon</td><td class="column-3">52</td><td class="column-4">106</td><td class="column-5">49</td><td class="column-6">1059</td><td class="column-7">20.36</td><td class="column-8">9.99</td><td class="column-9">13</td><td class="column-10">11</td><td class="column-11">105.9</td><td class="column-12">55</td>
	</tr>
	<tr class="row-9 odd">
		<td class="column-1">Mike Vella</td><td class="column-2">Hart</td><td class="column-3">53</td><td class="column-4">104</td><td class="column-5">50.9</td><td class="column-6">1007</td><td class="column-7">19</td><td class="column-8">9.6</td><td class="column-9">7</td><td class="column-10">9</td><td class="column-11">111.8</td><td class="column-12">71</td>
	</tr>
	<tr class="row-10 even">
		<td class="column-1">Coley McKeough</td><td class="column-2">Middleville-Thornapple Kellgsville</td><td class="column-3">58</td><td class="column-4">108</td><td class="column-5">53.7</td><td class="column-6">952</td><td class="column-7">16.41</td><td class="column-8">8.81</td><td class="column-9">4</td><td class="column-10">6</td><td class="column-11">105.7</td><td class="column-12">73</td>
	</tr>
	<tr class="row-11 odd">
		<td class="column-1">Adam Poel</td><td class="column-2">Grand Haven</td><td class="column-3">44</td><td class="column-4">94</td><td class="column-5">46.8</td><td class="column-6">879</td><td class="column-7">19.97</td><td class="column-8">9.35</td><td class="column-9">7</td><td class="column-10">5</td><td class="column-11">87.9</td><td class="column-12">83</td>
	</tr>
	<tr class="row-12 even">
		<td class="column-1">Jack Shull</td><td class="column-2">Grand Rapids Forest Hills Central</td><td class="column-3">59</td><td class="column-4">177</td><td class="column-5">33.3</td><td class="column-6">848</td><td class="column-7">14.37</td><td class="column-8">4.79</td><td class="column-9">8</td><td class="column-10">7</td><td class="column-11">94.2</td><td class="column-12">48</td>
	</tr>
	<tr class="row-13 odd">
		<td class="column-1">Cameron Cooper</td><td class="column-2">Sparta</td><td class="column-3">58</td><td class="column-4">107</td><td class="column-5">54.2</td><td class="column-6">834</td><td class="column-7">14.3</td><td class="column-8">7.7</td><td class="column-9">7</td><td class="column-10">3</td><td class="column-11">119.1</td><td class="column-12">90</td>
	</tr>
	<tr class="row-14 even">
		<td class="column-1">Shane Trevino</td><td class="column-2">Hudsonville</td><td class="column-3">76</td><td class="column-4">162</td><td class="column-5">46.9</td><td class="column-6">817</td><td class="column-7">10.7</td><td class="column-8">5.04</td><td class="column-9">3</td><td class="column-10">7</td><td class="column-11">102.1</td><td class="column-12">50</td>
	</tr>
	<tr class="row-15 odd">
		<td class="column-1">Trevor Schultz</td><td class="column-2">Allendale</td><td class="column-3">52</td><td class="column-4">103</td><td class="column-5">50.4</td><td class="column-6">675</td><td class="column-7">12.98</td><td class="column-8">6.55</td><td class="column-9">11</td><td class="column-10">2</td><td class="column-11">75</td><td class="column-12">99</td>
	</tr>
	<tr class="row-16 even">
		<td class="column-1">Ka'Vonta Keyes</td><td class="column-2">Muskegon</td><td class="column-3">33</td><td class="column-4">76</td><td class="column-5">43.4</td><td class="column-6">627</td><td class="column-7">19</td><td class="column-8">8.25</td><td class="column-9">8</td><td class="column-10">8</td><td class="column-11">62.7</td><td class="column-12">63.9</td>
	</tr>
	<tr class="row-17 odd">
		<td class="column-1">John Jackoviak</td><td class="column-2">Scotsville Mason County Central</td><td class="column-3">36</td><td class="column-4">100</td><td class="column-5">36</td><td class="column-6">612</td><td class="column-7">17</td><td class="column-8">6.1</td><td class="column-9">3</td><td class="column-10">NA</td><td class="column-11">68</td><td class="column-12">NA</td>
	</tr>
	<tr class="row-18 even">
		<td class="column-1">Erik Tarbell</td><td class="column-2">Remus-Chippewa Hills</td><td class="column-3">40</td><td class="column-4">80</td><td class="column-5">50</td><td class="column-6">595</td><td class="column-7">14.8</td><td class="column-8">7.4</td><td class="column-9">7</td><td class="column-10">2</td><td class="column-11">66.1</td><td class="column-12">93</td>
	</tr>
	<tr class="row-19 odd">
		<td class="column-1">Austin Goodyke</td><td class="column-2">Grandville Calvin Christian</td><td class="column-3">46</td><td class="column-4">85</td><td class="column-5">54.1</td><td class="column-6">593</td><td class="column-7">12.89</td><td class="column-8">6.97</td><td class="column-9">8</td><td class="column-10">6</td><td class="column-11">59.3</td><td class="column-12">78</td>
	</tr>
	<tr class="row-20 even">
		<td class="column-1">Leo Bellows</td><td class="column-2">Stanton Central Montcalm</td><td class="column-3">36</td><td class="column-4">78</td><td class="column-5">46.1</td><td class="column-6">555</td><td class="column-7">15.4</td><td class="column-8">7.1</td><td class="column-9">7</td><td class="column-10">8</td><td class="column-11">50.4</td><td class="column-12">61</td>
	</tr>
	<tr class="row-21 odd">
		<td class="column-1">Spencer Goebel</td><td class="column-2">Grand Rapids Northpointe Christian</td><td class="column-3">39</td><td class="column-4">82</td><td class="column-5">47.5</td><td class="column-6">483</td><td class="column-7">12.38</td><td class="column-8">5.89</td><td class="column-9">3</td><td class="column-10">4</td><td class="column-11">96.6</td><td class="column-12">35</td>
	</tr>
</tbody>
</table>

]]></content:encoded>
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		</item>
		<item>
		<title>UPDATED: OK-Black Preview: High-Flying Football</title>
		<link>http://westmiallstar.com/okblackpreview1</link>
		<comments>http://westmiallstar.com/okblackpreview1#comments</comments>
		<pubDate>Tue, 24 Aug 2010 22:01:02 +0000</pubDate>
		<dc:creator>Colton Wright</dc:creator>
				<category><![CDATA[Football]]></category>
		<category><![CDATA[General]]></category>
		<category><![CDATA[Newsworthy]]></category>
		<category><![CDATA[West Michigan All Star]]></category>
		<category><![CDATA[AJ Anderson]]></category>
		<category><![CDATA[Austin Hughey]]></category>
		<category><![CDATA[Brenden carey]]></category>
		<category><![CDATA[Carter Simpkins]]></category>
		<category><![CDATA[Chaz Carpenter]]></category>
		<category><![CDATA[Clayton Turner]]></category>
		<category><![CDATA[Corey Willis]]></category>
		<category><![CDATA[Dan Christiaans]]></category>
		<category><![CDATA[Forest Hills Central]]></category>
		<category><![CDATA[Gordon Blanshine]]></category>
		<category><![CDATA[grand rapids union]]></category>
		<category><![CDATA[Greg Ganfield]]></category>
		<category><![CDATA[high school football]]></category>
		<category><![CDATA[High School Sports]]></category>
		<category><![CDATA[holland]]></category>
		<category><![CDATA[Jack Shull]]></category>
		<category><![CDATA[Jordan Medellin]]></category>
		<category><![CDATA[Jordan Riley]]></category>
		<category><![CDATA[Kenowa Hills]]></category>
		<category><![CDATA[Kitwana Clark]]></category>
		<category><![CDATA[Kodee Hof]]></category>
		<category><![CDATA[Marques Monday]]></category>
		<category><![CDATA[Max PeWee]]></category>
		<category><![CDATA[mick vanvossen]]></category>
		<category><![CDATA[Muskegon Mona Shores]]></category>
		<category><![CDATA[muskegon reeths puffer]]></category>
		<category><![CDATA[Nathan Ricketts]]></category>
		<category><![CDATA[Rachid Visser]]></category>
		<category><![CDATA[Tad Golliver]]></category>
		<category><![CDATA[west michigan allstar]]></category>
		<category><![CDATA[xavier watson]]></category>

		<guid isPermaLink="false">http://westmiallstar.com/?p=4964</guid>
		<description><![CDATA[In high school football, two things are certain: successful teams are made in the weight room and Metallica is most definitely playing on the stereo. So, I think it’s time we Fade to Black and visit the next conference on our list. KENOWA HILLS PREVIEW (8-2): Two-time conference champ Kenowa Hills [...]]]></description>
			<content:encoded><![CDATA[<p style="float:right; margin:0 0 10px 15px; width:240px;">
		<img src="http://westmiallstar.com/files/2010/08/MG_5037.jpg" width="240" />
		</p><p>In high school football, two things are certain: successful teams are made in the weight room and Metallica is most definitely playing on the stereo. So, I think it’s time we Fade to Black and visit the next conference on our list.</p>
<p><strong>KENOWA HILLS PREVIEW </strong>(8-2): Two-time conference champ Kenowa Hills will be without several key pieces from last year playoff team. On defense, four-year starting defensive back (RB, WR, LB, and QB, too) Justin Ford is now playing at Bowling Green State University. The versatile Ford snagged two interceptions and an honorable mention all-state team.</p>
<p>On offense, the Knights go into battle with only one returning offensive lineman, senior guard <strong>Jamie Dupuie</strong>, to protect senior quarterback <strong>Brenden Carey</strong>. Carey will have returning junior running back <strong>Kitwana Clark </strong>(5’10 190 lbs.) who made a name for himself with six touchdowns against Mona Shores last season. Much of the Knight’s success rides on the phenom’s legs. Returning with Clark is senior running back<strong> Tito Wingfield</strong> (5’9” 170 lbs.), another powerful threat.</p>
<p>“Kit is a physical, well-balanced runner,” said head coach Scott Van Essen. “Tito is only 170 but plays like he’s 200. Both of them spent a lot of time in the weight room.”</p>
<p>Van Essen noted his offensive line and defensive backfield will be young but should learn quickly.</p>
<p>“We moved some kids around, and with guys up front, it’s just going to take some time to develop. Our defensive backs, athletically they’re there, but your going to learn from mistakes.” “Out of the nine schools we play, five run the spread or a version of it. You have to take advantage of the athletes you have. When teams have that, you need guys who can run.”</p>
<p>“There’s a big opportunity to change a game late in the fourth quarter.”</p>
<p>If it comes down to late in the game, Clark and Wingfield are two game-changers I’d want on my team.</p>
<p>“All we think about is Sparta,” said Clark. “We’ve been ready for a long time. After that last game against Muskegon, we had three weeks, and we’re in the weight room for Sparta. This is all for them.”</p>
<p>“We’re ready for anyone who’s ready to go.” [Now that’s the kind of passion I like to hear.]</p>
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<p><strong>MONA SHORES PREVIEW </strong>(5-4): Speed will be key to several teams in the OK-Black. The Mona Shores Sailors have the elusive senior <strong>Tad Golliver</strong> back at quarterback. <a href="http://www.youtube.com/watch?v=iKYLzXJU55k&amp;feature=related" target="_blank">The kid can move</a>. But we&#8217;ll have to wait a few weeks into the season to see the electrifying athlete. And if he can shorten his throwing motion, the Sailors should march across the field with ease when he comes back. Golliver has a big, fast target in sophomore tight-end <strong>Carter Simpkins</strong> (6’5” 200 lbs.). I think we’ll hear “Golliver to Simpkins for a long-TD” a lot this year.</p>
<p><strong> </strong></p>
<p><strong>HOLLAND PREVIEW</strong> (5-4): It looks like the Holland Dutch will be that ground team. And for very good reason. The Dutch return six linemen including both big tight-ends junior <strong>Scott Tackett </strong>(6’3” 200 lbs.) and senior <strong>Kodee Hof </strong>(6’4” 230 lbs.) and all-league honorable mention junior center <strong>AJ Anderson</strong> (5’10” 270 lbs.). Senior quarterback <strong>Jordan Medellin</strong> (5’6” 170 lbs.) will have no problem hiding behind his big offensive line and sneaking through holes. Though there are 12 guys vying for three running backs jobs, the Dutch have a little extra weapon to use in sophomore <strong>Corey Willis</strong>.</p>
<p>“He’s a do it all kind of guy,” said head coach Shawn McManus. “He has the speed and agility. He can run, catch, cover on defense, return punts, return kicks, everything.” “Just get him the ball.”</p>
<p>Defensively, the Dutch are a bit young and will need to grow quickly to cover the rest of the conference. They do have a young leader in junior middle linebacker <strong><a href="http://www.youtube.com/watch?v=jWvtCWrpJHc" target="_blank">Nathan Ricketts</a></strong> (6’3” 215 lbs.) Ricketts led the team in tackles last season. <a href="http://recruiting.scout.com/2/966429.html" target="_blank">He visited Michigan State University earlier this year</a>.</p>
<p><strong> </strong></p>
<p><strong>FOREST HILLS CENTRAL PREVIEW </strong>(2-7): Hard work makes a winner. Forest Hills Central’s new head coach Greg Ganfield seems to agree. “I’m very pleased with the off-season. We challenged these kids physically and mentally, probably more than they’ve ever been. That’s what it takes.”</p>
<p>Ganfield comes to Forest Hills after leading a newly combined Pontiac team to the playoffs and earning All-Metro North Coach of the Year. With the Central Rangers, coach Ganfield may have the pieces he needs to build a high scoring offense. Returning at quarterback is senior <strong><a href="http://www.jackshull.com/video/4/" target="_blank">Jack Shull</a></strong> (5’10” 185 lbs.) who’ll have to make some changes going from an option heavy scheme to the spread offense. But like most of the OK-Black, he’s got huge targets to throw to. Senior wide receiver <strong>Mick VanVossen</strong> (<a href="http://highschoolsports.mlive.com/news/article/3017335988127486868/forest-hills-centrals-mick-vanvossen-commits-to-michigan-state-for-baseball/" target="_blank">who committed to MSU for baseball</a>) stands at 6’2” 170 lbs. Next to the future-Spartan stands junior <strong>Marques Mondy</strong> at 6’4” 175 lbs.</p>
<p>“If they want to put eight guys in the box, we’ll go over them. We’ll spread teams horizontally and vertically.”</p>
<p>An experienced offensive line should give Shull enough time to play long ball with VanVossen and Mondy.</p>
<p>Defensively, the Ranger’s will lean on junior defensive end <strong>James Nutter </strong>and senior captain <strong>Matt Denko</strong> to anchor the defensive line.</p>
<p><strong> </strong></p>
<p><strong>UNION PREVIEW </strong>(1-8): Now, a team that’s got me real excited to see is Union. I know they went 1-8 last year and 2-7 the year before, but something tells me second year head coach Aaron Bailey is molding a mighty Red Hawk team around junior quarterback <strong>Chaz Carpenter</strong>.</p>
<p>“We’ve got a lot of guys out this year,” said senior running back <strong>Max PeWee</strong>. “The guys are excited to see the no-huddle offense and the shotgun. Chaz has an arm and good accuracy.”</p>
<p>A big target on Carpenter’s radar will be 6’1” 180 lbs. senior wide receiver <strong>Rachid Visser</strong>. Visser runs 4.5 in the 40-yard dash. On defense, the Red Hawks return most of their secondary including senior <strong>Xavier Watson</strong>.</p>
<p>“We fly to the ball fast. Our speed, coming everyday to practice and working hard will make us tough.”</p>
<p><strong>REETHS-PUFFER PREVIEW </strong>(1-8): Our final stop in the OK-Black is the Reeths-Puffer Rockets, who are probably the youngest team in the conference. With just 11 seniors on last season’s roster, the Rockets could use their youth to propel them.</p>
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		<title>UPDATED: OK-Green Preview: Year of the Running Back</title>
		<link>http://westmiallstar.com/okgreenpreview1</link>
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		<pubDate>Tue, 24 Aug 2010 22:00:25 +0000</pubDate>
		<dc:creator>Colton Wright</dc:creator>
				<category><![CDATA[Football]]></category>
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		<description><![CDATA[Arguably one of the most unpredictable conferences in the Ottawa-Kent mega-conference, the OK-Green has seen a different champion in each of the last four seasons. Four. Actually, five different teams in four seasons. Byron Center, Byron Center &#38; Hamilton, Holland Christian, Zeeland West, and the Muskegon Big Reds (now a member of [...]]]></description>
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		<img src="http://westmiallstar.com/files/2010/08/MG_4764.jpg" width="240" />
		</p><p>Arguably one of the most unpredictable conferences in the Ottawa-Kent mega-conference, the OK-Green has seen a different champion in each of the last four seasons. <span style="text-decoration: line-through;">Four</span>. Actually, <em>five</em> different teams in four seasons. <span style="text-decoration: line-through;">Byron Center</span>, Byron Center &amp; Hamilton, Holland Christian, Zeeland West, and the Muskegon Big Reds (now a member of the OK-Red.)</p>
<p><strong>BYRON CENTER PREVIEW </strong>(9-2): Page one, the Byron Center Bulldogs. Last year’s co-conference champs return not one, not two, but three of their top rushers in 2009. Seniors <strong>Zac Cross</strong> (5’9” 155 lbs.), <strong>Derek Sievers</strong> (6’2” 225 lbs.), and <strong>Austin Haight</strong> (6’ 160 lbs.) all return to a run heavy offence.</p>
<p>“They’re all different runners,” said head coach Marc Cisco, entering his second year at Byron Center. “Zac is a darter. He’s going to get around you. Derek’s a big, strong kid with good hips.” “Austin may be the most gifted runner. He’s got nice moves and explosiveness.”</p>
<p>Seeing that Sievers did launch the discus over 177 feet to give Byron Center the Division 2 track title, I’d definitely agree.</p>
<p>Be on the look out for another Cross, though. <strong>Garrett Cross</strong>, that is.</p>
<p>“Garrett’s basically a bigger version of Zac. He’s a very good athlete like Zac so there’s a lot of brotherly competitiveness.”</p>
<p>But you can’t run without a strong offensive line. Luckily for the Bulldogs, two familiar faces will be back in the trenches. Senior center <strong>Ryan Stankey</strong> and senior guard/tackle <strong>Tyler Schauer</strong> look to clear a path for their three-headed Bulldog backfield.</p>
<p>That same three-headed also brings experience back on defense. Sievers returns at linebacker, Haight at corner, and Zac Cross at safety. Byron Center’s defense was key to their success last year as they kept six teams to just a touchdown. The ‘Dogs are hungry for a rematch with East Grand Rapids</p>
<p><strong>HOLLAND CHRISTIAN</strong> (9-3): Another team with a spot open behind center is Holland Christian. (You know, the same school that turned out Central Michigan’s AJ Westendorp and MSU’s Kirk Cousins.) It looks like that spot’s taken by junior <strong>Luke Brower</strong>, last year’s JV starting quarterback. First year head coach Josh Rumpsa, who’s been with the program for six seasons, has a lot of confidence in the three-sport athlete.</p>
<p>“He’s a tall, smart kid with a great arm.”</p>
<p>Brower enjoys the continuity of having his offensive coordinator at head coach.</p>
<p>“Nothing’s really changed offensively or defensively,” Brower said.</p>
<p>But senior running back <strong>Jeff Vroon</strong> wants to change one thing: taking their 9-3 team and turning it into their 14-0 title team from 2008.</p>
<p>“Vroon has a lot of experience and knows what it’s like. He has some moves, too. Not a power guy but not small. He’s going to juke you out of your shoes.”</p>
<p>Holland Christian lost 27 seniors from last year, but coach Rumpsa likes what he sees in the weight room with senior wide-out <strong>Reid Compagner</strong> and senior defensive lineman <strong>Troy Rietsma</strong> leading the way as vocal leaders. Senior <strong>Carter Woodwyk</strong> will lineup next to Compagner at wide-out and Rietsma at defensive end.</p>
<p>“He’s 6’4” and a strong guy,” said Brower.</p>
<p><strong>HAMILTON PREVIEW</strong> (9-2): Starting seniors are never easy to replace. With QB Evan Mudd and RB Aric Spotts long-gone, the co-conference champion Hamilton Hawkeyes have big shoes to fill on offense… and on defense with linebacker Adam Koning now playing at Grand Valley State. Somehow, I still think the Region VI Coach of the Year will find a way to compete.</p>
<p>One strength head coach Chris Myers does have is an experienced offensive line. Seniors <strong>Pierce Velderman</strong> and <strong>Will Braschler</strong> return at guard, and senior <strong>Cody Buresh</strong> returns at right tackle. Seniors <strong>Josh Littell</strong> and a slimmer <strong>Casey Wabeke</strong> should fill in the rest of the line.</p>
<p>The Hawkeye’s defensive line should also be strong with <strong>John Norris</strong>, <strong>Dylan Raymond</strong>, Wabeke, and Buresh all returning. But again, their backfield is depleted.</p>
<p>Week one against Coopersville should tell us a lot about the Hawkeyes.</p>
<p><strong>ZEELAND WEST PREVIEW</strong> (5-4): We might see the dominant power-T offense at Zeeland West that <a href="http://www.youtube.com/watch?v=HVSqaJB0Duk&amp;feature=related" target="_blank">we saw in 2006</a>. Junior <strong>Joe Gaiser</strong>, and seniors <strong>Colin Overweg</strong> and <strong>Zach Voet</strong> all return. All three rushed for 83 yards or more against Hamilton last season, and I wouldn’t expect anything less from the older and stronger backs. Oh, did I mention the state winner in the 400-meter (junior <strong>Daniel Pung</strong>) is also vying for the starting QB job? Let’s wait and see.</p>
<p>“Our style is all about being athletic,” said head coach John Shillito. “It’s never about size.”</p>
<p>Coach Shillito likes the skill they return, but is still molding his offensive line with what he calls their cookie cutter approach.</p>
<p>“All of our guys are about 6-foot, 200 lbs.” ”It’s just about moving the pieces.”</p>
<p>Senior Mike Langeland saw time at center last year and has grown a little bit. Jake Westhouse is back at guard and Alex O’Connor is back at tight-end.</p>
<p>“There’s a lot of good skill in this league. We face very aggressive defenses, Byron Center, Hamilton, and even Zeeland East. There’s a lot of competition.”</p>
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<p><strong>ZEELAND EAST</strong> (5-4): Speaking of competition, this may be the breakout year for Zeeland East. After splitting with West five years ago, the Chix have gone 5-4 the last two season behind a strong offensive line that saw two student athletes move on to college ball. Sophomore <strong>Patrick Banks</strong> (5’9” 270 lbs.) and senior <strong>C.J. Barense</strong> (6’3” 280 lbs.) are two big guys that should be able to close that void.</p>
<p>Going from 1-8 to 5-4 two seasons ago was a huge step for the Chix. Third year coach Derek Pennington attributed the jump to the number of athletes now trying out.</p>
<p>“A lot more kids are coming out. That’s the first step. Getting them to run track and develop them as athletes is a goal of ours.” “We’re not thinking about what’s behind us but what’s ahead tomorrow.”</p>
<p>Two positives heading into the season for the Chix are third-year running backs <strong>Brad Horling</strong> and <strong>Keegan Den Uyl</strong>. <strong>Casey VanHoof </strong>and <strong>T.J. Van Dyken</strong> also give coach Pennington experience at quarterback.</p>
<p>On defense, the Chix may have the best safety in the conference with Horling, a two-time all-conference player.</p>
<p><strong>HUDSONVILLE UNITY PREVIEW </strong>(5-4): Hudsonville Unity was on a crusade of its own last year until late in the season when it dropped three of four games to put them out of the playoffs. With powerful <strong>Evan Westrate</strong> (6’2” 220 lbs.) returning for his senior year at running back, the Crusaders hope to not repeat history. They’ll face Byron Center, Hamilton, and Zeeland East again this year and in the exact same order. Senior <strong>Caleb Ellens</strong> give the Crusaders a speedy back to shadow Westrate, but they’ll both have to put on their dancing shoes until their new offensive line gets comfortable.</p>
<p>Defensively, the Crusaders have a lot of new faces, too. They only have one returner at each line of defense: senior <strong>Alex Morrison</strong> at defensive tackle, senior <strong>Matt Bordewyk</strong> at linebacker, and Ellens at corner. There’s a tough crusade ahead for the young team.</p>
<p><strong>WYOMING PARK PREVIEW </strong>(2-7): It’ll all be about execution for the Vikings in 2010. Senior quarterback <strong>Brock Vander Klay</strong> and junior running back <strong>Lonnie Fields</strong> need to be on the same page as their inexperienced offensive line if they want a piece of the OK-Green. Fields is a physical, shifty runner while Vander Klay knows how to balance the Viking’s running and passing game. He lost a weapon in wide receiver Matt Tompsett to a knee injury but still has senior <strong>Ricco Hall</strong> and several other possession wide recievers. [Note: The Vikings do have another tall receiver who displayed some wheels at their scrimmage last week. But without a roster, we’ll have to wait until they face Middleville this week to hear his name.]</p>
<p><strong>WYOMING ROGERS PREVIEW </strong>(0-9): Playing the role of comeback kids this year are the Rogers Golden Hawks. The Hawks hope transfer quarterback <strong>Jared Osbeck</strong> (5’10” 170 lbs.) can start the comeback in storybook form against his former team, Godwin Heights.</p>
<p>“[Jared] has a good arm and some speed,” said junior running back <strong>Ryan Andrews</strong>. “But he’s got a lot of heart.”</p>
<p>Heart and good old-fashion hard work are what the Golden Hawks are building their program on.</p>
<p>“Everybody’s putting more time in. More guys in the weight room doing more reps at everything. We’ve speed it up.”</p>
<p>Running the triple-option takes a lot of speed and a cohesive team, but that’s exactly what they’ve been working on with Osbeck, Andrews, junior running back <strong>Joe Mattone</strong>, and wide receiver <strong>LaQuan Smith</strong> (6’ 180 lbs.). Smith may be the fastest player on the team so he’ll also line up at cornerback on defense.</p>
<p>“Our team motto is, ‘Be better today than you were yesterday,” said Andrews. “We will be.”</p>
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