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	<title>i, Jonathan Garza</title>
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		<title>NCAA Tournament Previews: West Region</title>
		<link>http://ijonathangarza.com/2013/03/19/ncaa-tournament-previews-west-region/</link>
		<comments>http://ijonathangarza.com/2013/03/19/ncaa-tournament-previews-west-region/#comments</comments>
		<pubDate>Wed, 20 Mar 2013 03:28:51 +0000</pubDate>
		<dc:creator>Jonathan Garza</dc:creator>
				<category><![CDATA[College BB]]></category>
		<category><![CDATA[arizona]]></category>
		<category><![CDATA[cbs]]></category>
		<category><![CDATA[gonzaga]]></category>
		<category><![CDATA[iowa state]]></category>
		<category><![CDATA[kansas state]]></category>
		<category><![CDATA[march madness]]></category>
		<category><![CDATA[new mexico]]></category>
		<category><![CDATA[ohio state]]></category>
		<category><![CDATA[ole miss]]></category>
		<category><![CDATA[tbs]]></category>
		<category><![CDATA[tnt]]></category>
		<category><![CDATA[trutv]]></category>
		<category><![CDATA[wichita state]]></category>

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		<description><![CDATA[Up next in our series of analyses of the upcoming tournament is the West regional, where the Gonzaga Bulldogs have claimed the top seed. Join the i, Jonathan Garza.com ESPN challenge today! Here&#8217;s a look at my predictions across the tournament, followed by in-depth analysis from every first and second round matchup. Round of 64 [...]]]></description>
				<content:encoded><![CDATA[<p>Up next in our series of analyses of the upcoming tournament is the West regional, where the Gonzaga Bulldogs have claimed the top seed.</p>
<p><a href="http://games.espn.go.com/tournament-challenge-bracket/en/group?groupID=79215&amp;entryID=1247495" target="_blank">Join the i, Jonathan Garza.com ESPN challenge today! </a></p>
<p>Here&#8217;s a look at my predictions across the tournament, followed by in-depth analysis from every first and second round matchup.</p>
<p><strong>Round of 64 winners:</strong></p>
<ul>
<li>Gonzaga</li>
<li>Wichita State</li>
<li>Ole Miss</li>
<li>Kansas State</li>
<li>Arizona</li>
<li>New Mexico</li>
<li>Iowa State</li>
<li>Ohio State</li>
</ul>
<p><strong>Round of 32 winners:</strong></p>
<ul>
<li>Gonzaga</li>
<li>Kansas State</li>
<li>Arizona</li>
<li>Ohio State</li>
</ul>
<p><strong>Sweet 16 winners: </strong></p>
<ul>
<li>Gonzaga</li>
<li>Ohio State</li>
</ul>
<p><strong>Region winner: </strong></p>
<ul>
<li>Ohio State</li>
</ul>
<p><span style="text-decoration: underline;"><strong>Play-in games</strong></span></p>
<p style="text-align: center;"><strong><img class="alignleft" alt="" 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" /></strong>No. 13<strong> La Salle Explorers </strong><em>(21-9, 11-5 Atlantic 10) </em>vs. No. 13 <strong>Boise State Broncos </strong><em>(21-10, 9-7 Mountain West)</em> <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Wednesday, March 20<br />
6:10 p.m. PT<br />
TruTV<br />
Dayton, Ohio<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>LSU</strong><strong>: </strong>539.3 mi.<br />
<strong>BSU: </strong>1,955.8 mi.<strong><br />
</strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>LSU:</strong> L-L-W-W-W<br />
<strong>BSU:</strong> L-W-L-W-W</p>
<p style="text-align: center;"><em>Players to watch out for:</em><br />
<strong>LSU: </strong>G, Ramon Galloway <em>(17.0 ppg, 4.6 rpg, 3.8 apg)<br />
</em><strong>BSU</strong><strong></strong>: G, Derrick Marks <em>(16.3 ppg, 3.7 rpg, 3.9 apg)</em></p>
<p><strong>Synopsis: </strong>An evenly-scaled matchup pits La Salle of the Atlantic 10 conference against a Boise State team making its first tournament appearance since 2008. Meanwhile for La Salle, it will its first appearance since 1992.</p>
<p>Can the Broncos pick up their first NCAA tournament win?</p>
<p>Their resume says so, which includes victories over Creighton and UNLV, while just falling to Michigan State and New Mexico.</p>
<p>The Broncos can score, but they struggle to clean-up on the boards, averaging just 33.9 per game (205th in the nation).</p>
<p>But La Salle struggles even more, grabbing a little over two less per contest at 31.7 (292nd).</p>
<p>What the Explorers have on their side is two marquee wins in back-to-back games over Butler and VCU.</p>
<p>Look for a tightly-contested game here with Boise State narrowly escaping for a date with Kansas State Friday.</p>
<p><strong>Pick: </strong>Boise State</p>
<p><span style="text-decoration: underline;"><strong>Tournament action</strong></span></p>
<p style="text-align: center;"><strong><img class="alignleft" alt="" src="data:image/png;base64,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" /></strong>No. 16<strong> Southern Jaguars </strong><em><em>(23-9, 15-3 SWAC)</em> </em>vs. No. 1 <strong></strong><strong>Gonzaga Bulldogs</strong> (31-2, 16-0 WCC) <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Thursday, March 21<br />
1:10 p.m. PT<br />
TBS<br />
Salt Lake City, Utah<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:</em><strong></strong><br />
<strong>SU: </strong>1,669.1 mi.<br />
<strong>GON: </strong>720.9 mi.<br />
<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>SU:</strong> W-W-W-L-W<br />
<strong>GON: </strong>W-W-W-W-W</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>SU</strong><strong></strong>: G, Derek Beltran <em>(14.2 ppg, 4.0 rpg, 3.5</em> apg)<br />
<strong>GON</strong>: F, Kelly Olynyk <em>(17.5 ppg, 7.2 rpg, 1.7 apg)</em></p>
<p><strong>Synopsis: </strong>It seems like just yesterday the Bulldogs of Gonzaga were the darlings of the NCAA tournament. Now, they control their destiny en route to its potential first Final Four appearance.</p>
<p>First on that path are the Southern Jaguars, who would like to think they have a chance to upset the top-seeded Zags.</p>
<p>Not so fast though.</p>
<p>This Gonzaga team is very good &#8212; perhaps one of the best all-time hailing from Spokane.</p>
<p>Southern&#8217;s lone game against a tournament team came against Iowa State, an 82-59 defeat.</p>
<p>Meanwhile the Bulldogs are 8-2 against tournament teams, losing by one to Butler and then falling apart in the second half at home against Illinois.</p>
<p>Cruise control may be necessary in this one as Gonzaga walks away from this one unscathed.</p>
<p><strong>Pick: </strong>Gonzaga</p>
<p style="text-align: center;"><img class="alignleft" alt="" 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" />No. 9<strong> Wichita State Shockers </strong><em><em>(26-8, 12-6 MVC)</em> </em>vs. No. 8 <strong></strong><strong>Pittsburgh Panthers</strong> (24-8, 12-6 Big East) <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Thursday, March 21<br />
10:40 a.m. PT<br />
TBS<br />
Salt Lake City, Utah<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>WSU: </strong>1,025.4 mi.<br />
<strong>PIT: </strong>1,841.4 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>WSU:</strong> L-W-W-L-L<br />
<strong>PIT: </strong>L-W-W-W-W</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>WSU</strong>: F, Carl Hall <em>(12.8 ppg, 7.2 rpg, 0.7</em> apg)<br />
<strong>PIT</strong>: G, Tray Woodall <em>(11.8 ppg, 2.5 rpg, 5.2 apg)</em></p>
<p><strong>Synopsis: </strong>Fits may be in order for the Wichita State Shockers, who await a selfless Pitt Panthers team that plays a stingy defensive game led by coach Jamie Dixon.</p>
<p>Pitt has been quite streak in 2013 and don&#8217;t rebound particularly well, which doesn&#8217;t bode well for them given that Wichita State is one of the nation&#8217;s best rebounding teams, grabbing 38.4 per game (27th).</p>
<p>Aside from Creighton, Wichita State has not been challenged by a tournament team.</p>
<p>But with both teams liking to play defense, how about we give the benefit of the doubt to the Shockers here, who will make it difficult for the Panthers to score, grabbing away opportunities, and then eventually the ballgame.</p>
<p><strong>Pick: </strong>Wichita State</p>
<p>&nbsp;</p>
<p style="text-align: center;"><img class="alignleft" alt="" 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" />No. 12<strong> Ole Miss Rebels </strong><em><em>(26-8, 12-6 SEC)</em> </em>vs. No. 5 <strong>Wisconsin Badgers</strong><strong></strong> (23-11, 12-6 Big Ten) <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Friday, March 22<br />
9:40 a.m. PT<br />
TruTV<br />
Kansas City, Missouri<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>MIS: </strong>1,605.1 mi.<br />
<strong>WIS: </strong>1,354.8 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>MIS</strong><strong>:</strong> W-W-W-W-W<br />
<strong>WIS: </strong>L-W-W-W-L</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>MIS</strong>: F, Murphy Holloway <em>(14.6 ppg, 9.6 rpg, 1.3</em> apg)<br />
<strong>WIS</strong>: F, Ryan Evans <em>(10.2 ppg, 7.4 rpg, 2.0 apg)</em></p>
<p><strong>Synopsis: </strong>With a record of 9-8 against tournament teams, the Wisconsin Badgers are clearly tested for March. Meanwhile, Ole Miss is peaking at the right time, taking the SEC championship.</p>
<p>The Rebels can score and rebound, two qualities that make them a prime candidate for an upset.</p>
<p>Still, Wisconsin is a special team, one that knows how to make things happen, such as defeating Indiana not once, but twice. The same can be said about Michigan.</p>
<p>However, Ole Miss just took down a Florida team that is arguably the best defensive team in the tournament, giving substance to its 16-2 start.</p>
<p>When a matchup is as close as this one, it&#8217;s best to look at the trends, which favor the Rebels. As much as I like Wisconsin, it just doesn&#8217;t seem to have any advantages in this matchup other than being a Big Ten team.</p>
<p><strong>Pick: </strong>Ole Miss</p>
<p style="text-align: center;"><img class="alignleft" alt="" 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" />No. 13<strong> Boise State Broncos* </strong><em><em>(22-10, 9-7 MWC)</em> </em>vs. No. 4 <strong>Kansas State Wildcats</strong> (<em>27-7, 14-4 Big 12</em>) <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Friday, March 22<br />
12:10 p.m. PT<br />
TruTV<br />
Kansas City, Missouri<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>BSU: </strong>1,374.2 mi.<br />
<strong>KSU: </strong>121.5 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>BSU</strong><strong>:</strong> W-L-W-L-W<br />
<strong>KSU: </strong>L-W-W-L-W</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>BSU</strong><strong></strong>: G, Derrick Marks <em>(16.3 ppg, 3.7 rpg, 3.9 apg)</em><br />
<strong>KSU</strong>: G, Rodney McGruder <em>(15.7 ppg, 5.4 rpg, 2.0 apg)</em></p>
<p><strong>Synopsis: </strong>The Kansas State Wildcats were exposed against Kansas in the Big 12 championship, giving further proof that they were the second-best team in the state of Kansas (presumably ahead of Wichita State).</p>
<p>Now a challenge against Boise State presents itself prior to the Wildcats&#8217; attempt to progress in the tournament.</p>
<p>Unfortunately I think the Wildcats are ripe for the picking, and could be victimized in round two.</p>
<p>However, the athleticism will be evident here, and near home-court advantage will aid Kansas State as it escapes this one, but just barely.</p>
<p><strong>Pick: </strong>Kansas State</p>
<p style="text-align: center;"><img class="alignleft" alt="" 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" />No. 11<strong> Belmont Bruins </strong><em><em><em>(26-6, 14-2 OVC)</em></em> </em>vs. No. 6 <strong>Arizona Wildcats</strong> (<em>25-7, 12-6 Pac 12</em>) <img class="alignright" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAABQCAYAAACOEfKtAAAKQWlDQ1BJQ0MgUHJvZmlsZQAASA2dlndUU9kWh8+9N73QEiIgJfQaegkg0jtIFQRRiUmAUAKGhCZ2RAVGFBEpVmRUwAFHhyJjRRQLg4Ji1wnyEFDGwVFEReXdjGsJ7601896a/cdZ39nnt9fZZ+9917oAUPyCBMJ0WAGANKFYFO7rwVwSE8vE9wIYEAEOWAHA4WZmBEf4RALU/L09mZmoSMaz9u4ugGS72yy/UCZz1v9/kSI3QyQGAApF1TY8fiYX5QKUU7PFGTL/BMr0lSkyhjEyFqEJoqwi48SvbPan5iu7yZiXJuShGlnOGbw0noy7UN6aJeGjjAShXJgl4GejfAdlvVRJmgDl9yjT0/icTAAwFJlfzOcmoWyJMkUUGe6J8gIACJTEObxyDov5OWieAHimZ+SKBIlJYqYR15hp5ejIZvrxs1P5YjErlMNN4Yh4TM/0tAyOMBeAr2+WRQElWW2ZaJHtrRzt7VnW5mj5v9nfHn5T/T3IevtV8Sbsz55BjJ5Z32zsrC+9FgD2JFqbHbO+lVUAtG0GQOXhrE/vIADyBQC03pzzHoZsXpLE4gwnC4vs7GxzAZ9rLivoN/ufgm/Kv4Y595nL7vtWO6YXP4EjSRUzZUXlpqemS0TMzAwOl89k/fcQ/+PAOWnNycMsnJ/AF/GF6FVR6JQJhIlou4U8gViQLmQKhH/V4X8YNicHGX6daxRodV8AfYU5ULhJB8hvPQBDIwMkbj96An3rWxAxCsi+vGitka9zjzJ6/uf6Hwtcim7hTEEiU+b2DI9kciWiLBmj34RswQISkAd0oAo0gS4wAixgDRyAM3AD3iAAhIBIEAOWAy5IAmlABLJBPtgACkEx2AF2g2pwANSBetAEToI2cAZcBFfADXALDIBHQAqGwUswAd6BaQiC8BAVokGqkBakD5lC1hAbWgh5Q0FQOBQDxUOJkBCSQPnQJqgYKoOqoUNQPfQjdBq6CF2D+qAH0CA0Bv0BfYQRmALTYQ3YALaA2bA7HAhHwsvgRHgVnAcXwNvhSrgWPg63whfhG/AALIVfwpMIQMgIA9FGWAgb8URCkFgkAREha5EipAKpRZqQDqQbuY1IkXHkAwaHoWGYGBbGGeOHWYzhYlZh1mJKMNWYY5hWTBfmNmYQM4H5gqVi1bGmWCesP3YJNhGbjS3EVmCPYFuwl7ED2GHsOxwOx8AZ4hxwfrgYXDJuNa4Etw/XjLuA68MN4SbxeLwq3hTvgg/Bc/BifCG+Cn8cfx7fjx/GvyeQCVoEa4IPIZYgJGwkVBAaCOcI/YQRwjRRgahPdCKGEHnEXGIpsY7YQbxJHCZOkxRJhiQXUiQpmbSBVElqIl0mPSa9IZPJOmRHchhZQF5PriSfIF8lD5I/UJQoJhRPShxFQtlOOUq5QHlAeUOlUg2obtRYqpi6nVpPvUR9Sn0vR5Mzl/OX48mtk6uRa5Xrl3slT5TXl3eXXy6fJ18hf0r+pvy4AlHBQMFTgaOwVqFG4bTCPYVJRZqilWKIYppiiWKD4jXFUSW8koGStxJPqUDpsNIlpSEaQtOledK4tE20Otpl2jAdRzek+9OT6cX0H+i99AllJWVb5SjlHOUa5bPKUgbCMGD4M1IZpYyTjLuMj/M05rnP48/bNq9pXv+8KZX5Km4qfJUilWaVAZWPqkxVb9UU1Z2qbapP1DBqJmphatlq+9Uuq43Pp893ns+dXzT/5PyH6rC6iXq4+mr1w+o96pMamhq+GhkaVRqXNMY1GZpumsma5ZrnNMe0aFoLtQRa5VrntV4wlZnuzFRmJbOLOaGtru2nLdE+pN2rPa1jqLNYZ6NOs84TXZIuWzdBt1y3U3dCT0svWC9fr1HvoT5Rn62fpL9Hv1t/ysDQINpgi0GbwaihiqG/YZ5ho+FjI6qRq9Eqo1qjO8Y4Y7ZxivE+41smsImdSZJJjclNU9jU3lRgus+0zwxr5mgmNKs1u8eisNxZWaxG1qA5wzzIfKN5m/krCz2LWIudFt0WXyztLFMt6ywfWSlZBVhttOqw+sPaxJprXWN9x4Zq42Ozzqbd5rWtqS3fdr/tfTuaXbDdFrtOu8/2DvYi+yb7MQc9h3iHvQ732HR2KLuEfdUR6+jhuM7xjOMHJ3snsdNJp9+dWc4pzg3OowsMF/AX1C0YctFx4bgccpEuZC6MX3hwodRV25XjWuv6zE3Xjed2xG3E3dg92f24+ysPSw+RR4vHlKeT5xrPC16Il69XkVevt5L3Yu9q76c+Oj6JPo0+E752vqt9L/hh/QL9dvrd89fw5/rX+08EOASsCegKpARGBFYHPgsyCRIFdQTDwQHBu4IfL9JfJFzUFgJC/EN2hTwJNQxdFfpzGC4sNKwm7Hm4VXh+eHcELWJFREPEu0iPyNLIR4uNFksWd0bJR8VF1UdNRXtFl0VLl1gsWbPkRoxajCCmPRYfGxV7JHZyqffS3UuH4+ziCuPuLjNclrPs2nK15anLz66QX8FZcSoeGx8d3xD/iRPCqeVMrvRfuXflBNeTu4f7kufGK+eN8V34ZfyRBJeEsoTRRJfEXYljSa5JFUnjAk9BteB1sl/ygeSplJCUoykzqdGpzWmEtPi000IlYYqwK10zPSe9L8M0ozBDuspp1e5VE6JA0ZFMKHNZZruYjv5M9UiMJJslg1kLs2qy3mdHZZ/KUcwR5vTkmuRuyx3J88n7fjVmNXd1Z752/ob8wTXuaw6thdauXNu5Tnddwbrh9b7rj20gbUjZ8MtGy41lG99uit7UUaBRsL5gaLPv5sZCuUJR4b0tzlsObMVsFWzt3WazrWrblyJe0fViy+KK4k8l3JLr31l9V/ndzPaE7b2l9qX7d+B2CHfc3em681iZYlle2dCu4F2t5czyovK3u1fsvlZhW3FgD2mPZI+0MqiyvUqvakfVp+qk6oEaj5rmvep7t+2d2sfb17/fbX/TAY0DxQc+HhQcvH/I91BrrUFtxWHc4azDz+ui6rq/Z39ff0TtSPGRz0eFR6XHwo911TvU1zeoN5Q2wo2SxrHjccdv/eD1Q3sTq+lQM6O5+AQ4ITnx4sf4H++eDDzZeYp9qukn/Z/2ttBailqh1tzWibakNml7THvf6YDTnR3OHS0/m/989Iz2mZqzymdLz5HOFZybOZ93fvJCxoXxi4kXhzpXdD66tOTSna6wrt7LgZevXvG5cqnbvfv8VZerZ645XTt9nX297Yb9jdYeu56WX+x+aem172296XCz/ZbjrY6+BX3n+l37L972un3ljv+dGwOLBvruLr57/17cPel93v3RB6kPXj/Mejj9aP1j7OOiJwpPKp6qP6391fjXZqm99Oyg12DPs4hnj4a4Qy//lfmvT8MFz6nPK0a0RupHrUfPjPmM3Xqx9MXwy4yX0+OFvyn+tveV0auffnf7vWdiycTwa9HrmT9K3qi+OfrW9m3nZOjk03dp76anit6rvj/2gf2h+2P0x5Hp7E/4T5WfjT93fAn88ngmbWbm3/eE8/syOll+AAAB1WlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS4xLjIiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyI+CiAgICAgICAgIDx0aWZmOkNvbXByZXNzaW9uPjE8L3RpZmY6Q29tcHJlc3Npb24+CiAgICAgICAgIDx0aWZmOlBob3RvbWV0cmljSW50ZXJwcmV0YXRpb24+MjwvdGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPgogICAgICAgICA8dGlmZjpPcmllbnRhdGlvbj4xPC90aWZmOk9yaWVudGF0aW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4K5JKPKQAADYNJREFUeAHtXGtwVdUVXnkTktyY8FYIFigGCIgEjAISGB6hKCGgVOurONpp6zj9U/sYp2Nr23EG+6MznU471U6lVdviVMEHggiiCUFiggUJEJFHwjs2hOTmefO6Xd/JPSf3nL1Ocu85NyHj3C9z5pyz9t5rrb3O3nut/biJ8fv9FIVzC8Q6LxotCQtEDeiyHUQN6NKA8S7Lo/hNfP0oAnyuJ4s/sPCLThSIiYATyWXBFU6ED6My81mXQ070iXZhJ1YLKhOJLmyw23+4mv64rcx4H84PT63Po8Vzb3atYkQNWFPbQFv3HXOt1FAwWLvwFlocAUHRLuzSiFEDRg3o0gIui0dboEsDRtSJ2OmyKncKPfvYMrvkfumd52spJj6e4ieM6jefXeKvX95Huw+dsUt2TR8SA465IYUWzZnsSNm6knKKSUqgUQXzHJWH7MHEsO7C/q5uany7mBrfKibq6RlMOzjmPawN2FpWSa2Hqqj14DHt7riWg1hwWBuw/pVd3PL85O/uJu15EA3hlPWwNWDnha+o6f2DRr2adh6grtp64324PAyJEyk7cZGe2LxdqbNnZBL95nsrKGVEgpLW+O5+6m5sNuhdVxsJtFGPFxo0/aG1vZN+8dIe8rb6dJJxh+zBxJAY8NSlesJlxf3LckTj+bt7eh2HpUDjWyU06rF7eB3d3HFG8ge4VNfE8/BKS4nBfzVrMvjyDAmxMUSP3yOHJs17y6m1TF2UaCk9Qs0f/9fgEfwAXuA51LhuBpw3/UbKv+0bYn21sEVK4R1EuzTwymWeQ43rZsCNS2dRYnycUl9/Ryd5d32i0HWC970D5O/s0l+NO3jdxzyHGtfFgHAe99pUtrn4MHVfa7K1Q1ddA7UcOCqmw4DgPZSIqBNZNm8KvffCI5r+HL3Rz/60myqrv1Lq88DyHJp6U6ZCB+Haqxz7DYBrr+6k1PzblFxTmOcDy2fTi++oWzSzbh5LLzy5imL4D7h16jilvBNCRA144xgP4QIqz9TSacHzIm0je18JvtMXqYkdyEBo2l1GHTVXKHHyeCXrxmWzRANCl0lj0ml2hAynCx60Lvzmx8eprUMdq8by5D7fZi/Cy/PenpY2XTfbe3dTK3nfKRHTwXucsIDQzrpsKz4ulnFDjIQBv2QFVvKFCLcWyvhY2TdtlC1anE0JovPo4oUD2SjgaQW8MRYbrADvdSxDAnSCbgHU8X0dX9AddXCESBjQy5L38JXKlzawvL2/io6c1mxpUiohLpZjP2wjq/DyVK3tSOj1wCJD8FQvmCNkQJYV0Am6BTCa7+l8QXfUwRFUKY7YaIU26EXtWt+SWyfT/GwcZFCBZSsJsclJlDBxrJRkGxNCBmRJsOhm6CzlDYUWKQNOY2EFENjm66SdB+WWtHFpDs/C1OlCx9lL1PTBp6K+qUtzKb0oX0zTnMk5taVDBmRJgG7QMQB031v0Fyf3SBlwPQtPgwJ7K85QozCpx8C+bskMUUeMfT3NgvPgo4vp6/MpvfAuiolTg+5ub4utMyliWeMy1NVo6AYdA0AG6O4YkTLgJl2DLTvlueqjq+fS+EwMkxawka699r6F2Ps6ImcKpa9dTCPnz6C0lQvEPPWvyXHjOJb1aMFcsYxFx+9yJrVbiCVVYiQMiGY1E6xPXbhKu8tPKVIwoCM+k9B+4iz5Tp2XkrSuG5OUqKV51t5FHJsr8FXVkO+LGoUOAmRKzgQ6QtcA4LLlrqHn6OceCQMaA/G24hPU1NahiENslmvnPLDfISA2Jdk09nlW30EJN8JxqrBbYIBMKeaEjpFyJm4NiOahGbCL1/AQPEvAwkFsjNpLetp82qaRVCZt5e2UNLXPY8dleMhz9yIpqxY/+tvVDweZkC0BunayzgFgHOxt6jolxLtbA97DcuZB1i72bmUnLihiU3hL8oEVcxQ6CGg5vqpzahpXPPPRbyn0jIcKKCZBnX22HzurrVYrBZgA2dDBCqxU7zp4UiejDqhL2HBrwHt1ifiiwhBFq26fRp4UeYXEi5mH2jApee50Sll0q87auCfPmcZ04WMwD7tuDNkFrIMES48xhiIprx3NjQGzmKnWTLCc/s6BL0QZdl2ovaqamj+SD4XewKGL1NKIW2Y6nImA5g8ryHdSaM2c126d8N0DJ7WtgAC7NXxHncKCGwMWsaQMSHt7/wmq87YqgqdMyKA1C6crdBDQYnqEcQtG8hQuEcuA6FmzUIwJe8dTeS69hs8CQhcroDN0DwAZMDcOC04NiD65SZdkiat0Mj225jZKTxlhvOsP3Y0t1PDP3fqr6Z66dB4lZmlTahNdf4kfl0mpK+SYEPFkD6/UWJHO3Ri6SLDojpgwLGfi1ID5LEiLUs/XNlJF1SVFN2xV2nWdpt0HqUOYgoGJ3bQtWABmJhI6qi+Tl9cKJdzHUztp+xS6ow4BwMr2zV/PFXR3akAMuNrwv73kBHULPxfDwJ09eUyQqL5HbE9KziOBT2DZhSp9pbkbF3BMKJ3WgjOxWZTInjxadCbQHXUIAPYIy5k4MSDiCKz98XkfvzUgBVmDnfNAF2veV6FnM90x24jP9Jho0ksc5/GskWPC5r0V8ryaGdnphKAadQkAdYvTXwa6q0HVQCV6V10mINuHn52h4iPVSom5U8dT0RJtdqekNbyxjzDgS4hLTyWkh4JYziuhp7WdGt7cx3EknKoZ0Am6HT59xZSAOqAuK+ZPBR3RO1Zp5Ek2cgTBiQFNsV/fh+vjirFvRKLAGvu6Nl0Mpb/63at9TFw8QUbmIxxhsUcPBnS6j+fHVgOiDogJAwZEEXTjkAwYbhdGy9Mi9rpGhADG6i6EaoDKUFICVpxbSj+XkiJKayk5Qm2fq4saEIKPazZrr2jUBXUKYC3fx+ov/d3DNSDGB80z7ODA+eLVJoX3HN71uiXLftIvbYorTFwSIMNuZgLdoKMVqMuOUmMyMJ7TQ5rahWNA9MlNEIwB1xI/gazh8bvlPQ9siF/79wd6tkG/QxZOdEmw0xF1CnImm7jsgM5EGKgkkRoNbk+LYCuqLlLp0XNKxlGeZFpv4zxwJMPufN+4ZzZRXNpIhV8oBGxx1j6/RcnadeUq4UxhxsPqosT6/Jn03JZ9dNXbZipXWnmOyrlueTMngn4nX7fz9Qle7BCOATGwal/EshRk8C5cmE0TxwphiOY8Sox8wQ9J0ybS2B8/qAz4wXn6fWbeDa/v4UXZC0o2xJsZD61WeE/kzf/CRdn0smX1HMtb29iZBAwI26DO/Row1C6cwYww9yXWV4z9+nUeR09Ty/7DKK4gfR0H/hZvqWTqj4AFBvAQ0FxymNoqTwspvTGh5EwQE6KOAaznu7bXoxOsd1hZn1jCw9ohnxOykHjgaA19ebFeyXcX/4yhIG+aQgcB5138fRvaRp5Y7rYZD3MLcQnwqHtxuzIPxkkvyE7e/JQiYRXrCp2LP68xpaFuqGPgZxlTOfEZvmxbIQz48wAHNNcBYVkKN/Jj/yHOcnIUiTht6uWjuRI8q/L4fEt/300qpdLAA7ykINz7bilNeP5JXsExdzboCp2tBgR31DHody26fVTBTDFzFbP0ERtbfHy+xJg3Ggmj+3EerZ8eo04e0CWkr0PDjgzsunHn5TpqLT8uCoHDg+5WoI6oayhACzShnJe6LwvxHTJ9dvISnb3SYMqPFwzINwVOZVkT7eKxpOlZlLp8vjW74/fU5QsIPKVFVeiQckeOwhs6Q/e/WZwJ6vj7raWEU7QSJoxKowUzMOMjUgy4+bViekNoZRIjnWZ33qXj3BX2kHv1bKZ7JocXOLYRKYBXJo+Fl599UWHZsHUPjf7hBl5nRHxsBnS3GhA5ntvykTlj0Nu9vGn/n99+R6OE1YWDeBiPk/gr5s2aZLwHP1x96S3qblBnK3GeFPKsk9f0gsuH+4yVbPC2AjpAFwnQHXVwCtcG3MBBaZxw3gXjTv2WHaJeabyelzhJnU6JmcMgYiUbvCXU/32HOBZCd9TBKVwZMF47xKMuHMBpXHr6D7aHJdPYYw4W7Hjj7A10wgzFCpyYRV2cwJUBV+d9kxbOnmyS6/vyPJ0tfJraOHi2Qw8fChos9DTZ84ZOZwp/QtAxGAtnZxHq4gSKE7Fj8m2OmRZbjHVnziRjEuH3dXDUzyeztn9MybkztMuOF843Y6K/9VA11Vvmo/i5wveL9Nhe5vCX7eXUYTmdmsnhyP25N1NH9RW64X6sh9qj/h/vaXsvyXx4CWdv0PZ+yT8IX7VgmqnQfg6oXx/gv5CEbMBl/EOWHxRhbi0DiozMzdYuOYeZiv+Y9PwrxXS85n+mBE9y4oAG/Omf3yev5QzOTN5/eXDlHBr/qydM/EJ9waFM6+HPhPjYAQ3oqguHqtzXOV/UgC6/btSAUQO6tIDL4iE7kerL16is0uz+3cn2Bx/2dseKS+Pg+KfHoJ+zeE5SAHUeCCEbcPO/SgnXcAUWAO548q9Drl50DHRp8qgBowZ0aQGXxaMt0KUBFSeyKCeL4i37By5lhFU8OTFhwPwbeCm+jTeMrhfyZmj7xpp4/BffNwKKhLSpdL2UHq5yo13Y5ZdBF94e4CEfZ3Ip4OtePBL/iPvrbqN+6xftwv2aZ+DE/wMO9GdUyBrgZQAAAABJRU5ErkJggg==" /><br />
Thursday, March 21<br />
4:20 p.m. PT<br />
TNT<br />
Salt Lake City, Utah<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>BU: </strong>1,625.8 mi.<br />
<strong>UA: </strong>828.2 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>BU</strong><strong>:</strong> W-W-W-W-W<br />
<strong>UA: </strong>L-W-W-L-L</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>BU</strong>: G, Ian Clark <em>(18.1 ppg, 3.3 rpg, 2.5</em> apg)<br />
<strong>UA</strong>: F, Solomon Hill <em>(13.4 ppg, 5.3 rpg, 2.8 apg)</em></p>
<p><strong>Synopsis: </strong>Each year Belmont makes the NCAA tournament it appears ready to take down a tournament-giant. Ask Duke from a few years back.</p>
<p>Now Arizona is up to the plate, and it couldn&#8217;t have picked a better time to try and knock off the Wildcats, who were once a top-five team in the NCAA.</p>
<p>Fortunately for Arizona, they are much better than what their record shows. But the numbers don&#8217;t lie, and it&#8217;s simply because this time likes to quit when it&#8217;s down.</p>
<p>Rest assured, if they quit, Belmont will make them pay.</p>
<p>The teams share a common opponent in Stanford of the Pac 12. Where Arizona defeated the Cardinal by seven at home, Belmont was victorious by eight in Palo Alto.</p>
<p>Look for Belmont to be a tough out, but expect Sean Miller to fully prepare his Wildcats for the challenge, as Arizona rises to the test, and moves on to the third round.</p>
<p><strong>Pick: </strong>Arizona</p>
<p style="text-align: center;"><img class="alignleft" alt="" src="data:image/png;base64,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" /> No. 14<strong> Harvard Crimson </strong><em><em><em>(19-9, 11-3 Ivy)</em></em> </em>vs. No. 3 <strong>New Mexico Lobos</strong> (29<em>-5, 13-3 MWC)</em> <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Thursday, March 21<br />
6:50 p.m. PT<br />
TNT<br />
Salt Lake City, Utah<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>HAR: </strong>2,360.4 mi.<br />
<strong>UNM: </strong>596.7 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>HAR</strong><strong>:</strong> W-W-L-L-W<br />
<strong>UNM: </strong>W-W-W-L-W</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>HAR</strong>: G, Siyani Chambers <em>(12.9 ppg, 2.6 rpg, 5.8</em> apg)<br />
<strong>UNM</strong>: G, Kendall Williams <em>(13.5 ppg, 3.6 rpg, 5.0 apg)</em></p>
<p><strong>Synopsis: </strong>A young (and smart) Harvard team can (and will) learn a lot from its matchup against the New Mexico Lobos.</p>
<p>Not only does the Crimson have to travel to the other side of the country, but it has to do so against just the fourth tournament team it will face this season. It is 1-2 this season, defeating just California in December.</p>
<p>On the other end, New Mexico is battle tested through and through again, going 12-4, priming itself as the darkhorse candidate out in the West region.</p>
<p>Harvard will use a 48.2 shooting percentage (12th in the nation) to try and topple the defensively-sound Lobos, but will find that youthful mistakes will cost it dearly.</p>
<p>Look for New Mexico to win this one comfortably.</p>
<p><strong>Pick: </strong>New Mexico</p>
<p style="text-align: center;"><img class="alignleft" alt="" 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" /> No. 10<strong> Iowa State Cyclones </strong><em><em><em>(22-11, 11-7 Big 12)</em></em> </em>vs. No. 7 <strong>Notre Dame Fighting Irish</strong> (27<em>-7, 13-5 MVC</em>) <img class="alignright" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAABQCAYAAACOEfKtAAAKQWlDQ1BJQ0MgUHJvZmlsZQAASA2dlndUU9kWh8+9N73QEiIgJfQaegkg0jtIFQRRiUmAUAKGhCZ2RAVGFBEpVmRUwAFHhyJjRRQLg4Ji1wnyEFDGwVFEReXdjGsJ7601896a/cdZ39nnt9fZZ+9917oAUPyCBMJ0WAGANKFYFO7rwVwSE8vE9wIYEAEOWAHA4WZmBEf4RALU/L09mZmoSMaz9u4ugGS72yy/UCZz1v9/kSI3QyQGAApF1TY8fiYX5QKUU7PFGTL/BMr0lSkyhjEyFqEJoqwi48SvbPan5iu7yZiXJuShGlnOGbw0noy7UN6aJeGjjAShXJgl4GejfAdlvVRJmgDl9yjT0/icTAAwFJlfzOcmoWyJMkUUGe6J8gIACJTEObxyDov5OWieAHimZ+SKBIlJYqYR15hp5ejIZvrxs1P5YjErlMNN4Yh4TM/0tAyOMBeAr2+WRQElWW2ZaJHtrRzt7VnW5mj5v9nfHn5T/T3IevtV8Sbsz55BjJ5Z32zsrC+9FgD2JFqbHbO+lVUAtG0GQOXhrE/vIADyBQC03pzzHoZsXpLE4gwnC4vs7GxzAZ9rLivoN/ufgm/Kv4Y595nL7vtWO6YXP4EjSRUzZUXlpqemS0TMzAwOl89k/fcQ/+PAOWnNycMsnJ/AF/GF6FVR6JQJhIlou4U8gViQLmQKhH/V4X8YNicHGX6daxRodV8AfYU5ULhJB8hvPQBDIwMkbj96An3rWxAxCsi+vGitka9zjzJ6/uf6Hwtcim7hTEEiU+b2DI9kciWiLBmj34RswQISkAd0oAo0gS4wAixgDRyAM3AD3iAAhIBIEAOWAy5IAmlABLJBPtgACkEx2AF2g2pwANSBetAEToI2cAZcBFfADXALDIBHQAqGwUswAd6BaQiC8BAVokGqkBakD5lC1hAbWgh5Q0FQOBQDxUOJkBCSQPnQJqgYKoOqoUNQPfQjdBq6CF2D+qAH0CA0Bv0BfYQRmALTYQ3YALaA2bA7HAhHwsvgRHgVnAcXwNvhSrgWPg63whfhG/AALIVfwpMIQMgIA9FGWAgb8URCkFgkAREha5EipAKpRZqQDqQbuY1IkXHkAwaHoWGYGBbGGeOHWYzhYlZh1mJKMNWYY5hWTBfmNmYQM4H5gqVi1bGmWCesP3YJNhGbjS3EVmCPYFuwl7ED2GHsOxwOx8AZ4hxwfrgYXDJuNa4Etw/XjLuA68MN4SbxeLwq3hTvgg/Bc/BifCG+Cn8cfx7fjx/GvyeQCVoEa4IPIZYgJGwkVBAaCOcI/YQRwjRRgahPdCKGEHnEXGIpsY7YQbxJHCZOkxRJhiQXUiQpmbSBVElqIl0mPSa9IZPJOmRHchhZQF5PriSfIF8lD5I/UJQoJhRPShxFQtlOOUq5QHlAeUOlUg2obtRYqpi6nVpPvUR9Sn0vR5Mzl/OX48mtk6uRa5Xrl3slT5TXl3eXXy6fJ18hf0r+pvy4AlHBQMFTgaOwVqFG4bTCPYVJRZqilWKIYppiiWKD4jXFUSW8koGStxJPqUDpsNIlpSEaQtOledK4tE20Otpl2jAdRzek+9OT6cX0H+i99AllJWVb5SjlHOUa5bPKUgbCMGD4M1IZpYyTjLuMj/M05rnP48/bNq9pXv+8KZX5Km4qfJUilWaVAZWPqkxVb9UU1Z2qbapP1DBqJmphatlq+9Uuq43Pp893ns+dXzT/5PyH6rC6iXq4+mr1w+o96pMamhq+GhkaVRqXNMY1GZpumsma5ZrnNMe0aFoLtQRa5VrntV4wlZnuzFRmJbOLOaGtru2nLdE+pN2rPa1jqLNYZ6NOs84TXZIuWzdBt1y3U3dCT0svWC9fr1HvoT5Rn62fpL9Hv1t/ysDQINpgi0GbwaihiqG/YZ5ho+FjI6qRq9Eqo1qjO8Y4Y7ZxivE+41smsImdSZJJjclNU9jU3lRgus+0zwxr5mgmNKs1u8eisNxZWaxG1qA5wzzIfKN5m/krCz2LWIudFt0WXyztLFMt6ywfWSlZBVhttOqw+sPaxJprXWN9x4Zq42Ozzqbd5rWtqS3fdr/tfTuaXbDdFrtOu8/2DvYi+yb7MQc9h3iHvQ732HR2KLuEfdUR6+jhuM7xjOMHJ3snsdNJp9+dWc4pzg3OowsMF/AX1C0YctFx4bgccpEuZC6MX3hwodRV25XjWuv6zE3Xjed2xG3E3dg92f24+ysPSw+RR4vHlKeT5xrPC16Il69XkVevt5L3Yu9q76c+Oj6JPo0+E752vqt9L/hh/QL9dvrd89fw5/rX+08EOASsCegKpARGBFYHPgsyCRIFdQTDwQHBu4IfL9JfJFzUFgJC/EN2hTwJNQxdFfpzGC4sNKwm7Hm4VXh+eHcELWJFREPEu0iPyNLIR4uNFksWd0bJR8VF1UdNRXtFl0VLl1gsWbPkRoxajCCmPRYfGxV7JHZyqffS3UuH4+ziCuPuLjNclrPs2nK15anLz66QX8FZcSoeGx8d3xD/iRPCqeVMrvRfuXflBNeTu4f7kufGK+eN8V34ZfyRBJeEsoTRRJfEXYljSa5JFUnjAk9BteB1sl/ygeSplJCUoykzqdGpzWmEtPi000IlYYqwK10zPSe9L8M0ozBDuspp1e5VE6JA0ZFMKHNZZruYjv5M9UiMJJslg1kLs2qy3mdHZZ/KUcwR5vTkmuRuyx3J88n7fjVmNXd1Z752/ob8wTXuaw6thdauXNu5Tnddwbrh9b7rj20gbUjZ8MtGy41lG99uit7UUaBRsL5gaLPv5sZCuUJR4b0tzlsObMVsFWzt3WazrWrblyJe0fViy+KK4k8l3JLr31l9V/ndzPaE7b2l9qX7d+B2CHfc3em681iZYlle2dCu4F2t5czyovK3u1fsvlZhW3FgD2mPZI+0MqiyvUqvakfVp+qk6oEaj5rmvep7t+2d2sfb17/fbX/TAY0DxQc+HhQcvH/I91BrrUFtxWHc4azDz+ui6rq/Z39ff0TtSPGRz0eFR6XHwo911TvU1zeoN5Q2wo2SxrHjccdv/eD1Q3sTq+lQM6O5+AQ4ITnx4sf4H++eDDzZeYp9qukn/Z/2ttBailqh1tzWibakNml7THvf6YDTnR3OHS0/m/989Iz2mZqzymdLz5HOFZybOZ93fvJCxoXxi4kXhzpXdD66tOTSna6wrt7LgZevXvG5cqnbvfv8VZerZ645XTt9nX297Yb9jdYeu56WX+x+aem172296XCz/ZbjrY6+BX3n+l37L972un3ljv+dGwOLBvruLr57/17cPel93v3RB6kPXj/Mejj9aP1j7OOiJwpPKp6qP6391fjXZqm99Oyg12DPs4hnj4a4Qy//lfmvT8MFz6nPK0a0RupHrUfPjPmM3Xqx9MXwy4yX0+OFvyn+tveV0auffnf7vWdiycTwa9HrmT9K3qi+OfrW9m3nZOjk03dp76anit6rvj/2gf2h+2P0x5Hp7E/4T5WfjT93fAn88ngmbWbm3/eE8/syOll+AAAB1WlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS4xLjIiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyI+CiAgICAgICAgIDx0aWZmOkNvbXByZXNzaW9uPjE8L3RpZmY6Q29tcHJlc3Npb24+CiAgICAgICAgIDx0aWZmOlBob3RvbWV0cmljSW50ZXJwcmV0YXRpb24+MjwvdGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPgogICAgICAgICA8dGlmZjpPcmllbnRhdGlvbj4xPC90aWZmOk9yaWVudGF0aW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4K5JKPKQAAC15JREFUeAHtXGlwFNcR7hmtjpVWt0ACSREIhDCHMWDuMgIssB0MToyLkBD/SKXsMqlyCuKkSIpgBZd/4B8um6hcrjgxocpUDg6T4MQ2YAPG2Oa0McIEsIwkhEASkhA6VsceL92zO7O72pnZNzs6FrRdJWb2ve5+Pd+8o1+/HgTGGEQpfATE8EWjkoRAFECT/SAKYBRAkwiYFI/2wCiAJhEwKR7tgSYBtJiUBwHp9b++WwqWxGK659bnZg7m7Piq9dqF02VlZW5uORXG1/+8+wExIWUuiEKsSrXhIuZ21HffqDu4ceOzd0IJC2YcacQrFcY++g5Ys1aEakizvrftJFTufwLtaNDk0aiQXtjIWZshc8If6E1qsIVX7Oq5CXWfr2Xt14/oKTA3hEfM/IUp8MiyuJQ5UFD6Gj5/jJ6hqnW23EWQVfz7fgePGouJHwU5s7ahXUmqbXsLzQ3h5OxS0pOTArB+KYPkeP5tYYtdgJ0nBLhcjwoSs1dDatFevKM/fkrKWYrMsTHYDX75MIPxI/jb12qE5pIdnwlwtgY7dJxtKiSMmoFFn2rxmwNQtEhvJy+dwdRcY8aPAQapVga/3SuCvRd7X/b9Zfi2j+BQbtEyNrhcsFFZYhzAnLH4AhOCOcIpmZgDCKBXUmRSG1p6zA1hLa2c5eNGAPx0rhd4i3Uq5Je8zCkaMWxDCiCh8MhkBiOSvXjY8n8mJOeXRAw6HIYMOYAJ6HisftDbCwVIgJHTX8Kh3L8rKgcQ4bIMOYBkeOl9NId6HyEhdSGkjqXF4a6giAAwDpeydYvcvkUgZ0a5ICTjDBn5FBEAEkwFmQArp3mHcox1Aoye8kLkwwcQ5Mbg9GMBa84MiIHEkA+QMxcdCICbdwT4toFBUrxHQsQZjBYG8s+M0MoHGHz+nQBVTSiVUrhOyCg+B4428hTVKW1iBlV09QKcqxVgnJ8fmIEOFs2vPNTcAdDj9HDSK6xs9JNiYrvfr6DbgK2cEJ85CXLnbQNremkQp4ECAvCZhczXowzIfoEAvvxf82vIomIGv3nE26N12r+F8Dy3U4RuhwqT23UHrh6Yz3qaL6rUSkVKH9m27S/ZMGbxe2bBI61utPtmq1aT+uXzxjGYWRD6wfW1eEZFKB6qb+kEdfCoUoxJhTEPHxXiM6bQTzXyDeH0vKVgsRYS09JJDKblq7Hzl9HuJFx6roTBZcOhhcDWUjh3JaPSAH7dp6c6XQDHKwHOVONIsMSPgIKSPQjiU6yn5UJgK35zoBAjpsuVNJkXDuEaOBofanRa+C9Afg6eKwG9GId7X3qoCKD8MMDRywhirK1YC0RlCPsroDlsuBMtQM8vYUBzqUQ+EAOGsyqAwx08+fkJxBeW9QFxTOlh/zkxCqCMlsaVRmNAT1TmxMzJJBIFUAM4/2LV4Zw//43y8vL4KID+SOncyyAuGO+dE+Nwz56UXxIFUAe0vlUE4lMzvQDils0dZ52gCqAreFXvq2vY/o7zO7mhsJviSLudTtqBSrTrtACTveGlVCtAyQQ+RM9fF6C62aOjMIvBFDlE5dVr9nIJd8VXGvh8rHTcyT9UFNru23Y88PjWozMe0SAZOiLgJQVA1nLzADjs/4PYxPuOVwqSJ05KKLQ5PZ9BCgKpR048jSk/LMAN7xZu5TRAAEM/gJ7OvnX0gHQQ1dnTtyb4dzGea/AA2NgG8KdPfC+FQmtqjnVwC54SZQhv2PDzFqj9eDl0NuwBYN7YBN4hBg7c2oQiNwIoRzRC8frXf3hBgF1nfA/gX9f3fmwWwNPyGUrfyn763as8OZ9CBUBiZ12tVVBzaDVUfjgV2mrf4VNhjqsXX86+LwWo5TyLW4ZnKNl4jBopFAAgGYXHioz1NF2C3s6bg2VkWzfA308JUm8P1SYN4x/N6t+pIVSbevVBAOoxD2Qdzbsnq/iG8pKJDKZ/LzJAjBgAXTiHvnVMAIoOh6JYdCUo5EUewlBTxABIQDTgirgX50MeysPg2w+mD30vjCgACbgD3whAYXYeevx+hucgPJwDxxNxANLZBK9bQw7v2gF2a0JBH3EAksHkG9KiwkOUVDQb/4aKIhJAOpT620kB2tG94aG1c4xtv3h08vJEJIBkfA3uqfd/zdcLx48EWI7z4VBQxAJIYOw/5wtOhALnh7gi08o82BTRAHZg0ODNo3wmkk9IviH5iINJfNYNpkV92rpQB/DlNb6hTLuTxbhLGUwKAhBjhKlC+rgnwZo2aTAN0WuLQliqqRcqQrRPppDUYFEAgEJi7nwoWvUZjJ6/F5JyHh8sI0K1Q4noH6Brw0OU8L4MMysGixQAX33j7QIoWPguxFql4zrZAHqbdBYQiigTK20A96bk1gRkTekY9PS88BKbKHhsdH+tdPbY1LwlIFqyyS46OJlZ4IlG06cLctqajs1SKtum5W5obPf0lMwkvl6wAJOJKFDKQ6Gi4rIOG6bZKRkFcqHGNR8T5Lau8tgaF8OgSEJAg1mlWAEQY/c2uZ4a530oWYauFOjMTuEDTpbLxFYzbcZkZNn+uNJ20OgnGv7tKkPYv5BvtvGXGD73nb1+6LiZWxXA4QOHsSelKNHbn8oAMqfQ03o2CiAnhgTe1g9EX95iZ8PulrpLp3xzIKei4cgmg0fn0hLZm49BzUcbysoORYdwqA5hxwR26nkKeI6Oy1D9yRo8emsg2egQ1kGQet7mf/nAy0oSjxVYLi9mzHdiqQogndUOd1Ibtpt+smBN9cWLAce9vjnQ1XtdBm37cRGKc8z5ZpNG4SeohaF1kDknr8orm2yBsesKzOnOUrxYY7IE1H/OB7ZPaSr0vbBy2E9zHg7b9evfDwCPWlIAvN1x7RD0tp3AL8jnVmAEpKIuUKkxszxfHc0pDC1V2SjAnrPm2qJAw7pFoV+WmjX0mYNu+47OS545zzds/fUEfmgjCFmQu2ATJOetAcGS6s+ocR+HOxgpAkfZUFZvVhPtKSnMzpPVReGqPx4WlawEysOhXiERA+wLTDuVyJNdFktpuL/7PoP5uC00ShSo+NUuZSZzoCFOEMAFju4aaK/eC/VnX8cF47aW3gAAZSYMaeGmzCp/xSsXB1/HLdsN8cnz6JOIrU+6ufbMwUoCSwjADf8UPZ97uZw3oPr9EuhxdAVyeX/ZRhZD3oJ9IIoptPV8ZZVxGwIAbKx4EZqubMcoAL44exMCh31bn5Qh7M+GgnjEDfSnS0LRE9Kry0jkCzjoKvNWUkSZAhFVTditYmISoKetBe1p0ZCtE3LnvQlp4zfS93V0hvLj2cZ7oaLbaW9lzI5jgp+UvssvEmGcNy68CswtDbF/4xnKNS2oB8jsux5AxtpvQWPFZsKHjkF5z1D6C8+7HkAJiOaK7dDdepzuz6Mz9jV++jpYdE8AiHNkF/bCF/F/UpFWbDpDCSdbNhzQ7wkA6cFZe/UR6Li+g+7JOT/AeYZC/GaoXwA0se6p2h62vtqjm8DRJX0cvRPPUK7eUlXfr4Wqbgx3C87e24DO89VbAhz8BsCWwC2pyUhJ3t+hPolc3eicAEfKpYcdh3KzkFn8EuTM/gdl8r91TJRSPvT+64Ez1R5Z6V9B013yYwq8NQdgR90+SMx6lL612PbxAEzcd2r3ISgYUDJALVf2QMbEr3BLOt3QltTZXQW3Kz8y0JLEam4IN1XsgDs1r1FmutGGdflJn71+F9SfekWXT6USRV1w4/SzOJRxTHCSq6sG6r54BmWlGB+nlMSmupUzooB43zt4bKxotU0Q3YK5F+Jt2NnTfmnFsoVVRu3w59+yZYvlwYUrpomigLlb2oSRF3t1d/2J5x97THvPrS0O/QKgjv57vqpfesw9j5LOA0YB1AGHpyoKIA9KOjxRAHXA4amKAsiDkg7P/wEHPmf+65J+mQAAAABJRU5ErkJggg==" /><br />
Friday, March 22<br />
6:45 p.m. PT<br />
CBS<br />
Dayton, Ohio<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>ISU: </strong>612.2 mi.<br />
<strong>ND: </strong>255.1 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>ISU</strong><strong>:</strong> L-W-W-W-L<br />
<strong>ND</strong><strong>: </strong>L-W-W-L-W</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>ISU</strong>: G, Will Clyburn <em>(15.0 ppg, 7.1 rpg, 2.1</em> apg)<br />
<strong>ND</strong>: G, Jerian Grant <em>(13.4 ppg, 2.8 rpg, 5.6 apg)</em></p>
<p><strong>Synopsis: </strong>The best matchup of the West region&#8217;s second round is Iowa State against Notre Dame. These are two teams that are very excitable, and capable of making a run as the tournament&#8217;s Cinderella.</p>
<p>Iowa State scores 79.6 points per game (4th in the nation), and is ranked in the top-25 in rebounds and assists too.</p>
<p>While the Irish can&#8217;t match those numbers, it&#8217;s because they play a different ballgame, one that is synonymous with the rugged conference that is the Big East.</p>
<p>Place them together and you get an exciting game, one which is going to play out in Iowa State&#8217;s favor, as the Irish continue to struggle. They&#8217;re 6-4 in their last 10 games.</p>
<p>But so are the Cyclones. Take the scoring numbers here and have faith in Iowa State as it advances.</p>
<p><strong>Pick: </strong>Iowa State</p>
<p style="text-align: center;"><img class="alignleft" alt="" 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" /> No. 15<strong> Iona Gaels </strong><em><em><em>(20-13, 11-7 MAAC)</em></em> </em>vs. No. 2 <strong>Ohio State Buckeyes</strong> (26<em>-7, 13-5 Big Ten</em>) <img alt="" src="data:image/png;base64,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" /><br />
Friday, March 22<br />
4:15 p.m. PT<br />
CBS<br />
Dayton, Ohio<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
<strong>ION</strong></em><strong>: </strong>626.8 mi.<br />
<strong>OSU: </strong>71.7 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>ION</strong><strong>:</strong> W-W-W-W-W<br />
<strong>OSU</strong><strong>: </strong>W-W-W-W-W</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>ION</strong>: G, Lamont &#8220;Momo&#8221; Jones <em>(23.0 ppg, 3.1 rpg, 3.5</em> apg)<br />
<strong>OSU</strong>: F, Deshaun Thomas <em>(19.5 ppg, 6.2 rpg, 1.3 apg)</em></p>
<p><strong>Synopsis: </strong>Iona is no stranger to the NCAA tournament, nor does it have a hard time scoring (ranked second in the nation at 80.7/game). But its upcoming matchup against Ohio State is no joke.</p>
<p>Iona won its last five games of the season to capture the MAAC championship after losing six of seven. It went 1-1 against tournament teams, dropping a contest against La Salle by 14 points.</p>
<p>La Salle is no Ohio State, and playing just over 70 miles away from Columbus, the Buckeyes will be ready and pumped.</p>
<p>Each of the Buckeyes&#8217; losses came against top-20 teams, stymieing its competition on its path throughout the season.</p>
<p>Expect a blowout in this one. Really, Iona&#8217;s only hope is for Momo Jones to go lights-out the entire game. But the crowd will silence the Gaels.</p>
<p><strong>Pick: </strong>Ohio State</p>
]]></content:encoded>
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		<title>NCAA Tournament Previews: Midwest Region</title>
		<link>http://ijonathangarza.com/2013/03/19/ncaa-tournament-previews-midwest-region/</link>
		<comments>http://ijonathangarza.com/2013/03/19/ncaa-tournament-previews-midwest-region/#comments</comments>
		<pubDate>Tue, 19 Mar 2013 16:24:45 +0000</pubDate>
		<dc:creator>Jonathan Garza</dc:creator>
				<category><![CDATA[College BB]]></category>
		<category><![CDATA[cbs]]></category>
		<category><![CDATA[duke]]></category>
		<category><![CDATA[louisville]]></category>
		<category><![CDATA[march madness]]></category>
		<category><![CDATA[michigan state]]></category>
		<category><![CDATA[midwest region]]></category>
		<category><![CDATA[ncaa tournament]]></category>
		<category><![CDATA[tbs]]></category>
		<category><![CDATA[tnt]]></category>
		<category><![CDATA[trutv]]></category>

		<guid isPermaLink="false">http://ijonathangarza.com/?p=2850</guid>
		<description><![CDATA[The brackets have finally been released, and March Madness is just a day from getting under way. In the first of the bracket analyses, let&#8217;s take a look at the Midwest region. Join the i, Jonathan Garza.com ESPN challenge today! Here&#8217;s a look at my predictions across the tournament, followed by in-depth analysis from every [...]]]></description>
				<content:encoded><![CDATA[<p>The brackets have <em>finally</em> been released, and March Madness is just a day from getting under way.</p>
<p>In the first of the bracket analyses, let&#8217;s take a look at the Midwest region.</p>
<p><a href="http://games.espn.go.com/tournament-challenge-bracket/en/group?groupID=79215&amp;entryID=1247495" target="_blank">Join the i, Jonathan Garza.com ESPN challenge today! </a></p>
<p>Here&#8217;s a look at my predictions across the tournament, followed by in-depth analysis from every first and second round matchup.</p>
<p><strong>Round of 64 winners:</strong></p>
<ul>
<li>Louisville</li>
<li>Missouri</li>
<li>Oregon</li>
<li>Saint Louis</li>
<li>Saint Mary&#8217;s</li>
<li>Michigan State</li>
<li>Cincinnati</li>
<li>Duke</li>
</ul>
<p><strong>Round of 32 winners:</strong></p>
<ul>
<li>Louisville</li>
<li>Oregon</li>
<li>Michigan State</li>
<li>Duke</li>
</ul>
<p><strong>Sweet 16 winners: </strong></p>
<ul>
<li>Louisville</li>
<li>Michigan State</li>
</ul>
<p><strong>Region winner: </strong></p>
<ul>
<li>Michigan State</li>
</ul>
<p><span style="text-decoration: underline;"><strong>Play-in games</strong></span></p>
<p style="text-align: center;"><strong><img class="alignleft" alt="" src="http://a.espncdn.com/combiner/i?img=/i/teamlogos/ncaa/500/2448.png?w=80&amp;h=80&amp;transparent=true" width="80" height="80" /></strong>No. 16<strong> North Carolina A&amp;T Aggies </strong><em>(19-16, 8-8 MEAC) </em>vs. No. 16 <strong>Liberty Flames </strong><em>(15-20, 6-10 Big South)</em> <img class="alignright" alt="" src="http://a.espncdn.com/combiner/i?img=/i/teamlogos/ncaa/500/2335.png?w=80&amp;h=80&amp;transparent=true" width="80" height="80" /><br />
Tuesday, March 19<br />
3:40 p.m. PT<br />
TruTV<br />
Dayton, Ohio<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>NCAT: </strong>437.0 mi.<strong>LIB: </strong>420.6 mi.<strong><br />
</strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>NCAT:</strong> L-W-W-W-W<br />
<strong>LIB:</strong> W-W-W-W-W</p>
<p style="text-align: center;"><em>Players to watch out for:</em><br />
<strong>NCAT: </strong>F, Adrian Powell <em>(12.5 ppg, 5.0 rpg, 1.9 apg)<br />
</em><strong>LIB</strong><strong></strong>: G, John Caleb Sanders <em>(14.2 ppg, 4.0 rpg, 3.5 apg)</em></p>
<p style="text-align: left;"><strong>Synopsis: </strong>One team struggled to score this season, while the other began the season 1-10.</p>
<p style="text-align: left;">The Aggies of North Carolina A&amp;T are making their first appearance since 1995, winning the Mid-Eastern Athletic Conference tournament, despite scoring a pedestrian 62.2 points per game this season (290th in the nation).</p>
<p style="text-align: left;">Meanwhile, the Liberty Flames have caught fire at the right time, winning six of its last seven games to finish the season at 15-20, and securing an NCAA berth for the first time since 2004.</p>
<p style="text-align: left;">While the trendy pick would be to go in favor of the Aggies, don&#8217;t sleep on the Flames, who defeated MEAC tournament favorite, Charleston Southern, 87-76 to secure its berth. This despite Charleston Southern being ranked highly in both points scored and rebounds in the nation.</p>
<p style="text-align: left;"><strong>Pick: </strong>Liberty</p>
<p style="text-align: center;"><strong><img class="alignleft" alt="" 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" /></strong>No. 11<strong> Saint Mary&#8217;s Gaels </strong><em><em>(27-6, 14-2 WCC)</em> </em>vs. No. 11 <strong>Mid Tennessee Blue Raiders</strong> (<em>28-5, 19-1 Sun Belt</em>) <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Tuesday, March 19<br />
6:10 p.m. PT<br />
TruTV<br />
Dayton, Ohio<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>SMC: </strong>2,378.1 mi.<br />
<strong>MTU: </strong>355.9 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>SMC</strong><strong>:</strong> W-W-W-W-L<br />
<strong>MTU: </strong>W-W-W-W-L</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>SMC</strong><strong></strong>: G, Matthew Dellavedova <em>(15.8 ppg, 3.3 rpg, 6.4</em> apg)<br />
<strong>MTU</strong>: G, Marcos Knight <em>(12.5 ppg, 5.8 rpg, 2.4 apg)</em></p>
<p><strong>Synopsis: </strong>Two teams that on paper form one of the best matchups in the tournament couldn&#8217;t be more mismatched.</p>
<p>The Gaels of Saint Mary&#8217;s played an easy schedule, playing a ranked opponent just three times, all being Gonzaga, and suffering defeat each time.</p>
<p>However, Saint Mary&#8217;s was able to beat tournament teams Pacific and Harvard, albeit dropping a separate matchup with the Tigers. They were the lone team that stood tall as the competition to Gonzaga, but again, fell thrice.</p>
<p>For Middle Tennessee it was a tale of domination throughout the Sun Belt until the semifinals of the Sun Belt tournament, where it unexpectedly fell to Florida International, dropping them to the play-in game.</p>
<p>The Blue Raiders are 3-3 against tournament teams this season, albeit, two of those wins came against conference champion, Western Kentucky.</p>
<p>Expect the Blue Raiders to hang competitive with the Gaels for at least the first half. But, the tournament experience of Dellavedova and Saint Mary&#8217;s will be too much to handle.</p>
<p><strong>Pick: </strong>Saint Mary&#8217;s</p>
<p><span style="text-decoration: underline;"><strong>Tournament action</strong></span></p>
<p style="text-align: center;"><strong><img class="alignleft" alt="" src="http://a.espncdn.com/combiner/i?img=/i/teamlogos/ncaa/500/2335.png?w=80&amp;h=80&amp;transparent=true" width="80" height="80" /></strong>No. 16<strong> Liberty Flames* </strong><em><em>(15-20, 6-10 Big South)</em> </em>vs. No. 1 <strong></strong><strong>Louisville Cardinals</strong> (29-5, 14-4 Big East) <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Thursday, March 21<br />
3:40 p.m. PT<br />
TBS<br />
Lexington, Kentucky<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:</em><strong></strong><br />
<strong>LIB: </strong>402.4 mi.<br />
<strong>LOU: </strong>77.8 mi.<br />
<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>LIB:</strong> W-W-W-W-W<br />
<strong>LOU: </strong>W-W-W-W-W</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>LIB</strong><strong></strong>: G, John Caleb Sanders <em>(14.2 ppg, 4.0 rpg, 3.5</em> apg)<br />
<strong>LOU</strong>: G, Peyton Siva <em>(10.0 ppg, 2.3 rpg, 5.9 apg)</em></p>
<p><strong>Synopsis: </strong>The juggernauts from the Big East, the Louisville Cardinals, rightfully earned the top-overall seed in the NCAA tournament. Luckily for them, history will continue to favor the No. 1 seed, at least in this matchup.</p>
<p>While the Flames will press hard against the Aggies in their play-in matchup, Liberty cannot match up with the athleticism of the Cardinals, who flipped a switch after a five-overtime defeat against Notre Dame on Feb. 9 in South Bend.</p>
<p>In fact, Louisville went on to defeat Notre Dame by 12 points in the Big East semifinals.</p>
<p>The Cardinals have won 10 straight games, with a 58-53 victory over then-No. 12 Syracuse on March 2 being its closest matchup. A rematch with the Orange in the Big East finals saw the Cardinals outscore Syracuse by <em>30 points </em>in the second half.</p>
<p>Expect the bench to play throughout the second half in this game.</p>
<p><strong>Pick: </strong>Louisville<br />
*<em>denotes alleged winner of play-in game</em></p>
<p>&nbsp;</p>
<p style="text-align: center;"><strong><img class="alignleft" alt="" 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" /></strong>No. 9<strong> Missouri Tigers </strong><em><em>(23-10, 11-7 SEC)</em> </em>vs. No. 8 <strong></strong><strong>Colorado State Rams</strong> (25-8, 11-5 Mountain West) <img class="alignright" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAABQCAYAAACOEfKtAAAKQWlDQ1BJQ0MgUHJvZmlsZQAASA2dlndUU9kWh8+9N73QEiIgJfQaegkg0jtIFQRRiUmAUAKGhCZ2RAVGFBEpVmRUwAFHhyJjRRQLg4Ji1wnyEFDGwVFEReXdjGsJ7601896a/cdZ39nnt9fZZ+9917oAUPyCBMJ0WAGANKFYFO7rwVwSE8vE9wIYEAEOWAHA4WZmBEf4RALU/L09mZmoSMaz9u4ugGS72yy/UCZz1v9/kSI3QyQGAApF1TY8fiYX5QKUU7PFGTL/BMr0lSkyhjEyFqEJoqwi48SvbPan5iu7yZiXJuShGlnOGbw0noy7UN6aJeGjjAShXJgl4GejfAdlvVRJmgDl9yjT0/icTAAwFJlfzOcmoWyJMkUUGe6J8gIACJTEObxyDov5OWieAHimZ+SKBIlJYqYR15hp5ejIZvrxs1P5YjErlMNN4Yh4TM/0tAyOMBeAr2+WRQElWW2ZaJHtrRzt7VnW5mj5v9nfHn5T/T3IevtV8Sbsz55BjJ5Z32zsrC+9FgD2JFqbHbO+lVUAtG0GQOXhrE/vIADyBQC03pzzHoZsXpLE4gwnC4vs7GxzAZ9rLivoN/ufgm/Kv4Y595nL7vtWO6YXP4EjSRUzZUXlpqemS0TMzAwOl89k/fcQ/+PAOWnNycMsnJ/AF/GF6FVR6JQJhIlou4U8gViQLmQKhH/V4X8YNicHGX6daxRodV8AfYU5ULhJB8hvPQBDIwMkbj96An3rWxAxCsi+vGitka9zjzJ6/uf6Hwtcim7hTEEiU+b2DI9kciWiLBmj34RswQISkAd0oAo0gS4wAixgDRyAM3AD3iAAhIBIEAOWAy5IAmlABLJBPtgACkEx2AF2g2pwANSBetAEToI2cAZcBFfADXALDIBHQAqGwUswAd6BaQiC8BAVokGqkBakD5lC1hAbWgh5Q0FQOBQDxUOJkBCSQPnQJqgYKoOqoUNQPfQjdBq6CF2D+qAH0CA0Bv0BfYQRmALTYQ3YALaA2bA7HAhHwsvgRHgVnAcXwNvhSrgWPg63whfhG/AALIVfwpMIQMgIA9FGWAgb8URCkFgkAREha5EipAKpRZqQDqQbuY1IkXHkAwaHoWGYGBbGGeOHWYzhYlZh1mJKMNWYY5hWTBfmNmYQM4H5gqVi1bGmWCesP3YJNhGbjS3EVmCPYFuwl7ED2GHsOxwOx8AZ4hxwfrgYXDJuNa4Etw/XjLuA68MN4SbxeLwq3hTvgg/Bc/BifCG+Cn8cfx7fjx/GvyeQCVoEa4IPIZYgJGwkVBAaCOcI/YQRwjRRgahPdCKGEHnEXGIpsY7YQbxJHCZOkxRJhiQXUiQpmbSBVElqIl0mPSa9IZPJOmRHchhZQF5PriSfIF8lD5I/UJQoJhRPShxFQtlOOUq5QHlAeUOlUg2obtRYqpi6nVpPvUR9Sn0vR5Mzl/OX48mtk6uRa5Xrl3slT5TXl3eXXy6fJ18hf0r+pvy4AlHBQMFTgaOwVqFG4bTCPYVJRZqilWKIYppiiWKD4jXFUSW8koGStxJPqUDpsNIlpSEaQtOledK4tE20Otpl2jAdRzek+9OT6cX0H+i99AllJWVb5SjlHOUa5bPKUgbCMGD4M1IZpYyTjLuMj/M05rnP48/bNq9pXv+8KZX5Km4qfJUilWaVAZWPqkxVb9UU1Z2qbapP1DBqJmphatlq+9Uuq43Pp893ns+dXzT/5PyH6rC6iXq4+mr1w+o96pMamhq+GhkaVRqXNMY1GZpumsma5ZrnNMe0aFoLtQRa5VrntV4wlZnuzFRmJbOLOaGtru2nLdE+pN2rPa1jqLNYZ6NOs84TXZIuWzdBt1y3U3dCT0svWC9fr1HvoT5Rn62fpL9Hv1t/ysDQINpgi0GbwaihiqG/YZ5ho+FjI6qRq9Eqo1qjO8Y4Y7ZxivE+41smsImdSZJJjclNU9jU3lRgus+0zwxr5mgmNKs1u8eisNxZWaxG1qA5wzzIfKN5m/krCz2LWIudFt0WXyztLFMt6ywfWSlZBVhttOqw+sPaxJprXWN9x4Zq42Ozzqbd5rWtqS3fdr/tfTuaXbDdFrtOu8/2DvYi+yb7MQc9h3iHvQ732HR2KLuEfdUR6+jhuM7xjOMHJ3snsdNJp9+dWc4pzg3OowsMF/AX1C0YctFx4bgccpEuZC6MX3hwodRV25XjWuv6zE3Xjed2xG3E3dg92f24+ysPSw+RR4vHlKeT5xrPC16Il69XkVevt5L3Yu9q76c+Oj6JPo0+E752vqt9L/hh/QL9dvrd89fw5/rX+08EOASsCegKpARGBFYHPgsyCRIFdQTDwQHBu4IfL9JfJFzUFgJC/EN2hTwJNQxdFfpzGC4sNKwm7Hm4VXh+eHcELWJFREPEu0iPyNLIR4uNFksWd0bJR8VF1UdNRXtFl0VLl1gsWbPkRoxajCCmPRYfGxV7JHZyqffS3UuH4+ziCuPuLjNclrPs2nK15anLz66QX8FZcSoeGx8d3xD/iRPCqeVMrvRfuXflBNeTu4f7kufGK+eN8V34ZfyRBJeEsoTRRJfEXYljSa5JFUnjAk9BteB1sl/ygeSplJCUoykzqdGpzWmEtPi000IlYYqwK10zPSe9L8M0ozBDuspp1e5VE6JA0ZFMKHNZZruYjv5M9UiMJJslg1kLs2qy3mdHZZ/KUcwR5vTkmuRuyx3J88n7fjVmNXd1Z752/ob8wTXuaw6thdauXNu5Tnddwbrh9b7rj20gbUjZ8MtGy41lG99uit7UUaBRsL5gaLPv5sZCuUJR4b0tzlsObMVsFWzt3WazrWrblyJe0fViy+KK4k8l3JLr31l9V/ndzPaE7b2l9qX7d+B2CHfc3em681iZYlle2dCu4F2t5czyovK3u1fsvlZhW3FgD2mPZI+0MqiyvUqvakfVp+qk6oEaj5rmvep7t+2d2sfb17/fbX/TAY0DxQc+HhQcvH/I91BrrUFtxWHc4azDz+ui6rq/Z39ff0TtSPGRz0eFR6XHwo911TvU1zeoN5Q2wo2SxrHjccdv/eD1Q3sTq+lQM6O5+AQ4ITnx4sf4H++eDDzZeYp9qukn/Z/2ttBailqh1tzWibakNml7THvf6YDTnR3OHS0/m/989Iz2mZqzymdLz5HOFZybOZ93fvJCxoXxi4kXhzpXdD66tOTSna6wrt7LgZevXvG5cqnbvfv8VZerZ645XTt9nX297Yb9jdYeu56WX+x+aem172296XCz/ZbjrY6+BX3n+l37L972un3ljv+dGwOLBvruLr57/17cPel93v3RB6kPXj/Mejj9aP1j7OOiJwpPKp6qP6391fjXZqm99Oyg12DPs4hnj4a4Qy//lfmvT8MFz6nPK0a0RupHrUfPjPmM3Xqx9MXwy4yX0+OFvyn+tveV0auffnf7vWdiycTwa9HrmT9K3qi+OfrW9m3nZOjk03dp76anit6rvj/2gf2h+2P0x5Hp7E/4T5WfjT93fAn88ngmbWbm3/eE8/syOll+AAAjh0lEQVR4Ad18B1iU1/P17LIURVRUBFFssUSNRmPvvQY1dkWTqImxx5Zm75rYe42JFYw1FtTErrFj7x2siIKgCFL3f86FlyzrLsUSv983z7P1bfed9965Z87MXJ3RaJT3LYsWdbf9KKdHXhu9XUHRSx6dTtx1YswhOsliNOrs2D6jGGP0OgkToy4YLX6Af+7FxMX4PwsI8m/cd1bU+7oH/fu68P8v19W9jx64dnRbuwyutqXRwyqja5XV6YzlodCCetHZxaF7hcUa5Tm+RMUbJSY+QdUGnYi9jU4y4ZUVP/gbu8ZgAAXgm5/ojCfjjPFHQh4Fnew8cu/L/+oB/WcKHD1apy+Tvf0neoPeE0OxJYZk8eh4sbkVGS9XX8TL3ZfxEog/gqKNEoJPKk+v14tBb6N0ERsfL/HxcWKHMZPN1kZc7HTiZq8XD3udFHG0kYIZ9JLRRmiQruriZWOsLs739KOgYyNH7o19l8p85wpcOrq2g4urm5fo9F7oNDWexRptj4bFytnncXIpPE7C4vVSKk8BKZ7LQz5wySX5suWQPM45JGvGTOLkkEHsDbbq/qNjYyU8KlKeRoTL/afBcufpE7n5+KFcenhXzty9LY66WCkORZZyspHKWQyS1VbicOARvHwi4mKXt+m1JvxdKPKdKXDb3Fb5jAaHnhhenZ/Hiuuh0Fg58DRWrkYYpVrhElL3w4+lBj7L5P1AMtrZJ90bFRX47Kk8CX8mL6Aw/kavEjsbgzjaO0j2TJklVxbnJMXywJcxMXLu3m05eP2i7L5yVvZePScFHESqZzVIDWeDONtKSLxRtzImLm5ui96rryVd7C18eesKVD0up/tA2KS+GJlue4JjZUNQtDg4ZpO25apJyzKVpXLBD0WHqTY2Dr3w4R3558YluXA/QK4FPRD/4CC5HxqslGLp/uzQI92zZpP82VykcE53+cg9r1QtVFxK5s4vdgaDOuRkwA3ZcPqI/OF3UEJCg6R5TltpkN1WMtvogkXiF0bEx018Wz3yrSpwy/z2lfQ6/cQYo67W7pAY2RgUI4aM2eS7+i2kfYUakgO9Jw62jL1kx8VT6Cnn5cKDAKF9exOxwcP40C2P1C5SUhqWKIPXJ2KLHhsW+ULW+v0jk/7eKM/CAqWZi500zG4QBxs5BhM7pGkP7z1vcl0e+1YUuGJKQ8dsTtkH4XTf3YmMd5p7N0oe6xyld60m0r1GY3HNnFUePw+TNbiZ1egVh25eVsPyTRtv7fjy+QpJe/T29uVroLdml5AXz2XJPztl1t4t4hAVKn3y2kuhDPpIo07mRIbGjm/z45owa+dK7f83VuCmhW2LG4yGdZgTiq18GC370JQfG7WWvrWbYiJwlOuPHsgYXx8MqaMSEROdWnve6nbaTc+S5WRU0w5qiL+IeikLD+yQ0Vu9pbxjnHzpbo8ZXXc7Lia+bbM+Pn6vc/E3UuC2eV6N4DksuhYR7zEHvc4+i7tMbfOVNMIQCsZTn7V7s8zbv12e4Pv7lMyYzb+p1kAG1v8ME1A2+QeTTf+1v8qjR/7S28NeSmWyCcJk17dJD+816W3naykQE4Buy7wOnXV63czzz+OcfvZ/KU1KV4PyuqoGbj13XAZvXC4XADH+X5JCOdxkbPOOamjzAQ9FG1cd3SUD89pJhcw2kXAfh554tHrmyJHGNBtlm1GjRqX7Hsu7XusPMDzjwNO4jNPvRstPn3aUya27iIOtnUzf+af08F4gD5+Fpvu87/qAEGDIP88ek1hAo1qYcJqXriTOjpll7BE/AYS0LeRoU889Y0l9kfKt9qW1Lenqgex5W+d16Bev001f+iBK9oXbyXyvnoAn1YHD/OXrFbPlBCDE/4J8BOC++PO+UqlgUdlx4aR0WTZLStm9kJ557MVWjGP8gnxGp6UnpqsHlnO91oU97/cH0YZ/IjLI8i4D5TM8xZ2Xzki7xZPkyqP7/wu6U20MAlDfjN74AYZ1048rSsUCRWTByVMS8DxCKjjbVMvtWDK8SLlW9GRSlDSzMZwwaPP2P42zZ89b2rm/NP6orBy5dUUp7x7A7/+aPIYSv1g6Q3ZdPiPV4RX5fP2dnIt1lO2PYwEtdeN8F3Rsn9o9pWkIE6rYGg07zoXHe0zwj5JfOw9Uw5bKa7toklB5fBLEe7mBu5wdMykSgAA5DHbndvAjuGbP3yn2s3aj2QClCqKX0be2tbFRoJ1tuh8WIg/Dnko86AcXAPxVXQdK/eJl5C8A/Nbzx0l/D1uplNXmiS7W6Nmkt88xa+dPVYEKJGfKfuJ6RHyxUbdeyo+YMAY3biN/XzotnX6bKlU/KCZfVa0vVfCZzdHJ2nXkESaVo1A4j/M5cVCewkt4F+IEf7lt2WoKSlX+4EPl9unAm1mSsMgIOYY2/X54t/x9+bQs8OolbQDAiRW/W7NQfspvL6WdbO5ERMSUaTNgTYilc6SqQN+FXiNABowediNSKpSoKsu69JeLD+7IgDW/yiDgqk9Llld+raWTW/vv1uNAWXTwL/n1n78lGL3hbQixXpfKdZTnUwwTRHqEZMU+EBDjtq6WUc06Kt/629ULZePRHTKhUEZxsZWZn/b0GQDulLsmkxQVqHxbvc3f8+9GOd02uMquAWPFGUNhyIZl0qdOUyno4pbsZOn9cRk4cdimlbLhzNH0Hpps/4bFSsuEFl/IJ2B23kQehIbIlL/WKyXGAwo2mjVK7ENvy4/57aMkXj5r0st7h/n5rSowgcfLtf3OS2Ot72/GyPoeQ5STfgowJX8O1xSHq/lFUvoNiklGQInT4bVExaWP+7QB4dodHga9H2LQtyHhcPcu3PcHvPkQJucqlDhShucVKZZRf/pFWGxtc7/Z6izs4pprEFkVumj0bclwUD6Bo56SrUvvTdCwT2z5pexG7y6Ujh6dG5SWb+/hMhc49G0pj23PBBtK5VGIEcd/9rnMuRMl4fFSxjGrYYTaYPJmUYEkQ7FPH1JST8Cq9MVwfddCTm9zr2FSKjcvnbIUhqL/7JkwIlLe8823dsUEqXPMIduexMBd1n29aU7bkqZntahAMskkQ8nn9QIllTWDo+kx7+w7jf/67oMBhbJZvUYOzPTcp1y+wlb3eZsbMsA0DKzbXLZAF09ijZkNBkNf0/O/YgOV7XPL5b85KNb1rwgnOTZ4qsJ3pgeZf48ETfUAWDAYWC8Gdow0kksiJuQQTa8oLLbwZwmPTh7u5XmXA8C3K189vadURO4DYL9HwH5RsSB6EaxyxsPgw2KoICV59jJCqv7yo5Q0BkrHXHbPMaHk+7Tnqqc8JoEDNzmaASDGMDaChh/RsoVF5ZHp5U3uBIKnob0ceE81EHjm3zNhxmeso0L+ItKtWn1pVbZqsjjGvzu++o32dlzzTqCcliTb+FPDlulSHieoLeeOAdf9pTym5y8jwfmatBHQHgy6FEFogK5cPcRp6F0x7mIqmR0yymDMAz2WT2dowCmnQb7G9sncJ1kPZOixnJvX3zuexNTdFJ5JTg2doWh47WRU3Ioje2XGns1y88kj7e9UP9nk+sU+llntu0tR19yp7s8dngHklpswUK4j8kZxdcoip4fNVAEl9Ucqb3dCHsuAPxbLn6DW6G2kVTzgSfWt7SldqtZLdu8vMBoqTfxOykqgtHW1PX0zJrRy377bopLZQMZtcbM1GD0jmmcMg8IGrD91SKpP/kn6rlmcLuXxeDb/78tnpemcsQhB3uJfqUrmDBmlQfHSSfvVLloyzcq7BlKj2dyxsgFkQXqUx4vdhSn6YeMyqfLL97L8yB64foyOijhiNHWA6TiA6CIcm9IFbDLX5P/JhjCD3ozbMvQ4H9EzCm1a/9WL5B/EMcp4fCDtQF1lh+2gbXsa8UKWHtktF9NInLI3tYZt29l/jBSAf5qa0IfVhKxJWuQh7FwrXOMCvKW0SkHg2m7Ak/SJqbCQF+FyA22dvnuT7IaZmt+ptzJHLT+pIhO2r5XAKKPO1V7vifP/naRApls4utm2ZNCbcVuGHilgJWRS665WDe3HefJLAyD2tAqHfo0pQ2TtNz8qnJXScS9NYigvYfhTk4sPAqTlgokIjyYM+9T217ZPaP65VdsaGR0tBOwURv6aIMZyKNBPWrnatVj7S9vhSUOYuSoYqSWYMcCgNxVH4WyV0ixF1y69QvbGa8kUFQxP6djj/teTNh/3v5YwUSX9k/zLDcSU2y2enG7l8SzZwB5Zkwx2dknxZu7DieYsMiogeRwy66skKZCJPlFGo57pFswYSKsEIVz5OnIbAXSvJVPl1pNAi4czdvwXmBtNDt+8KhsRLLckgYAmnX6blmZTYn4OMkVpFfKGV6CjpzGcwXWVkxSIgEo5JvowV4XpFmkV9ozXFdrOr0ClM9iuCTKsED8+KF3xv+mw5f99wJD8fminymjQ9udnT+95csykt5puS8v3Y+m4hyJAEXb2CNdGsBfqyuoWLvxGZe/kNj4/tyko9sMzBg85DvCcFmH+CqFGACCDJWkA6DK0cVt59DxUvl29WALxaUmal6qg8GZASJCcRaJQYCq9mt5IaY8Ckj97TnkGbLfm5CFLp5UswG+z2nWTQjlzyVQEu6yxPtkxhP2GTMP5XC2ex/zPRjNHivPTS/K5m12QoaRbAeV8hjw8V5ApZsULe5jvb/X30sO7rCrPAMM7uVVXZF7lV8cTdC9GdoAl2QSslh5hnHnXlXOpHlLvw1LyBThCigdyaXbBLFDh5hKMWXcRwDYpsbQIM8mOP7xAFO2C29QXSHjp7JifVwgpZmkR9r75+5PTY1TaB4AEhfHE7eF2BWMfCnnIgGDLvTQt13rdfTgyCMMoIXAzaa8IhwrjHm0T8w7VRrwtgWkIgF1Oi7BHB0bR7Oh0Bpw1Dw9iZiiTG/MiPy8t4n18v9xCrINzdV086aYYhjULfyQkBJgYycYwPY3CXJh9186r7//l2ymA9u0IWTZD1I249chPU1QOIttAsM10uK3nT6hEJ0bpfseIGtXUK9Um5kVvDkJnC4fSDEAr7jwiFGm1zAxlcmNqQnxGSv4Tj4KyoGMvxUwvRhxh5BZvNWTpCn2QyO1xgvh+/e8SDb80SehaJcKkpP/e1heTc9MLYYYEfeviSIOjhAL8z93nK34B10Gd5ZdfERvmaOrlPR8hhp3yLai71PhOBs7Coa9gzMRINUY2PITaZFoto1epyak7N1Vm6PruP0lO+KgVJw5Kcu9oz9bCqM9p/40C5BO2rZWjtxNm6rx4ON83aIFEn3yAL49k1bH9sgexCKjzjaUqyE/au6I5c6s8wyk7NypMeAlExw94gLRv5xH8742siVNIxqT8efa4Ciht/3aUSvmoNXWoHMZo8cRoSklINjBP8QWUaMAYzMKdtZxkptWmJuz+vOnjUEwt+KgRQOumwgB7s/njJa+zi1zFd0pG8GrLuwyQmkU+Ur9rIrXCq0JNGQTGZS4SkN5EOiKNbSHcLQ3w10SbyucvLHWnD5MQ9LhZe33VUH6E2d18EiGFzyyybef91Ki4hmyy1ITXoW8cidGlZx0GX8yGp9dBzaYmbBRlNobCCShx1VcDpTRm2yRQiW1UKhWp9S7SRFTeHwhplhnXT8YiAkb7OQ5uVE4z+ojnTqswjKnl5czYtUnKju8vi2FeSsO8tCpTJek01xEJNFUer10MmG5Z535yN+SJ/IxgEoU52KkJ7SkTOFkikOQLawclOHDaL8uf8YnAlxRPu18ni2+fEYpqCgXddRsNZcSf5Or8A9vlINJ3KbUSe96ak//IGQwlvpjKOx82dFKrzsirmZPuTFV4AjIaRp8pa0Ng6yYmKmHlsX3SrXpDNToWY3allIVz0A/2jbRY9kxOCIy5KVKEudUNgOuYeERhNC51gZYSFWVgBRAPYN0FmQgmdacm2UzsZCh4O09QRx3A0jCy3wCvMujelBpFSkidacOUTWJiOCUfZjBNloIuYszh80p1xAbE5rDNq6ziSu0Y7TMXGO/hTdpJtxoN1Yw6d/82bZMC2PzhDsWy8IFGn2kbzKmm8B53XzmDIP8ZBPkPAOj/646mZQ6IBTSKwTk4AxuQLKSOZhELe1a4BaCprmryRlCqKjISZ1LSWvMwC/PV9KNysqHXEMVgOMAckDJn8jiZX8pwz/aKyiJ8ILD1xWcFsMGdKtWWOoBD36/7XbzhyqUknrjGLExSBYA5KYQqZJtrIDDVHJClU8Va6n/mTlPcsmRFtC2DwqP8/fXyWbISMEwzL/xPE0KU1IQjj9m2GfQGDGHUnvEAVgCxiOVpZOo2gLQODSlPZC5bLvjJ6uMHpCzCn41BcwWgnoMSmjhEyN70reOpglWjAHu0GZr7MJ/5U9BFqSmwARLJNeXxuGO3r0qvmo1lWpuvkzEnKusBSjx555aUHvutbOo1VHF9K6A8S6KS1V0VLLa0Oek/gvIoKNDRxhaTCAr3+GL5FCuAWMSSmngAbDOR25rMQJC8sKu71EPGgCY3YBtNhRzbSOQu94CtSq8kmp+kw9og3jIFnKVW5qBtYCGOJszhqQiOk22zJnTRSuROwIvW9uH/tN2O6HDZbXVkZOLv80UbyPIpVgClRRh0tibnUPPB/JeasIGaXAEeMxfO+i3A8pqKuaJNt2nfb5gRpi0w21oKrl8NTIBQPI4IgK6l350b2mle+SSJzDalJoy3uKDMzAlK0xujjLfUC+w9a89Mn1pKJ6pTFKSrlR3ofzLPxAM4UNlK7McMVlOG2dKhLLxh/YgmPH8eDGtOPKYZVuQJmXGfktALOZsImLkfPSz2HHoi1qRO0VLWNiX7nzpyo72D6IPvPQzgC9cLyIPCPdaemQuJzJ93rJMNpw6reg9ur164uHKFzPdVv2F3iKdcABkINSj0m01vSP1p9kavROPmGAOe0fZruTJ6nnr99kVfBV55CPHlllQYHN7keYwEJbg5ekzPoDwLCVZqFz4k2lYK274FAalJgEU+Fuwlw7h5HPTsG8EGrVjZd4GXX1FHm0Let2+rMisH2wRAzSm/LdJ36TeSNCBItcc2FrEMbtxaOi+dmYz4VC1IbARLsphsSbqIPWL7hVOIv1oe+uy1ExGw4X5U+jikmdEv1aRzlboKZvWCKxYDuPXzjvXK5WIuiyVh3nNkYhyFoJcTFDGfJR+cLNJQ5Dzuv3ZBvIEhqUAWQB7F5HT45hUFz0wjlMfgPPTIieJczE//Og+ot2XJKKse1YUSW0VmhY1kliln0FXAU8Ru8/Ztk19wExq+M78JlhFkyeAI4Jo1adOOiydBL5mQCklb4JcixW3/9QTQ3bfWpzKgfnOTrQlfmcg5rEkb9ePsfX/40ntf2Yd/sJdtNzEFjHmwB1rzMrjtNwDu8dvWSGtMSOt6DFZm4ybsODuSVjHKc9O2v4h8LoWR1o+n/a8CWaycEfW2LBk9eOMi91XCp9O7ZhNc/IUMQRparalDFFvxF0KTXdArIixAGR7IOAN7EhunCTP4mchoLrRnk1HPBlAv5eAx0PG3ZMwZ6BoMhrt2olczbdfmJM7R9JwkO1iHpwlTjzM5OKAK1DIjztQUUl57Bo5XdFeDGSOkH3x0AuwuVeqpslvtXKTAMFIlB2ZgtPdoUg9kpTfgzFXW2+5CEJxCKoqGnSm9rZCNTzmPeCsTD0dt9gZgrS17cdGy8DvN5XZi5kJOkx7I4Tl771bzXWUpUmypXMZlFyXGYF/ZKfEP+qELO/YGUZFDAXSOBHPhNUzjKXyInIS0NpnuXxyYdle/MSobgb503enD5XhiqUY9TCpMMaEetJHDYBcqm9jLwT9HHUpSIMvkWenNYmX2EpaM8oZXHt2jQLNPtx9kKPJD6HIRQE8CXVRyTF+VaXD4x8kyGTl+pvaI9uQupvtcWZ1N2ytbwHrsQSM04cw82ne16q2MX6QloEWMufjzPkhiskEl5gZ5ChurCXvfCtgxU8mV2Vntw7CCJvSShqNjnEAs5D4QQ2kQHCO2+kgYEok47fWq0Ug29xmuRht1EBUbrYYvJ6+qqEOGAdzcoveG4CQF8sQsk2elN4uVN5w+rFjcKEwizMbnkx+DMqmxzby0NqhM9y8xifAC3zVoKesQLGfPoNALWIUZjL3KXMb6/qEypPg/k5NIPlQBBmv1SVXzXa3+rg+Qzpo8ZnCxwJrCnkI7xgdvKkQDa5GaogW/SCis7DoA99NJuZLtfp2UxGfyuO9RnjsDD5Opbaxjfvz8mXIFN545Au4vOmEGjjOqoZRMgVxjAMcfYaX3HyhNJbvCrKof4J+StaU/+xN6YR+4TQngBOARM2KfPxYJKX4yv3SXNLJhORRrB3fHXPbDjqw4mjABnL/vrzaTG+RDouwH/U+lsExVE2bUH0CvZk0HFUR72BHHUDS4sunsUdkEktRcODKWwUxQyOMxK4IPixwgWaBIVLxr0gl1zbTBnLm5xMAA5AJRB0yJI/FQDRXwMH6X8NTVCZMpMHGBBh+WybPSe53fIZVgxJzoYZtWJDV8CnKSu5u4YGxAH5+F6qbJw83z6iEcIpfhCSyDEs2F/YO4khMNc/bI6bEslUK/lgwOXzQRv2C/+bBz9GVrYgIj9bQzMeDesERZyQ3G5X5YsMrmGue7BrGdV+mo9cCxR3BeTohTWnVRRTWk9FmaZsoRdkCJwwLYVy2Vg2w6+VH63SQ9rgAG1c5GBcb7eI7cHMH2vlLqdfb4H5czG/Q9ADYyrL4eIB0r1lTZoIPWLVH2r2qhYmqGbFKyrERg9jyMIUih0d6KJ8qsBg4tN8x8fMKmVJHaMfGNs3oYXlT+y5go+aFhK7WFUOPPM8fkefRLeY7zM3y5DZiOtBmBF2PCnSvXRZgyh4IYW0FecDSw9GKdlcwFmgjuMxH5zv3qNsO+AdIUFNwDZDRo0hXnXPLlt0ku4RKUYIyBbf7ty34Ky361fLaUQ25ljayGyIjYuE4lKrZRCkzWA3kyriXABRrqY42BMJTJs9K7qFtu+QY9bvz2NXIEwJLC4cwIVl3Q55oQ+/VcNU91d07/HQC2U5JVGBIckknsJL5x7YMzw2fCnv4gXQGT2JPZI7zAN/p8NUjOjZglLKDRhIrhrLkIN5ySNMZDpfJoJxlAuoeJQxNCJ7LaHLYUKngoIBvNCqk2eiPX7t+SJjlgjnSyvk3fNUkx2lcUyBNgyp4LMxjSHGsMsEyeOK0/Lk5jPBA9kY2gkNKajaRJ2hVNzsCmLUCMgzdNtpg90ZoQQzJHhsadM7YmvA5t1JIvvpVB9Zqr1LMVUB69H7LPmrC3EtjSubcGkrlvFsR5Jnz2hQLE3sf3yYEbl7VTqJl8boceSZE4gvDvYPOJYTkq6CFNQVZDE1TbIKUN61XEz0o6GF8sKpBLg+BEC9QCDVGhqvTJFVBgLNyrE/43ZI4JlmMc+EfMwKYyEXaLvigLcUxtpek+pt9Jp3f4dYpaIIK92FQqg4aqDPdP86m5jRPKJgzz9qjT8zdRvOlxpt+/AFn7MVJBuJzKqC2rTTcpHpG9TBNObiQrhjVpq0Kz3ogcPgt9gAUrbGkGljfttfqEti8/E/qs6T+J37k0SEYbQ10s0FBxBNcYQJSLPYC2ZuC631RS+VgEhMjBEWgT6mxPNO60e4QqrOjsCS9mPHzc1FbmOITj+SKpSV6uKIhNYkiuucB1YU7evSnMwmLU7DyGWGrnM72lPli/gTIJridJDU0qIX97PHomhaOK5MHILT7SEwtlsN10ab9DSLS/h4NkNsiV+HDjcO1Y7dNiD+RG2kJjrHEoV7cohwUaBmCNAfYOKqukez6ZjG79FahxrsZhAPxoDJrdVDaBzbgHbpFuVIlceU03pfid0bvv0aMZO6YXRCc+D0gJKpFMOAmGNunAi3mds0sRAG/md68DtjUVLpHCRHhu64csXMZk8mV3kXGfdVIu6oA1S6SgTYSUyaRHBNg43HOQ9ytkqdUeyAt59vbZvXWh15zO7vbfD7nur9YYYGXQMvSsZvPGqbjCOdg81lFsv+hn2jaFIZkPTR6OuTJ0/tMiTM2d0qoIAk21Le5+Bxlck+F9pFW4nBSFI4fhS87kmuzBDM8MirmASUyPY3j1d8y6DCxxPYVzty/IhMKMpeiWnXzks8FTfLRDkz5TVCD34roq2bLatsbqFgXGH90lJfPkx3own6ooV3tkhJJ97oye+KogSJXoEWifr+7z6j9cuajm1MFCu0VvoyAUQPvnD9+a4HoZbFRaWXOeXbs2JwdzOYgsBL4o9JhWoma4GgJTnHVn79kk/VH+726ve6SLixlmrfw/WZmD+QW035vndChnMOh9jz2LzTntToys7TFUGmGoceZk0uPmc8nsqjrsQwybQz9MVkMk/5CvrOJB7RpWP7UbN+k5Vve1sIFeyL2ff1OAuDaAuKVEzDqAYlz7gcmThzBDN541Qr7JpZc6zoZncWJskdIKR68AaQttkKIVWj+47rf+Tm5kpnN1i4nHSIwWUb2xFbL5s6PLs64jAuDXCeHDhihPmNEOYUcXV5kG0iG9+X/J2kDFvabyeJ5owBAum0c3szp6V8iLZ8ottQXM4rpbfTCaZqKtbohb0+S0R6JAQ6eX0jSHgQHyAZ49vNcla4/ZjzT1QO2YbQs6DDDqdJNn3Ym2uRSXWQ1jdnkKhwpDl+TxWOPBCWQaJhrmvfAm3qeQQSIopx9PaMUYMpl25sRobhuVx4UzXKIfs1Kdzvb4k4HeI60NXe1+0qVAVcmUs8PIGNGNQBG2WqBhKYwuny6FmU30LDgR7AOh+dgM02kXfV+fzhkcVXTuY9hxupx1kHFP4bD9/Pdp4h4XIv2xrlYGvXHO/dPXB36z0O9flsFKo9OlQO0cvvO9RhsRRuDqFssDgdTbdEOKRSNFpZMaHwA211LQXTv+fX4yc3YCfOI+CO7TdVuNCaP7yjnSIjugm6st1iMzzvXsufpbTDqvzjoWGp4mG2h+nM+21gfUuiqONjUQyTOMOXJcrVRUDUQD634rI2ZM2GDqrJuf4338LgEcuejz3vIlhjOJ3FFbVsnwTculu7uNsnkwTxMfnL42ZIvfA3ApaZPX6oHaqdW6Kjrj7DPP43PMu/tSPHIVQiiym6pAors1Fy7fzD1bhOmz71M4dJn60R9+NYE5PQwumnHu9kXpAagCFh4NNP5w4pHP4tRsnvl9vJECebJtcztUNBr0a55EG/P+dj9Kzr60lfFw8bqixJWMLp390aDK1yGm/D6Wv2tWqryMgQ9Pn53EAH1bumf0MLpBebmA85CY65USVDFXmunvN1YgT7Z2ettsjhnUegI9LkfE23ONAV3GHDKwXjP5AsOF9bZ0+VaDvvLGyzShyLQxb+v7JyAO2perIV7gMpnaRtaH4JisComBXvBtlXsGD0NnjBnWpNeawNe99ltRIC8Oil3nO7dDQ/A7E8KxQAPXGGCZvLtLHlWs3LxMJdBeDqTKkJd3SqWk0ZW6CnIgHhz5mwidM5YvsCSWvjQLAhnLJQ3vC5BPdkjxeWBUyKqQGKBvezJw9Yb0Dlnzdr41BWonRgVjFrW6BRZo4BoDKN6WrY9jJF/OPIpgZckoSQEKb/AMUs8Yh2Zcg0wLA/jsrcoFMwfQmBgZC6EdY5USK80/AulQDZQXVxPRVgOm2WA6io/fAUXDN8phUGQocn+YGLOCrIolYkA1Kp1vb12B2vW5uoVaoEGna/842ui0DyuAsFg5KBY3gx7CqkcW7tF90sAsj+X6BHT6GVAi4NXiu+xRjJ0wVYQJnsx60GgBKvsW+MeDyGxg3JahR0bPqiO2UwsxDHcQoZgkNpAMNefztPa+7uc7U6DWIN/5HZ2Brb7G3XbAqzSLlbmmNEtGWfXIwr0K4Bpp5MnaUDnMyGIpARlvLVJHaovYksmNzLIiC03S9vLDe/Bvr6l0C2YMMOjNuC2Tf1T0DAGgF7FxC01peK1tb+PznStQa+Ts2U3sWSavs9F7IkugBf7Pw5JRVj1ejUhYCv4hyqceswII7BujYQwVkGukUIGcxRMyQ3UqP48pZlRU0Yx6laui0i2QMYBxvtnIuC1Cj1r0TJ3kHbz9Zwo0bbuyk06Gyka9sQqmn7JQaDkW7nEqYsEPK4BYxILqW1VKwGOZAJpBr0vKDGVyIwWjNxhm8SSM5knAkSMxxpeHmTGgNv4Hb/8H+bxToRuTs1EAAAAASUVORK5CYII=" /><br />
Thursday, March 21<br />
6:20 p.m. PT<br />
TBS<br />
Lexington, Kentucky<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>MIS: </strong>455.5 mi.<br />
<strong>MSU: </strong>395.7 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>MIS:</strong> L-W-L-W-W<br />
<strong>CSU: </strong>L-W-W-W-L</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>MIS</strong><strong></strong>: F, Alex Oriakhi <em>(11.1 ppg, 8.6 rpg, 0.4</em> apg)<br />
<strong>CSU</strong>: F/C, Colton Iverson <em>(14.7 ppg, 9.8 rpg, 1.3 apg)</em></p>
<p><strong>Synopsis: </strong>Two of the nation&#8217;s best rebounding teams will square-off in one of the most underrated matchups of the tournament Thursday.</p>
<p>Last season Missouri was one of the teams favored to win the tournament, but fell victim to an upset-minded Norfolk State team that added to a brief history of No. 15-seeded teams to outpoint a No. 2 seed.</p>
<p>Now boasting a team that is just a shell of its former self, the Tigers are looking to redeem themselves against a Colorado State team that got off to a 13-2 start this season, but one that could fool fans as it included teams such as: Division-II Chadron State, Northern Colorado and Evansville. It also includes a loss to 17-15 Illinois-Chicago.</p>
<p>The case is a Tigers team that will blitz past an over-matched Rams squad that was 0-3 against Top 25 teams this season. Meanwhile Missouri&#8217;s last two losses (Tennessee and Ole Miss) were both by two points apiece.</p>
<p>Look for Missouri to redeem itself for its defeat of a year ago, taking down the Rams, and charging on toward a matchup with Louisville.</p>
<p><strong>Pick: </strong>Missouri</p>
<p>&nbsp;</p>
<p style="text-align: center;"><strong><img class="alignleft" alt="" src="data:image/png;base64,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" /></strong>No. 12<strong> Oregon Ducks </strong><em><em>(26-8, 12-6 Pac-12)</em> </em>vs. No. 5 <strong>Oklahoma State Cowboy</strong><strong></strong><strong>s</strong> (24-8, 13-5 Big 12) <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Thursday, March 21<br />
1:40 p.m. PT<br />
TNT<br />
San Jose, California<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>ORE: </strong>562.8 mi.<br />
<strong>OSU: </strong>1,648.4 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>ORE</strong><strong>:</strong> L-L-W-W-W<br />
<strong>OSU: </strong>W-L-W-W-L</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>ORE</strong><strong></strong>: F, E.J. Singler <em>(11.6 ppg, 4.9 rpg, 2.9</em> apg)<br />
<strong>OSU</strong>: G, Marcus Smart <em>(15.4 ppg, 5.7 rpg, 4.2 apg)</em></p>
<p><strong>Synopsis: </strong>A travesty by the NCAA tournament selection committee seeded the Pac-12 champions against a squad in the eyes of many to be quite overrated.</p>
<p>Fortunate scheduling helped the Oregon Ducks, who played the two preseason juggernauts of the Pac-12, UCLA and Arizona, just once during the season, defeating them both.</p>
<p>If not for some questionable losses to Colorado (twice) and Utah, the Ducks would have been seeded much higher.</p>
<p>Meanwhile, the Cowboys were a double-overtime defeat to Kansas away from an 11-game winning streak, and finished their season 12-3, but 2-2 in their last four game, including two double-digit losses to Iowa State and Kansas State.</p>
<p>Every year there is typically a 5/12 upset, and this is one where I tend to favor the <em>underdog </em>Ducks, who will be playing about 565 miles away from Eugene.</p>
<p><strong>Pick: </strong>Oregon</p>
<p style="text-align: center;"><strong><img class="alignleft" alt="" 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" /></strong>No. 13<strong> New Mexico State Aggies </strong><em><em>(24-10, 14-4 WAC)</em> </em>vs. No. 4 <strong>Saint Louis Billikens</strong> (<em>27-6, 13-3 Atlantic 10</em>) <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Thursday, March 21<br />
11:10 a.m. PT<br />
TNT<br />
San Jose, California<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>NMS: </strong>1,097.9 mi.<br />
<strong>SLU: </strong>2,081.9 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>NMS</strong><strong>:</strong> W-W-W-W-W<br />
<strong>SLU: </strong>L-W-W-W-W</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>NMS</strong><strong></strong>: C, Sim Bhullar <em>(10.2 ppg, 6.5 rpg, 0.8</em> apg)<br />
<strong>SLU</strong>: F, Dwayne Evans <em>(13.7 ppg, 7.7 rpg, 1.1 apg)</em></p>
<p><strong>Synopsis: </strong>The weak Western Athletic Conference&#8217;s representative in the March Madness tournament goes head-to-head against one of America&#8217;s hottest teams.</p>
<p>While conference-mates Virginia Commonwealth and Butler have been the darlings of past NCAA tournaments, Saint Louis has surpassed them and then some this season.</p>
<p>The Billikens are led by interim coach Jim Crews, who took over for the late Rick Majerus following his retirement and impending death. His product has built a team that is 5-1 against AP Top 25 teams, including one of New Mexico&#8217;s five losses.</p>
<p>All the while, the Aggies played New Mexico as well, twice in fact, falling on both occasions.</p>
<p>New Mexico State shoots the ball well, at 46 percent, in fact, good enough to be ranked 46th in the nation.</p>
<p>But when push comes to shove, the Billikens may wind up becoming the dark horse of the tournament, and will make a statement beginning with the Aggies.</p>
<p><strong>Pick: </strong>Saint Louis</p>
<p style="text-align: center;"><strong><img class="alignleft" alt="" 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" /></strong>No. 11<strong> Saint Mary&#8217;s Gaels* </strong><em><em><em>(28-6, 14-2 WCC)</em></em> </em>vs. No. 6 <strong>Memphis Tigers</strong> (<em>30-4, 16-0 C-USA</em>) <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Thursday, March 21<br />
11:45 a.m. PT<br />
CBS<br />
Auburn Hills, Michigan<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>SMC: </strong>2,399.0 mi.<br />
<strong>MEM: </strong>774.1 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>SMC</strong><strong>:</strong> W-L-W-W-W<br />
<strong>MEM: </strong>W-W-W-W-W</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>SMC</strong><strong></strong>: G, Matthew Dellavedova <em>(15.8 ppg, 3.3 rpg, 6.4</em> apg)<br />
<strong>MEM</strong>: G, Joe Jackson <em>(13.6 ppg, 3.1 rpg, 4.8 apg)</em></p>
<p><strong>Synopsis: </strong>In a matchup the Memphis Tigers probably wouldn&#8217;t want to see, the Gaels are a good candidate for an upset here.</p>
<p>However, don&#8217;t count out Memphis &#8212; this is as athletic a team as any in the NCAA tournament, one that is fully capable of running with the best.</p>
<p>Both teams are veterans of the tournament, and know how to win.</p>
<p>My gripe on Memphis is its tendency to play down to the level of its competition, losing to Xavier, and narrowly defeating Marshall and UTEP.</p>
<p>It&#8217;ll show against a well-disciplined Gaels team as Saint Mary&#8217;s finds itself upsetting Memphis in the second round.</p>
<p><strong>Pick: </strong>Saint Mary&#8217;s</p>
<p style="text-align: center;"><img class="alignleft" alt="" 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3go0sTrW7gotvDSv6vor5fKCo9HeuILKlZa5oLUYm1LprKkLVO4O1M5A/iOIgvbA9p44sOnrND/rm8AXvhVGAQ+/1gi4bKORP/DdJ2llSQD2GDLErCEC7XkcM+BC68DuAxAHAeovaH/L4AOB9lyDaDNt7Ts0JYkw3m7yM8GJDNtvwLUZnBicVGpPBzillssW9pD38ipW89+LgoHwmlXwGqpcNkuQPw1HPZXcHHksZnSRD4HxIhQtzwNF15C3kbol9Yz7JzuXBQAlS3H4LxMpu2L9KIJYH3MtF0PUAfgtgNet0TapXLc5WZFFokxiwrwDvjTADX32ZW6Qg2qD4A6b/1Cd4Tp2B3AbuOaWWIWErjLI/IJ3HY/QFlw5X0GPPrVhatBqUfGMs0/cSmpd+rMRQEQoEoB5hlbSTc6EEr6D85LVBIHx4ElhpzNLomZzlraWy7pAMc2Ri4edejq0c9FARBuWo5M+zkIlSi3tAYPj/KWyUDbgi+V2IDrglNLKAtFZgaRa+M43F2PsHO6clEALCqRNcBlFoetcF9zAMsFyFADpJQDCfe5Aa0EEBV5RsHOlgLZ818AQWDGGp0OOLkGDBaNpYCVBkwR3IuMDDT5xBF5UgxdAUp2HvHO09Zqp44pry/hoqzCZvAsHnOC3agrKMi2LW97tex1uSQdB78L3hPyzZ5IHtdHTOHh3Bs8PkiNg2vN4mJCCvF4gI3m/g33SNsjC6at1hdUTp73KTxpgLqVgS98pI9KLBu3yKR+Khl0DDjfcr2KLJwbbMn7yMbtLBiRADqH/C1M72u4XgOgIwDUBbacQfpu5xJptH+FTITOU5IvbxXbKOZuecn/OZSd93DebOGH26mQiFYyjoHfxeq5lhWgO8CMxTRLY6DrAcGL+gI28hT3ILjseeLhZsRkZnAzUzqCewnlCvogU+YL5K2wC2UYkvM6XsAfKD9Kvd4sThlw7z6es3jqSnkX34XjkPDVq+v7eQHwT/1UN1eQTGYwVtMkebjPdZK55EO5JTfH4ZgcBnGl30B2MNhXGHR/QBjql39mVIsHkD4B4QW8lAcB8YSnRMbxQuKo2xOktrPg5KJDbgB8Hi8PTFnO9sB5DHUKIMAlIMfuY3D3MMjZRfky+/n/6ELZ6h5yNM2b9c5cyTl1Up6ibDgDZoyBgQHnU2ZkmHHrWwDUgHsc9yDu2722TKcsn9VlOrTbaMCYg3cC/mzLIysLLDkImzYJsmQ1dI0oy9Ae6T91ld4Z+KS6S50zgOMGqiahSm5hMGxXOirJ2zmlMmvWam1kXFnYqhqK5V59OsczqmFvve1P/VUvgH6QOkOBMRyAXoJ7XrSK5JgdKv3Iv5qrEWCeAoSt0GQirLsA1EjyYrgep+GBgHoXZUb9CQxaPqReCOVDaHvt1BXSh6lMVt2HWgM49e62bbPT9nXRLunCHOlJl9oziPV072N4belZVY3tQV8wqYp2feu9uePt2ijIwn5HhyAXdq5yrmDaiyTexhmmlkPE32PUBqB2lBUD4DpbyxeA+TLgGDOvIkC3lz4sIf8YAP+cAqOQB/MiBpM/iKm8ooK4DiO1BnD6qHZbTqTuPUTHUlA9NqF2rHt2tT72g31KcS+DZhDDGiGXed73p+/XT7l5E51ZgX/GgtAVoG6AbiaDnjGhl4p3hcv1gNYDkC4FoE7UrVjRiYOpTKMfS9Agu0MXT3or+R3oY1NA7AeAR0+ekhtnf6ONCVmnodZ6IANQdOZOOlPwo3vyFFLxVnccg2FM+pfUCwBw9WokVdmgzcBl0kA1HcrOjw9Wr7oj5GbADCO9j3tXimmjLACMY1OTEcq208ekjeXiga4pFM+SNiu34dbpDRvKEOKLymrW3W+tOfD/3tdu63cpe69pFCMjefU5DGfn6VOyt8a3u0V15TDRRpQRbFqd/dRCb6MnnqhULx4fqGJpy4iCLqg6O1hVh8FJ4wHCrLqvQbkE7pzNsP05r4Q6j8Kxp1lcjuZ5ZaORu/f1U6GJbk41sPhQ/3kA3cf0f8BAxqLWx1nU6g4/o/P/tMBbHc1q2MsMEjD3wy2HGGwa6Qw6vHDyCv11RcuWdYsDnslQqsH1TSXusYHqJuoPpo6xhS9BD4x16JU8XF7PmHDjirR8FG7JV+T5g2e2m6av98o/Dfc6Omdz6cGL6J7gkha0mV8+fQ2IeXDi68yBWcGGm0Xml7dfJzde9DkGs5cLALQyiE7fS3wCrqdJaL5lU+1z3ASWusf/KWGh0hDO6QNwI6C6mqsMPH8iVuX96TInTMnfACQJEN7kXmxIiC8uKpCnu7ok1ph3kcmy1u2SKZS3MBxH+UzIMklH84zBOC8WkpdFh+6jW+c+Zr9+nltjGuMfDvRrz4nCgYMeHVC+Ssa6boXt2vrTlJQ6ssvYuv7BWZl9GUzPo81jpQnpW7iMNbKDdkt53nGvR56Em/4YrmQVAHXGzTWF8tnEPYB0LS/kBsBzQ28U9u5hbmnBfSXXgAkDmDV1GM4NQPY0eONn7lWgmwUpGbPjddWcvhrltzJo7ck7LGkMtFllpsNVC/3TJh5sO/byHGhdTPFpABQJMNlYGu/Q8Rb4DP8NcJ14E2OhMe6xr7meKbXlIdJGFywA8JdxS4wHzKUAG+S2KkRE1cf9pPQ5AQh4Rj2dV92TyR8W2dgCPHP63i8o9V1aEasqakZFrkbQK0y0KiH/GABwVsZjy7UAsYjrFUjaAU4a916Aolhg/vi1RwazkLxDnjl3OBTd8knAu4q6xllxhPgNcPRJ+lTKNWT8NaoR+XUSzglA04OCXPQvBHXV3rRsrZo2bWqduYeh9RfpB5zBmenpBF6EEexnfNrw971MXSwSNpI2c1/DojIBur3Ek6jzJAB9jSwdcnWQfMXKvY34e1x/BeBRXJfSLzM+Yw5Gkd+Ku3lRYUz/m5wH18HPOQM4c502zoFP/fvCdJP+g/HDB/hPDIW20497F504gaLsF9AC3/NLVkSN+QWXNXYyFCacAUPLM4BwKQDNNxcQGbPuSuKG+/yDkc/PkN+F+3wA7wH37TEE5Bm5Wieh1gB6PEZ3DQxehZwpP8diSrphD1zSnm5WDZh7qz6WdQzmLl8Rg1qHsb/Nl/bdqR1r7GzA6my8OwDXhrzJrPC3+Wh+4B5O3TfKp+9C6l4K/f7yOoM3Lv6Hkc/nHGoN4Onjh8546OmTsgYg1vsKuht+OCPokmOZ3r/tOyC/pNRwkxMAs1oZSuHjrLJfAUC02y2roTN1MuCmTTzr+7LaP/CrpKOZsl4vJyBYiLhYsOFApvTCWQ8F2NI/0NJZi2sNYHUtGSsEDnGAiIgUadnqTACRX29/tlK2FxVxzqUyZJZ4A806XxEtZDDwIVOXy9V5xXLJvuVyc45H/hel6W1oinx0P3QH7NKcXNlPe+BXGbCd4ytTPz32ky2Rqo/04pJHnfg/rdqoOAR2laCP7Njq/eueTfJ7BFDHikJW1udX6tSKtH+ErU3Mt7GTBjqc42o70HGQuuAeA0ShP2mNcfyK0RGcfhAJY4+5xAhAExAFvNNzD3UG4LTPdNqkQeqNps2UWSn9gtYZGd7RSxZJR1SJiT5sGVAxE2q2H2FAFM4JQjV5wf8ohzHZQptx1MMtfWjnLcA8Y5kKaIQEdC684z8j2ow953wz5WibXea6+QqgzgA0HWfA8yIjHUW1ckXU8gHg7crLlZUMpjJfZNXU1bJ5iqlYTQCcBJTeldjYGxlwMCRxEcmcTigzz2J4AcZjvQKEcoGjD/TVmYOmZaNLGo61ETNZ5Ry491S24/Iy5ecUfpIMjC51ppOxS5s/OkC19PXguVWypXGc+tKX5l2n797hffz73bjx/RVnEgx+nlFTfLRE2pk4APns3WzyjO63FnD+xX08q/2QItvZnLof0PaTrwtteZCyn9PSu762qtzDESlPQ3sAmoLysmW1csdVadA/+VM48DtXvPSlM3MY7BtwyRM0ONo06gCS4t5HdKBJFxfrZz9b5vjy7jVpv3Cg2CMf+dKcumrjsmQ8gH2PebYEWTWGsvtxqH7go6lyf+vRgWoz5uJinA2zqTef6z1ALQUosx/j4U3soI97uJfSzzspf5M2GpS347tXabb2ydpzIHKMNzq1xHaM89l0btTEQco4K8uCrR2nKGiu+ugT+9XjaTKTQQXIKjjm1Rmr9WlTAXeMC/DeIMrnXvJbwBtGm+tqAM9Uk+kr9C5gGkm0L+2HFxfLhn3p8muA+pjrycmf6ctpY+SUz/TdAGmOzx0EzGRTl9DDeMHLouf2W2sA6dR+OrQ8BFMKbjFm024G8MKEa1Urpytee4XhRbzWL+3ewqaOVDmFjyxij7jC8mg9QMZQvzft/A0hn04bf2awubidyKo5TFmlNwHKHOgfdmdLzvwd7LV4EBdKfvtYP1XprFDyJY1dxWDblreYfIVdxb9Y86POWlprAE1LnNebzPDM0bRr2RcZS1Yrd4i89NhQFcWRyL0MaO72nd6lhflyD3RVgfjGt7JOHKD64J2bAv3qAi0voAbNgD4BpXnCxIEyc/wA1fSsPS8vUB55hzpd3PFyPVrAaBywxgOdge97tK8uLzydNi8nzdaLo0iHoZwn+srP5f6TAJy+WmcxDR9h4P9D57PowCxQGuwqlBlPjVDBOfne8ft3SzRlvat2jsE4CjcyrCM282umHIX5QayOsUB9nUlTz+wDjw21ZD2gTDWm3AM9gKSacCJHjKMhn6LB1CnlWLCZxksRBb/E6xJmqhA3q3c87Ve8EJ4dXU1ztc6q9Z6I/xOQfUPNCod5PAhdaxKdfBiAPmD63tEgWq7kLa/1pyd+BDl3OfpgewZgBD/fxLFL55Ke1J1M+VlfKO0WAtA+6hzgxR3ifpx0Fvk5VHqWdAGurVGU5bPB9DPKjI45ZO9yWdZmoHPOJsB0Q+UaPG2FXl6lf7VOnhOA5mnsQ4xHq++dXyQPRITKswAxikG9WFQsk3HdfwVJK1+v4Nrn+R7udYBdBl046VHcs7k+ZsA74hLlC5ylZwQ80JJ5zNmevLJqIcAVc8prHvXD+GQsAmCi4DSjusQCptH/ikhfcUY9W67ku5ONVfNrm66mu9U38VA/FRnukta87dZwT3s6lwxlCzoeTzwJ8J4HxPGRIY4qMTY0RBIB8kvKW5W3WMKx3Sx3kLMimu/i7sUSyYJbZkM3t2GM5I59xG27XdqRU/698Hj0l89Ps9fitDgDQMDPHzlK5jdt6rqppEgfYrsgn/2S7KJSVcAunC4s9Oq8PFH5xAvyxcXXUbGpR+SPvLyGvmdMGqxuJ347s8GcUzxEn/fQzv4TIgdfX61rtLurBfCxwSoJuWFs1g401gGAOjZwSxRvO590l7g4mZHYXDbHNJRNDfDtRkZa8Zs32I99u0vcpfnyB/ZyjeVwD1eloxXjibqPA1YRCvFwXCOKF/EKHPME98ZcyS6LD69FDaReQEDNyab8UECmXyIiwuoSHa0eROr65fqiZog81chJLBEWvT3vveX9U8o2eQ4R9GcA6wq3Dmt/qfwzOEjcnN1JyMyUX1GjBatMKOCepN5OGthNG/OnLtfZvpbNPQDAj2aNfXDd4lm/CXHJkUbxsiu+iRyKj5dtcQmu7bGxOiH7lL3+zdflyRuHutJ44KuOuC9vrVNnS9Z8bo9c8andxeOVW3jgQgB7geIoQ0IazUf+zWmq8e5guZOy4dDdbbzNdPK35c3UeGNQ4yH4nLYM5yfSaDMA+FWNlZxCqHnP0Ea6lCTfcbc7ObG55y8rPpW/REfJmuF3u2a3SXaspQTojiOJv8vPkz0nsvS+rCyVdTzdKwf3SeKRw7IA9Wi0/yHOAADxgLdskigv3T3auqRBQ46omcM8ZvMHZRewUODM8TTbgGHSAa/bpK7tZ8mJLNm08Wt7EW91Ymmx9Ee9+QsV+jP4yZ5CWcAxjUk0dS8C/zkDnjO+Gn80aw7aHQH15CT7zVuImktGdFbBbRLlRhOvTaCv7fv2dT0dE+0dndTS6hkfK/8sG6PTShL9TYqIkL4RnFBs0ZI87SpFUV+64D3vJzu3ySsTuqrhz20r+6L+jFUvqoHYjRqpcS5LXUejLf0a/lF9/Hlfe96Awdbi2Hj5AE77PbbqoywC3QFhV3CULOl5lTWudVvMv7IzLhVt4myIW/qpd2ZRgX6lIpMIHyR++OF875yc087WpH9RWRx31YZ19vqM4/ZTgYX6VEG+fjG/QL+FibmMsm9AothHg57eCs957/hYixNihkFqCJyoCAlVtwwf6RrUrr0sx5T9+4IZI8pUpBqq1VRUglhJDSTQuYcP6l+u/1q2D7xexfzmIXdor2utR6KDnZX1mYQE+eTOe1w9h91uSbsOzpGQDj5zChbLKCmWHmtXyaP5+TrDv91iFoVNG+TPqEpRKMOH/MtiQs1kkP2b1st73+2xD/uXET+x4F3voumTvSUvPOvdsvQTz2/gYWOnV4ayE7KVaSfmyMsqeWXJ0BA1ZMRdrt6NYqU0OKSJI3YCpnC1tcozc3L0rG++sTcxU+9atNCrRt7pmpCc7Gwl+qptWrLIG8Xh8dGcEO8ZhWf6pqHoN9da7VOP2IkdOllhLAZOaN7CYqPILma57UzG1mnL9YeP91epWMxP+xqresf8e6zq3kn5eZxhKNsbmJZ0LTCwYLRmRQ7has7hou6BpdWnkHNjtmzyuBrTw4aNrDD8mx0bNFAP+KgjI2Ro43j5LWNsY/LOmMI5p0Tv32c2fTDJ/MLp0/rIN2udI7qF0NwbEqwv9SsW3OYpmRnSJTFBdiKszAruhIYNte7UWS32gWcyExPVZRHhkkIeq+75DXDtcZ5w9Mc+JSNDh3y9VqZ9vEjuf/M1+57PV3nN9D9rOAPA48dkwry3ve2ZUgFKZkKi6hYd43yGvzu2oaTENVEBmv2xNGe/o118kjGrFPxXEUznV1SkiISHq25NklANLOe4mn9RncdZeDrAm5fUqmE2rtiLuYa6exASZ3PUOk0GAMgq+y6r47i809L3WFq5W6r8ycFudTkHxneSHIrF8D2HefwA1Dr9mDcV6RGUlOAKsDFRVbZv3ezdjswsrRyEbt+0mfG4yGWVeXUcY0c5KUm2Mt32hIZKPn9eESA/f+hpLDw23OvX5+prBAB46+9nbpu6Ui9FMjc6fNA2rqXKoPQlTZMdsyi0RbLzDVvrykI5cOSABDEtDzRrqQJkzdHDeuPG9YYL1LZKehXSvIXLHOlt/GM8LpX1ahFTus31Q1wf/XGi+7onnnG3uGu0C7mlm9aihR9FWu0igjT+PtUYNaKRH6pJWUtKNUuyojmMkpKQYOEZMZpfWcCbkpJ5XNrBmSkR4Rq9rKJI0lPt9LRUtibz9ObISNXDVycxSV+C8nCAA+pdyauyovuozuXuHGMzirG5/LvrJOvqJ4ADfY0yFbci05Ixs/y4hp40V52DQuT9+ESrrY/W3DMz9fYTmdIlKUEOkKyc2vzrUHJrl/2LEa6tIaFlFomvXkxj1ZXptQ0V5vxNY9/Dqr3r9Oxca0O1RbXIPCuA2IPdTp0MlIPREapbq3byXqOGuhIkHnY8Xe0EiKS4JNwDfj43o6AmJqlXunZVrwW51R3+/UJzvSwxUQ7Dq+dpJUaaB8jdyqcXl+oVny31/m7BW0joahGopP2hWLVT2FvEp1ic+Dy0Xy02+lBFULrbHXc4joIAOZd62JsN1xY2a26hG1VO7Yp61UX4/8BmLfjX2c1+G+3V0f3UPK32rVzu+cWxY9KLrVaNaaa4izvElbdmhbctKtfcps05c3iOoVoAn/tKZ6CcZqYd89rdNX5mVebZBZzQkFDnvHPlrhaHxtPSpUFMjOxJSAhUbZy+aU7zG6+1UmiYugVtxPj6nNjUaqyUncN56V/w4U2yL7/au0tuZo/4MjjdnG/x4BorRQ0yp/KLYCJ/tamsutLq0CHp9f23fEeHOgKd8UqH4v8O5mUfhujdap9Ty8xqAXTa0LIt/Sg7ZUrtIu3HcdavAp5hqZ0Zx6RTUjNJCQrCpeQXDh+2J25cZ5/MzxWLyXJ4xJ2uoXBBhVaflKS6YjO/lXXcOaIWgQ/xHcuywvyaEA5LCh6heRyybI2LLR7QXIUFHF61xY2dHIydfT1aw5co5UX+9XxxwAulfBm7c3zuoKyJvaXBvlOS3yaJLYkq3ihfndrcawJw6/F06ZWXr7dERvipJmwm+T+goEBv5/+vgro3Mdq+7gSHlRUjfwrz7Q3pqZKcelRG9h0oU/FEh/jXDQuT/jhRs/71kmc21k273z1iZUdH89WSXwgOlv7jHnMZrjWWq/nswVtcIqUAWPrtTu8/358nbUbcKTM6dXGN8atmqMOuvloyiwvl2SOHHEfsy0a3g+aUocOFFkBeJRFh/jUO3bFGIlPnrCKUc8brCvKkOw6CTVUaD0ii56XcPFw+GHijC+5TlUo0Hoz2l7pXdeshXlxbuT16WLeGhqpRAZVFJYQE6TEouoKnWqKiFCqQP7cbatUczrmFa6iy1G2WpUaEhapfRYSrUZERrnaGIjbeuio4RGF++gWlml7a2b0Q7wmY//jQMEYVNmokm0OD2YjXzlaop6baZ+VAUNvLF386Pc3O69jpbDhrfeCgXdqypesKl8txi9f0rP8vytq0kf95ZKJrM7b/djSRJeiuFS6w6gZwVgBX8wELC8nOY6lm1TUfByrjpg8M/PtQRpq4WrZwBHtgWT1PmUUoO0faZGXaXzVubPWq7K5qjahp3ZglJ0ADqSQIiJ0VQEOFAN6KFdGe2HckjespILAwpKBwtyIzwHNTrn/xX1jqJH9nkmcET3auWodtYBcX2zkcsswpLlE5xUVSSBtFp05IHC700NUrvS8EBctcLBspMftp5i9Q/AICyUKR1wyQ2SwuZFsKfXTtTLE/y89VWW63Dg8Ok6gQtzQIDpEGIeEqimc5Ms+vGSeaV8KHO9ny6jtz7Ix7x6j3cVkNr0rzY9I1AojKsI7BTWYhWcdCUg4gXl2l9ntK9cE9u2XuyZPy65Rt3nc5A/M7dr/EXCwq7sJCaViYJzG5eTKSt9375b97jVfDQksskwfsEDgdNCf12HoEnKLlS2UMkJmDQUZVMRfaRxl305eyuububCmIm8Jh0GSsWSXTv9Re1msnsFjTgmmfZQda889v35aXVdxmrtGZbAncDsGUl2d5Dw4baU1o1kz1CglRyXz/2Y4xRlQQ+yIsjOzuvXkqS2JiYSsTagQQqFJ0uDQGoL/GxFjfZmbY+VkncPUel1D2Pprjhr+NDnbbslFeRLcyJ6Oy6HQmZ2aOmS1MoDLf8C6DS55j/cvB2ZrjLZH8Y+sl/3z9uaxRVX7XV8JRfyLCvI4XuwFviNd6ZjBnafCKP3bVCXn9X7PsK6KiZFfDRvKf2MaSi5kp8U2s4CYJTOc4C9+vhOxOkec/W+ZtlpUp97eznQ0uZikjrCkgBz8BJPO9Rhx3wy1H+NkNUAe5H8JJdTQnX47W+LVmTQ+oB2X3mS88zXfK5pMwLcl0yfgQk4mHccw4MyFJNoaGS9qh7+Ve1KfC0hJ58Lkv9AHT9f8HOK9ZyfI+ubUAAAAASUVORK5CYII=" /> No. 14<strong> Valparaiso Crusaders </strong><em><em><em>(26-7, 13-3 Horizon)</em></em> </em>vs. No. 3 <strong>Michigan State Spartans</strong> (25<em>-8, 13-5 Big Ten</em>) <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Thursday, March 21<br />
9:15 a.m. PT<br />
CBS<br />
Auburn Hills, Michigan<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>VAL: </strong>257.7mi.<br />
<strong>MSU: </strong>80.8 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>VAL</strong><strong>:</strong> W-W-W-W-W<br />
<strong>MSU: </strong>L-W-W-W-L</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>VAL</strong><strong></strong>: F, Kevin Van Wijk <em>(12.7 ppg, 5.5 rpg, 0.6</em> apg)<br />
<strong>MSU</strong>: G, Keith Appling <em>(13.6 ppg, 3.5 rpg, 3.5 apg)</em></p>
<p><strong>Synopsis: </strong>A year full of upsets might culminate in many more in the NCAA tournament. But surely the Spartans of Michigan State couldn&#8217;t be the victims of another, right?</p>
<p>Would you believe that Michigan State is 5-7 against AP Top 25 teams? Add a loss to then-unranked Miami (FL) and suddenly the Spartans don&#8217;t look so impressive.</p>
<p>But this is Valparaiso here, who used an 18-4 run to close out Wright State in the Horizon championship.</p>
<p>The Spartans will have their hands full against the 6th-ranked shooting team in the nation (.489 pct.), but can thank the NCAA selection committee for giving them essentially a home game, as Auburn Hills sits just 80 miles away from East Lansing.</p>
<p>Also a big factor here is the tournament experience of Coach Tom Izzo, which will help guide his team far.</p>
<p><strong>Pick: </strong>Michigan State</p>
<p style="text-align: center;"><img class="alignleft" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAABQCAYAAACOEfKtAAAKQWlDQ1BJQ0MgUHJvZmlsZQAASA2dlndUU9kWh8+9N73QEiIgJfQaegkg0jtIFQRRiUmAUAKGhCZ2RAVGFBEpVmRUwAFHhyJjRRQLg4Ji1wnyEFDGwVFEReXdjGsJ7601896a/cdZ39nnt9fZZ+9917oAUPyCBMJ0WAGANKFYFO7rwVwSE8vE9wIYEAEOWAHA4WZmBEf4RALU/L09mZmoSMaz9u4ugGS72yy/UCZz1v9/kSI3QyQGAApF1TY8fiYX5QKUU7PFGTL/BMr0lSkyhjEyFqEJoqwi48SvbPan5iu7yZiXJuShGlnOGbw0noy7UN6aJeGjjAShXJgl4GejfAdlvVRJmgDl9yjT0/icTAAwFJlfzOcmoWyJMkUUGe6J8gIACJTEObxyDov5OWieAHimZ+SKBIlJYqYR15hp5ejIZvrxs1P5YjErlMNN4Yh4TM/0tAyOMBeAr2+WRQElWW2ZaJHtrRzt7VnW5mj5v9nfHn5T/T3IevtV8Sbsz55BjJ5Z32zsrC+9FgD2JFqbHbO+lVUAtG0GQOXhrE/vIADyBQC03pzzHoZsXpLE4gwnC4vs7GxzAZ9rLivoN/ufgm/Kv4Y595nL7vtWO6YXP4EjSRUzZUXlpqemS0TMzAwOl89k/fcQ/+PAOWnNycMsnJ/AF/GF6FVR6JQJhIlou4U8gViQLmQKhH/V4X8YNicHGX6daxRodV8AfYU5ULhJB8hvPQBDIwMkbj96An3rWxAxCsi+vGitka9zjzJ6/uf6Hwtcim7hTEEiU+b2DI9kciWiLBmj34RswQISkAd0oAo0gS4wAixgDRyAM3AD3iAAhIBIEAOWAy5IAmlABLJBPtgACkEx2AF2g2pwANSBetAEToI2cAZcBFfADXALDIBHQAqGwUswAd6BaQiC8BAVokGqkBakD5lC1hAbWgh5Q0FQOBQDxUOJkBCSQPnQJqgYKoOqoUNQPfQjdBq6CF2D+qAH0CA0Bv0BfYQRmALTYQ3YALaA2bA7HAhHwsvgRHgVnAcXwNvhSrgWPg63whfhG/AALIVfwpMIQMgIA9FGWAgb8URCkFgkAREha5EipAKpRZqQDqQbuY1IkXHkAwaHoWGYGBbGGeOHWYzhYlZh1mJKMNWYY5hWTBfmNmYQM4H5gqVi1bGmWCesP3YJNhGbjS3EVmCPYFuwl7ED2GHsOxwOx8AZ4hxwfrgYXDJuNa4Etw/XjLuA68MN4SbxeLwq3hTvgg/Bc/BifCG+Cn8cfx7fjx/GvyeQCVoEa4IPIZYgJGwkVBAaCOcI/YQRwjRRgahPdCKGEHnEXGIpsY7YQbxJHCZOkxRJhiQXUiQpmbSBVElqIl0mPSa9IZPJOmRHchhZQF5PriSfIF8lD5I/UJQoJhRPShxFQtlOOUq5QHlAeUOlUg2obtRYqpi6nVpPvUR9Sn0vR5Mzl/OX48mtk6uRa5Xrl3slT5TXl3eXXy6fJ18hf0r+pvy4AlHBQMFTgaOwVqFG4bTCPYVJRZqilWKIYppiiWKD4jXFUSW8koGStxJPqUDpsNIlpSEaQtOledK4tE20Otpl2jAdRzek+9OT6cX0H+i99AllJWVb5SjlHOUa5bPKUgbCMGD4M1IZpYyTjLuMj/M05rnP48/bNq9pXv+8KZX5Km4qfJUilWaVAZWPqkxVb9UU1Z2qbapP1DBqJmphatlq+9Uuq43Pp893ns+dXzT/5PyH6rC6iXq4+mr1w+o96pMamhq+GhkaVRqXNMY1GZpumsma5ZrnNMe0aFoLtQRa5VrntV4wlZnuzFRmJbOLOaGtru2nLdE+pN2rPa1jqLNYZ6NOs84TXZIuWzdBt1y3U3dCT0svWC9fr1HvoT5Rn62fpL9Hv1t/ysDQINpgi0GbwaihiqG/YZ5ho+FjI6qRq9Eqo1qjO8Y4Y7ZxivE+41smsImdSZJJjclNU9jU3lRgus+0zwxr5mgmNKs1u8eisNxZWaxG1qA5wzzIfKN5m/krCz2LWIudFt0WXyztLFMt6ywfWSlZBVhttOqw+sPaxJprXWN9x4Zq42Ozzqbd5rWtqS3fdr/tfTuaXbDdFrtOu8/2DvYi+yb7MQc9h3iHvQ732HR2KLuEfdUR6+jhuM7xjOMHJ3snsdNJp9+dWc4pzg3OowsMF/AX1C0YctFx4bgccpEuZC6MX3hwodRV25XjWuv6zE3Xjed2xG3E3dg92f24+ysPSw+RR4vHlKeT5xrPC16Il69XkVevt5L3Yu9q76c+Oj6JPo0+E752vqt9L/hh/QL9dvrd89fw5/rX+08EOASsCegKpARGBFYHPgsyCRIFdQTDwQHBu4IfL9JfJFzUFgJC/EN2hTwJNQxdFfpzGC4sNKwm7Hm4VXh+eHcELWJFREPEu0iPyNLIR4uNFksWd0bJR8VF1UdNRXtFl0VLl1gsWbPkRoxajCCmPRYfGxV7JHZyqffS3UuH4+ziCuPuLjNclrPs2nK15anLz66QX8FZcSoeGx8d3xD/iRPCqeVMrvRfuXflBNeTu4f7kufGK+eN8V34ZfyRBJeEsoTRRJfEXYljSa5JFUnjAk9BteB1sl/ygeSplJCUoykzqdGpzWmEtPi000IlYYqwK10zPSe9L8M0ozBDuspp1e5VE6JA0ZFMKHNZZruYjv5M9UiMJJslg1kLs2qy3mdHZZ/KUcwR5vTkmuRuyx3J88n7fjVmNXd1Z752/ob8wTXuaw6thdauXNu5Tnddwbrh9b7rj20gbUjZ8MtGy41lG99uit7UUaBRsL5gaLPv5sZCuUJR4b0tzlsObMVsFWzt3WazrWrblyJe0fViy+KK4k8l3JLr31l9V/ndzPaE7b2l9qX7d+B2CHfc3em681iZYlle2dCu4F2t5czyovK3u1fsvlZhW3FgD2mPZI+0MqiyvUqvakfVp+qk6oEaj5rmvep7t+2d2sfb17/fbX/TAY0DxQc+HhQcvH/I91BrrUFtxWHc4azDz+ui6rq/Z39ff0TtSPGRz0eFR6XHwo911TvU1zeoN5Q2wo2SxrHjccdv/eD1Q3sTq+lQM6O5+AQ4ITnx4sf4H++eDDzZeYp9qukn/Z/2ttBailqh1tzWibakNml7THvf6YDTnR3OHS0/m/989Iz2mZqzymdLz5HOFZybOZ93fvJCxoXxi4kXhzpXdD66tOTSna6wrt7LgZevXvG5cqnbvfv8VZerZ645XTt9nX297Yb9jdYeu56WX+x+aem172296XCz/ZbjrY6+BX3n+l37L972un3ljv+dGwOLBvruLr57/17cPel93v3RB6kPXj/Mejj9aP1j7OOiJwpPKp6qP6391fjXZqm99Oyg12DPs4hnj4a4Qy//lfmvT8MFz6nPK0a0RupHrUfPjPmM3Xqx9MXwy4yX0+OFvyn+tveV0auffnf7vWdiycTwa9HrmT9K3qi+OfrW9m3nZOjk03dp76anit6rvj/2gf2h+2P0x5Hp7E/4T5WfjT93fAn88ngmbWbm3/eE8/syOll+AAAB1WlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS4xLjIiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyI+CiAgICAgICAgIDx0aWZmOkNvbXByZXNzaW9uPjE8L3RpZmY6Q29tcHJlc3Npb24+CiAgICAgICAgIDx0aWZmOlBob3RvbWV0cmljSW50ZXJwcmV0YXRpb24+MjwvdGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPgogICAgICAgICA8dGlmZjpPcmllbnRhdGlvbj4xPC90aWZmOk9yaWVudGF0aW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4K5JKPKQAADHtJREFUeAHtXAmQHFUZnp7unrPn3JnZ2c1uVkiWS90ISIAAsUJZxBBIohUQEJUCi6CoUIIhJUYiFAZLgoSAUMqREhDRBMXSMiTGBKHYJBLDYpEAUlyb7DF7zNEz03N1t98bnLUzOzvTO9PdO6HSVcl773//+/v/v/3f9fd7Q8mybDr+1I+Auf6mx1sSBI4D2KAfHAewQQCZBts3XfPu7u6gz+O5zGqznUebKFuUT9zf19f3kl6KUh+XScThcJzrdXm+57DbLgVY1mwu+4fDg4PfgH3jeoFH5B7zAFIU5Qi2tPyEczivN5vNdmJUNp/rPTwwcIne4JF3Nf0YSADyer3Xu53OZURh5YO6OZ1tbX90c66bKBOVLOTzhwCaMDo+fpsR4BFdmtoDOY5b7Pd67yzkC4ODkeErCTglAB0Wx/xgqOUplmG6TbKcTArpJ4ZHRjZY8WSz2f+A15AFblMCCM8KtLe2brJZbV8moL3X/+GJSIdL4Lnd7hVBn38z+DwlGklFSRoaGB5aBADfVNL1zDddFwYoXEc4vMVus1+BPIXJYKcSPJBOCHp9v0J6FHgEJNpsDrvszi/qCVi57KZaxgAUS2sw+IDValsgZITf8fH4g3wm815JadSzbaHW+yizOVCiTUppqnUSDQQi2+fznbVk8eL5DMueyphpryxLoyfNnfvYmrVr91dqo4bWVAD6PL6bnXbHNcReeODlMPS0bCRyJcqHiTGYSFbabbblJD/VI0vSUcsWAMf5PZ4butpnfYVmmJ69vXvM8GhJyGSeGYtFH0R3PziVLDX0GQUQxhFPisGggtPpXNIWDN2FMlVSnKWZTwW8vrtRXg5ea9esWbchnagv8SnTlCD0kjLYGI/Hc+0nOjvvoM10O6HlCvkXE/H4QyJWHzzPP0tojT4zMgbCOFvA71/d4vNdBwNElFm/23Mb8pZygxiGPpnQ7Hb7mTTN9JTXK8uFQr4PHvUy5NnDweDGFo/34RJ4hM/CsJ8Dsh6twCMyDfdAGGdtC4WftFrZBe/3958B75MBzkKLxXIBUajCIxEaa2bnoO2U3ke6ZZTnNyAVWgPBnzodzm9VkGUy4/2V6PXSDPVA2G8O+QN3Y7u1Ushm/w5ji0sTp91+IamrZIQoSu8SukRJuUr1JVpKSG9OJBLPQE6ni+NuKtGVKQE3lcloui+uqLTypVrm0WXXcJzzm8lk6u7hSIR02eJjwaxYypenqXTqOUJLJpM7C6JYBFPJA1DEWDy2FovoG5AveFyuJaiv6GXB1tB6dPHXle0bzRvWhbFB6OkIt62GhzgA4u1m2nwC8l8nRmPPgHF98oNBf1+M539PasA3iq5+XcjfsoFhmNNBSmCN+Eo8Hn+UT6eLIBf5JGlit0LK5EFbGR76mDhi+tlHFO3+NwxAn9t7IwCbWPxiOXKFnbVvgil78oU8WYetVJoliuKRsUjk27CdL9EFQdgNGQtQno1/cdRFSnWlNJFK/Qmz78ssw55HaJIovhNN8vcC6M1yJFJ1GCjJmE5qyFYORgdOnN31BtKQUrmR0ZGr4skkGbcCs8LhX1st1i+gXs7lci8Mj43+AOlrSn61ecizsix7CuHP5/NkX5xW23a6fIZ4IGJ1Z5WDRxRF302RFAaOIrkYPH6kIspxQq/3Qfss2vbV23467QwBkDGbJ7puSTkYGUmn0/tKZZKCVr6L8DtttjMQXZ5H0/RshqYDGC9tRV7KlBYL0kihkHs/m8+/iu59AO0njX9K+XrkDQEwL4ofwDgJHjYx6ycS/EOgDZUbBR7O63JdZrc7L0a3X1jJc8vbQI5MxrpwILQtnuK3AMx/lPPoVTZqDGTaW8NPY+K4nBibFtIPD42M3IrshMcAKPIt4xoER6/FLFscv+oyGrO6kM1siSYSm+Dhr9QlYxqNDAGQ6AOAKOw2TsbEIAC4D0o6gsxhW3cHgLseeXeJ3miK6PSBDwaOnI135RuVVa29IV2YKABDSIT4qEAnAD2zs639fqTnV1Oynrp0NrNdb/CIXoYBqASBeCPGua91htvurRrbUzQqiIV3sCR5NZfND1A0ZbVbraczDHs2RNEKtmKW/LH4VOqFcroe5RkBMOAP/Njj4tbAILaWUYiwvD4+Pr6OF4QXgMvEeo4A53K5LvF7vPdhdj5RKQf75zczmUwxrKWk65E3FEAYbUWY6T6AVzFSojSQONF4LHp7LJF4BPlJ4xhoZPv3PGTux2y9H+nEIj2ZTj6H+oxSnl75iWWFXi8oySUegzDTPVOFmUp8JIXx8cj42DXReHxTJfDKeA/HEvF7lDQEVbcry3rmDQMQ4fpbnQ7Hd9UYMzo2eiOCnhMBglptxmOxx8kYSfgI+Oi+e2u10areEADxLWOF1+NeBy+s+b60kNmK/fHT0zGQgAavKwIO8F5EmWzlDHlqGtSoFgCtKxAIPoFIcHELVk1eXiz8ezAytKoaz1R1yVTqL6SOT/0/tDUVr5Z0XQEk4x4+Q64HeN5aSsNrRHTFdUjHavFWqofn9WH2fYtP8Tsq1etF0xVAD8eRz5CXq1EewdFtiDo/r4a3Eg/pxph9H0U6UKleL5puAML7vB6vby3xwlrKE+9D5PkBktbirVaPQ0Wbq9XrUacbgEFfy2qWpj+pRmkhk30+lUo13PXwByBxRUMfXQCE13VwLu5atZbw6eRvYLwhp6nU6qSWTxcAcQblakwcrWqUwFEMDH3JbWp4m5FHFwDdDgc5z6LqyXz0fbgY2lfVoMmYNAcQoal5iJL0qLUzmRK2quVtRj7NAeQcjovUGkq6byKV2K2Wvxn5NAcQx9IWqjUUh8H3Ye74UC1/M/JpCuCqVas8OIHwWbWGIjj6T7W8zcqnKYA+l2seZt+wWmMzWWGPWt5m5dMUQMZiOWEahuZzafHgNPibklVTAHHlQNXajyCBk1b9WVP2/aZEZRpKaQqgiaLdat8tFgr9mEA0P+yj9v1a8WkMoFwzcFBSvCBKQ6X8sZxqCiC+0k98NasFCkXJhVo8x0K9pgDmy64YVANAlmuHuaq1b5Y6TQHEoch+tYbhZmWLWt5afCT2WItHr3pNAcRhntcwMagKDFhZ5hQY7mzUMMiY62AdcxuVU297TQHcuHFjP45f/EuNMjjS0WGz2c5UwzsVD8Bz4Vvzjel8WtU7p5LTCF1TAOF95DC3qsgyjKcQ9lpWr/JoTi7TbMpkM2/gtVK9chptpymARJkkTswTINUoxnGur9ooW7caXiUPwR7gPcLQTFec559S1hmd1xxA3MN4A0HS4jfaWsYAiFBre+C3SCcdAZ6qLeKNn+ma1bHX7/d/nvN6VuFvZcgZmKn00RxA8qJoIr5ekiRVkwlO05/R0db2LKI4p02lJKED5Fb8NsI63DXZiROsc3p6er5/6NCht6u1MaJOtxOqwZYgOcL2I7VGSLIcw9HfrTii8bdcMvdazpQjH9hZTDQn4erWcqfNfhkOms8i8hJJfv3I2NjtaocKtTrUw6cbgPAYB+5+PIlr+1+armIARoLL8TgpxEDOUUudTC6748jg4KXgMez8SzX9denC5IUwMH1kaOgq3IvbWE2BSnUAzYxrmR4leJAn8qnkzwHesmYBj+iu6wFLYihAuAXjYRr3424u/a5LJdCq0dC9h8ejsR/G+fjjkDljS5ZKOurWhctfRu4E4/b5GsyiFwFUdVEbXFlAl902Go3eisNDb5XLbIayYQASYwlwmBTO93Cuq3FI/AIzTc8tBxMeJuPnSw5igbwLa7wtAO6lZvM65R/OUACVL/4foOTMYIeDZX1YeVO4+5/APZIjAGzihmZ5m2YrzyiAzQZGPfroNgvXo8yx2EbTWRjjGftL39y77LJ2sT4lqG8XhAN38h/+Qkmb6bymAC61ec9favWvJrOFHoYdTKRu0UNuIzI17cLzLa5FeoFnkk2F3bnorkaM1aOtZgDC6aiFVt8iPZQkMt8rZA705tOa/uKGFrpqBuDZJu7UbsZ2lhZKVZLRm0/sJkvESnUzSdMMwEVO71L8imTF32tp2EAgtyMV/XPDcnQQoBmAC6xu3brvmCy+tb0Q24dRwot/xZCWDljUJVKTWfiWxSs6v8Ny59WlgYpGvbn4LgRcZwf9Laspk5zHr4BsxhdAw+7DVVNREw881+ldZDFrd12/XOGXM/FdiFx/Gpdx3k0LwiEEJLrKeWaqrIkHXjj/nBbJ7v2rXkZkIq7t50B4OBQKmWSzFBmLGHKZWo09x/fCalCqwqNJF64i/2Nf9V9q0O5xanHMSwAAAABJRU5ErkJggg==" /> No. 10<strong> Cincinnati Bearcats </strong><em><em><em>(22-11, 9-9 Big East)</em></em> </em>vs. No. 7 <strong>Creighton Bluejays</strong> (27<em>-7, 13-5 MVC</em>) <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Friday, March 22<br />
11:45 a.m. PT<br />
CBS<br />
Philadelphia, Pennsylvania<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>CIN: </strong>572.2 mi.<br />
<strong>CRE: </strong>1,214.5 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>CIN</strong><strong>:</strong> L-W-W-L-W<br />
<strong>CRE</strong><strong>: </strong>W-W-W-W-W</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>CIN</strong><strong></strong>: G, Sean Kilpatrick <em>(16.9 ppg, 5.2 rpg, 1.8</em> apg)<br />
<strong>CRE</strong>: F, Doug McDermott <em>(23.1 ppg, 7.5 rpg, 1.6 apg)</em></p>
<p><strong>Synopsis: </strong>The best-shooting team in the nation awaits stiff competition from a Big East conference member that is no stranger to tournament success.</p>
<p>Being a member of the Big East can be daunting, and for the Cincinnati Bearcats it hasn&#8217;t been any different this season, boasting a 9-9 record in conference, and 13-2 outside of it.</p>
<p>The Big East tournament of course does not count when factoring in records. Cincinnati&#8217;s only loss came to No. 3-seeded New Mexico, who outpointed the Bearcats by a point.</p>
<p>Of course the task at hand is not easy: Doug McDermott and the Bluejays of Creighton, who are shooting a nation-best 50.8 percent this season, and pass the ball extremely well, averaging 17.2 per game, fifth-best in the country.</p>
<p>But is Creighton tournament-tested?</p>
<p>Expect them to be victims of an upset here. Cincinnati will be too much for the Jays to handle.</p>
<p><strong>Pick: </strong>Cincinnati</p>
<p style="text-align: center;"><img class="alignleft" alt="" 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" /> No. 15<strong> Albany Great Danes </strong><em><em><em>(24-10, 9-7 America East)</em></em> </em>vs. No. 2 <strong>Duke Blue Devils</strong> (27<em>-5, 14-4 ACC</em>) <img class="alignright" alt="" src="data:image/png;base64,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" /><br />
Friday, March 22<br />
9:15 a.m. PT<br />
CBS<br />
Philadelphia, Pennsylvania<br />
<strong></strong></p>
<p style="text-align: center;"><em>Distance traveled:<br />
</em><strong>ALB: </strong>235.4 mi.<br />
<strong>DUK: </strong>397.2 mi.<strong></strong></p>
<p style="text-align: center;"><em>Last five games: </em><br />
<strong>ALB</strong><strong>:</strong> W-W-W-L-W<br />
<strong>DUK</strong><strong>: </strong>L-W-W-W-L</p>
<p style="text-align: center;"><em>Players to watch out for:</em><em><br />
</em><strong>ALB</strong><strong></strong>: G, Mike Black <em>(14.9 ppg, 3.2 rpg, 2.5</em> apg)<br />
<strong>DUK</strong>: F, Mason Plumlee <em>(17.2 ppg, 10.2 rpg, 2.0 apg)</em></p>
<p><strong>Synopsis: </strong>Last year the Lehigh Mountain Hawks solidified the second 2/15 upset of the tournament, taking out a heavily-favored Duke team playing in North Carolina, in its home state.</p>
<p>In 2006, Albany went to halftime against top-ranked Connecticut trailing by just one point. Even that team was better than this one though, which is saying a lot given that it went into Vermont and defeated the home squad to win the conference tournament.</p>
<p>Duke at many points of this season has looked like the team to beat in college basketball, outpointing Louisville and Ohio State in back-to-back games, but dropping two games to Maryland.</p>
<p>Expect Coach K to deliver an unforgettable sermon to his Blue Devils, which will help the squad learn from its blunders of a year ago as they blister past the Great Danes en route to the second round.</p>
<p><strong>Pick: </strong>Duke</p>
]]></content:encoded>
			<wfw:commentRss>http://ijonathangarza.com/2013/03/19/ncaa-tournament-previews-midwest-region/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Testicular Cancer a silent killer in young males</title>
		<link>http://ijonathangarza.com/2013/03/07/testicular-cancer-a-silent-killer-in-young-males/</link>
		<comments>http://ijonathangarza.com/2013/03/07/testicular-cancer-a-silent-killer-in-young-males/#comments</comments>
		<pubDate>Thu, 07 Mar 2013 18:37:50 +0000</pubDate>
		<dc:creator>Jonathan Garza</dc:creator>
				<category><![CDATA[Other]]></category>
		<category><![CDATA[cerritos college]]></category>
		<category><![CDATA[cesar perez]]></category>
		<category><![CDATA[ijonathangarza]]></category>
		<category><![CDATA[jonathan garza]]></category>
		<category><![CDATA[nursing department]]></category>
		<category><![CDATA[talon marks]]></category>
		<category><![CDATA[testicular cancer]]></category>

		<guid isPermaLink="false">http://ijonathangarza.com/?p=2842</guid>
		<description><![CDATA[The Cerritos College Nursing Department conducted a booth Tuesday, informing students about health topics to increase awareness of threats.]]></description>
				<content:encoded><![CDATA[<p>NORWALK, Calif. – The <a href="http://cms.cerritos.edu/registered-nurse/" target="_blank">Cerritos College Nursing Department</a> conducted a booth Tuesday, informing students about health topics to increase awareness of threats.</p>
<p>Cesar Perez, a nursing major, talked about the risks of testicular cancer, and how it could be prevented.</p>
<p>&#8220;It is one of the most common forms of cancer in men in the age range of 15-35,&#8221; Perez said.</p>
<p>It is very fast acting and could <a href="http://www.youtube.com/watch?v=SuEj98FOtyU" target="_blank">kill a person unexpectedly</a>.</p>
<p>“There was a case where an 18-year-old guy had testicular cancer and later passed away at 21, he said.</p>
<p>&#8220;Causes of testicular cancer include family history and excess x-chromosomes.&#8221;</p>
<p>For prevention of testicular cancer, Perez recommends an hour of exercise per day.</p>
]]></content:encoded>
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		<title>Dodgers News: Alfonzo has Dengue Fever</title>
		<link>http://ijonathangarza.com/2013/02/21/dodgers-news-alfonzo-has-dengue-fever/</link>
		<comments>http://ijonathangarza.com/2013/02/21/dodgers-news-alfonzo-has-dengue-fever/#comments</comments>
		<pubDate>Thu, 21 Feb 2013 19:04:40 +0000</pubDate>
		<dc:creator>Jonathan Garza</dc:creator>
				<category><![CDATA[MLB]]></category>
		<category><![CDATA[dodgers nation]]></category>
		<category><![CDATA[dodgers news]]></category>
		<category><![CDATA[eliezer alfonzo]]></category>
		<category><![CDATA[Los Angeles Dodgers]]></category>

		<guid isPermaLink="false">http://ijonathangarza.com/?p=2838</guid>
		<description><![CDATA[Dodgers non-roster invitee Eliezer Alfonzo has come down with Dengue Fever, this after not reporting to Dodgers camp initially because of a family illness, club officials said Thursday. Wikipedia defines Dengue Fever as an infectious disease also known as breakbone fever. Symptoms include fever, headache, muscle and joint pains and a skin rash similar to [...]]]></description>
				<content:encoded><![CDATA[<p>Dodgers non-roster invitee Eliezer Alfonzo has come down with Dengue Fever, this after not reporting to Dodgers camp initially because of a family illness, club officials said Thursday.</p>
<p><a href="http://www.ijonathangarza.com/22113-Alfonzo.jpg"><img class="alignleft" alt="" src="http://www.exposay.com/celebrity-photos/eliezer-alfonzo-55-2011-mlb-colorado-rockies-06UdBe.jpg" width="270" height="180" /></a>Wikipedia defines Dengue Fever as an infectious disease also known as breakbone fever. Symptoms include fever, headache, muscle and joint pains and a skin rash similar to the measles.</p>
<p>The fever is transmitted by several species of mosquitoes, and will prevent Alfonzo from flying, the club said.</p>
<p>Upon his expected return in a week from Venezuela he will report to Minor League camp.</p>
<p>Taking Alfonzo&#8217;s place in camp is catcher Matt Wallach, the son of third-base coach Tim Wallach.</p>
<p>&nbsp;</p>
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		<title>Michael Jordan Turns 50 and Could Return to NBA?</title>
		<link>http://ijonathangarza.com/2013/02/17/michael-jordan-turns-50-and-could-return-to-nba/</link>
		<comments>http://ijonathangarza.com/2013/02/17/michael-jordan-turns-50-and-could-return-to-nba/#comments</comments>
		<pubDate>Sun, 17 Feb 2013 15:51:34 +0000</pubDate>
		<dc:creator>Jonathan Garza</dc:creator>
				<category><![CDATA[NBA]]></category>
		<category><![CDATA[charlotte bobcats]]></category>
		<category><![CDATA[chicago bulls]]></category>
		<category><![CDATA[michael jordan]]></category>
		<category><![CDATA[michael kidd-gilchrist]]></category>
		<category><![CDATA[nba news]]></category>
		<category><![CDATA[washington wizards]]></category>

		<guid isPermaLink="false">http://ijonathangarza.com/?p=2836</guid>
		<description><![CDATA[Happy Birthday to Michael Jordan, who is arguably the greatest player in NBA history, and at 50 years old apparently still capable of taking names. Has it really been 10 years since Jordan walked away from basketball? Crazily it has been, and yet he&#8217;s still capable of beating a 19-year-old at one-on-one, defeating No. 2 [...]]]></description>
				<content:encoded><![CDATA[<p>Happy Birthday to Michael Jordan, who is arguably the greatest player in NBA history, and at 50 years old apparently still capable of taking names.</p>
<p><a href="http://www.ijonathangarza.com/21713-MJ.jpg"><img class="alignright" alt="" src="http://www.basketballphoto.com/Photos/Michael-Jordan-16576.jpg" width="163" height="240" /></a>Has it really been 10 years since Jordan walked away from basketball?</p>
<p>Crazily it has been, and yet he&#8217;s still capable of beating a 19-year-old at one-on-one, defeating No. 2 draft pick Michael Kidd-Gilchrist.</p>
<p>With no clear advantage against the 6-foot-7, 232 pound rookie, Jordan exemplified why for decades he has been referred to as the best to ever step foot on a basketball court.</p>
<p>So if Kidd-Gilchrist is averaging 9.1 points and 5.7 rebounds per contest, the question begs: What could Michael Jordan do today?</p>
<p>In 2003, his final season, Jordan averaged 20.0 points, 6.1 rebounds and 3.8 assists with the Washington Wizards at age 39.</p>
<p>Could 15.0 points and 3.0 rebounds be out of the question?</p>
<p>At 50 years old exactly, he would easily become the oldest player to ever play in the NBA, breaking Nat Hickey&#8217;s record set in 1948, by just over four years.</p>
<p>More recently there was Kevin Willis of the Hawks, who played until about age 44.5.</p>
<p>After a career scoring average of 12.1 points per game and 8.4 rebounds, Willis found himself scoring 2.4 points per contest and grabbing 1.6 boards for the Mavericks, his eighth team.</p>
<p>But we&#8217;re talking about the greatest player ever here.</p>
<p>It&#8217;s absurd to think that Jordan would back-up Ramon Sessions in a comeback attempt.</p>
<p>Sessions is averaging 15.0 points, 2.9 rebounds and 3.9 assists at age 26. Michael Jordan could laugh at that in his sleep, perhaps even at 50 years old.</p>
<p><strong>Wait, Jordan&#8217;s coming back?</strong></p>
<p>No, although he is trying to get back down to his playing weight, which might spark curiosity among fans.</p>
<p>At 12-40 the Charlotte Bobcats could use more than just the No. 1 draft pick they&#8217;re primed to receive, but also could stand to benefit from one more season of Air Jordan.</p>
<p>After all, Kidd-Gilchrist wouldn&#8217;t be surprised to see Jordan stage a comeback, especially with his competitive nature.</p>
<p>But why?</p>
<p>He has nothing left to prove, and would just be doing so to say he&#8217;s the only player in NBA history to play at 50 years old.</p>
<p>As nostalgic as it would make fans feel, his place is on the sidelines with the Bobcats, who need to find a way to win now.</p>
<p>But MJ, enjoy your birthday. Good days are ahead for the franchise, and even for you.</p>
<p>You received the best gift of all, knowing that you still can beat the best players coming out of college.</p>
]]></content:encoded>
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		<title>Three Starters Named for First Games of Spring</title>
		<link>http://ijonathangarza.com/2013/02/16/three-starters-named-for-first-games-of-spring/</link>
		<comments>http://ijonathangarza.com/2013/02/16/three-starters-named-for-first-games-of-spring/#comments</comments>
		<pubDate>Sat, 16 Feb 2013 22:05:15 +0000</pubDate>
		<dc:creator>Jonathan Garza</dc:creator>
				<category><![CDATA[MLB]]></category>
		<category><![CDATA[cactus league]]></category>
		<category><![CDATA[Clayton Kershaw]]></category>
		<category><![CDATA[dodgers nation]]></category>
		<category><![CDATA[dodgers news]]></category>
		<category><![CDATA[hyun-jin ryu]]></category>
		<category><![CDATA[Los Angeles Dodgers]]></category>
		<category><![CDATA[spring training]]></category>
		<category><![CDATA[zack greinke]]></category>

		<guid isPermaLink="false">http://ijonathangarza.com/?p=2831</guid>
		<description><![CDATA[Clayton Kershaw, Zack Greinke and Hyun-Jin Ryu will be the starting pitchers for the team&#8217;s first three Spring Training games, reports the LA Times&#8217;s Dylan Hernandez via Twitter. Earlier today Kershaw was named the team&#8217;s Opening Day starter for its regular season opener against the Giants on April 1. While the rest of the rotation [...]]]></description>
				<content:encoded><![CDATA[<p><a href="https://twitter.com/dylanohernandez/status/302874650470387712" target="_blank">Clayton Kershaw</a>, <a href="https://twitter.com/dylanohernandez/status/302877324746043392" target="_blank">Zack Greinke and Hyun-Jin Ryu</a> will be the starting pitchers for the team&#8217;s first three Spring Training games, reports the LA Times&#8217;s Dylan Hernandez via Twitter.</p>
<p><a href="http://www.ijonathangarza.com/21613-Greinke.jpg"><img class="alignright" alt="" src="http://media.bakersfieldnow.com/images/130215-Zack-Greinke.jpg" width="277" height="208" /></a>Earlier today Kershaw was named the team&#8217;s Opening Day starter for its regular season opener against the Giants on April 1.</p>
<p>While the rest of the rotation is yet to be determined, there is a good chance that this is it here.</p>
<p>Greinke will begin the first season of a 6-year/$159 million contract this season. Last season with the Brewers and Angels, he went 15-5 with a 3.48 ERA, numbers that have fans excited to see him backing up team-ace Clayton Kershaw.</p>
<p>Meanwhile Ryu will begin his own six-year pact, but at a much reduced rate of $36 million.</p>
<p>Last year while pitching for the Hanwha Eagles of the Korean Baseball Organization, he went 9-9 with a 2.66 ERA.</p>
<p>Speculation has surrounded Ryu because of his shape during Spring Training. But he feels he&#8217;s fine, stating that he&#8217;s in &#8220;throwing shape&#8221;.</p>
<p>Kershaw will lead the Dodgers play in their first Spring Training game against the White Sox next Saturday. That game is followed by a rematch with the Dodgers&#8217; spring neighbors, with Greinke taking the mound. Finally, the Dodgers will oppose the other Chicago team, the Cubs, on Monday with Ryu starting.</p>
<p>All three games will begin at 12:05 p.m.</p>
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		<title>Clayton Kershaw Named Opening Day Starter</title>
		<link>http://ijonathangarza.com/2013/02/16/clayton-kershaw-named-opening-day-starter/</link>
		<comments>http://ijonathangarza.com/2013/02/16/clayton-kershaw-named-opening-day-starter/#comments</comments>
		<pubDate>Sat, 16 Feb 2013 21:19:26 +0000</pubDate>
		<dc:creator>Jonathan Garza</dc:creator>
				<category><![CDATA[MLB]]></category>
		<category><![CDATA[Clayton Kershaw]]></category>
		<category><![CDATA[dodgers nation]]></category>
		<category><![CDATA[dodgers news]]></category>
		<category><![CDATA[Los Angeles Dodgers]]></category>
		<category><![CDATA[San Francisco Giants]]></category>

		<guid isPermaLink="false">http://ijonathangarza.com/?p=2826</guid>
		<description><![CDATA[Dodgers manager Don Mattingly has named Clayton Kershaw as the team&#8217;s Opening Day pitcher when the Dodgers oppose the Giants on April 1 at Dodger Stadium. Kershaw becomes the first Dodgers pitcher to throw three consecutive openers since Derek Lowe did it from 2005-07. A season ago, the Pirates were kept in check for 7.0 [...]]]></description>
				<content:encoded><![CDATA[<p>Dodgers manager Don Mattingly has named Clayton Kershaw as the team&#8217;s Opening Day pitcher when the Dodgers oppose the Giants on April 1 at Dodger Stadium.</p>
<p><a href="http://www.dodgersnation.com/wp-content/uploads/2013/02/21612-Kershaw2.png"><img class="alignright" alt="" src="http://www.dodgersnation.com/wp-content/uploads/2013/02/21612-Kershaw2.png" width="184" height="239" /></a>Kershaw becomes the first Dodgers pitcher to throw three consecutive openers since Derek Lowe did it from 2005-07.</p>
<p>A season ago, the Pirates were kept in check for 7.0 innings as Kershaw allowed a run on four hits, striking out seven batters in a no-decision.</p>
<p>He would wait to collect his first victory of the season until his fourth start on April 21 in Houston against the Astros. A 14-9 record and a 2.53 ERA was the end result of his campaign.</p>
<p>The Giants are no stranger to opposing Kershaw on Opening Day. In 2011, he shut them out across 7.0 scoreless innings, allowing four hits, walking one and striking out nine batters.</p>
<p>His effort resulted in the first of 21 victories that year, with which he coupled a 2.28 ERA to win the NL Cy Young award.</p>
<p>In 17 appearances (16 starts), Kershaw is 8-4 with an unbelievable 1.37 ERA against the Giants, with a K:BB ratio of 4.70.</p>
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		<title>Spring Training Roundup: Lowe, Ramirez, Kemp</title>
		<link>http://ijonathangarza.com/2013/02/16/spring-training-roundup-lowe-ramirez-kemp/</link>
		<comments>http://ijonathangarza.com/2013/02/16/spring-training-roundup-lowe-ramirez-kemp/#comments</comments>
		<pubDate>Sat, 16 Feb 2013 20:32:36 +0000</pubDate>
		<dc:creator>Jonathan Garza</dc:creator>
				<category><![CDATA[MLB]]></category>
		<category><![CDATA[adrian gonzalez]]></category>
		<category><![CDATA[dodgers nation]]></category>
		<category><![CDATA[dodgers news]]></category>
		<category><![CDATA[hanley ramirez]]></category>
		<category><![CDATA[Los Angeles Dodgers]]></category>
		<category><![CDATA[mark lowe]]></category>
		<category><![CDATA[Matt Kemp]]></category>

		<guid isPermaLink="false">http://ijonathangarza.com/?p=2820</guid>
		<description><![CDATA[Lowe-down for Strong Spring to Gain Job The Dodgers signed reliever Mark Lowe to a minor-league contract last Friday, but it isn&#8217;t stopping him from fighting hard toward gaining a spot on the team&#8217;s major league roster. Lowe, 29, is looking to join a stacked bullpen that includes the likes of Brandon League, Kenley Jansen [...]]]></description>
				<content:encoded><![CDATA[<p><strong>Lowe-down for Strong Spring to Gain Job</strong></p>
<p><a href="http://www.ijonathangarza.com/21613-Kemp.jpg"><img class="alignleft" alt="" src="http://espn.go.com/photo/2011/0926/la_g_kemp_b1_400.jpg" width="192" height="288" /></a>The Dodgers signed reliever <strong><a href="http://www.fangraphs.com/statss.aspx?playerid=7416&amp;position=P" target="_blank"><strong>Mark Lowe</strong></a></strong> to a minor-league contract last Friday, but it isn&#8217;t stopping him from fighting hard toward gaining a spot on the team&#8217;s major league roster.</p>
<p>Lowe, 29, is looking to join a stacked bullpen that includes the likes of <strong><a href="http://www.fangraphs.com/statss.aspx?playerid=3731&amp;position=P" target="_blank"><strong>Brandon League</strong></a></strong>, <strong><a href="http://www.fangraphs.com/statss.aspx?playerid=3096&amp;position=P" target="_blank"><strong>Kenley Jansen</strong></a></strong> and <strong><a href="http://www.fangraphs.com/statss.aspx?playerid=2203&amp;position=P" target="_blank"><strong>Ronald Belisario</strong></a></strong>. It&#8217;s sort of a who&#8217;s who of the best relievers in baseball.</p>
<p>In his arsenal are a mid-90s fastball, a slider and a circle change, which have helped Lowe to a 3.94 career ERA in seven seasons with the Mariners and Rangers.</p>
<p>Winning teams are made up on winning players, and Lowe has been to two World Series while with the Rangers in 2010 and 2011.</p>
<p>Should he not make the big-league roster, Lowe can opt out of his contract on March 31, which is certain to happen if he gets an opportunity to pitch elsewhere.</p>
<p><strong>Hanley Aiming to Play Shortstop</strong></p>
<p>When <strong><a href="http://www.fangraphs.com/statss.aspx?playerid=8001&amp;position=SS" target="_blank"><strong>Hanley Ramirez</strong></a></strong> moved back to shortstop last season, he had no intentions of leaving his natural position, although he would be open to it now.</p>
<p>With the ability to move Ramirez to third base at any given moment, the Dodgers could be tempted to return <strong><a href="http://www.fangraphs.com/statss.aspx?playerid=8203&amp;position=SS" target="_blank"><strong>Dee Gordon</strong></a></strong> as the team&#8217;s shortstop.</p>
<p>While Ramirez feels the challenge of returning to shortstop from third base, but he says his range is coming back to him.</p>
<p>Instead of continuing his workout regimen in the Dominican Republic during winter ball, Ramirez bruised his shoulder in a plate collision. It held him to only two games played.</p>
<p>He is expected to share third base duties with <strong><a href="http://www.fangraphs.com/statss.aspx?playerid=639&amp;position=3B" target="_blank"><strong>Adrian Beltre</strong></a></strong> during the upcoming World Baseball Classic, with former teammate <strong><a href="http://www.fangraphs.com/players.aspx?lastname=Jose%20Reyes" target="_blank"><strong>Jose Reyes</strong></a></strong> playing shortstop once again.</p>
<p>If it means winning a championship, Ramirez will do whatever it takes, even if it&#8217;s returning to play third base for the Dodgers.</p>
<p><strong>Kemp: Team&#8217;s Chemistry Will Be Good</strong></p>
<p><strong><a href="http://www.fangraphs.com/statss.aspx?playerid=5631&amp;position=OF" target="_blank"><strong>Matt Kemp</strong></a></strong> responded to a comment made by Giants first baseman <strong><a href="http://www.fangraphs.com/statss.aspx?playerid=10264&amp;position=1B" target="_blank"><strong>Brandon Belt</strong></a></strong>, who says the Dodgers can not buy team chemistry.</p>
<p>&#8220;Exactly,&#8221; <a href="http://losangeles.dodgers.mlb.com/news/article.jsp?ymd=20130215&amp;content_id=41696774&amp;notebook_id=41696794&amp;vkey=notebook_la&amp;c_id=la" target="_blank">Kemp said to Ken Gurnick</a> of MLB.com about Belt&#8217;s tweet. &#8220;If I was the World Series champ, I don&#8217;t have to say anything about somebody else&#8217;s team. I&#8217;m not worried about our chemistry. I keep hearing we don&#8217;t have any. I can tell our chemistry will be good. We built it at the end of the year, so I don&#8217;t care what people say or how they feel.</p>
<p>Kemp says that chemistry is about playing with his teammates. If everybody wants to win, what&#8217;s the problem?</p>
<p>He enters camp 12 pounds lighter than he was a year ago, stating that the extra weight might help him to slug more home runs. Obviously it wasn&#8217;t the case.</p>
<p>He&#8217;s still two pounds lighter at 208 than he was in 2011 when he hit 39 home runs and stole 40 bases. But don&#8217;t expect a prediction from Matt, he&#8217;s keeping quiet on that front.</p>
<p>The one thing he is saying though, he will remain as physical as ever on the field.</p>
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		<title>Colts Moving on From Dwight Freeney, Austin Collie</title>
		<link>http://ijonathangarza.com/2013/02/15/colts-moving-on-from-dwight-freeney-austin-collie/</link>
		<comments>http://ijonathangarza.com/2013/02/15/colts-moving-on-from-dwight-freeney-austin-collie/#comments</comments>
		<pubDate>Sat, 16 Feb 2013 00:10:59 +0000</pubDate>
		<dc:creator>Jonathan Garza</dc:creator>
				<category><![CDATA[NFL]]></category>
		<category><![CDATA[austin collie]]></category>
		<category><![CDATA[broncos news]]></category>
		<category><![CDATA[colts news]]></category>
		<category><![CDATA[denver broncos]]></category>
		<category><![CDATA[dwight freeney]]></category>
		<category><![CDATA[Indianapolis Colts]]></category>
		<category><![CDATA[Peyton Manning]]></category>
		<category><![CDATA[seattle seahawks]]></category>

		<guid isPermaLink="false">http://ijonathangarza.com/?p=2818</guid>
		<description><![CDATA[Linebacker Dwight Freeney has been informed by the Indianapolis Colts Friday that the team does not intend on re-signing its all-time leader in sacks. Freeney, 33 on Tuesday, comes off of a season that him record the fewest sacks (5.0) since 2007 (3.5), and complete a career-worst 10 tackles. After 11 years with the Colts, [...]]]></description>
				<content:encoded><![CDATA[<p>Linebacker Dwight Freeney has been informed by the Indianapolis Colts Friday that the team does not intend on re-signing its all-time leader in sacks.</p>
<p><a href="http://www.ijonathangarza.com/21513-Freeney.jpg"><img class="alignleft" alt="" src="http://cdn3.sbnation.com/uploads/chorus_image/image/8206825/gyi0062898110.0_standard_352.0.jpg" width="282" height="187" /></a>Freeney, 33 on Tuesday, comes off of a season that him record the fewest sacks (5.0) since 2007 (3.5), and complete a career-worst 10 tackles.</p>
<p>After 11 years with the Colts, Freeney was very open about his intentions to retire with Indianapolis.</p>
<p>But he has no place in the 3-4 scheme the Colts run, and is in no position to sign a contract for the league minimum.</p>
<p>Instead, he will be looking into teams like the Seahawks that will allow him to play in a more familiar 4-3 defense.</p>
<p>Was it skill that led to Freeney&#8217;s downfall this season, or simply just the scheme?</p>
<p>Fans will find out when he is donning a new uniform next season.</p>
<p>What about Dwight though?</p>
<p>He&#8217;s still every bit of a game-changer that he has been over his career.</p>
<p>Whichever team signs him will get a player that is always capable of plunging through any lineman en route to punishing the opposing quarterback.</p>
<p>Freeney&#8217;s teammate Austin Collie was a fellow victim of the Colts&#8217; new plan.</p>
<p>Could both players be recruited by ex-teammate and Broncos quarterback Peyton Manning?</p>
]]></content:encoded>
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		<title>McGwire and the Stars That Are the Dodgers</title>
		<link>http://ijonathangarza.com/2013/02/15/mcgwire-and-the-stars-that-are-the-dodgers/</link>
		<comments>http://ijonathangarza.com/2013/02/15/mcgwire-and-the-stars-that-are-the-dodgers/#comments</comments>
		<pubDate>Fri, 15 Feb 2013 16:53:59 +0000</pubDate>
		<dc:creator>Jonathan Garza</dc:creator>
				<category><![CDATA[MLB]]></category>
		<category><![CDATA[adrian gonzalez]]></category>
		<category><![CDATA[Andre Ethier]]></category>
		<category><![CDATA[dodgers nation]]></category>
		<category><![CDATA[dodgers news]]></category>
		<category><![CDATA[Los Angeles Dodgers]]></category>
		<category><![CDATA[Matt Kemp]]></category>
		<category><![CDATA[St. Louis Cardinals]]></category>

		<guid isPermaLink="false">http://ijonathangarza.com/?p=2815</guid>
		<description><![CDATA[While it&#8217;s still taking some getting used to looking at Mark McGwire don Dodger Blue, it won&#8217;t take much to adjust to the offense&#8217;s winning ways throughout the 2013 season. He coached three seasons for the Cardinals, the team which helped him to cement his legacy (or downfall if you want to look in that [...]]]></description>
				<content:encoded><![CDATA[<p>While it&#8217;s still taking some getting used to looking at Mark McGwire don Dodger Blue, it won&#8217;t take much to adjust to the offense&#8217;s winning ways throughout the 2013 season.</p>
<p><a href="http://www.ijonathangarza.com/21513-McGwire.jpg"><img class="alignleft" alt="" src="http://24.media.tumblr.com/tumblr_mdem1ev2L91rjzigno1_500.jpg" width="209" height="315" /></a>He coached three seasons for the Cardinals, the team which helped him to cement his legacy (or downfall if you want to look in that direction) as a player, and begin his ascent as one of baseball&#8217;s best young coaches.</p>
<p>McGwire, 49, had a roster of players containing Albert Pujols (for two seasons), Lance Berkman (also two) and Matt Holliday. But he also had Allen Craig, Jon Jay and David Freese, players that would never have any cling to glory if not for a 2011 World Series victory.</p>
<p>They would nearly get to the Fall Classic a second year in a row in 2012, but fell just short against the Giants, this after the departure of the face of the Cardinals himself, Pujols.</p>
<p>Was it Tony La Russa? Perhaps. How about rookie manager Mike Matheny? Not likely.</p>
<p>In 2009 the Cardinals ranked 12th in the Majors with a .263 batting average, and 18th in runs scored with 730.</p>
<p>Then came McGwire in 2010, and helped increase the numbers to:</p>
<ul>
<li><strong>2010:</strong> .263 (9th) and 736 R (14th)</li>
<li><strong>2011: </strong>.273 (5th) and 762 R (5th)</li>
<li><strong>2012: </strong>.271 (4th) and 765 R (5th)</li>
</ul>
<p><strong>Where Does This Leave the Dodgers and McGwire?</strong></p>
<p>The Dodgers scored an unimpressive 637 runs (26th) with a .252 batting average (16th) last season, giving McGwire a little more of a challenge, in many ways.</p>
<p>Where I challenge McGwire is to see how he will handle the chemistry of a team loaded with star players.</p>
<p>He did fine with Pujols, Berkman and Holliday, but now has the talents of Matt Kemp, Andre Ethier and Adrian Gonzalez to work out.</p>
<p>Role players like Craig, Jay and Freese are additional superstars with the Dodgers, in the likes of Hanley Ramirez and Carl Crawford.</p>
<p>Then there&#8217;s Mark Ellis, Luis Cruz and A.J. Ellis, players that McGwire will be counted on to produce in an effort to cash in more runs.</p>
<p>The Cardinals scored 132 runs more than the Dodgers with a very similar team.</p>
<p>With the pitching the Dodgers present themselves with, a stout offense led by profound coach could leap the Dodgers in to much more than just October baseball.</p>
<p><strong>What&#8217;s his secret?</strong></p>
<p>His composure. Mark McGwire is such a reserved guy with a mental vision for pounding baseballs.</p>
<p>When he was smacking home runs at the old Busch Stadium, he also was said to have visualized it several times before making it reality.</p>
<p>It could mean that Kemp and Gonzalez are capable of much better.</p>
<p>If he teaches Gonzalez to be more patient at the plate and take swings at better pitches, expect him to be in the conversation with the RBI leaders of the league, and perhaps even the MVP talks.</p>
<p>Then there&#8217;s Kemp who can lay off the filthy stuff down low. With patience he can draw more walks and force pitchers to really give him something to hit.</p>
<p>Although in my eyes, the biggest project is Ethier, who with knowledge to hit lefties could become one of baseball&#8217;s most clutch hitters.</p>
<p><strong>OK, OK, OK, So Are We Really Going to Be This Good?</strong></p>
<p>It&#8217;s very possible given that the NL West is still a fairly weak division in the eyes of most.</p>
<p>The Diamondbacks, Rockies and Padres are all teams looking to build on lackluster seasons, but actually seem to have decreased rather than increase their hopes of doing so.</p>
<p>While the Giants are still lurking around, the Dodgers boast a roster of players that on paper are miles better.</p>
<p>No team is going to go 162-0, and to win 100 games is pretty difficult (nobody did it in 2012), but at this point of the Spring, you&#8217;d have to think that if there is one team that can do it, it&#8217;s the Dodgers.</p>
<p>Game on, Mark McGwire. Let&#8217;s see what you&#8217;re made of in Los Angeles.</p>
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