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ATHLETIC TRAINING CONTACTS
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CFBISD Athletic Training Contacts
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Creekview High School
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Rob Sundquist
[email protected]
972-968-4899
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972-968-4900
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R.L. Turner High School
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Taylor Anderson
[email protected]
972-968-5539
Diana Lichtenstein
[email protected]
972-968-5525
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Newman Smith High School
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972-968-6866
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Cortney Cross
[email protected]
972-968-5302
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Ranchview High School
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Jordan Wheat
[email protected]
972-968-5058
Alexia Henson
[email protected]
972-968-5057
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Blalack MS
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Mark Cummings
[email protected]
972-968-3558
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Field/Bush MS
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Conner Knoble
knoblec
@cfbisd.edu
972-968-3964
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Polk/Perry MS
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972-968-3964
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<div><p align="center" style="text-align:center;"><strong><span style="font-size:16.0pt;line-height:115%;">CFBISD Athletic Training Contacts</span></strong></p></div><strong><span style="font-size:16.0pt;line-height:115%;font-family:'Calibri','sans-serif';"><br clear="all" style="page-break-before:always;" /></span></strong> <table style="width:1191.6px;"><colgroup><col style="width:98px;" /><col style="width:266px;" /><col style="width:150px;" /><col style="width:126px;" /></colgroup> <tbody><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;"><span style="box-sizing:border-box;line-height:21.466px;">Creekview High School</span></td><td style="width:357.6px;"> </td><td style="width:359.2px;"> </td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"><span style="position:absolute;z-index:1;margin-left:0px;margin-top:0px;width:96px;height:120px;"></span><img 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" /></td><td style="width:286.4px;"><span style="box-sizing:border-box;line-height:18.4px;">Rob Sundquist</span></td><td style="width:357.6px;"><span style="box-sizing:border-box;line-height:18.4px;"><a href="mailto:sundquistr@cfbisd.edu" style="box-sizing:border-box;">sundquistr@cfbisd.edu</a></span></td><td style="width:359.2px;"><span style="box-sizing:border-box;line-height:18.4px;">972-968-4899</span></td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;"> </td><td style="width:357.6px;"><p><span style="box-sizing:border-box;line-height:18.4px;"></span><span style="box-sizing:border-box;line-height:18.4px;"></span></p></td><td style="width:359.2px;"><span style="box-sizing:border-box;line-height:18.4px;">972-968-4900</span></td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;"><span style="box-sizing:border-box;line-height:21.466px;">R.L. Turner High School</span></td><td style="width:357.6px;"> </td><td style="width:359.2px;"> </td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;">Taylor Anderson</td><td style="width:357.6px;"><span style="box-sizing:border-box;line-height:18.4px;"><a href="mailto:andersonpau@cfbisd.edu">andersonpau@cfbisd.edu</a></span></td><td style="width:359.2px;"><span style="box-sizing:border-box;line-height:18.4px;">972-968-5539</span></td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"><br /></td><td style="width:286.4px;">Diana Lichtenstein</td><td style="width:357.6px;"><a href="mailto:lichtensteind@cfbisd.edu">lichtensteind@cfbisd.edu</a></td><td style="width:359.2px;">972-968-5525</td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;"><span style="box-sizing:border-box;line-height:21.466px;">Newman Smith High School</span></td><td style="width:357.6px;"> </td><td style="width:359.2px;"> </td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;"><span style="box-sizing:border-box;line-height:18.4px;"> </span></td><td style="width:357.6px;"><a href="mailto:chadwickb@cfbisd.edu" style="box-sizing:border-box;"> </a></td><td style="width:359.2px;"><span style="box-sizing:border-box;line-height:18.4px;">972-968-6866</span></td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;"><span style="box-sizing:border-box;line-height:18.4px;">Cortney Cross</span></td><td style="width:357.6px;"><a href="mailto:crossc@cfbisd.edu">crossc@cfbisd.edu</a><br /></td><td style="width:359.2px;"><span style="box-sizing:border-box;line-height:18.4px;">972-968-5302</span></td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;"><span style="box-sizing:border-box;line-height:21.466px;">Ranchview High School</span></td><td style="width:357.6px;"> </td><td style="width:359.2px;"> </td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;">Jordan Wheat</td><td style="width:357.6px;"><a href="mailto:wheatj@cfbisd.edu">wheatj@cfbisd.edu</a></td><td style="width:359.2px;"><span style="box-sizing:border-box;line-height:18.4px;">972-968-5058</span></td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"><br /></td><td style="width:286.4px;">Alexia Henson</td><td style="width:357.6px;"><p><a href="mailto: hensona@cfbisd.edu">hensona@cfbisd.edu</a></p></td><td style="width:359.2px;"><span style="box-sizing:border-box;line-height:18.4px;">972-968-5057</span></td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;"><span style="box-sizing:border-box;line-height:21.466px;">Blalack MS</span></td><td style="width:357.6px;"> </td><td style="width:359.2px;"> </td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"><img 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" /></td><td style="width:286.4px;"><span style="box-sizing:border-box;line-height:18.4px;">Mark Cummings</span></td><td style="width:357.6px;"><span style="box-sizing:border-box;line-height:18.4px;"><a href="mailto:cummings@cfbisd.edu" style="box-sizing:border-box;">cummingsm@cfbisd.edu</a></span></td><td style="width:359.2px;"><span style="box-sizing:border-box;line-height:18.4px;">972-968-3558</span></td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;"><span style="box-sizing:border-box;line-height:21.466px;">Field/Bush MS</span></td><td style="width:357.6px;"> </td><td style="width:359.2px;"> </td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;">Conner Knoble</td><td style="width:357.6px;"><span style="box-sizing:border-box;line-height:18.4px;"><a href="mailto: knoblec@cfbisd.edu" target="_blank">knoblec</a><a href="mailto: knoblec@cfbisd.edu" style="box-sizing:border-box;" target="_blank">@cfbisd.edu</a></span></td><td style="width:359.2px;"><span style="box-sizing:border-box;line-height:18.4px;">972-968-3964</span></td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;"><span style="box-sizing:border-box;line-height:21.466px;">Polk/Perry MS</span></td><td style="width:357.6px;"> </td><td style="width:359.2px;"> </td></tr><tr height="122" style="height:91.2pt;"><td style="width:181.6px;"> </td><td style="width:286.4px;"><span style="box-sizing:border-box;line-height:18.4px;"> </span></td><td style="width:357.6px;"><span style="box-sizing:border-box;line-height:18.4px;"><a href="mailto:fudged@cfbisd.edu" style="box-sizing:border-box;"> </a></span></td><td style="width:359.2px;"><span style="box-sizing:border-box;line-height:18.4px;">972-968-3964</span></td></tr></tbody></table><p style="margin-bottom:0in;margin-bottom:.0001pt;"><span style="font-size:12.0pt;line-height:115%;"> </span></p>
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