Ethan Ash Lincoln Way East High School | ![](https://upload.wikimedia.org/wikipedia/commons/thumb/6/69/Denver_Pioneers_logo.svg/1200px-Denver_Pioneers_logo.svg.png) | University of Denver Denver, Colorado |
Michael Blanke Barrington High School | ![](https://upload.wikimedia.org/wikipedia/en/thumb/4/45/Memphis_Tigers_logo.svg/1200px-Memphis_Tigers_logo.svg.png) | University of Memphis Memphis, Tennessee |
Alessandro D'Argento South Elgin High School | ![](https://www.logolynx.com/images/logolynx/c0/c05e20d6fbf6d583a54fa8592f2b3da1.png) | Wheaton College Wheaton, Illinois |
Thomas Deslongchamp Whitefish Bay High School | ![](https://upload.wikimedia.org/wikipedia/en/thumb/9/91/Notre_Dame_Leprechaun_logo.svg/1200px-Notre_Dame_Leprechaun_logo.svg.png) | University of Notre Dame South Bend, Indiana |
Ryan Grady Deerfield High School | ![](https://www.mycoalition.org/public/info/65/image/logo) | Middlebury College Middlebury, Vermont |
David Gripman Loyola Academy | ![](https://upload.wikimedia.org/wikipedia/commons/thumb/6/6e/DePaul_Blue_Demons_Script_Logo.png/1200px-DePaul_Blue_Demons_Script_Logo.png) | DePaul University Chicago, Illinois |
Michael Groza Christian Heritage Academy | ![](https://www.logolynx.com/images/logolynx/c0/c05e20d6fbf6d583a54fa8592f2b3da1.png) | Wheaton College Wheaton, Illinois |
Jhovany Guadarrama Glenbrook South High School | 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) | Carthage College Kenosha, Wisconsin |
Ethan Hoard Case High School | ![](https://i.turner.ncaa.com/sites/default/files/images/logos/schools/g/green-bay.200.png) | University of Wisconsin - Green Bay Green Bay, Wisconsin |
Dylan Jung Francis W. Parker School | ![](https://bardathletics.com/images/header_logo.png) | Bard College Annandale-on-Hudson, New York |
Ezau Millan Waukegan High School | ![](https://i.turner.ncaa.com/sites/default/files/images/logos/schools/g/green-bay.200.png) | University of Wisconsin - Green Bay Green Bay, Wisconsin |
Daryl Newell Wolcott High School | ![](https://wmich.edu/sites/default/files/styles/330w/public/images/u6/2014/broncos450transparent.png?itok=oSWPMA5q) | Western Michigan University Kalamazoo, Michigan |
Thomas Pearson Libertyville High School | ![](https://navysports.com/images/logos/Navy.png) | United States Naval Academy Annapolis, Maryland |
Jonathan Robinson Warren Township High School | ![](https://upload.wikimedia.org/wikipedia/commons/thumb/e/e8/Marquette_Golden_Eagles_logo.svg/1280px-Marquette_Golden_Eagles_logo.svg.png) | Marquette University Milwaukee, Wisconsin |
Jake Scesniak William Fremd High School | ![](https://www.cs.lewisu.edu/mathcs/pics/logo.jpg) | Lewis University Romeoville, Illinois |
Joey Stern Francis W. Parker School | ![Image result for macalester college athletics logo](https://athletics.macalester.edu/images/responsive/footer_macalester.png) | Macalester College Saint Paul, Minnesota |
Nicholas Washelesky Glenbrook North High School | 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) | Carthage College Kenosha, Wisconsin |
Logan Weaver New Trier High School | ![](https://www.prepsportswear.com/media/images/college_logos/300x300/2447231_mktg_logo.png) | Northwestern University Evanston, Illinois |
Luka Zivkovic Loyola Academy | ![](https://upload.wikimedia.org/wikipedia/commons/thumb/d/d4/UC_Santa_Barbara_logo.svg/2000px-UC_Santa_Barbara_logo.svg.png) | University of California - Santa Barbara Santa Barbara, California |