OFFICE OF THE MAYOR
CITY OF CHICAGO
RAHM EMANUEL
MAYOR
June 22, 2016
TO THE HONORABLE, THE CITY COUNCIL OF THE CITY OF CHICAGO
Ladies and Gentlemen:
Together with Alderman Foulkes, I transmit herewith a congratulatory resolution concerning the Earle STEM Academy Chess Teams.
Your favorable consideration of this resolution will be appreciated.
![](data:image/png;base64,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)
Mayor
Very truly yours,
![](data:image/png;base64,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)
resolution
adopted by %e Qlty GoUHCll
ofthe Qity of Ghicago, Illinois
ALDERMAN TONI FOULKES
C^Jresentd by MAYOR RAHM EMANUEL ow JUNE 22, 2016
![](data:image/png;base64,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)
QXBCIS > Tne Members of this Chamber wish to congratulate the chess teams at Earle STEM Elementary School for their competitive prowess during the 2015-2016 school year; and
WHEREAS, The Earle STEM (Science, Technology, Engineering and Math) Elementary School, located at 2040 West 62nd Street in the Englewood neighborhood in the 16th Ward, ranks among the top elementary school chess teams in Chicago; and
WHEREAS, The main purpose of the chess club at Earle STEM Elementary School is to make great thinkers out of its students. Chess provides a powerful model for everyday life by enhancing students' critical thinking skills and instilling in them the knowledge that there are consequences to every move they make in life; and
WHEREAS, During the 2015-2016 school year, Earle STEM Elementary School has earned five 1st Place team trophies, a 4,h Place trophy in the State of Illinois chess championship, and a 3rd Place Chicago Public Schools academic chess trophy; and
WHEREAS, Of special significance is a national 1st Place trophy won by the Earle all-girls chess team, whose members are Gelita Woodlow, Angelique Wilson, Monique Williams, Tamya Fultz and Breanna Shaw. The Earle all-girls chess team was one of only two all-African American girls chess teams in this tournament; and
WHEREAS, The Earle co-educational chess team from grades four through eight won the 5th Place trophy in the 2016 National Junior High School Championship, the largest junior high school chess tournament in the Country, held in Indianapolis; and
WHEREAS, Fourteen of the school's team members have been officially accepted as rated members by the United States Chess Federation, the Nation's highest chess authority, enabling these elementary school students to qualify for college grants and scholarships for chess-related activities; and
WHEREAS, All of Chicago is proud of the great accomplishments of these fine students, both in the classroom and in chess tournaments. We salute the members of the Earle STEM Elementary School Chess Team and its Network 11 Family of students, educators, parents and staff: Student Joshua Johnson, Student Erik Tolbert, Student Tyrone Dellar, Student Gelita Woodlow, Student Xavier Rosado, Student Monique Williams, Student Angelique Wilson, Student Semaj Lowe, Student Brandon Burgess, Student Taahir Levi, Student Stephon Edwards, Student Tamya Fultz, Student Breanna Shaw, Student Gavin Harry, Coach Joseph Ocol, Staff Jereisha Mahone, Principal Cederall Petties, Assistant Principal Elwanda Butler, LSC Community Head Darlene O'Banner, and Network 11 Chief Megan Hougard; now, therefore,
BE IT RESOLVED, That we, the Mayor and Members of the City Council of the City of Chicago, assembled this twenty-second day of June, 2016, do hereby congratulate the chess club students and coach at Earle STEM Elementary School for their achievements in their maiden year of chess competition; and
BE IT FURTHER RESOLVED, That suitable copies of this resolution be presented to each student in the chess club and their coach as a gesture of our esteem and good wishes.
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)