Type:
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Resolution
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Status:
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Adopted
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Intro date:
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5/24/2017
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Current Controlling Legislative Body:
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Title:
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Congratulations extended to Chicago Public School students on being named 2017 Posse Scholars
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Attachments:
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1. R2017-399.pdf
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OFFICE OF THE MAYOR
CITY OF CHICAGO
RAHM EMANUEL
MAYOR
May 24, 2017
TO THE HONORABLE, THE CITY COUNCIL OF THE CITY OF CHICAGO
Ladies and Gentlemen:
I transmit herewith, together with Alderman Brookins, a congratulatory resolution concerning the 2017 Posse Scholars.
Your favorable consideration of this resolution will be appreciated.
![](data:image/png;base64,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)
Mayor
Very truly yours,
adopud by cJ}ie Qity Qouncil of ^ Qity of Qkicago,
Alderman Howard Brookins, Jr. and resented by Mayor Rahm Emanuel
^Qh(2T6ClS' Tne Posse Foundation provides educational opportunities to public high school students with exceptional academic and leadership potential who may have been overlooked by traditional college selection processes; and
WHEREAS, The Posse Foundation identifies, recruits and trains student leaders nominated by their high school to form multicultural teams called "Posses," consisting of 10 to 12 Posse Scholars; and
WHEREAS, Posse Scholars undergo an intensive, eight-month, pre-coilegiate training program to prepare them for enrollment at prestigious colleges and universities nationwide, in a welcoming campus environment that promotes understanding, collaboration and cross-cultural communication; and
WHEREAS, One of the most comprehensive and renowned college access and youth leadership development programs in the United States, the Posse Foundation partners with top-tier colleges and universities to provide each Posse Scholar with a four-year, full-tuition, leadership scholarship; and
WHEREAS, Since the Posse Foundation was established in 1989, its educational partners have awarded $931 million in scholarships to students nationwide, and $165.7 million in scholarships to Chicago students, to expand the pool of outstanding, diverse college graduates; and
WHEREAS, The Posse Foundation collaborated with all of Chicago's Public High Schools to identify its 2017 Posse Scholars; and
WHEREAS, This year, 101 extraordinarily qualified Chicago Public High School students were selected to become Posse Scholars. This is a 42% increase over 2015. These enormously talented students will continue to pursue personal and academic excellence at twelve top-tier colleges and universities across the Country; and
WHEREAS, All of Chicago is tremendously proud of the hard work and dedication of its Posse Scholars. They are the pride and future of Chicago; now, therefore
BE IT RESOLVED, That we, the Mayor and Members of the City Council of the City of Chicago, assembled this twenty-fourth day of May, 2017, do hereby congratulate the following Chicago Public School students named Posse Scholars: Ahmed Abbas, Von Steuben Metropolitan Science Center; Stefanie Adan, Noble Street - Muchin; Malak Afaneh, Lane Technical High School; Baltazar Aguirre, Noble Street - DRW College Prep; Roman Ahmed, Lincoln Park High School; Brendan Aleman, Noble Street - Pritzker; Bukuru Anaclet, Von Steuben Metropolitan Science Center; Ian Anderson, Urban Prep -Bronzeville Campus; Kamla Arshad, Mather High School; Tija Atkins, Noble Street -Golder; Carlos Bernal, Amundsen High School; Jose Brito, Noble Street - Muchin; Darnell Campbell, Northside College Preparatory High School; Alondra Carmona, Infinity Math, Science & Technology High School at Little Village; Giselle Castaneda, Lindblom Math and Science Academy High School; Stephanie Cerda-Ocampo, World Language High School; Shehrose Charania, Von Steuben Metropolitan Science Center; Annel Chavez, Sarah E. Goode STEM Academy; Ming Chen, Kelly High School; Phil Chung, Von Steuben Metropolitan Science Center; Jessica Cortez, George Westinghouse College Prep High School; Jacob Cosby, Northside College Preparatory High School; Diante Dancy, Noble Street - Johnson; Janira Delgado, North-Grand High School; Tashonna Douglas, Richard T. Crane Medical Preparatory High School; Sabian Edouard, Lane Technical High School; Michael Elue, Lincoln Park High School; Samuel Ferguson, Phoenix Military Academy; Alex Fernandez, Noble Street - Muchin; Giovanni Flores, George Washington High School; Rebecca Flores Hernandez, CICS - Northtown Campus; Juan Franco, Juarez Community Academy High School; Christian Franco, Solorio Academy; Anton Gallegos, The Ogden International School of Chicago High School; Belen Galvez, Farragut Career Academy High School; Kiana Gomez, Chicago High School for Agricultural Sciences (CHAS); Nia Gray, Lindblom Math and Science Academy High School; Darriana Greer, CICS-Ellison Campus; Thaddeus Gue, Northside College Preparatory High School; Torrence Gue, Northside College Preparatory High School; Michael Guzman, Solorio Academy; Desiree Hernandez, Noble Street College Prep; Janelle Herring, Jones College Preparatory High School; Jared Homsberry, Lincoln Park High School; Jiaqi Huang, Curie Metropolitan High School; Isabel Izquierdo, Senn High School; Kamyra Jennings, Harper High School; Jayla Johnson, Brooks College Preparatory Academy; Lamin Johnson, Mather High School; Emanuel Jones, Perspectives - HS of Technology Campus; Diana Lam, Whitney Young Magnet High School; Aiping Li, Curie Metropolitan High School; Javier Lopez, Hancock High School; Lisette Lopez, Prosser Career Academy; Britney Lux, Von Steuben Metropolitan Science Center; Destiny Mack, Chicago High School for the Arts; Carlos Martinez, George Washington High School; Leandro Martinez, Taft High School; Annie Mei, Payton College Preparatory High School; Laurence Minter, Kenwood Academy High School; Sandra Mondragon, Instituto Health Sciences Career Academy; Daniel Monies, Kelly High School; DeJuan Moore, Urban Prep - West Campus; Ismael Mora, Bogan Technical High School; Arionna Moss, Morgan Park High School; Kopano Muhammad, Whitney Young Magnet High School; Emily Nash, Chicago High School for Agricultural Sciences (CHAS); Avery Nelson, Lindblom Math and Science
Academy High School; Gloria Oladipo, Whitney Young Magnet High School; Jasmine Orozco. Solorio Academy; Monica Osnaya, Lane Technical High School; Shamarah Patnett, Phillips Academy High School; Cesar Perez, Noble Street - Muchin; Abu Qader Lane, Technical High School; Marisol Reese, Kelly High School; Marlene Rios, Social Justice High School at Greater Lawndale/Little Village Campus; Kiara Rivera, Chicago High School for the Arts; Calice Robins, Whitney Young Magnet High School; Jose Romero, Noble Street - Golder; Jeffrey Sagun, Lincoln Park High School; Ivan Salgado, Farragut Career Academy High School; Alejandro Saucedo-Gutierrez, Solorio Academy; Kyre Smith, Chicago Military Academy - Bronzeville; Mirian Soria, Hancock High School; Deshawn Stephens, Urban Prep - Bronzeville Campus; Ivan Terrones, Lake View High School; Jacob Thomas, Lindblom Math and Science Academy High School; Gustavo Tovar, Lindblom Math and Science Academy High School; Julie Tran, Lane Technical High School; Hillary Tun, Senn High School; Moin Vahora, Senn High School; Jesus Valencia Medina, Solorio Academy; Leilani Vellon, Noble Street - Rauner; Rafael Villa, Back of the Yards College Prep; Lizbeth Villa, Juarez Community Academy High School; Lamont Wallace, Whitney Young Magnet High School; Emmanuel Williamson, Williams Prep; Szymon Wozniak, Lane Technical High School; Joshua Wyatt, Infinity Math, Science & Technology High School at Little Village; Katlyn Young, CICS ChicagoQuest; and Rania Ziar, Lane Technical High School; and
BE IT FURTHER RESOLVED, That suitable copies of this resolution be presented to each of these exemplary Chicago Public High School students as a token of our respect and of our best wishes for a bright and prosperous future.
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)
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