OFFICE OF THE MAYOR
CITY OF CHICAGO
RAHM EMANUEL
MAYOR
September 20, 2018
TO THE HONORABLE, THE CITY COUNCIL OF THE CITY OF CHICAGO
Ladies and Gentlemen:
1 transmit herewith, together with Aldermen J. Moore, Reboyras and Napolitano, a congratulatory resolution regarding the Chicago Police Department.
Your favorable consideration of this resolution will be appreciated.
![](data:image/png;base64,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)
Mayor
Very truly yours,
Afdermen Joe AAoore, Ariel Reboyras, Anthony Napolitano and
Jfjresented by Mayor Rahm Emanuel OH September 20, 2018
Whereas. On the evening of July 6, 2018, Chicago Police Officer Steven Ommundson (Star No. 13862) was on patrol in the Rogers Park neighborhood when he received a- call"'that there were swimmers in distress in Lake Michigan at Loyola. Beach; and.
WHEREAS/That evening, several young people :had gone swimming in the lake'
after hours. Suddenly the wind.began to gust, creating dangerous-rip currents and
waves up to eight feet in height; and ' ■ ';. '■ '•'.-\
, .... WHEREAS, As a result of the abrupt change in the j^eq dangerous
.conditions it created, two swimmers could not make their way through 'the. high waves dnd.pQwerfurrip currents to;reachthe shore; and -:f ::'::'X/'X:^~X --^v^-V':' ^-'^\ ■' ■'
. WHEREAS, Officer Ommundson was one of the first officers to arrive oh the scene. When he' lodked' out over the water, he saw one of the.ybung'swimmers in imminent danger of drdwning;. Despite the deployment of Police and- Fire Department helicopters, ' boats, and divers, Officer Ommundson realized that he was the only person who could reach the struggling young swimmer in time to-save her life; and
WHEREAS, Knowing that he was all that stood'-between the young lady and certain death, and: without a thought for his own safety, Officer Ommundson quickly removed his heavy police equipment and leapt into the surging waters of the lake. Drawing on his experience as a former Chicago Park District lifeguard and his training as d police officer, Officer Ommundson was able to fight his- way through the waves to reach the1.thirteen-year-old swimmer and bring her out of the water to safety; and
WHEREAS, Following this exhausting rescue. Officer Ommundson had to return to the lake to save a fellow police officer and a bystander who had entered- the water in an attempt to assist in the rescue operation, but because of the terrible conditions had nearly become victims themselves; and
WHEREAS, Due to Officer Ommundson's heroic and selfless actions, the young swimmer he.rescued made a full recovery, and he saved three lives that evening; and
WHEREAS, In recognition of this valiant rescue, the Chicago Police Memorial Foundation named Officer Ommundson Officer of the Month; and
WHEREAS, Thanks to the courageous efforts of Officer Ommundson] a young lady survived a terrifying near drowning. Police Officer Ommundson is a credit to the Chicago Police Department, and exemplifies the spirif and dedication of the men and women who protect and serve the residents of our great city; now, therefore
BE IT RESOLVED, That we, the Mayor and Members of the City Council of the City of Chicago, assembled this Iwentieth day of September, 2018, do hereby express our admiration and gratitude to Chicago Police Officer Steven Ommundson for his heroic rescue on July 6, 2018; and
BE IT FURTHER RESOLVED, That a suitable copy of this resolution be presented to Officer Ommundson, and placed on permanent record in his personnel file, as a token of our gratitude and esteem.
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)