WHEREAS, Between 1939 and 1945, 22 Mexican-American families who reside in a two block area in Silvis sent 87 men to serve in World War II, more than any U.S. area of comparable size; only eight did not come home; and
WHEREAS, According to the U.S. Army War College and the Congressional Medal of Honor Society, Second Street in Silvis, contributed more men to military service than any other street in any neighborhood in any town in America over the course of World War II, the Korean War, and the Vietnam War; in May of 1967, Second Street was renamed as Hero Street; and
WHEREAS, From Hero Street, young men with names such as Gomez, Soliz, Masias, Pompa, Munos, and Sandoval signed up without hesitation, and never returned; two Sandoval families sent 13 of their sons to fight for the United States; three died; and
WHEREAS, Their stories have been noted in a documentary narrated by Martin Sheen titles Hero Street U.S.A., as well as another short film, Letters from Hero Street U.S.A.; and
WHEREAS, A movement is underway to recognize the soldiers of Hero Street and the other unsung Latino heroes that have protected the United States by serving in the military, resulting in the State of Illinois establishing May as Hero Street Month; therefore
BE IT RESOLVED; That we, the Mayor and the City Council assembled here on this 31st day of October, 2018 join the State of Illinois in urging the U.S. Postal Service to commemorate the heroes of Hero Street in Silvis with a United States postage stamp; and
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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALwAAAFfAQAAAADclZueAAAACXBIWXMAAB7CAAAewgFu0HU+AAAGKUlEQVR4nO3azY7cNBwAcC9zGCEhhWMPgMUblFsvKK/CjWu5LafMaCTCqXPlxD5KZwgixz4CiXLosR4hIVcYm/+HndhJTDtLtUJVR9vdbX4Tf/z9FXtWuPhlJP88OycS0AX/7Oagtv4Nc+gbD9UMmp5+VAuolS/EHIocSEiDoEzBBrAzMGUGdGXWQbkMXDDXNehzMOCVNWhzUENNVuGYA5kBO8IsVvC+AGl0TQ4gghlwAWZNq3JwyUGfgyEH7dVwzEHhQnvMQE6Q9Ha8mAWzBtin3gQqAe1xAZeroeeaLWHIwcsJLgm0E/QJ1Dk4cuJLkNcCNV6/BmUGTBaqDOgsuAmGGJS/sgBsDtesAKXS8u9NDMO/Qr0C7dVA14oVOEbQzsGPG7x7Ankt2CyUbhwFK1Atga7pFdBZGL9xnVJQOfBNjpEZ4TUUbBWgyU0AGwNc+xvX2AVAy/5FbeKnzCWcZAqhZa3YrkDx3BmxWYKVz52WuxRqx5l2ZVdh9EcITb53agl4YQPfE5CO14kCnigw+nMw0q/RKcAXpFLEQP0DoqGqOZQcSIzvcQEDjzV6pBgB3oRX6zlA77lzze/U3etLApB9fUdlaPsINFa75qxmAEUpuD82C5DciZpzBK8B7Od+3mhmYL7meaOP4cLZ0yzQ1zA5xwC5NB6aEQakb3mwX2p3SEC94MGuCmjHGPo7apUUXkLAe8mrnZZ2ghbgF0kxXoHSLOEI8EOlR3gVwyd+DOrSbo4TDO5jjgiCKAJA87kbP9S0dBNI10COPB8r6XYyhq2fXTuAUCpo68YUfq7s8JcAJQGFyp3rBFrIU65BPcJhH0GF4Ge++lSNYBBK/yhRdDCkI7B+5rOFmgCiV4cJDoaaKEag0ckTHIy2vVsDTTlNUPhlikbbCK9jcBFcaNhycPscnFPAWnPUDzEMEWyWQM1ht0s4ckRiaCfQcgl0SZUx1BN0VQrjU3DnMnBO4EhQTvVbgq9GAInNygtbEQOkrj34aiRAy6OvRgrVVI0AJQJ1kp2bA/ceu5mDYjDbBCD1C0MoVAJYqq6cQ8+wdwnoyj/mj3mnUODEkwJHW7wQ5QJw0juJG5eCYlALuDBYIZdwcOlrhHoV+hwM94HtHDKv4h5ACbbjI9cs8ywc8xAe0mZQuMWLYZ7O/WFRpP8A5dVQZWDt9QHeE+hz0FwN8+H/ZjheDXc5WL4eDJaFvTcsI/XuYe31Af5vsFiERpAPACtrHYG9HuZr/0OC27w7uMnB/j2B8wPD9CAi0kXFXA06hvO1sI1DEo7VAOwmBjWBubl5G+gm0E+/ysDttWCe3EbwawQiA1Y8WQf30ZNqgh8j+O1RBmwMP0XgPnsrcBl4dDV8GsPPZQaeTWCz8PjtQOKhwQrcybF9FnDa/k3/M09TMLB32awAb3RQbArPeL9Tzu+Qu21tWHSADYOsndqcIDEdPmq8YcDnj73rhAygGA4IJ9g/ilsP3fcELW5+oI6QkQc6erGywa0MDgAhHoe8CQYE2oMLXuT4RBgAdyy8z+cNLy5CCD194CQJBIaTjj9rW/b4blpfLop2tpzfF2VPYxXn/l5/g7d0sEnDSFwIDgS3oqCH3ELsAHpfdoCqE3SqiLBlwAli0BUeONUIey14j90xQMjKI8IZgNYcLEqLRx1iKxF6/VTQSojzCwJGGeGiDVdXSw94tn2HEA664L7aB0YIKXT4kBZPEmobwXfh0wKoyJE/MLII5ssAp9IVBAOWXdibAN3G8BFdy91nBCUeSz4qnoHFnoWA/14JiFH4qOIk6JiOkoNt+Kkap86CksGG7QB2xTSnUqtgbHYAB6EiOFM0Ne7oaxE/GHX0dRKlcEU3m1/3FEbhpInXbVVCN9QQeDFtj/+k4G9U4TCNCRTlRbXcFRHs/DCEWlrsWwFUGIZqg+MJ592SkvbnEfQm+sMCDye4CulzwTUmIigeiruQob5OtxcMO1/7XZmC4WEBKVImhoFS8pVX/pARAU82TyFaNjopQtiNT2u7FKa4jwdeTvTRSdr0RxMepkevqQnE4JIHwjFV0SR3YD+NIGpbJQNgR43Os0wCu6lYNgEltss7cIxj1EJFRviDyjJKF+AfKe6PH5iQupUAAAAASUVORK5CYII=)
Procp/loe Moreno Alderfnan, 1st Ward
3$"
'1
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)
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)
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BE IT FURTHER RESOLVED, That suitable copies of this resolution be presented to the families of Hero Street, the Mayor of Silvis, and the U.S. Postmaster General.