To State of the Union
Address
![COOK Paul 2018.jpg](data:image/png;base64,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)
Washington D.C. ____ Tuesday, February 5, 2019,
Congressman Paul Cook (R- Apple Valley) issued this statement in response to
President Trump’s State of the Union Address:
“President Trump
highlighted many of the accomplishments from the past two years, as well as
many of the challenges we face ahead. Most importantly, he called for a renewed
spirit of bipartisanship instead of more gridlock, frustration, and paralysis.
“As I’ve said before, the most important task of the federal government is
to keep its citizens safe, and I agree with President Trump that we must secure
our border. We must also confront the rising cost of healthcare, which requires
a real bipartisan solution in order to have a lasting effect.
“Despite these challenges, we as Americans can take pride
in our economic progress made in recent years: record low-unemployment, tax
cuts that have benefited the overwhelming majority of Americans, and an economy
that remains strong. I look forward to working with the President and my
colleagues in the months ahead to build an even stronger and safer America.”