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Roland Gutierrez running in SD19

Most of the action in Texas in 2020 is in the Congressional and State Rep races, but there’s one big State Senate pickup opportunity, and we need to close the deal on it.

Rep. Roland Gutierrez

State Rep. Roland Gutierrez, D-San Antonio, is set to announce Saturday that he is running again for Senate District 19 after coming up short in a special election last year that ended in a Republican upset.

Gutierrez’s campaign said he will make the announcement at 2 p.m. at an event in San Antonio.

After the 2018 debacle, conditions are expected to be much more favorable for Democrats in November 2020, and they are confident they can knock off Sen. Pete Flores, R-Pleasanton. But first there will be a contested Democratic primary: San Antonio lawyer Xochil Peña Rodriguez is already running. She is the daughter of former U.S. Rep. Ciro Rodriguez, D-San Antonio.

For now, SD-19 is the only Texas Senate race expected to be competitive in the general election next year. Still, it has high stakes: If Democrats flip the seat, Lt. Gov. Dan Patrick could lose the 19-member supermajority that is required to bring bills to the Senate floor without Democratic support.

That story was from Friday; Rep. Gutierrez subsequently did formally announce his candidacy. He’ll have to give up his State Rep seat to do this, but he will likely be the strongest candidate against Pete Flores. I feel like residual bad blood following the 2018 special election, in which later entrant Pete Gallego finished ahead of Gutierrez but then lost the runoff, was a part of why Dems failed to hold this seat. Having Presidential year turnout in a district that was basically 55-45 Dem in 2016 will certainly help, but having unity would be nice as well. Whoever wins the primary needs to have the support of everyone else going into November. No screwups this time, please.

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One Comment

  1. Christopher Busby says:

    Pretty sure that if Dems get to 13(especially if Lucio loses his primary) then Patrick just gets rid of the 3/5ths rule.

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