Mick Mulvaney on Fatal ICE Shooting: A Tough Sell for Swing Voters

Political Ramifications of the Fatal ICE Shooting

• 🎯 Mick Mulvaney states that the recently surfaced video of the fatal ICE shooting in Minneapolis is unlikely to change the minds of those already entrenched along political lines.
• 💡 He suggests that while the video might exonerate individuals within partisan groups, it won't resolve the core issues or sway undecided voters.
• ⚠️ Mulvaney expresses concern that defending the ICE officer's actions to swing voters would be a difficult political task, as the incident "just looks bad."

The "Explaining is Losing" Political Rule

• 🗣️ Mulvaney invokes a political adage: "if you're explaining, you're losing," implying that the Trump White House is currently in a defensive posture by explaining the incident.
• ⚖️ He believes many people will focus on the outcome – a woman is dead – rather than the legalities or policies involved, regardless of the investigation's findings.

Calls for Waiting for Investigations

• ⏳ While Speaker Johnson advised waiting for an investigation, Mulvaney agrees that the President and Vice President should also adopt this stance.
• 🤝 He notes that many politically aligned individuals have already formed their opinions, making it difficult to change minds with facts.

Political Bias in Investigations

• 🚫 Mulvaney questions the decision for DHS and federal authorities to exclude local and state investigators, especially given the political climate in Minnesota.
• ⚖️ He acknowledges the potential for bias on both sides, citing concerns that Minnesota officials might be biased against Trump, while the FBI, controlled by Trump, might be biased in favor of the agent.
• 🧩 A bipartisan commission is suggested as a potential way to mitigate bias, though Mulvaney expresses skepticism about the current state of bipartisanship.

Broader Implications

• 💔 Mulvaney concludes that no good will come from the situation, and it leaves everyone worse off, emphasizing the tragic loss of a mother of three.