By voting for Perez, we can break the 3-way tie our way
The Democratic gubernatorial primary is critical to the fate of the toll-lane scheme. Per the latest independent poll, Tom Perez, Wes Moore, and Peter Franchot, are virtually tied for the lead, each polling at about 15%.
Of the top candidates, Tom Perez is the most consistently and unambiguously opposed to the toll lane project. He’s strongly endorsed by the Washington Post and the Baltimore Sun.
Perez says, “Maryland needs a balanced approach to transportation…not the Hogan-Franchot plan to widen the beltway and privatize toll lanes.” He says, “… rushing something because a governor’s term ends in January is a recipe for potential disaster that obligates us for decades to come.”
Perez is the most likely of the top candidates to end the toll lane scheme if elected.
This is not single-issue politics. Governor Hogan’s plan touches every aspect of our public lives. In strongly opposing the plan, Perez demonstrates his support for fiscal and environmental responsibility, transparency, economic fairness, future-looking transportation policies, and putting the public interest first.
If we vote for Tom Perez, he can win.
Remember this quote from P. Franchot, the ultimate pro-toll-lane candidate
Peter Franchot explained to an interviewer (see below) that the toll-lane project is a kind of “experiment” (the kind, apparently, that uses billions of realdollars, impacts real lives, and lasts 50 years).
“The key thing is we'll be able to see whether there's any relief of traffic congestion and any real uproar over the tolls. And, you know, we'll be able to without completely turning the area on its head. We're going to be able to test a properly drafted P3 and we'll see how it goes” (Peter Franchot speaking on Everyday Law Podcast, 27:10).
Regarding that “properly drafted P3”, Franchot cast the deciding Board of Public Works vote for the toll lane agreement without insisting on even the basic protection of an independent financial and legal review: careless about the consequences of the project, then and now.