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https://www.thepicardgroup.com/
Since 2011, The Picard Group has established itself as one of the leading governmental affairs firms in Louisiana and Washington, D.C. With offices in Lafayette, LA, Baton Rouge, LA, Washington, D.C., Lake Charles, LA and Ruston, LA, we provide full-service representation in governmental affairs, issue and association management, procurement, and strategic and business consulting at federal ...
https://business.facebook.com/picardgroup/?__xts__%5B0%5D=68.ARC...
The Picard Group, Lafayette, Louisiana. 296 likes · 4 were here. The Picard Group is a governmental affairs, lobbying, and business consulting firm with offices in Lafayette, Baton Rouge, Washington...
https://www.mapquest.com/us/louisiana/the-picard-group-277573035
Opening Hours. Mon: 8am-5pm; Tue: 8am-5pm; Wed: 8am-5pm; Thu: 8am-5pm; Fri: 8am-5pm
https://www.thepicardgroup.com/paige-hensgens-hightower
Prior to joining The Picard Group, Hightower worked on Capitol Hill in Washington, D.C. as a staff member for former Congressman Charles W. Boustany, Jr., M.D., a senior member of the powerful House Ways and Means Committee, and Congressman Mark E. Amodei, …
https://www.galoisrepresentations.com/2020/04/30/picard-groups-of-moduli-stacks/
\(g = 2\) is special, for \(g > 2\) the Picard group of \(\mathcal{M}_g\) is indeed \(\mathbf{Z}\) (at least over \(\mathbb{C}\)) (see, e.g., Albarello–Cornalba “Picard groups of the moduli spaces of curves“. The paper of Arsie–Vistoli “Stacks of cyclic covers of projective spaces” contains a computation of the Picard group of the moduli stack of hyperelliptic curves from which it ...
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