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(Reuters) -A U.S. appeals court on Friday left intact a key part of an injunction blocking a California law meant to shield children from online content that could harm them mentally or physically.
Bayrock Group is a private real estate investment and development firm specializing in luxury residential, commercial and mixed use projects. Through its affiliated entities, Bayrock has made investments in transactions comprising real estate assets valued in excess of $2.5 billion.
Andrew L. Shapiro has been an influential voice on environmental innovation in business for a decade. He has built a career, and a pioneering advisory group, GreenOrder , around the idea that sustainability can be a critical driver of profitable growth.
On December 8, 2015, Lansing Trade Group, LLC sold equity to New Hope Liuhe Investment (USA), Inc., a U.S. subsidiary of Chinese company, New Hope Liuhe Co. Ltd. New Hope paid $127,500,000 in cash for a 20% equity interest in Lansing.
Liggett Group (/ ˈ l ɪ ɡ ɪ t / LIG-it), formerly known as Liggett & Myers Tobacco Company, is the fourth largest tobacco company in the United States. As of 2014, Liggett Group was the fourth largest American tobacco company by gross revenue, though it was considerably smaller than the top three. [ 1 ]
Joshua David Shapiro [1] (born June 20, 1973) is an American lawyer and politician serving since 2023 as the 48th governor of Pennsylvania.A member of the Democratic Party, he was the attorney general of Pennsylvania from 2017 to 2023 and served on the Montgomery County Board of Commissioners from 2012 to 2017.
The Gravity Group is a wooden roller coaster design firm based in Cincinnati, Ohio, United States. The firm was founded in July 2002 out of the engineering team of the famed but now defunct Custom Coasters International. The core group of designers and engineers at The Gravity Group have backgrounds in civil, structural and mechanical ...
In mathematics, especially in the areas of abstract algebra dealing with group cohomology or relative homological algebra, Shapiro's lemma, also known as the Eckmann–Shapiro lemma, relates extensions of modules over one ring to extensions over another, especially the group ring of a group and of a subgroup.
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