Five years after working for the Office of Strategic Services with Nick, whom she gets close to until the World War II' end brings with it an act of deep betrayal, former spy Evelyn, now working as a PI, finds herself back in Nick's orbit when her latest case brings the war to her doorstep.

Meek Eddie Pink becomes manager of an amusement park beset by mobsters.

"Germany, 1931: Bookshop owner Max Beissinger meets Hanna Ginsberg, a budding concert violinist, and immediately feels a powerful chemistry. Soon they fall in love and plan for the future. But Hanna is Jewish and Max is not, and as their love affair unfolds over the next five years, their love is tested when Hitler rises to power. Unbeknownst to Hanna, however, Max has a secret--a secret that Max is convinced will help him save Hanna if Germany becomes...

A tale based on the story of Ethel and Julius Rosenberg, the only Americans put to death for espionage during the Cold War, traces the experiences of their friend and neighbor, who takes in the couple's young sons when they are arrested by the FBI in 1950.

"In Poland in 1891, Marie Curie (then Marya Sklodowska) was engaged to a budding mathematician, Kazimierz Zorawski. But when his mother insisted she was too poor and not good enough, he broke off the engagement. A heartbroken Marya left Poland for Paris, where she would attend the Sorbonne to study chemistry and physics. Eventually Marie Curie would go on to change the course of science forever and be the first woman to win a Nobel Prize. But what...

Delve into Bertrand Russell's profoundly simple paradox that undermined Cantor's theory of sets. Then follow the scramble to fix set theory and all of mathematics with a new set of axioms, designed to avoid all paradoxes and keep mathematics consistent - a goal that was partly met by the Zermelo-Fraenkel set theory.

Delve deeper into the effort to prove that the logical consistency of mathematics can be reduced to basic arithmetic. Follow the work of David Hilbert, Georg Cantor, Gottlob Frege, Bertrand Russell, and others. Learn how Kurt Godel’s incompleteness theorems sounded the death knell for this ambitious project.

Cantor D'Ahma waited his whole life for this day. Born with a gift to walk between worlds, the young realm walker is finally ready to leave his elderly mentor and accept his role as protector and defender of the realms. But mere hours after he steps through his first portal, Cantor discovers that his job will be more dangerous and difficult than he ever imagined.

Learn how Georg Cantor tamed infinity and astonished the mathematical world by showing that some infinite sets are larger than others. Then use a matching game inspired by dodge ball to prove that the set of real numbers is infinitely larger than the set of natural numbers, which is also infinite.

In a small Oregon community, a high school soccer team struggles to overcome their class and racial divides in a quest for both individual and team success. Win or lose, soccer has the power to level the playing field and unite us all.