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M.C. Escher: Journey to Infinity

   2021    Art
Explore the intriguing world of M.C. Escher in this captivating documentary, which delves deep into his life and artistic journey through his own words. Narrated with excerpts from his writings, the film is visually enriched with archival footage of Escher himself and showcases his iconic drawings. Gain unique insights from interviews with his surviving family members who illuminate aspects of his personal and professional life.
Escher, who often described his work as straddling the realms of art and mathematics, admitted to not excelling in either yet found profound expression in geometry-infused art. Choosing to work in stark black and white, he embraced the challenge of conveying complex ideas without the use of color. The film explores pivotal phases in his career, including his mesmerizing explorations of the human eye and his ultimate obsession with the concept of infinity—depicted in real forms like circles and through visual illusions such as his famous never-ending staircase.
The documentary also features perspectives from admirers such as musician Graham Nash, who argues that Escher's genius remains underappreciated. This film promises not only to shed light on Escher’s innovative work but also to inspire a deeper appreciation for his unique blend of visual storytelling and mathematical precision.

The Art Of The Impossible

   2015    Art
Sir Roger Penrose is more than just a fan of MC Escher's mind-bending art. During the course of a long creative collaboration, the British mathematician and the Dutch artist exchanged ideas and inspirations. Some of Escher's most iconic images have their origin in Penrose's mathematical sketches - while the artist's work has served as a starting point for the professor's own explorations of new scientific ideas". To coincide with the first ever Escher retrospective in the UK, Penrose takes us on a personal journey through Escher's greatest masterpieces - marvelling at his intuitive brilliance and the penetrating light it still sheds on complex mathematical concepts.