Interested in Rafael Araujo Artista? On this page, we have collected links for you, where you will receive the most necessary information about Rafael Araujo Artista.
https://www.sacredgeometryart.com/rafael-araujo/
Rafael Araujo is an architect and artist from Venezuela. He creates his works on canvas with, a ruler, compass, squares, indian ink and acrylic paint. “I studied architecture and music, and have been drawing geometry since my teens. I try to emulate the big constructions and structures you can find in Bach´s Works…or, at least, that´s ...
https://www.pinterest.it/lucioespositoit/artist-rafael-araujo/
2-lug-2018 - Born in Venezuela in 1957, artist Rafael Araujo is a lifelong resident of Caracas. He originally studied music, a passion that lead him to composing and eventually to a fascination with architecture where he perfected his draftsmanship. . Visualizza altre idee su illustrazioni, sezione aurea, disegni geometrici.
https://arteamazon.com/artista/16/rafael-araujo
Rafael Araujo, é natural de Belém-PA. Formado em administração de empresas e comunicação social mas, depois de um tempo dedicado à propaganda, largou a vida entre quatro paredes para cair de cabeça no mundo das imagens.
https://www.orbmag.com/visual-arts/rafael-araujo-on-mathematical-illustrations-of-nature/
Rafael Araujo, is an architect and illustrator born in Caracas, Venezuela in 1957. We are delighted that we had the chance to take a bit of Araujo’s time for an interview regarding his amazingly detailed work.
https://www.instagram.com/rafaeldearauj0/
8,904 Followers, 1,914 Following, 586 Posts - See Instagram photos and videos from rafael araujo (@rafaeldearauj0)
https://www.facebook.com/Rafael-Ara%C3%BAjo-Art-1311379682304407/
Rafael Araújo Art. 19 likes. Artist
https://www.rafael-araujo.com/about-me
rafael ARAUJO As an autodidact, my work is the outcome of years of persistence, trial an error upon the theme of tridimensional geometry and the “platonic” search of the illusion of the “Truth”, by means of the development of structures which could perfectly be described as illustrated equations of natural subjects: shells, butterflies’ spirals, etc
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