The Objektiv font family offers a new look at geometry. You can get this beautiful sans serif with all its styles on MyFonts. For additional information on Dalton Maag’s Objektiv font family, feel free and follow the link below. Objektiv takes a new look at geometry it follows mathematical principles but remembers that it is a design to be used by humans.
That’s why you can get this straight geometric sans serif as both webfont and desktop font. The family can be used for a variaty of applications including print and web. Dafont Free is a source of free high quality fonts from various. All three versions ensure great legibility. As far back as the 15th century, Albrecht Dürer (Of the Just Shaping of. With classically geometric and unforgiving shapes, Mk1 has been created for display purposes, while Mk2 and Mk3 were designed for texts of any point size and any length. Objektiv Edit Font Information A New Look At Geometry Ever since calligraphic letterforms evolved into type, people have tried to rationalize the lines and curves of letter shapes into geometric forms. The Objektiv font family is equipped with three style variants (Mk1, Mk2, Mk3). All proportions and characters have been designed based on a well balanced harmony with one another.
Objektiv font download#
Like no other, this sans serif typeface combines accurate design with a humanist touch. OnlineWebFonts.COM is Internet most popular font online download website,offers more than 8,000,000 desktop and Web font products for you to preview and download. With Objektiv, Brazilian type designer Bruno Mello has created a typeface based on mathematical principles and with an eye for harmonious proportions.
The Objektiv font family has been published in the second half of 2015. objektiv mk2 bold font search results,FontKe for you to share objektiv mk2 bold resources,provide font download,font upload,font identification,font conversion,font preview,font generation,font design sample,font information and other services. Dalton Maag’s Objektiv font family, a typeface that offers a new look at geometry.
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