iOrnament: draw mandala & art

Развлечения

99,00 ₽

A single stroke has never been so expressive – iOrnament is the state-of-the art drawing tool to create stunning designs, patterns and mandalas. Creativity at your fingertips! What users say: "it's a universe of wonder", "such a fun, beautiful and relaxing app", "fantastic ArtScience offering!”, "too good to be true",...."I think there would be far less conflict in the world if everyone used iOrnament!" – 10/10 stars on musthaveapps.de – shown worldwide in Apple ads and in Apple retail stores – Tabby Awards users' choice winner – 4,7 star global rating iOrnament combines art and science. You draw a simple stroke and iOrnament turns it into stunning patterns and mandalas according to rules of symmetry. With iOrnament everyone can be an artist. You will create fascinating ornaments and intricate designs. Fun and challenging from ages three to one-hundred for both doodlers and creative professionals. Interactive tutorial and many drawing tips included! See how dynamic finger strokes and support for 3D Touch and Apple Pencil enhance your drawing power to become a magical experience. iOrnament supports monochromatic pens as well as rainbow colors and even drawing in realistic shiny gold. iOrnament is an app that is designed for drawing ornamental designs that are both artistically and mathematically fascinating. You draw simple strokes and the app repeats them over and over according to the rules of the 17 crystallographic wallpaper groups. By this, fantastic symmetric patterns are created. Kaleidoscope-like pictures, tilings, complicated knots and artistic pavements are right at your fingertips. In addition, iOrnament contains an interactive pop-up book that explains mathematical backgrounds on the theory of wallpaper groups and a sampler of classical ornaments from ancient cultures. Features include: – full support of all 17 wallpaper groups – artistic rainbow color palette and pens – gold drawing feature – support for Apple Pencil – glow pen to add highlights – 'design mode' combines several symmetries in one picture – export to photos, e-mail and facebook – transparent backgrounds – saving, loading and recovering – extensive collection of tips for usage – preview of symmetries and fundamental cells – animated drawing process – change symmetry type on the fly – scroll, zoom and rotate – unlimited undo/redo – full featured iPhone and iPad versions – interactive tutorial on math backgrounds – sampler of classical ornaments – based on mathematical theory – supports rosette symmetries – integration of ornament world exhibition Via In-App Purchase: – 3D ornaments on spheres – Escheresque color symmetries – layers and brushes – background colors and textures – advanced nib pens – geometry mode to draw straight lines and circles Further information, example galleries and demo videos at www.science-to-touch.com and https://www.instagram.com/iornamentapp.

  • 4,7
    из 5
    Оценок: 213

Fixes a Problem with iPhone SE2020

Разработчик science-to-touch указал, что в соответствии с политикой конфиденциальности приложения данные могут обрабатываться так, как описано ниже. Подробные сведения доступны в  политике конфиденциальности разработчика .

  • Сбор данных не ведется

    Разработчик не ведет сбор данных в этом приложении.

    Разработчик может использовать различные способы обработки конфиденциальных данных в зависимости от таких факторов, как Ваш возраст и функции, которыми Вы пользуетесь. Подробнее

    Разработчик пока не предоставил сведений о функциях универсального доступа, поддерживаемых в этом приложении. Подробнее

    Провайдер
    • Juergen Richter-Gebert
    Размер
    • 132,6 МБ
    Категория
    • Развлечения
    Совместимость
    Требуется iOS 9.2 или новее.
    • iPhone
      Требуется iOS 9.2 или новее.
    • iPad
      Требуется iPadOS 9.2 или новее.
    • iPod touch
      Требуется iOS 9.2 или новее.
    • Apple Vision
      Требуется visionOS 1.0 или новее.
    Языки
    • английский и немецкий
    Возраст
    4+
    Авторские права
    • © Jürgen Richter-Gebert