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Технологии |
Определение типографики
Типографика — это искусство, наука и практика оформления текстовой информации с использованием наборного текста, базирующиеся на определённых правилах, нормативах и визуальных принципах, концепциях, характерных для графического дизайна и языка коммуникации. Она включает в себя процесс набора и верстки, регулируемый законами восприятия текста читателем, уделяющий внимание эстетике, читаемости и функциональности представления текста.
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)
Типографика может рассматриваться в нескольких аспектах:
Как искусство, где текст трансформируется в графическое выражение, а шрифты и текстовые формы воспринимаются как элементы визуального дизайна, включая понятие динамики и кинетического движения.
Как наука, изучающая параметры восприятия текста, такие как размер шрифта (в интернете — 15–25 пикселей), межстрочный интервал (120–145% от кегля), длина строки (оптимально 45–90 символов). Изучения построения правильной системы отступов между абзацами, которая вычисляется математически и обосновывается структурой и логикой, а также набором чётких правил.
Как дизайн, основной целью которого является создание эффективной коммуникации с аудиторией, управление вниманием читателя и улучшение восприятия передаваемой информации.
Таким образом, типографика представляет собой гармоничное сочетание эстетики, логики и функциональности, лежащее в основе архитектуры информационных сообщений.
ПОЛЕЗНЫЕ РЕСУРСЫ:
Мощная и надежная нейронная сеть Gerwin AI
https://t.me/GerwinPromoBot?start=referrer_3CKSERJX
GPTs — плагины и ассистенты для ChatGPT на русском языке
https://gptunnel.ru/?ref=Anton
---------------------------------------------------
Типографика может рассматриваться в нескольких аспектах:
Как искусство, где текст трансформируется в графическое выражение, а шрифты и текстовые формы воспринимаются как элементы визуального дизайна, включая понятие динамики и кинетического движения.
Как наука, изучающая параметры восприятия текста, такие как размер шрифта (в интернете — 15–25 пикселей), межстрочный интервал (120–145% от кегля), длина строки (оптимально 45–90 символов). Изучения построения правильной системы отступов между абзацами, которая вычисляется математически и обосновывается структурой и логикой, а также набором чётких правил.
Как дизайн, основной целью которого является создание эффективной коммуникации с аудиторией, управление вниманием читателя и улучшение восприятия передаваемой информации.
Таким образом, типографика представляет собой гармоничное сочетание эстетики, логики и функциональности, лежащее в основе архитектуры информационных сообщений.
ПОЛЕЗНЫЕ РЕСУРСЫ:
Мощная и надежная нейронная сеть Gerwin AI
https://t.me/GerwinPromoBot?start=referrer_3CKSERJX
GPTs — плагины и ассистенты для ChatGPT на русском языке
https://gptunnel.ru/?ref=Anton
---------------------------------------------------
10 Янв 2025 07:08 |
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