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Технологии |
Почему шрифт — это искусство, а кириллица остаётся недооценённой
Что такое одна буква? Кажется, ерунда, мелочь. Однако она является основным элементом, на котором строится текст. Но, читая сплошной текст, мы редко обращаем внимание на отдельные буквы — мы воспринимаем слова целиком, замечая лишь те элементы, которые нарушают привычный ритм. И вот здесь на сцену выходит шрифтовик, задача которого — привести все буквы к гармонии и сделать так, чтобы ничто не мешало чтению.
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Задача шрифтовика: диктат читателя
Работа шрифтового дизайнера подчинена негласному правилу — «диктату читателя». Этот канон предполагает, что текст воспринимается только в привычной форме, без эксцентричных элементов. Это ограничение не только облегчает задачу шрифтоделу, но и позволяет сосредоточиться на тончайших нюансах: деталях, пропорциях, гармонии. Такая работа делает мышление дизайнера похожим на творчество ювелиров.
Шрифтовой канон — наследие сотен лет эволюции алфавитов. Он устойчив, привычен, понятен всем, что делает его идеальным ориентиром. Однако канон идёт в комплекте со своей ценой. Даже изящный шрифт станет произведением искусства лишь тогда, когда каждая его буква будет выглядеть идеально и как самостоятельное, художественное произведение.
Особенности кириллицы: сила и слабости
Кириллический алфавит был специально создан для славянских языков и идеально отражает их звучание. Буква «Ы» или «Щ» просто необходимы для передачи уникальных черт русского языка. У кириллицы есть явные преимущества: в отличие от латиницы, славянский алфавит почти не использует надстрочные знаки и сложные буквенные сочетания для замены отсутствующих символов. Но, как признают сами шрифтовики, эти особенности не вдохновляют, а порой даже разочаровывают.
Причина в сравнительной «молодости» кириллического алфавита. После реформ Петра I, который 300 лет назад заменил устав и полуустав гражданским шрифтом, прошло совсем немного времени. В отличие от латиницы, развивавшейся веками, кириллица до сих пор находится в процессе поиска гармонии и завершённых форм. Со времён петровской реформы прошло уже три столетия, но процесс создания единой системы построения знаков продолжается и сейчас.
«Красота» и «латинская зависть»
Кириллические шрифты часто подвергаются критике за однообразие символов. Множеству букв не хватает выразительности, они похожи друг на друга «как спины в очереди». Даже лучшие шрифты, созданные для кириллицы, обычно уступают своей латинской части, сделанной теми же дизайнерами.
Латинице повезло больше: её графическая выразительность достигла пика ещё в эпоху Возрождения, благодаря мастерам вроде Альда Мануция и Клода Гарамона. Все эксперименты с латинскими формами уже, кажется, исчерпаны. Современные создатели латинских шрифтов вынуждены работать в условиях невероятной конкуренции среди десятков тысяч проектов. А вот кириллица оставляет больше свободы для экспериментов: её история всё ещё пишется, и лучшие формы ещё впереди.
Где искать красоту кириллицы?
Может быть, красота кириллического алфавита кроется в его несовершенстве? Грубость и простота форм могут оказаться не слабостью, а особенностью, которая раскрывает оригинальность языка и культуры. Возможно, стремление подогнать кириллицу под идеализированные латинские стандарты вовсе лишено смысла. Наш алфавит находится где-то между прекрасным и комичным, бережно балансируя на грани порядка и хаоса.
Заключение
Кириллица — это непаханое поле. Её формы ещё не завершены, её потенциал только начинается. Шрифтовики, работающие с кириллическими знаками, обладают невероятной свободой для творчества, которая позволит открыть новые, оригинальные решения. Может быть, как раз в этой незавершённости и заключается её главное преимущество?
Кириллица даёт нам возможность изобретать велосипеды. И в этом — её настоящее будущее.
ПОЛЕЗНЫЕ РЕСУРСЫ:
Сообщество дизайнеров в VK
vk.com/grafantonkozlov
Телеграмм канал сообщества
t.me/grafantonkozlov
Архив эксклюзивного контента
boosty.to/antonkzv
Задача шрифтовика: диктат читателя
Работа шрифтового дизайнера подчинена негласному правилу — «диктату читателя». Этот канон предполагает, что текст воспринимается только в привычной форме, без эксцентричных элементов. Это ограничение не только облегчает задачу шрифтоделу, но и позволяет сосредоточиться на тончайших нюансах: деталях, пропорциях, гармонии. Такая работа делает мышление дизайнера похожим на творчество ювелиров.
Шрифтовой канон — наследие сотен лет эволюции алфавитов. Он устойчив, привычен, понятен всем, что делает его идеальным ориентиром. Однако канон идёт в комплекте со своей ценой. Даже изящный шрифт станет произведением искусства лишь тогда, когда каждая его буква будет выглядеть идеально и как самостоятельное, художественное произведение.
Особенности кириллицы: сила и слабости
Кириллический алфавит был специально создан для славянских языков и идеально отражает их звучание. Буква «Ы» или «Щ» просто необходимы для передачи уникальных черт русского языка. У кириллицы есть явные преимущества: в отличие от латиницы, славянский алфавит почти не использует надстрочные знаки и сложные буквенные сочетания для замены отсутствующих символов. Но, как признают сами шрифтовики, эти особенности не вдохновляют, а порой даже разочаровывают.
Причина в сравнительной «молодости» кириллического алфавита. После реформ Петра I, который 300 лет назад заменил устав и полуустав гражданским шрифтом, прошло совсем немного времени. В отличие от латиницы, развивавшейся веками, кириллица до сих пор находится в процессе поиска гармонии и завершённых форм. Со времён петровской реформы прошло уже три столетия, но процесс создания единой системы построения знаков продолжается и сейчас.
«Красота» и «латинская зависть»
Кириллические шрифты часто подвергаются критике за однообразие символов. Множеству букв не хватает выразительности, они похожи друг на друга «как спины в очереди». Даже лучшие шрифты, созданные для кириллицы, обычно уступают своей латинской части, сделанной теми же дизайнерами.
Латинице повезло больше: её графическая выразительность достигла пика ещё в эпоху Возрождения, благодаря мастерам вроде Альда Мануция и Клода Гарамона. Все эксперименты с латинскими формами уже, кажется, исчерпаны. Современные создатели латинских шрифтов вынуждены работать в условиях невероятной конкуренции среди десятков тысяч проектов. А вот кириллица оставляет больше свободы для экспериментов: её история всё ещё пишется, и лучшие формы ещё впереди.
Где искать красоту кириллицы?
Может быть, красота кириллического алфавита кроется в его несовершенстве? Грубость и простота форм могут оказаться не слабостью, а особенностью, которая раскрывает оригинальность языка и культуры. Возможно, стремление подогнать кириллицу под идеализированные латинские стандарты вовсе лишено смысла. Наш алфавит находится где-то между прекрасным и комичным, бережно балансируя на грани порядка и хаоса.
Заключение
Кириллица — это непаханое поле. Её формы ещё не завершены, её потенциал только начинается. Шрифтовики, работающие с кириллическими знаками, обладают невероятной свободой для творчества, которая позволит открыть новые, оригинальные решения. Может быть, как раз в этой незавершённости и заключается её главное преимущество?
Кириллица даёт нам возможность изобретать велосипеды. И в этом — её настоящее будущее.
ПОЛЕЗНЫЕ РЕСУРСЫ:
Сообщество дизайнеров в VK
vk.com/grafantonkozlov
Телеграмм канал сообщества
t.me/grafantonkozlov
Архив эксклюзивного контента
boosty.to/antonkzv
03 Фев 2025 07:14 |
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