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Дизайн клавиатуры

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1

https://tema.livejournal.com/2964388.html

верхний ряд - ЙЦУКЕНГШЩЗХЪ - расположен относительно среднего ряда - ФЫВАПРОЛДЖЭ - со смещением на одну треть или четверть ширины клавиши. А средний ряд расположен относительно нижнего - ЯЧСМИТЬБЮЁ - со смещением строго в половину ширины клавиши

https://tonsky.livejournal.com/321097.html

ряды смещены, потому что в печатных машинках  из-под каждой кнопки вверх шел здоровый металлический рычаг. Крепился он под центр кнопки, соответственно, физически одну кнопку ровно под другой разместить было нельзя. Вот и придумали сдвигать ряды. Четыря ряда — смещение на четверть. Вот и вся формула

https://ic.pics.livejournal.com/tonsky/4122306/44586/44586_original.png

Клавиатуры, лишенные смещения, называются ортолинейными (ortholinear).

https://habr.com/ru/company/dododev/blog/566116/

Наши пальцы разгибаются вперед и назад, а не по диагонали, поэтому кнопки надо выровнять в колонки.

Отредактировано Лис (2022-12-26 22:09:40)

0

2

Нужно переклеить наклейки на клавишах
под расчет частотности букв в русских словах,
чтобы при наборе текста в среднем
пальцы быстро и легко набивали русский текст.
Переобучить людей сызнова на набор русского текста.

0

3

Я думал над тем, как сделать подарочный вариант (ну, там для гиков, чтобы им дарили). Но всё плохо (хуже чем в лисоклаве 2022), непонятно куда и как втыкать цифровой блок, как располагать символы на клавишах
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">[/html]

MihalNik, скажи чего-нибудь, а то ходишь вокруг и молчишь.

Отредактировано Лис (2022-12-28 05:08:46)

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MihalNik скажет, что не ясно, как держать руки и какие клавиши каким пальцем жать.
А потом никак не учитываются современные подходы при наборе - автоиспавления и подстановки.

потому что в печатных машинках  из-под каждой кнопки вверх шел здоровый металлический рычаг

Ну и как минимум сегодня странно отталкиваться от металлических рычагов. Матмодель задачи отсутствует.

Отредактировано MihalNik (2022-12-28 10:35:52)

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MihalNik написал(а):

не ясно, как держать руки и какие клавиши каким пальцем жать.

Пользоваться правой рукой. Для левой руки изготовить вторую, зеркальную.

Кнопки жать большим и указательным пальцем. Почти все символы требуют нажатия всего двух кнопок.

MihalNik написал(а):

никак не учитываются современные подходы при наборе - автоиспавления и подстановки.

Да. Но у меня никаких идей, как они сделаны, потому что я не пользуюсь современными подходами.

MihalNik написал(а):

Матмодель задачи отсутствует.

Более частые русские буквы ближе к центру, более редкие к краю. Реже потребуется к краю тянуться.

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Наклёвывается идея разработать не только лишь клавиатуру,
а ещё и новый алфавит.
В идеале новый алфавит содержит только десятичные цифры и пробел.

И как тогда перевести "Анну Каренину" в такой цифровой вид,
чтобы потом из цифрового вида можно было совершенно однозначно перевести
на русский язык?

Примеры:
молоко === 180090170
Лис === !0936

Восклицательный знак значит поднять верхний регистр для ближайшей буквы.
Вопросительный знак значит переключиться на латинские символы для ближайшего слова.

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