—— 来自 鹅球 v3.3.96 现在确实不如练双拼了,而且哪怕全拼,用简拼在词库大增强的现代效果也很好。
双拼的话建议是小鹤和自然码里选一个,有人说小鹤音形能让输入效率再提升,没有求证过,但对于很多主流输入法来说音形是没办法做到开箱即用的,换其他人的电脑会有点麻烦。用基础双拼,多场景应用会平滑一些。
不过现在大部分输入法里都会内置微软紫光、搜狗、小鹤、拼音加加、国标、智能abc、自然码之类的主流方案,随便挑一个练就完事了。(搜狗和国标有些可能没有)
—— 来自 samsung SM-S9110, Android 16, 鹅球 v3.5.99 双拼基本够用了,想上辅助码的,但想想自己维护输入法的可能成本,就算了。 armedangel 发表于 2025-11-8 11:29
字形输入有点反人类。人的表意识主要靠语言承载,脑内语言以声音形式运作。语音编码适合边想边写,字形编码 ...
错了,你这样仅仅只是不熟练。
熟练后就是直接字形到英文编码,没有拆字环节。 厨具战士mk2 发表于 2025-11-7 19:34
推荐你学小鹤音形。双拼和字形的结合体。
从全拼过渡到双拼,再从双拼过渡到字形,学习曲线非常平滑。
当年 ...
好奇问问用字形难道不影响思路吗 本帖最后由 厨具战士mk2 于 2025-11-8 16:39 编辑
takami 发表于 2025-11-8 15:46
好奇问问用字形难道不影响思路吗
小鹤音形是 双拼+字形。
普通词组双拼就行了。
字形主要起辅助作用,用于单字录入。
比如“辅助”这个词,直接打fuvu
如果是人名这样需要单字输入的情景,比如木婉清。木就打mu再加上横杠a,mua。婉就打wj,再加女字旁n,wjn。清就打qk,加三点水d,qkd。
你可以把后面的字形理解为普通拼音输入法后选字用的数字键,只是选项极为精准固定。相比数字键还得翻页,这种要快得多。
小时候练五笔的时候刚学会“尴尬”的拆法,后面没几天语文考试就考到了,全班只有我一个对。五笔拆字有的是需要一点想象力的,比如最常用的“我”这个字,如果不用一级字根“q空格”来输的话,一开始有几个人能想到是拆成“丿+扌” 想起韩寒一个小说里,凹字卡了半个小时没搞出来 循此苦旅 发表于 2025-11-8 17:48
手机上搜狗用双拼总是有个没意义的分词键占着位置,其他输入法试了个遍都更难用,目前试着用手心勉强还行, ...
手机上搜狗用双拼总是有个没意义的分词键占着位置
这个是双拼方案的问题,小鹤双拼就不用分词键 厨具战士mk2 发表于 2025-11-8 16:37
小鹤音形是 双拼+字形。
普通词组双拼就行了。
字形主要起辅助作用,用于单字录入。
原来如此 takami 发表于 2025-11-8 15:46
好奇问问用字形难道不影响思路吗
不会,熟练了就是本能。
好比打字的人看到q就手就往左上角移动,实际上没有任何理由规定q在左上角,只是大家都习惯了。
——来自 S1 Orange 1.3.3 只学过自然码双拼,很好学,熟悉了一下键盘,然后把微软自带输入法调成自然码双拼,好像用几天就会了。主要是输入法会自动补全声母和韵母,按错了多试几次就对了。试几天就熟了。
—— 来自 鹅球 v3.3.96 五笔特点是你不用知道怎么读就能写出来,部分特殊工种有需求 guojiaoqi 发表于 2025-11-8 22:15
五笔特点是你不用知道怎么读就能写出来,部分特殊工种有需求
比如古籍?
—— 来自 Xiaomi 23117RK66C, Android 14上的 S1Next-鹅版 v2.5.4 肥胖的道奇兔 发表于 2025-11-8 22:22
比如古籍?
—— 来自 Xiaomi 23117RK66C, Android 14上的 S1Next-鹅版 v2.5.4
最简单你能碰到的,银行柜员 这么说起来,手机的输入法,打汉字的时候你们是习惯用模拟电脑键盘还是3*4键盘。我刷手机刷多了还是觉得3*4好一点(也可能是因为小时候用旧手机留下来的习惯) 佳丽三千到 发表于 2025-11-8 10:56
不是的,
余 = 人 + 禾 + 识别码
佘 = 人 + 二 + 小 + 识别码
学习笔记https://p.sda1.dev/28/1561bbcb711ef81327231c40cd32e02d/CMP_20251111104101985.jpg
—— 来自 Xiaomi 23117RK66C, Android 14上的 S1Next-鹅版 v2.5.4 肥胖的道奇兔 发表于 2025-11-11 10:41
学习笔记
—— 来自 Xiaomi 23117RK66C, Android 14上的 S1Next-鹅版 v2.5.4
“余字底”就是禾,就是t键。
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**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
所以现在都不推荐86五笔了啊。
五笔论拆字合理性,98比86好多了。毕竟是联合专家进行的规范性改进。
作为一个五笔遗老,我想现在五笔在形码中唯一的优势就剩下装机率了,虎码、宇浩这些新形码设计得都更好一点。
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