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[求助] fearfare090807《朗文5++·双解·例句发音》的相关问题

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  • TA的每日心情
    慵懒
    2018-9-28 00:22
  • 签到天数: 273 天

    [LV.8]以坛为家I

    发表于 2018-4-11 14:21:28 | 显示全部楼层 |阅读模式
    本帖最后由 Saxons 于 2018-4-11 14:38 编辑 # s$ F) t) R: C* a
    2 @$ c4 r3 ?3 s( d
    fearfare090807兄制作的《朗文5++·双解·例句发音》可以说是非常的强悍,很受网友们的欢迎,坛里的很多朋友对它进行了改版,各种的版式让它越发的丰富多彩。5 S8 ]2 f% w2 P5 G7 ]
    今天用着这部词典,心血来潮,想把词典的发音喇叭图标换成一个自己喜欢的,解开mdd后竟然找不到存放词典图片目录,只有一个lm4目录存有15张图片,其他的词典图片却不知所踪,无论我怎找都找不到。
    4 `5 I7 @( _2 w  D% ]1 r! H真是怪哉啊!我解开朗6时可以找到存放词典全部图片的目录,换成fearfare090807制作的《朗文5++·双解·例句发音》解开后却找不到,仅只有一个lm4目录存放了十几张图片,其他图片仿佛消失了一般。' T/ L: d; U0 d, r
    我就想问一问熟悉制作的朋友,这部词典的图片放哪了,发音剌叭的图标哪去了,怎么才能把它找出来。
    ' k7 J  x; g2 P! c3 T有熟悉的朋友帮帮忙。
  • TA的每日心情
    慵懒
    2018-8-25 12:29
  • 签到天数: 91 天

    [LV.6]常住居民II

    发表于 2018-4-11 15:36:17 | 显示全部楼层
    图片是直接用image/jpeg;base64这种数据流形式写在源码里的,
    ' v6 M6 x. j+ H
    : B: a- \+ L# J举个栗子:7 B, [4 m& m! H7 D8 B$ i
    这段代码( b% l+ U* z; J0 F# J- f& w, j
    1. 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
    复制代码
    " m7 c6 p6 Z8 s" T+ o4 n
    你直接复制到浏览器中打开看看
    " b9 B1 h3 M% P/ V这段代码就包含了一张图片的所有信息了,1 d: v9 P: t( T

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  • TA的每日心情
    慵懒
    2018-9-28 00:22
  • 签到天数: 273 天

    [LV.8]以坛为家I

     楼主| 发表于 2018-4-11 16:11:21 | 显示全部楼层
    本帖最后由 Saxons 于 2018-4-11 16:15 编辑 % K' `0 X4 i# B% p& x+ G

    # w: h! ]% S% d% z+ o这种数据形式我不熟悉,百度了一下,才有了大概的一个概念。
  • TA的每日心情
    慵懒
    2018-9-28 00:22
  • 签到天数: 273 天

    [LV.8]以坛为家I

     楼主| 发表于 2018-4-11 16:11:35 | 显示全部楼层
    garypang 发表于 2018-4-11 15:36& m  [( M0 [: ~  j3 F
    图片是直接用image/jpeg;base64这种数据流形式写在源码里的,
    , g0 |; A" x: w1 I
      F0 _* r) j0 R! G, w* ?举个栗子:
      q" v1 E" j9 b8 L5 ]$ s8 n! y, w2 s; a
    一张图片就这么密密麻麻,god!
    % m: ^1 k& _) j) b. W' F3 Z3 U感谢朋友,不然我还不知道图片可以这么编码,长知识了。
  • TA的每日心情
    开心
    2019-1-21 17:00
  • 签到天数: 376 天

    [LV.9]以坛为家II

    发表于 2018-4-11 20:16:19 | 显示全部楼层
    Saxons 发表于 2018-4-11 16:11
    5 y1 ?& @/ F! N' N一张图片就这么密密麻麻,god!
      s' c- i$ P* {, w. I- e& P感谢朋友,不然我还不知道图片可以这么编码,长知识了。 ...

    " C" h( h6 n# K4 c5 @" o字体文件也可以转成base64,不过字体文件需要先处理一下,去除其中闲置的文字,比如只想用这种字体显示几个平常字体不显示的生僻字或特殊符号,那字体文件只保留这几个文字或符号就行,体积相应的也会小很多。如果是足量的字体文件,是不建议这么转的。9 |8 D  [: J0 g% V' V

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  • TA的每日心情
    慵懒
    2018-9-28 00:22
  • 签到天数: 273 天

    [LV.8]以坛为家I

     楼主| 发表于 2018-4-11 22:08:50 | 显示全部楼层
    须佐之男 发表于 2018-4-11 20:16
    1 m1 h% z. N1 K# k' O6 n% R* F字体文件也可以转成base64,不过字体文件需要先处理一下,去除其中闲置的文字,比如只想用这种字体显示几 ...

    * f; ^& K5 I8 Z/ M* @( V谢谢朋友。9 _' R: ^# y. |) m" R0 p
    你的补充又让我有了积累。
  • TA的每日心情
    郁闷
    2019-12-6 09:12
  • 签到天数: 68 天

    [LV.6]常住居民II

    发表于 2018-5-2 07:36:40 | 显示全部楼层
    garypang 发表于 2018-4-11 15:362 J; Y% g3 \  f  D0 e
    图片是直接用image/jpeg;base64这种数据流形式写在源码里的,
    4 o2 Z( F$ C; r! t
    ) |* W" @! g; j. V% A4 i  p  a举个栗子:

    : s8 N  C; j+ Z- `; y, h" Q超帅,新技能Get!
  • TA的每日心情

    2018-6-16 18:13
  • 签到天数: 158 天

    [LV.7]常住居民III

    发表于 2018-5-2 11:25:17 | 显示全部楼层
    须佐之男 发表于 2018-4-11 20:16
    : V2 j1 m2 v9 t3 C; @/ Q字体文件也可以转成base64,不过字体文件需要先处理一下,去除其中闲置的文字,比如只想用这种字体显示几 ...

    5 d8 x  G7 Y  X1 n0 m我查看了html
    8 Z+ q" g# C) `4 q( tll大好像是通过插入了啥content来实现的 ) b- b  K9 {% Q9 f; F9 g8 K
    我在css添加了& X8 `6 C+ X% m/ x' [) t
    before {
    + r6 K% y& j2 b, i/ G    content: "⇒";' M: D3 x4 N  j6 @0 S/ y0 o
    }* I3 A! ?7 W' g
    + L: t4 \+ _7 k, B) Z: U1 o& K
    实现了替换- G( n+ b! V* p. H
    2 w/ \0 B& M8 p$ m) a, E/ Z

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  • TA的每日心情

    2020-9-14 11:16
  • 签到天数: 264 天

    [LV.8]以坛为家I

    发表于 2018-6-8 00:08:06 | 显示全部楼层
    garypang 发表于 2018-4-11 15:36
    - H/ C) y4 c( H( x图片是直接用image/jpeg;base64这种数据流形式写在源码里的,
    ' T) K: k, r4 B' a7 [1 D
      P6 Y% i2 a4 Y; s% `! b4 Y举个栗子:

    $ Z+ |" k; B6 H+ _' g2 I) N看着很高端, 感谢大神指点
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