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< div id = "content" class = "content" > < article class = "post" >
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< h1 class = "post-title" > < span class = ".zh" > 数电期中总结< / span > < span class = ".en" hidden > Mid-term Summary of Digital Circuits< / span >
< / h1 >
< div class = "post-meta" >
< span class = "post-time" >
2019-02-28
< / span > < span class = "post-category" >
< a href = "/categories/notes/" > notes< / a >
< / span >
< / div >
< / header >
< style > . toc-level-2 > . toc-child { display : none !important ; } < / style >
< div class = "post-toc" id = "post-toc" >
< h2 class = "post-toc-title" > Contents< / h2 >
< div class = "post-toc-content" >
< ol class = "toc" > < li class = "toc-item toc-level-1" > < a class = "toc-link" href = "#1-数制与码制" > < span class = "toc-text" > 1. 数制与码制< / span > < / a > < ol class = "toc-child" > < li class = "toc-item toc-level-2" > < a class = "toc-link" href = "#二进制运算" > < span class = "toc-text" > 二进制运算< / span > < / a > < ol class = "toc-child" > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#补码" > < span class = "toc-text" > 补码< / span > < / a > < / li > < / ol > < / li > < li class = "toc-item toc-level-2" > < a class = "toc-link" href = "#常用编码" > < span class = "toc-text" > 常用编码< / span > < / a > < ol class = "toc-child" > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#DCB" > < span class = "toc-text" > DCB< / span > < / a > < / li > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#Signed-Numbers" > < span class = "toc-text" > Signed Numbers< / span > < / a > < / li > < / ol > < / li > < li class = "toc-item toc-level-2" > < a class = "toc-link" href = "#期中总结" > < span class = "toc-text" > 期中总结< / span > < / a > < ol class = "toc-child" > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#第一周-初识数电" > < span class = "toc-text" > 第一周 - 初识数电< / span > < / a > < / li > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#第二周-数制" > < span class = "toc-text" > 第二周 - 数制< / span > < / a > < / li > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#第三周-逻辑门与电路封装类型" > < span class = "toc-text" > 第三周 - 逻辑门与电路封装类型< / span > < / a > < / li > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#第四周-布尔运算" > < span class = "toc-text" > 第四周 - 布尔运算< / span > < / a > < / li > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#第五周-Karnaugh-Map" > < span class = "toc-text" > 第五周 - Karnaugh Map< / span > < / a > < / li > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#第六周-逻辑门组合" > < span class = "toc-text" > 第六周 - 逻辑门组合< / span > < / a > < / li > < / ol > < / li > < / ol > < / li > < li class = "toc-item toc-level-1" > < a class = "toc-link" href = "#1-Number-system-and-code-system" > < span class = "toc-text" > 1. Number system and code system< / span > < / a > < ol class = "toc-child" > < li class = "toc-item toc-level-2" > < a class = "toc-link" href = "#Binary-operation" > < span class = "toc-text" > Binary operation< / span > < / a > < ol class = "toc-child" > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#Complement" > < span class = "toc-text" > Complement< / span > < / a > < / li > < / ol > < / li > < li class = "toc-item toc-level-2" > < a class = "toc-link" href = "#Common-coding" > < span class = "toc-text" > Common coding< / span > < / a > < ol class = "toc-child" > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#DCB-1" > < span class = "toc-text" > DCB< / span > < / a > < / li > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#Signed-Numbers-1" > < span class = "toc-text" > Signed Numbers< / span > < / a > < / li > < / ol > < / li > < li class = "toc-item toc-level-2" > < a class = "toc-link" href = "#Mid-term-summary" > < span class = "toc-text" > Mid-term summary< / span > < / a > < ol class = "toc-child" > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#First-week-first-acquaintance-with-digital-telephony" > < span class = "toc-text" > First week-first acquaintance with digital telephony< / span > < / a > < / li > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#Second-week-Number-system" > < span class = "toc-text" > Second week-Number system< / span > < / a > < / li > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#Week-3-Logic-Gate-and-Circuit-Package-Type" > < span class = "toc-text" > Week 3-Logic Gate and Circuit Package Type< / span > < / a > < / li > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#Week-4-Boolean-operations" > < span class = "toc-text" > Week 4-Boolean operations< / span > < / a > < / li > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#Week-5-Karnaugh-Map" > < span class = "toc-text" > Week 5-Karnaugh Map< / span > < / a > < / li > < li class = "toc-item toc-level-3" > < a class = "toc-link" href = "#Week-6-Logic-Gate-Combination" > < span class = "toc-text" > Week 6-Logic Gate Combination< / span > < / a > < / li > < / ol > < / li > < / ol > < / li > < / ol >
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< p > 上学期掉了魔电的坑,这学期来搞点数电小攻略掩饰一下(☆ω☆)< / p >
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< p > I lost the pit of magic electricity last semester. This semester, let’s make a small strategy to hide it (☆ω☆)< / p >
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< h1 id = "1-数制与码制" > < a href = "#1-数制与码制" class = "headerlink" title = "1. 数制与码制" > < / a > 1. 数制与码制< / h1 > < h2 id = "二进制运算" > < a href = "#二进制运算" class = "headerlink" title = "二进制运算" > < / a > 二进制运算< / h2 > < h3 id = "补码" > < a href = "#补码" class = "headerlink" title = "补码" > < / a > 补码< / h3 > < p > 常用补码来表示负数,以便于计算。< br > 正数和零补码是其自身,负数的补码方法如下:< br > 二进制减法可以通过被减数加要减数的补码来实现。< br > < strong > < 法一> 直接法< / strong > < br > $$(N)_{COMP}=\begin{cases}N& \text{N为正数}\2^{n}-N& \text{N为负数} \end{cases}$$< / p >
< p > 符号位为零(正数)时,补码与源码相同,符号位为1(负数)时,补码为$2^{n}-N$.< br > < strong > < 法二> 观察法< / strong > < br > 欲求补码,可以先找其反码。< br > $$(N)_{INV}=\begin{cases}N& \text{N为正数}\(2^{n}-1)-N& \text{N为负数} \end{cases}$$< / p >
< p > 即,除符号位外其他值0变1,1变0。< br > 随后反码整体加1即可得到补码~< / p >
< h2 id = "常用编码" > < a href = "#常用编码" class = "headerlink" title = "常用编码" > < / a > 常用编码< / h2 > < h3 id = "DCB" > < a href = "#DCB" class = "headerlink" title = "DCB" > < / a > DCB< / h3 > < p > 即8421恒权码。DCB作为10进制显示时,须在每一个Invalid位(> 9)上加6。< / p >
< h3 id = "Signed-Numbers" > < a href = "#Signed-Numbers" class = "headerlink" title = "Signed Numbers" > < / a > Signed Numbers< / h3 > < p > 使用8位,最左边一位表示符号,其余7位表示数值。< / p >
< h2 id = "期中总结" > < a href = "#期中总结" class = "headerlink" title = "期中总结" > < / a > 期中总结< / h2 > < h3 id = "第一周-初识数电" > < a href = "#第一周-初识数电" class = "headerlink" title = "第一周 - 初识数电" > < / a > 第一周 - 初识数电< / h3 > < ul >
< li > 模拟量太复杂,不符合人类思维< / li >
< li > 三极管MOS管等非线性器件为魔转数提供了器件基础< / li >
< li > 因为模电太难,所以我们要学数电< br > < strong > 一些要点< / strong > < / li >
< li > TTL意思是指晶体管逻辑电路,由各种三极管和电阻组成,特点是速度快< / li >
< li > TTL中0-0.8V为低电平,2-5V为高电平< / li >
< li > 二进制与十进制相互转换(整数/小数)< / li >
< li > LSB(Least Significant Bit)/MSB(Most S B)< / li >
< / ul >
< h3 id = "第二周-数制" > < a href = "#第二周-数制" class = "headerlink" title = "第二周 - 数制" > < / a > 第二周 - 数制< / h3 > < ul >
< li > 反码 1’s Complement< / li >
< li > 补码 2’s Complement< / li >
< li > 有时候二进制太长不好用,这使16进制很方便< / li >
< li > 16进制类似2进制的助记符,如观察< code > 1100 0101< / code > 可直接写出< code > C5< / code > < / li >
< li > BCD是用一个16进制表示一个10进制数< / li >
< li > BCD很符合人类的思维习惯,但造成极大的资源浪费< / li >
< li > BCD四则运算,我觉得最好转成10进制算完再转回去,反正很方便< / li >
< li > 计算机BCD加法采取+6进位法< / li >
< li > 数字储存时最左一位是符号位< / li >
< li > 负数使用补码来存储(< a href = "https://zhidao.baidu.com/question/1692306348989800588.html" target = "_blank" rel = "noopener" > 栗子< / a > )< / li >
< li > 1字节signed数字范围< code > -128-127< / code > < / li >
< li > 合理设计存储位数,小心溢出< / li >
< li > < a href = "https://zhidao.baidu.com/question/293829485.html" target = "_blank" rel = "noopener" > 二进制乘法< / a > < / li >
< li > < a href = "https://zhidao.baidu.com/question/304091753926723564.html" target = "_blank" rel = "noopener" > 二进制除法< / a > 与十进制类似< / li >
< / ul >
< h3 id = "第三周-逻辑门与电路封装类型" > < a href = "#第三周-逻辑门与电路封装类型" class = "headerlink" title = "第三周 - 逻辑门与电路封装类型" > < / a > 第三周 - 逻辑门与电路封装类型< / h3 > < ul >
< li > 非门 NOT< / li >
< li > 与门 AND< / li >
< li > 或门 OR< / li >
< li > 非与门 NAND< / li >
< li > 非或门 NOR< / li >
< li > 异或门 XOR< / li >
< li > 常见有TTL和CMOS两类< / li >
< li > CMOS按照供压可分为3.3V和5V两类< / li >
< li > fan-out是指有效input个数< / li >
< li > propagation delay time指响应时间< / li >
< li > 集成电路命名,如< code > 74LS04< / code > 中74指商品级,LS指种类,04为型号< / li >
< li > 按复杂程度分类:SSI(1-12门),MSI(13-99门),LSI(100-9999门),VLSI(10000-99999),ULSI(100000+)< / li >
< / ul >
< h3 id = "第四周-布尔运算" > < a href = "#第四周-布尔运算" class = "headerlink" title = "第四周 - 布尔运算" > < / a > 第四周 - 布尔运算< / h3 > < ul >
< li > 遵循交换,结合,分配律< / li >
< li > 结论< code > A+AB=A< / code > 与< code > A+~AB=A+B< / code > < / li >
< li > DeMorgan’s Theorems < code > ~(AB)=(~A+~B)< / code > 与 < code > ~(A+B)=~A~B< / code > < / li >
< li > < code > ~A~B< / code > 为Negative AND, < code > ~(AB)< / code > 为NAND, OR同理< / li >
< li > SOP格式为< code > ··+··+··< / code > < / li >
< li > POS格式为< code > ()*()*()< / code > < / li >
< li > Truth Table即为将全部可能的Input和output列表< / li >
< / ul >
< h3 id = "第五周-Karnaugh-Map" > < a href = "#第五周-Karnaugh-Map" class = "headerlink" title = "第五周 - Karnaugh Map" > < / a > 第五周 - Karnaugh Map< / h3 > < ul >
< li > Karnaugh Map来可视化逻辑门化简< / li >
< / ul >
< h3 id = "第六周-逻辑门组合" > < a href = "#第六周-逻辑门组合" class = "headerlink" title = "第六周 - 逻辑门组合" > < / a > 第六周 - 逻辑门组合< / h3 > < ul >
< li > NAND和NOR可以组合出其它任意门< / li >
< li > 加法器 左位放< code > A AND B< / code > 右位放< code > A XOR B< / code > < / li >
< li > 比较器 1bit< code > A XOR B< / code > 2bit< code > (A0 XOR B0) NOR (A1 XOR B0)< / code > < / li >
< li > 译码器 逻辑二进制转控制电平输出< / li >
< / ul >
< hr >
< p > 课件:< br > < a href = "https://www.eee.dog/usr/uploads/2019/02/1948813444.pdf" > Lecture03.pdf< / a > < br > < a href = "https://www.eee.dog/usr/uploads/2019/02/20970449.pdf" > Lecture04.pdf< / a > < / p >
< / span >
< span class = ".en" >
< h1 id = "1-Number-system-and-code-system" > < a href = "#1-Number-system-and-code-system" class = "headerlink" title = "1. Number system and code system" > < / a > 1. Number system and code system< / h1 > < h2 id = "Binary-operation" > < a href = "#Binary-operation" class = "headerlink" title = "Binary operation" > < / a > Binary operation< / h2 > < h3 id = "Complement" > < a href = "#Complement" class = "headerlink" title = "Complement" > < / a > Complement< / h3 > < p > The complement is often used to represent negative numbers for easy calculation.< br > Positive numbers and zero complement are themselves, and the complement method of negative numbers is as follows:< br > Binary subtraction can be implemented by adding the complement of the subtracted number to the subtracted number.< br > < strong > < Method One > Direct Method< / strong > < br > $$(N)_{COMP}=\begin{cases}N& \text{N is a positive number}\2^{n}-N& \text{N is a negative number} \end{cases}$$< / p >
< p > When the sign bit is zero (positive number), the complement is the same as the source code. When the sign bit is 1 (negative number), the complement is $2^{n}-N$.< br > < strong > < Method Two > Observation Method< / strong > < br > If you want the complement, you can find the inverse first.< br > $$(N)_{INV}=\begin{cases}N& \text{N is a positive number}\(2^{n}-1)-N& \text{N is a negative number} \end{cases}$$< / p >
< p > That is, except for the sign bit, 0 changes to 1, and 1 changes to 0.< br > Then add 1 to the whole complement to get the complement~< / p >
< h2 id = "Common-coding" > < a href = "#Common-coding" class = "headerlink" title = "Common coding" > < / a > Common coding< / h2 > < h3 id = "DCB-1" > < a href = "#DCB-1" class = "headerlink" title = "DCB" > < / a > DCB< / h3 > < p > That is, the 8421 constant weight code. When DCB is displayed as a decimal number, 6 must be added to each Invalid bit (> 9).< / p >
< h3 id = "Signed-Numbers-1" > < a href = "#Signed-Numbers-1" class = "headerlink" title = "Signed Numbers" > < / a > Signed Numbers< / h3 > < p > 8 bits are used, the leftmost bit represents the sign, and the remaining 7 bits represent the value.< / p >
< h2 id = "Mid-term-summary" > < a href = "#Mid-term-summary" class = "headerlink" title = "Mid-term summary" > < / a > Mid-term summary< / h2 > < h3 id = "First-week-first-acquaintance-with-digital-telephony" > < a href = "#First-week-first-acquaintance-with-digital-telephony" class = "headerlink" title = "First week-first acquaintance with digital telephony" > < / a > First week-first acquaintance with digital telephony< / h3 > < ul >
< li > The analog quantity is too complicated to conform to human thinking< / li >
< li > Non-linear devices such as triode and MOS tube provide the device basis for the magic speed< / li >
< li > Because analog electricity is too difficult, we have to learn math electricity< br > < strong > Some points< / strong > < / li >
< li > TTL means transistor logic circuit, composed of various transistors and resistors, and is characterized by fast speed< / li >
< li > 0-0.8V in TTL is low level, 2-5V is high level< / li >
< li > Conversion between binary and decimal (integer/decimal)< / li >
< li > LSB(Least Significant Bit)/MSB(Most S B)< / li >
< / ul >
< h3 id = "Second-week-Number-system" > < a href = "#Second-week-Number-system" class = "headerlink" title = "Second week-Number system" > < / a > Second week-Number system< / h3 > < ul >
< li > 1’s Complement< / li >
< li > 2’s Complement< / li >
< li > Sometimes the binary is too long to use, which makes hexadecimal very convenient< / li >
< li > Hexadecimal is similar to binary mnemonic, if you observe < code > 1100 0101< / code > , you can write < code > C5< / code > directly< / li >
< li > BCD uses a hexadecimal number to represent a decimal number< / li >
< li > BCD is in line with human thinking habits, but it causes a great waste of resources< / li >
< li > BCD four arithmetic, I think it’s best to convert to decimal and then convert it back. Anyway, it’s very convenient< / li >
< li > Computer BCD addition adopts +6 carry method< / li >
< li > When storing numbers, the leftmost digit is the sign bit< / li >
< li > Negative numbers are stored using one’s complement (< a href = "https://zhidao.baidu.com/question/1692306348989800588.html" target = "_blank" rel = "noopener" > chestnut< / a > )< / li >
< li > 1 byte signed number range < code > -128-127< / code > < / li >
< li > Reasonably design the number of storage bits and be careful of overflow< / li >
< li > < a href = "https://zhidao.baidu.com/question/293829485.html" target = "_blank" rel = "noopener" > Binary Multiplication< / a > < / li >
< li > < a href = "https://zhidao.baidu.com/question/304091753926723564.html" target = "_blank" rel = "noopener" > Binary Division< / a > Similar to decimal< / li >
< / ul >
< h3 id = "Week-3-Logic-Gate-and-Circuit-Package-Type" > < a href = "#Week-3-Logic-Gate-and-Circuit-Package-Type" class = "headerlink" title = "Week 3-Logic Gate and Circuit Package Type" > < / a > Week 3-Logic Gate and Circuit Package Type< / h3 > < ul >
< li > NOT< / li >
< li > AND gate< / li >
< li > OR gate OR< / li >
< li > NOT AND gate NAND< / li >
< li > NOR gate< / li >
< li > Exclusive OR gate XOR< / li >
< li > Commonly there are TTL and CMOS two types< / li >
< li > CMOS can be divided into 3.3V and 5V according to the supply voltage< / li >
< li > Fan-out refers to the number of valid inputs< / li >
< li > propagation delay time refers to response time< / li >
< li > IC naming, for example, 74 in < code > 74LS04< / code > means commodity grade, LS means type, 04 is model< / li >
< li > Classification by complexity: SSI (1-12 doors), MSI (13-99 doors), LSI (100-9999 doors), VLSI (10000-99999), ULSI (100000+)< / li >
< / ul >
< h3 id = "Week-4-Boolean-operations" > < a href = "#Week-4-Boolean-operations" class = "headerlink" title = "Week 4-Boolean operations" > < / a > Week 4-Boolean operations< / h3 > < ul >
< li > Follow the exchange, combination, and distribution laws< / li >
< li > Conclusion < code > A+AB=A< / code > and < code > A+~AB=A+B< / code > < / li >
< li > DeMorgan’s Theorems < code > ~(AB)=(~A+~B)< / code > and < code > ~(A+B)=~A~B< / code > < / li >
< li > < code > ~A~B< / code > is Negative AND, < code > ~(AB)< / code > is NAND, OR is the same< / li >
< li > SOP format is < code > ··+··+··< / code > < / li >
< li > POS format is < code > ()*()*()< / code > < / li >
< li > Truth Table is a list of all possible Input and Output< / li >
< / ul >
< h3 id = "Week-5-Karnaugh-Map" > < a href = "#Week-5-Karnaugh-Map" class = "headerlink" title = "Week 5-Karnaugh Map" > < / a > Week 5-Karnaugh Map< / h3 > < ul >
< li > Karnaugh Map to visualize logic gate simplification< / li >
< / ul >
< h3 id = "Week-6-Logic-Gate-Combination" > < a href = "#Week-6-Logic-Gate-Combination" class = "headerlink" title = "Week 6-Logic Gate Combination" > < / a > Week 6-Logic Gate Combination< / h3 > < ul >
< li > NAND and NOR can be combined into any other gate< / li >
< li > Adder put < code > A AND B< / code > on the left bit and < code > A XOR B< / code > on the right bit< / li >
< li > Comparator 1bit< code > A XOR B< / code > 2bit< code > (A0 XOR B0) NOR (A1 XOR B0)< / code > < / li >
< li > Decoder logic binary to control level output< / li >
< / ul >
< hr >
< p > Courseware:< br > < a href = "https://www.eee.dog/usr/uploads/2019/02/1948813444.pdf" > Lecture03.pdf< / a > < br > < a href = "https://www.eee.dog/usr/uploads/2019/02/20970449.pdf" > Lecture04.pdf< / a > < / p >
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master: '9b616ff4cd6c305e5970bee7b1bd9b1f', //博主邮箱md5
tagMeta: tagMeta, //标识字段名
friends: res, //["b6ddef7c7e1c647e7767afeacdfb7b64","46dd4e6fef4f9591736c4723a965ca2e","6132d77f9f0ae060bc733090991acecb","3e00e104b79d7c6e866c6b23c6ba6dfc"], //小伙伴邮箱Md5
metaPlaceholder: metaPlaceholder,
placeholder: placeholder,
lang: lan,
path: window.location.pathname,
enableQQ: true,
visitor: true,
emojiCDN: '//i0.hdslb.com/bfs/emote/',
emojiMaps: {
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"tv_亲亲": "a8111ad55953ef5e3be3327ef94eb4a39d535d06.png",
"tv_偷笑": "bb690d4107620f1c15cff29509db529a73aee261.png",
"tv_再见": "180129b8ea851044ce71caf55cc8ce44bd4a4fc8.png",
"tv_冷漠": "b9cbc755c2b3ee43be07ca13de84e5b699a3f101.png",
"tv_发怒": "34ba3cd204d5b05fec70ce08fa9fa0dd612409ff.png",
"tv_发财": "34db290afd2963723c6eb3c4560667db7253a21a.png",
"tv_可爱": "9e55fd9b500ac4b96613539f1ce2f9499e314ed9.png",
"tv_吐血": "09dd16a7aa59b77baa1155d47484409624470c77.png",
"tv_呆": "fe1179ebaa191569b0d31cecafe7a2cd1c951c9d.png",
"tv_呕吐": "9f996894a39e282ccf5e66856af49483f81870f3.png",
"tv_困": "241ee304e44c0af029adceb294399391e4737ef2.png",
"tv_坏笑": "1f0b87f731a671079842116e0991c91c2c88645a.png",
"tv_大佬": "093c1e2c490161aca397afc45573c877cdead616.png",
"tv_大哭": "23269aeb35f99daee28dda129676f6e9ea87934f.png",
"tv_委屈": "d04dba7b5465779e9755d2ab6f0a897b9b33bb77.png",
"tv_害羞": "a37683fb5642fa3ddfc7f4e5525fd13e42a2bdb1.png",
"tv_尴尬": "7cfa62dafc59798a3d3fb262d421eeeff166cfa4.png",
"tv_微笑": "70dc5c7b56f93eb61bddba11e28fb1d18fddcd4c.png",
"tv_思考": "90cf159733e558137ed20aa04d09964436f618a1.png",
"tv_惊吓": "0d15c7e2ee58e935adc6a7193ee042388adc22af.png",
"tv_打脸": "56ab10b624063e966bfcb76ea5dc4794d87dfd47.png",
"tv_抓狂": "fe31c08edad661d63762b04e17b8d5ae3c71a757.png",
"tv_抠鼻": "c666f55e88d471e51bbd9fab9bb308110824a6eb.png",
"tv_斜眼笑": "911f987aa8bc1bee12d52aafe62bc41ef4474e6c.png",
"tv_无奈": "ea8ed89ee9878f2fece2dda0ea8a5dbfe21b5751.png",
"tv_晕": "5443c22b4d07fb1907ccc610c8e6db254f2461b7.png",
"tv_流汗": "cead1c351ab8d79e9f369605beb90148db0fbed3.png",
"tv_流泪": "7e71cde7858f0cd50d74b0264aa26db612a8a167.png",
"tv_流鼻血": "c32d39db2737f89b904ca32700d140a9241b0767.png",
"tv_点赞": "f85c354995bd99e28fc76c869bfe42ba6438eff4.png",
"tv_生气": "26702dcafdab5e8225b43ffd23c94ac1ff932654.png",
"tv_生病": "8b0ec90e6b86771092a498c54f09fc94621c1900.png",
"tv_疑问": "0793d949b18d7be716078349c202c15ff166f314.png",
"tv_白眼": "c1d59f439e379ee50eef488bcb5e5378e5044ea4.png",
"tv_皱眉": "72ccad6679fea0d14cce648b4d818e09b8ffea2d.png",
"tv_目瞪口呆": "0b8cb81a68de5d5365212c99375e7ace3e7891b7.png",
"tv_睡着": "8b196675b53af58264f383c50ad0945048290b33.png",
"tv_笑哭": "1abc628f6d4f4caf9d0e7800878f4697abbc8273.png",
"tv_腼腆": "89712c0d4af73e67f89e35cbc518420380a7f6f4.png",
"tv_色": "61822c7e9aae5da76475e7892534545336b23a6f.png",
"tv_调侃": "4bc022533ef31544ca0d72c12c808cf4a1cce3e3.png",
"tv_调皮": "b9c41de8e82dd7a8515ae5e3cb63e898bf245186.png",
"tv_鄙视": "6e72339f346a692a495b123174b49e4e8e781303.png",
"tv_闭嘴": "c9e990da7f6e93975e25fd8b70e2e290aa4086ef.png",
"tv_难过": "87f46748d3f142ebc6586ff58860d0e2fc8263ba.png",
"tv_馋": "fc7e829b845c43c623c8b490ee3602b7f0e76a31.png",
"tv_鬼脸": "0ffbbddf8a94d124ca2f54b360bbc04feb6bbfea.png",
"tv_黑人问号": "45821a01f51bc867da9edbaa2e070410819a95b2.png",
"tv_鼓掌": "1d21793f96ef4e6f48b23e53e3b9e42da833a0f6.png"
// ... 更多表情
}
});
});
};
< / script > < script type = "text/javascript" src = "https://cdn.yimian.xyz/ushio-js/ushio-footer.min.js" > < / script >
< script >
session.onload(function(){
if(session.get('group') != 'anonymous'){
function insertNick(){
if($('.vnick').length){
$('.vnick').val(session.get('nickname'));
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< script type = "text/javascript" src = "https://cdn.yimian.xyz/kayo/lib/slideout/slideout.js" > < / script >
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< script type = "text/javascript" src = "https://cdn.yimian.xyz/kayo/js/src/kayo.js?v=1.0.0" data-pjax > < / script >
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< script src = "https://cdn.yimian.xyz/kayo/lib/pjax/pjax.min.js" > < / script >
< script > w i n d o w . p j a x = n e w P j a x ( {
elements: 'a[href]:not([href^="#"]):not([href="javascript:void(0)"])',
selectors: ["head title, #main", "#footer"],
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timer = setInterval(function () {
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progress.style.width = loadingBarWidth + "%";
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var loadingbarStop = function () {
clearInterval(timer);
progress.style.width = "100%";
loadingBar.classList.remove("loading");
setTimeout(function () {
progress.style.width = 0;
}, 400);
};/* Pjax 开始时,重新加载的函数 */
document.addEventListener("pjax:send", function () {loadingbarStart();
});
/* Pjax 完成后,重新加载的函数 */
document.addEventListener("pjax:complete", function () {
/* 重载带data-pjax的script,或者.pjax-reload属性内容的script */
$("script[data-pjax], .pjax-reload script").each(function () {
$(this).parent().append($(this).remove());
});
pjax_ini();loadingbarStop();
page.tran.setLang();
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/* Pjax 出错,执行的函数 */
document.addEventListener("pjax:error", function () {
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< / body >
< / html >