目标网站红薯中文网
获取网页源代码也获取不了这些动态渲染的数据 所以用简单的,但是有点麻烦的方法 使用selenium执行js,或者直接在浏览器里面执行js
function kkk(){
var myIdElement = document.getElementsByClassName("context_kw11");
var beforeStyle = window.getComputedStyle(myIdElement[0], "::before");
return beforeStyle.content // "hello world!"
}
kkk()
另外,还有大部分的数据是加密的,也很简单
function long2str(v, w) {
var vl = v.length;
var sl = v[vl - 1] & 0xffffffff;
for (var i = 0; i < vl; i++) {
v[i] = String.fromCharCode(v[i] & 0xff, v[i] >>> 8 & 0xff, v[i] >>> 16 & 0xff, v[i] >>> 24 & 0xff);
}
if (w) {
return v.join('').substring(0, sl);
} else {
return v.join('');
}
}
function str2long(s, w) {
var len = s.length;
var v = [];
for (var i = 0; i < len; i += 4) {
v[i >> 2] = s.charCodeAt(i) | s.charCodeAt(i + 1) << 8 | s.charCodeAt(i + 2) << 16 | s.charCodeAt(i + 3) << 24;
}
if (w) {
v[v.length] = len;
}
return v;
}
function hs_decrypt(str, key) {
if (str == "") {
return "";
}
var v = str2long(str, false);
var k = str2long(key, false);
var n = v.length - 1;
var z = v[n - 1]
, y = v[0]
, delta = 0x9E3779B9;
var mx, e, q = Math.floor(6 + 52 / (n + 1)), sum = q * delta & 0xffffffff;
while (sum != 0) {
e = sum >>> 2 & 3;
for (var p = n; p > 0; p--) {
z = v[p - 1];
mx = (z >>> 5 ^ y << 2) + (y >>> 3 ^ z << 4) ^ (sum ^ y) + (k[p & 3 ^ e] ^ z);
y = v[p] = v[p] - mx & 0xffffffff;
}
z = v[n];
mx = (z >>> 5 ^ y << 2) + (y >>> 3 ^ z << 4) ^ (sum ^ y) + (k[p & 3 ^ e] ^ z);
y = v[0] = v[0] - mx & 0xffffffff;
sum = sum - delta & 0xffffffff;
}
return long2str(v, true);
}
function base64encode(str) {
var out, i, len, base64EncodeChars = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/";
var c1, c2, c3;
len = str.length;
i = 0;
out = "";
while (i < len) {
c1 = str.charCodeAt(i++) & 0xff;
if (i == len) {
out += base64EncodeChars.charAt(c1 >> 2);
out += base64EncodeChars.charAt((c1 & 0x3) << 4);
out += "==";
break;
}
c2 = str.charCodeAt(i++);
if (i == len) {
out += base64EncodeChars.charAt(c1 >> 2);
out += base64EncodeChars.charAt(((c1 & 0x3) << 4) | ((c2 & 0xF0) >> 4));
out += base64EncodeChars.charAt((c2 & 0xF) << 2);
out += "=";
break;
}
c3 = str.charCodeAt(i++);
out += base64EncodeChars.charAt(c1 >> 2);
out += base64EncodeChars.charAt(((c1 & 0x3) << 4) | ((c2 & 0xF0) >> 4));
out += base64EncodeChars.charAt(((c2 & 0xF) << 2) | ((c3 & 0xC0) >> 6));
out += base64EncodeChars.charAt(c3 & 0x3F);
}
return out;
}
function base64decode(str) {
var c1, c2, c3, c4, base64DecodeChars = new Array(-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,62,-1,-1,-1,63,52,53,54,55,56,57,58,59,60,61,-1,-1,-1,-1,-1,-1,-1,0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,-1,-1,-1,-1,-1,-1,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,-1,-1,-1,-1,-1);
var i, len, out;
len = str.length;
i = 0;
out = "";
while (i < len) {
do {
c1 = base64DecodeChars[str.charCodeAt(i++) & 0xff];
} while (i < len && c1 == -1);
if (c1 == -1)
break;
do {
c2 = base64DecodeChars[str.charCodeAt(i++) & 0xff];
} while (i < len && c2 == -1);
if (c2 == -1)
break;
out += String.fromCharCode((c1 << 2) | ((c2 & 0x30) >> 4));
do {
c3 = str.charCodeAt(i++) & 0xff;
if (c3 == 61)
return out;
c3 = base64DecodeChars[c3];
} while (i < len && c3 == -1);
if (c3 == -1)
break;
out += String.fromCharCode(((c2 & 0XF) << 4) | ((c3 & 0x3C) >> 2));
do {
c4 = str.charCodeAt(i++) & 0xff;
if (c4 == 61)
return out;
c4 = base64DecodeChars[c4];
} while (i < len && c4 == -1);
if (c4 == -1)
break;
out += String.fromCharCode(((c3 & 0x03) << 6) | c4);
}
return out;
}
function utf16to8(str) {
var out, i, len, c;
out = "";
len = str.length;
for (i = 0; i < len; i++) {
c = str.charCodeAt(i);
if ((c >= 0x0001) && (c <= 0x007F)) {
out += str.charAt(i);
} else if (c > 0x07FF) {
out += String.fromCharCode(0xE0 | ((c >> 12) & 0x0F));
out += String.fromCharCode(0x80 | ((c >> 6) & 0x3F));
out += String.fromCharCode(0x80 | ((c >> 0) & 0x3F));
} else {
out += String.fromCharCode(0xC0 | ((c >> 6) & 0x1F));
out += String.fromCharCode(0x80 | ((c >> 0) & 0x3F));
}
}
return out;
}
function utf8to16(str) {
var out, i, len, c;
var char2, char3;
out = "";
len = str.length;
i = 0;
while (i < len) {
c = str.charCodeAt(i++);
switch (c >> 4) {
case 0:
case 1:
case 2:
case 3:
case 4:
case 5:
case 6:
case 7:
out += str.charAt(i - 1);
break;
case 12:
case 13:
char2 = str.charCodeAt(i++);
out += String.fromCharCode(((c & 0x1F) << 6) | (char2 & 0x3F));
break;
case 14:
char2 = str.charCodeAt(i++);
char3 = str.charCodeAt(i++);
out += String.fromCharCode(((c & 0x0F) << 12) | ((char2 & 0x3F) << 6) | ((char3 & 0x3F) << 0));
break;
}
}
return out;
}
/*
* 提示:该行代码过长,系统自动注释不进行高亮。一键复制会移除系统注释
* 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"
*/
utf8to16(hs_decrypt(base64decode(connt_data), "76980100"))
这里代码还没封装,但是解密够了,connt_data就是需要解密的参数 76980100是上一个请求获取的解密密钥 套用即可
解密之后,里面的参数是对应的
context_kw11
这个就是对应的伪元素的class,将这个都拿去用selenium执行js的方法获取到结果,保存为字典,最后在用re正则,将所有数据都正则出来
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