常見的加密方式實(shí)例
前言
通常在我們測(cè)邏輯漏洞或?qū)懪老x的時(shí)候，如果遇到前端加密，我們可以選擇將加密算法拖出來(lái)，對(duì)自己調(diào)試的參數(shù)進(jìn)行加密。
MD5加密實(shí)例
1.登錄測(cè)試，獲取到post參數(shù)
2.在疑似點(diǎn)下斷，并再次發(fā)包
3.查看此處值與加密后的值相同，所以這個(gè)就是加密算法
4.這是一個(gè)閉包函數(shù)，實(shí)現(xiàn)加密算法
~這里可以直接用md5進(jìn)行加密測(cè)試，但不排除他命名為md5()，實(shí)際上自己實(shí)現(xiàn)的加密算法。~
(function(g)?{
????function?o(u,?z)?{
????????var?w?=?(u?&?65535)?+?(z?&?65535)
??????????,?v?=?(u?>>?16)?+?(z?>>?16)?+?(w?>>?16);
????????return?(v?<????}
????function?s(u,?v)?{
????????return?(u?<>>?(32?-?v))
????}
????function?c(A,?w,?v,?u,?z,?y)?{
????????return?o(s(o(o(w,?A),?o(u,?y)),?z),?v)
????}
????function?b(w,?v,?B,?A,?u,?z,?y)?{
????????return?c((v?&?B)?|?((~v)?&?A),?w,?v,?u,?z,?y)
????}
????function?i(w,?v,?B,?A,?u,?z,?y)?{
????????return?c((v?&?A)?|?(B?&?(~A)),?w,?v,?u,?z,?y)
????}
????function?n(w,?v,?B,?A,?u,?z,?y)?{
????????return?c(v?^?B?^?A,?w,?v,?u,?z,?y)
????}
????function?a(w,?v,?B,?A,?u,?z,?y)?{
????????return?c(B?^?(v?|?(~A)),?w,?v,?u,?z,?y)
????}
????function?d(F,?A)?{
????????F[A?>>?5]?|=?128?<????????F[(((A?+?64)?>>>?9)?<????????var?w,?z,?y,?v,?u,?E?=?1732584193,?D?=?-271733879,?C?=?-1732584194,?B?=?271733878;
????????for?(w?=?0;?w?????????????z?=?E;
????????????y?=?D;
????????????v?=?C;
????????????u?=?B;
????????????E?=?b(E,?D,?C,?B,?F[w],?7,?-680876936);
????????????B?=?b(B,?E,?D,?C,?F[w?+?1],?12,?-389564586);
????????????C?=?b(C,?B,?E,?D,?F[w?+?2],?17,?606105819);
????????????D?=?b(D,?C,?B,?E,?F[w?+?3],?22,?-1044525330);
????????????E?=?b(E,?D,?C,?B,?F[w?+?4],?7,?-176418897);
????????????B?=?b(B,?E,?D,?C,?F[w?+?5],?12,?1200080426);
????????????C?=?b(C,?B,?E,?D,?F[w?+?6],?17,?-1473231341);
????????????D?=?b(D,?C,?B,?E,?F[w?+?7],?22,?-45705983);
????????????E?=?b(E,?D,?C,?B,?F[w?+?8],?7,?1770035416);
????????????B?=?b(B,?E,?D,?C,?F[w?+?9],?12,?-1958414417);
????????????C?=?b(C,?B,?E,?D,?F[w?+?10],?17,?-42063);
????????????D?=?b(D,?C,?B,?E,?F[w?+?11],?22,?-1990404162);
????????????E?=?b(E,?D,?C,?B,?F[w?+?12],?7,?1804603682);
????????????B?=?b(B,?E,?D,?C,?F[w?+?13],?12,?-40341101);
????????????C?=?b(C,?B,?E,?D,?F[w?+?14],?17,?-1502002290);
????????????D?=?b(D,?C,?B,?E,?F[w?+?15],?22,?1236535329);
????????????E?=?i(E,?D,?C,?B,?F[w?+?1],?5,?-165796510);
????????????B?=?i(B,?E,?D,?C,?F[w?+?6],?9,?-1069501632);
????????????C?=?i(C,?B,?E,?D,?F[w?+?11],?14,?643717713);
????????????D?=?i(D,?C,?B,?E,?F[w],?20,?-373897302);
????????????E?=?i(E,?D,?C,?B,?F[w?+?5],?5,?-701558691);
????????????B?=?i(B,?E,?D,?C,?F[w?+?10],?9,?38016083);
????????????C?=?i(C,?B,?E,?D,?F[w?+?15],?14,?-660478335);
????????????D?=?i(D,?C,?B,?E,?F[w?+?4],?20,?-405537848);
????????????E?=?i(E,?D,?C,?B,?F[w?+?9],?5,?568446438);
????????????B?=?i(B,?E,?D,?C,?F[w?+?14],?9,?-1019803690);
????????????C?=?i(C,?B,?E,?D,?F[w?+?3],?14,?-187363961);
????????????D?=?i(D,?C,?B,?E,?F[w?+?8],?20,?1163531501);
????????????E?=?i(E,?D,?C,?B,?F[w?+?13],?5,?-1444681467);
????????????B?=?i(B,?E,?D,?C,?F[w?+?2],?9,?-51403784);
????????????C?=?i(C,?B,?E,?D,?F[w?+?7],?14,?1735328473);
????????????D?=?i(D,?C,?B,?E,?F[w?+?12],?20,?-1926607734);
????????????E?=?n(E,?D,?C,?B,?F[w?+?5],?4,?-378558);
????????????B?=?n(B,?E,?D,?C,?F[w?+?8],?11,?-2022574463);
????????????C?=?n(C,?B,?E,?D,?F[w?+?11],?16,?1839030562);
????????????D?=?n(D,?C,?B,?E,?F[w?+?14],?23,?-35309556);
????????????E?=?n(E,?D,?C,?B,?F[w?+?1],?4,?-1530992060);
????????????B?=?n(B,?E,?D,?C,?F[w?+?4],?11,?1272893353);
????????????C?=?n(C,?B,?E,?D,?F[w?+?7],?16,?-155497632);
????????????D?=?n(D,?C,?B,?E,?F[w?+?10],?23,?-1094730640);
????????????E?=?n(E,?D,?C,?B,?F[w?+?13],?4,?681279174);
????????????B?=?n(B,?E,?D,?C,?F[w],?11,?-358537222);
????????????C?=?n(C,?B,?E,?D,?F[w?+?3],?16,?-722521979);
????????????D?=?n(D,?C,?B,?E,?F[w?+?6],?23,?76029189);
????????????E?=?n(E,?D,?C,?B,?F[w?+?9],?4,?-640364487);
????????????B?=?n(B,?E,?D,?C,?F[w?+?12],?11,?-421815835);
????????????C?=?n(C,?B,?E,?D,?F[w?+?15],?16,?530742520);
????????????D?=?n(D,?C,?B,?E,?F[w?+?2],?23,?-995338651);
????????????E?=?a(E,?D,?C,?B,?F[w],?6,?-198630844);
????????????B?=?a(B,?E,?D,?C,?F[w?+?7],?10,?1126891415);
????????????C?=?a(C,?B,?E,?D,?F[w?+?14],?15,?-1416354905);
????????????D?=?a(D,?C,?B,?E,?F[w?+?5],?21,?-57434055);
????????????E?=?a(E,?D,?C,?B,?F[w?+?12],?6,?1700485571);
????????????B?=?a(B,?E,?D,?C,?F[w?+?3],?10,?-1894986606);
????????????C?=?a(C,?B,?E,?D,?F[w?+?10],?15,?-1051523);
????????????D?=?a(D,?C,?B,?E,?F[w?+?1],?21,?-2054922799);
????????????E?=?a(E,?D,?C,?B,?F[w?+?8],?6,?1873313359);
????????????B?=?a(B,?E,?D,?C,?F[w?+?15],?10,?-30611744);
????????????C?=?a(C,?B,?E,?D,?F[w?+?6],?15,?-1560198380);
????????????D?=?a(D,?C,?B,?E,?F[w?+?13],?21,?1309151649);
????????????E?=?a(E,?D,?C,?B,?F[w?+?4],?6,?-145523070);
????????????B?=?a(B,?E,?D,?C,?F[w?+?11],?10,?-1120210379);
????????????C?=?a(C,?B,?E,?D,?F[w?+?2],?15,?718787259);
????????????D?=?a(D,?C,?B,?E,?F[w?+?9],?21,?-343485551);
????????????E?=?o(E,?z);
????????????D?=?o(D,?y);
????????????C?=?o(C,?v);
????????????B?=?o(B,?u)
????????}
????????return?[E,?D,?C,?B]
????}
????function?p(v)?{
????????var?w,?u?=?"";
????????for?(w?=?0;?w?????????????u?+=?String.fromCharCode((v[w?>>?5]?>>>?(w?%?32))?&?255)
????????}
????????return?u
????}
????function?j(v)?{
????????var?w,?u?=?[];
????????u[(v.length?>>?2)?-?1]?=?undefined;
????????for?(w?=?0;?w?????????????u[w]?=?0
????????}
????????for?(w?=?0;?w?????????????u[w?>>?5]?|=?(v.charCodeAt(w?/?8)?&?255)?<????????}
????????return?u
????}
????function?k(u)?{
????????return?p(d(j(u),?u.length?*?8))
????}
????function?f(w,?z)?{
????????var?v,?y?=?j(w),?u?=?[],?x?=?[],?A;
????????u[15]?=?x[15]?=?undefined;
????????if?(y.length?>?16)?{
????????????y?=?d(y,?w.length?*?8)
????????}
????????for?(v?=?0;?v?????????????u[v]?=?y[v]?^?909522486;
????????????x[v]?=?y[v]?^?1549556828
????????}
????????A?=?d(u.concat(j(z)),?512?+?z.length?*?8);
????????return?p(d(x.concat(A),?512?+?128))
????}
????function?t(w)?{
????????var?z?=?"0123456789abcdef",?v?=?"",?u,?y;
????????for?(y?=?0;?y?????????????u?=?w.charCodeAt(y);
????????????v?+=?z.charAt((u?>>>?4)?&?15)?+?z.charAt(u?&?15)
????????}
????????return?v
????}
????function?m(u)?{
????????return?unescape(encodeURIComponent(u))
????}
????function?q(u)?{
????????return?k(m(u))
????}
????function?l(u)?{
????????return?t(q(u))
????}
????function?h(u,?v)?{
????????return?f(m(u),?m(v))
????}
????function?r(u,?v)?{
????????return?t(h(u,?v))
????}
????g.md5?=?function(v,?w,?u)?{
????????if?(!w)?{
????????????if?(!u)?{
????????????????return?l(v)
????????????}?else?{
????????????????return?q(v)
????????????}
????????}
????????if?(!u)?{
????????????return?r(w,?v)
????????}?else?{
????????????return?h(w,?v)
????????}
????}
}(typeof?jQuery?===?"function"???jQuery?:?this));5.調(diào)試這段代碼
6.python執(zhí)行
RSA非對(duì)稱密鑰加密實(shí)例
1.登錄發(fā)包
2.疑似點(diǎn)下斷
3.查找加密算法
4.加密算法實(shí)現(xiàn)and調(diào)試
var?RSAPublicKey?=?function($modulus_hex,?$encryptionExponent_hex)?{
?this.modulus?=?new?BigInteger(?$modulus_hex,?16);
?this.encryptionExponent?=?new?BigInteger(?$encryptionExponent_hex,?16);
};
var?Base64?=?{
?base64:?"ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",
?encode:?function($input)?{
??if?(!$input)?{
???return?false;
??}
??var?$output?=?"";
??var?$chr1,?$chr2,?$chr3;
??var?$enc1,?$enc2,?$enc3,?$enc4;
??var?$i?=?0;
??do?{
???$chr1?=?$input.charCodeAt($i++);
???$chr2?=?$input.charCodeAt($i++);
???$chr3?=?$input.charCodeAt($i++);
???$enc1?=?$chr1?>>?2;
???$enc2?=?(($chr1?&?3)?<$chr2?>>?4);
???$enc3?=?(($chr2?&?15)?<$chr3?>>?6);
???$enc4?=?$chr3?&?63;
???if?(isNaN($chr2))?$enc3?=?$enc4?=?64;
???else?if?(isNaN($chr3))?$enc4?=?64;
???$output?+=?this.base64.charAt($enc1)?+?this.base64.charAt($enc2)?+?this.base64.charAt($enc3)?+?this.base64.charAt($enc4);
??}?while?($i?$input.length);
??return?$output;
?},
?decode:?function($input)?{
??if(!$input)?return?false;
??$input?=?$input.replace(/[^A-Za-z0-9\+\/\=]/g,?"");
??var?$output?=?"";
??var?$enc1,?$enc2,?$enc3,?$enc4;
??var?$i?=?0;
??do?{
???$enc1?=?this.base64.indexOf($input.charAt($i++));
???$enc2?=?this.base64.indexOf($input.charAt($i++));
???$enc3?=?this.base64.indexOf($input.charAt($i++));
???$enc4?=?this.base64.indexOf($input.charAt($i++));
???$output?+=?String.fromCharCode(($enc1?<$enc2?>>?4));
???if?($enc3?!=?64)?$output?+=?String.fromCharCode((($enc2?&?15)?<$enc3?>>?2));
???if?($enc4?!=?64)?$output?+=?String.fromCharCode((($enc3?&?3)?<$enc4);
??}?while?($i?$input.length);
??return?$output;
?}
};
var?Hex?=?{
?hex:?"0123456789abcdef",
?encode:?function($input)?{
??if(!$input)?return?false;
??var?$output?=?"";
??var?$k;
??var?$i?=?0;
??do?{
???$k?=?$input.charCodeAt($i++);
???$output?+=?this.hex.charAt(($k?>>?4)?&0xf)?+?this.hex.charAt($k?&?0xf);
??}?while?($i?$input.length);
??return?$output;
?},
?decode:?function($input)?{
??if(!$input)?return?false;
??$input?=?$input.replace(/[^0-9abcdef]/g,?"");
??var?$output?=?"";
??var?$i?=?0;
??do?{
???$output?+=?String.fromCharCode(((this.hex.indexOf($input.charAt($i++))?<$input.charAt($i++))?&?0xf));
??}?while?($i?$input.length);
??return?$output;
?}
};
BigInteger未定義，查找這個(gè)函數(shù)實(shí)現(xiàn)并貼上去
function?bnpCopyTo(r)?{
?for(var?i?=?this.t-1;?i?>=?0;?--i)?r[i]?=?this[i];
?r.t?=?this.t;
?r.s?=?this.s;
}
//?(protected)?set?from?integer?value?x,?-DV?<=?x?function?bnpFromInt(x)?{
?this.t?=?1;
?this.s?=?(x<0)?-1:0;
?if(x?>?0)?this[0]?=?x;
?else?if(x??else?this.t?=?0;
}
//?return?bigint?initialized?to?value
function?nbv(i)?{?var?r?=?nbi();?r.fromInt(i);?return?r;?}
//?(protected)?set?from?string?and?radix
function?bnpFromString(s,b)?{
?var?k;
?if(b?==?16)?k?=?4;
?else?if(b?==?8)?k?=?3;
?else?if(b?==?256)?k?=?8;?//?byte?array
?else?if(b?==?2)?k?=?1;
?else?if(b?==?32)?k?=?5;
?else?if(b?==?4)?k?=?2;
?else?{?this.fromRadix(s,b);?return;?}
?this.t?=?0;
?this.s?=?0;
?var?i?=?s.length,?mi?=?false,?sh?=?0;
?while(--i?>=?0)?{
??var?x?=?(k==8)?s[i]&0xff:intAt(s,i);
??if(x????if(s.charAt(i)?==?"-")?mi?=?true;
???continue;
??}
??mi?=?false;
??if(sh?==?0)
???this[this.t++]?=?x;
??else?if(sh+k?>?this.DB)?{
???this[this.t-1]?|=?(x&((1<<(this.DB-sh))-1))<???this[this.t++]?=?(x>>(this.DB-sh));
??}
??else
???this[this.t-1]?|=?x<??sh?+=?k;
??if(sh?>=?this.DB)?sh?-=?this.DB;
?}
?if(k?==?8?&&?(s[0]&0x80)?!=?0)?{
??this.s?=?-1;
??if(sh?>?0)?this[this.t-1]?|=?((1<<(this.DB-sh))-1)<?}
?this.clamp();
?if(mi)?BigInteger.ZERO.subTo(this,this);
}
//?(protected)?clamp?off?excess?high?words
function?bnpClamp()?{
?var?c?=?this.s&this.DM;
?while(this.t?>?0?&&?this[this.t-1]?==?c)?--this.t;
}
//?(public)?return?string?representation?in?given?radix
function?bnToString(b)?{
?if(this.s?return?"-"+this.negate().toString(b);
?var?k;
?if(b?==?16)?k?=?4;
?else?if(b?==?8)?k?=?3;
?else?if(b?==?2)?k?=?1;
?else?if(b?==?32)?k?=?5;
?else?if(b?==?4)?k?=?2;
?else?return?this.toRadix(b);
?var?km?=?(1<false,?r?=?"",?i?=?this.t;
?var?p?=?this.DB-(i*this.DB)%k;
?if(i--?>?0)?{
??if(p?>p)?>?0)?{?m?=?true;?r?=?int2char(d);?}
??while(i?>=?0)?{
???if(p?????d?=?(this[i]&((1<????d?|=?this[--i]>>(p+=this.DB-k);
???}
???else?{
????d?=?(this[i]>>(p-=k))&km;
????if(p?<=?0)?{?p?+=?this.DB;?--i;?}
???}
???if(d?>?0)?m?=?true;
???if(m)?r?+=?int2char(d);
??}
?}
?return?m?r:"0";
}
//?(public)?-this
function?bnNegate()?{?var?r?=?nbi();?BigInteger.ZERO.subTo(this,r);?return?r;?}
//?(public)?|this|
function?bnAbs()?{?return?(this.s<0)?this.negate():this;?}
//?(public)?return?+?if?this?>?a,?-?if?this?if?equal
function?bnCompareTo(a)?{
?var?r?=?this.s-a.s;
?if(r?!=?0)?return?r;
?var?i?=?this.t;
?r?=?i-a.t;
?if(r?!=?0)?return?r;
?while(--i?>=?0)?if((r=this[i]-a[i])?!=?0)?return?r;
?return?0;
}
//?returns?bit?length?of?the?integer?x
function?nbits(x)?{
?var?r?=?1,?t;
?if((t=x>>>16)?!=?0)?{?x?=?t;?r?+=?16;?}
?if((t=x>>8)?!=?0)?{?x?=?t;?r?+=?8;?}
?if((t=x>>4)?!=?0)?{?x?=?t;?r?+=?4;?}
?if((t=x>>2)?!=?0)?{?x?=?t;?r?+=?2;?}
?if((t=x>>1)?!=?0)?{?x?=?t;?r?+=?1;?}
?return?r;
}
//?(public)?return?the?number?of?bits?in?"this"
function?bnBitLength()?{
?if(this.t?<=?0)?return?0;
?return?this.DB*(this.t-1)+nbits(this[this.t-1]^(this.s&this.DM));
}
//?(protected)?r?=?this?<function?bnpDLShiftTo(n,r)?{
?var?i;
?for(i?=?this.t-1;?i?>=?0;?--i)?r[i+n]?=?this[i];
?for(i?=?n-1;?i?>=?0;?--i)?r[i]?=?0;
?r.t?=?this.t+n;
?r.s?=?this.s;
}
//?(protected)?r?=?this?>>?n*DB
function?bnpDRShiftTo(n,r)?{
?for(var?i?=?n;?i??r.t?=?Math.max(this.t-n,0);
?r.s?=?this.s;
}
//?(protected)?r?=?this?<function?bnpLShiftTo(n,r)?{
?var?bs?=?n%this.DB;
?var?cbs?=?this.DB-bs;
?var?bm?=?(1<?var?ds?=?Math.floor(n/this.DB),?c?=?(this.s<?for(i?=?this.t-1;?i?>=?0;?--i)?{
??r[i+ds+1]?=?(this[i]>>cbs)|c;
??c?=?(this[i]&bm)<?}
?for(i?=?ds-1;?i?>=?0;?--i)?r[i]?=?0;
?r[ds]?=?c;
?r.t?=?this.t+ds+1;
?r.s?=?this.s;
?r.clamp();
}
//?(protected)?r?=?this?>>?n
function?bnpRShiftTo(n,r)?{
?r.s?=?this.s;
?var?ds?=?Math.floor(n/this.DB);
?if(ds?>=?this.t)?{?r.t?=?0;?return;?}
?var?bs?=?n%this.DB;
?var?cbs?=?this.DB-bs;
?var?bm?=?(1<?r[0]?=?this[ds]>>bs;
?for(var?i?=?ds+1;?i???r[i-ds-1]?|=?(this[i]&bm)<??r[i-ds]?=?this[i]>>bs;
?}
?if(bs?>?0)?r[this.t-ds-1]?|=?(this.s&bm)<?r.t?=?this.t-ds;
?r.clamp();
}
5.調(diào)試加密算法
6.python執(zhí)行
自寫加密算法加密實(shí)例
1.登錄發(fā)包
2.疑似點(diǎn)下斷調(diào)試
3.查找加密算法
4.加密算法實(shí)現(xiàn)
function?p(e,?t)?{
var?n?=?(65535?&?e)?+?(65535?&?t);
return?(e?>>?16)?+?(t?>>?16)?+?(n?>>?16)?<}
function?a(e,?t,?n,?o,?i,?r)?{
return?p((s?=?p(p(t,?e),?p(o,?r)))?<>>?32?-?a,?n);
var?s,?a
}
function?l(e,?t,?n,?o,?i,?r,?s)?{
return?a(t?&?n?|?~t?&?o,?e,?t,?i,?r,?s)
}
function?m(e,?t,?n,?o,?i,?r,?s)?{
return?a(t?&?o?|?n?&?~o,?e,?t,?i,?r,?s)
}
function?f(e,?t,?n,?o,?i,?r,?s)?{
return?a(t?^?n?^?o,?e,?t,?i,?r,?s)
}
function?g(e,?t,?n,?o,?i,?r,?s)?{
return?a(n?^?(t?|?~o),?e,?t,?i,?r,?s)
}
function?c(e,?t)?{
e[t?>>?5]?|=?128?<e[14?+?(t?+?64?>>>?9?<var?n,?o,?i,?r,?s,?a?=?1732584193,
c?=?-271733879,
u?=?-1732584194,
d?=?271733878;
for?(n?=?0;?n?d?=?l(d,?a,?c,?u,?e[n?+?1],?12,?-389564586),
u?=?l(u,?d,?a,?c,?e[n?+?2],?17,?606105819),
c?=?l(c,?u,?d,?a,?e[n?+?3],?22,?-1044525330),
a?=?l(a,?c,?u,?d,?e[n?+?4],?7,?-176418897),
d?=?l(d,?a,?c,?u,?e[n?+?5],?12,?1200080426),
u?=?l(u,?d,?a,?c,?e[n?+?6],?17,?-1473231341),
c?=?l(c,?u,?d,?a,?e[n?+?7],?22,?-45705983),
a?=?l(a,?c,?u,?d,?e[n?+?8],?7,?1770035416),
d?=?l(d,?a,?c,?u,?e[n?+?9],?12,?-1958414417),
u?=?l(u,?d,?a,?c,?e[n?+?10],?17,?-42063),
c?=?l(c,?u,?d,?a,?e[n?+?11],?22,?-1990404162),
a?=?l(a,?c,?u,?d,?e[n?+?12],?7,?1804603682),
d?=?l(d,?a,?c,?u,?e[n?+?13],?12,?-40341101),
u?=?l(u,?d,?a,?c,?e[n?+?14],?17,?-1502002290),
a?=?m(a,?c?=?l(c,?u,?d,?a,?e[n?+?15],?22,?1236535329),?u,?d,?e[n?+?1],?5,?-165796510),
d?=?m(d,?a,?c,?u,?e[n?+?6],?9,?-1069501632),
u?=?m(u,?d,?a,?c,?e[n?+?11],?14,?643717713),
c?=?m(c,?u,?d,?a,?e[n],?20,?-373897302),
a?=?m(a,?c,?u,?d,?e[n?+?5],?5,?-701558691),
d?=?m(d,?a,?c,?u,?e[n?+?10],?9,?38016083),
u?=?m(u,?d,?a,?c,?e[n?+?15],?14,?-660478335),
c?=?m(c,?u,?d,?a,?e[n?+?4],?20,?-405537848),
a?=?m(a,?c,?u,?d,?e[n?+?9],?5,?568446438),
d?=?m(d,?a,?c,?u,?e[n?+?14],?9,?-1019803690),
u?=?m(u,?d,?a,?c,?e[n?+?3],?14,?-187363961),
c?=?m(c,?u,?d,?a,?e[n?+?8],?20,?1163531501),
a?=?m(a,?c,?u,?d,?e[n?+?13],?5,?-1444681467),
d?=?m(d,?a,?c,?u,?e[n?+?2],?9,?-51403784),
u?=?m(u,?d,?a,?c,?e[n?+?7],?14,?1735328473),
a?=?f(a,?c?=?m(c,?u,?d,?a,?e[n?+?12],?20,?-1926607734),?u,?d,?e[n?+?5],?4,?-378558),
d?=?f(d,?a,?c,?u,?e[n?+?8],?11,?-2022574463),
u?=?f(u,?d,?a,?c,?e[n?+?11],?16,?1839030562),
c?=?f(c,?u,?d,?a,?e[n?+?14],?23,?-35309556),
a?=?f(a,?c,?u,?d,?e[n?+?1],?4,?-1530992060),
d?=?f(d,?a,?c,?u,?e[n?+?4],?11,?1272893353),
u?=?f(u,?d,?a,?c,?e[n?+?7],?16,?-155497632),
c?=?f(c,?u,?d,?a,?e[n?+?10],?23,?-1094730640),
a?=?f(a,?c,?u,?d,?e[n?+?13],?4,?681279174),
d?=?f(d,?a,?c,?u,?e[n],?11,?-358537222),
u?=?f(u,?d,?a,?c,?e[n?+?3],?16,?-722521979),
c?=?f(c,?u,?d,?a,?e[n?+?6],?23,?76029189),
a?=?f(a,?c,?u,?d,?e[n?+?9],?4,?-640364487),
d?=?f(d,?a,?c,?u,?e[n?+?12],?11,?-421815835),
u?=?f(u,?d,?a,?c,?e[n?+?15],?16,?530742520),
a?=?g(a,?c?=?f(c,?u,?d,?a,?e[n?+?2],?23,?-995338651),?u,?d,?e[n],?6,?-198630844),
d?=?g(d,?a,?c,?u,?e[n?+?7],?10,?1126891415),
u?=?g(u,?d,?a,?c,?e[n?+?14],?15,?-1416354905),
c?=?g(c,?u,?d,?a,?e[n?+?5],?21,?-57434055),
a?=?g(a,?c,?u,?d,?e[n?+?12],?6,?1700485571),
d?=?g(d,?a,?c,?u,?e[n?+?3],?10,?-1894986606),
u?=?g(u,?d,?a,?c,?e[n?+?10],?15,?-1051523),
c?=?g(c,?u,?d,?a,?e[n?+?1],?21,?-2054922799),
a?=?g(a,?c,?u,?d,?e[n?+?8],?6,?1873313359),
d?=?g(d,?a,?c,?u,?e[n?+?15],?10,?-30611744),
u?=?g(u,?d,?a,?c,?e[n?+?6],?15,?-1560198380),
c?=?g(c,?u,?d,?a,?e[n?+?13],?21,?1309151649),
a?=?g(a,?c,?u,?d,?e[n?+?4],?6,?-145523070),
d?=?g(d,?a,?c,?u,?e[n?+?11],?10,?-1120210379),
u?=?g(u,?d,?a,?c,?e[n?+?2],?15,?718787259),
c?=?g(c,?u,?d,?a,?e[n?+?9],?21,?-343485551),
a?=?p(a,?o),
c?=?p(c,?i),
u?=?p(u,?r),
d?=?p(d,?s);
return?[a,?c,?u,?d]
}
function?u(e)?{
var?t,?n?=?"";
for?(t?=?0;?t?>?5]?>>>?t?%?32?&?255);
return?n
}
function?d(e)?{
var?t,?n?=?[];
for?(n[(e.length?>>?2)?-?1]?=?void?0,?t?=?0;?t?for?(t?=?0;?t?>?5]?|=?(255?&?e.charCodeAt(t?/?8))?<return?n
}
function?o(e)?{
var?t,?n,?o?=?"0123456789abcdef",
i?=?"";
for?(n?=?0;?n?i?+=?o.charAt(t?>>>?4?&?15)?+?o.charAt(15?&?t);
return?i
}
function?i(e)?{
return?unescape(encodeURIComponent(e))
}
function?r(e)?{
return?u(c(d(t?=?i(e)),?8?*?t.length));
var?t
}
function?s(e,?t)?{
return?function(e,?t)?{
????var?n,?o,?i?=?d(e),
????r?=?[],
????s?=?[];
????for?(r[15]?=?s[15]?=?void?0,?16?????s[n]?=?1549556828?^?i[n];
????return?o?=?c(r.concat(d(t)),?512?+?8?*?t.length),
????u(c(s.concat(o),?640))
}?(i(e),?i(t))
}
function?getpwd(e,?t,?n)?{
return?t???n???s(t,?e)?:?o(s(t,?e))?:?n???r(e)?:?o(r(e))
}
5.調(diào)試加密算法
6.python執(zhí)行
總結(jié)
以上就是幾種常見的前端加密算法的處理方式。
往期回顧
走進(jìn)shellcode
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