Its aim is to be an all-in-one Android reverse engineering platform. [227星][14d] [C] frida/frida-gum Low-level code instrumentation library used by frida-core 与其他工具交互 未分类 [570星][1y] [Java] federicodotta/brid
The RSA public key is formed by two MPI (Multi Precision Integer), the modulus and the exponent, in the case of shell_out the exponent is allways 0xFFFF, for this reason we usually see only the modulus during the gdb session. In gdb, looking at breakpoints and function parameters we can...
1. 前言 Integer.reverse(int i):二进制按位反转 Integer.reverseByte(int i):二进制按byte反转 2. 源码 (1) Integer.reverse(int i):二进制按位反转 publicstaticintreverse(inti){// HD, Figure 7-1i=(i&0x55555555)<<1|(i>>>1)&0x55555555;//第一步i=(i&0x33333333)<<2|(i>>>2)&0x33...
Reverse digits of an integer. Example1: x = 123, return 321 Example2: x = -123, return -321 The description is really short and easy. The solution of my own takes 49ms, the most voted solution in Java takes 41ms. Before my AC, I got two WA because of I didn't take the range...
ansn = range(beg, end) data = open('./data').read(num) # data = ''.join(bin(256 + ord(c))[3:] for c in data) now = 0 res = 0 for i in ansn: r = i cnt = 0 for j in range(num): r, lastbit = lfsr(r, mask) ...
k is an integer. case 1: If we can find P m-k-1 =Y and P m-k-s-1 =P m-s-1 , we fill the minimal k into rcBc[Y, s]. case 2: If we can find P m-k-1 =Y and k>m-s-1, we fill the minimal k into rcBc[Y, s]. ...
element, and the third coupling surface is It faces a coupling surface of 1 and has a set of forward locking members.The forward backlash is an integer non integer integer of the reverse backlash, or the reverse backlash is an integer multiple other than the zero of the forward backlash....
Reverse Integer 2017-07-14 09:22 −## Problem Reverse digits of an integer. **Example1:** x = 123, return 321 **Example2:** x = -123, return -321 [click to show spoilers.](https://le... binryang 0 108 151. Reverse Words in a String ...
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Evaluate the value of an arithmetic expression in Reverse Polish Notation. Valid operators are +, -, *, /. Each operand may be an integer or another expression. Note: Division between two integers should truncate toward zero. The given RPN expression is always valid. That means the expression...