Search Results for "code blocks 64 bit"

"Next Generation Programming - Programming Without Coding Software" is a drag-drop wizard for creating simple or complex applications without writing any programming language code The Software is coded/designed with "Java Programming Language" for novice/expert programmers; Programmers can write softwares with visual tools : drag-drop components;visual editors... Programmers can use the software to compose of simple/complex applications : Database programs, circuit design, generate...

Allows to generate source code for your project's VCS (Version Control System) status. Include this tool into your pre-build step to hardcode version strings. vcsinfo.exe - 64-bit build. vcsinfo32.exe - 32-bit build. Currently supported: Inputs: Mercurial (hg) Outputs: C, C++ Planned: SVN, Git; Java USAGE EXAMPLES: Generate C header file for Mercurial repository using pipes.

MagicBox is a development tool to assist in the creation of message boxes. MagicBox generates the code for a variety of message box functions, namely: • MsgBoxEx • MsgBox • SHMesssageBoxCheck • MessageBoxIndirect • SoftModalMessageBox • MsiMessageBox • WTSSendMessage • TaskDialog • TaskDialogIndirect Requirements: AutoHotkey 1.1.23 or higher, Unicode, 32 or 64-bit.

RapidJSON is a JSON parser and generator for C++. It was inspired by RapidXml. RapidJSON is small but complete. It supports both SAX and DOM style API. The SAX parser is only a half thousand lines of code. RapidJSON is fast. Its performance can be comparable to strlen(). It also optionally supports SSE2/SSE4.2 for acceleration. RapidJSON is self-contained and header-only. It does not depend on external libraries such as BOOST. It even does not depend on STL. RapidJSON is memory-friendly. Each JSON value occupies exactly 16 bytes for most 32/64-bit machines (excluding text string). ...

JCRCGen is a tool written completely in Java that will output public domain Java source code containing both the simple and table-driven implementations of the Rocksoft Model CRC algorithm. Generator polynomials may be any 8-bit multiple between 8 and 64 bits.