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The PowerPC 7xx is a family of third generation 32-bit PowerPC microprocessors designed and manufactured by IBM and Motorola (spun off as Freescale Semiconductor bought by NXP Semiconductors). This family is called the PowerPC G3 by Apple Computer (later Apple Inc.), which introduced it on November 10, 1997. A number of microprocessors from ...
AcetoneISO also supports Direct Access Archive (*.daa) images because it uses the non-free and proprietary PowerISO Linux software as a backend while converting images to ISO. In recent releases (as of 2010), AcetoneISO also gained native support at blanking CD/DVD optical discs and burn ISO/CUE/TOC images to CD-R/RW and DVD-+R/RW (including DL ...
OpenBSD, 32-bit macppc [19] Linux. Arch Linux, supported in unofficial port [20] CRUX PPC through 2.0.1.1; Debian: 32-bit powerpc a released port since potato [21] 64-bit big-endian ppc64 [22] in mostly stalled development; 64-bit little-endian ppc64le a released port since jessie; Fedora; Gentoo Linux, with 32-bit ppc releases and 64-bit ppc64 ...
PowerPC G4 is a designation formerly used by Apple to describe a fourth generation of 32-bit PowerPC microprocessors. Apple has applied this name to various (though closely related) processor models from Freescale, a former part of Motorola. Motorola and Freescale's internal name of this family of processors is PowerPC 74xx.
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Older machines that are unable to run the 64-bit kernel run the 32-bit kernel, but, as with earlier releases, can still run 64-bit applications; Lion does not support machines with 32-bit processors. Nearly all applications bundled with Mac OS X 10.7 are now also 64-bit, including iTunes. [citation needed] 2012
The ISO Recorder Power Toy is a shell extension [1] that uses native Windows XP functions [2] to add a new CD recording option to Windows XP's context menus, [3] a CD burning software for Windows XP, Windows Server 2003, Windows Vista and Windows 7.
A 32-bit register can store 2 32 different values. The range of integer values that can be stored in 32 bits depends on the integer representation used. With the two most common representations, the range is 0 through 4,294,967,295 (2 32 − 1) for representation as an binary number, and −2,147,483,648 (−2 31) through 2,147,483,647 (2 31 − 1) for representation as two's complement.