SiS announces PCCHIPS P33G motherboard

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SiS671FX-based PCCHIPS P33G Motherboard has successfully entered mass production process.

SiS announced that PCCHIPS P33G motherboard, which is based on SiS671FX chipset, has entered mass production process.

The SiS671FX is SiS’s first chipset compatible for Windows Vista, and which is considered one of the most advanced products of SiS. Its performance has been widely accepted by worldwide customers. Therefore, we foresee that the performance of the PCCHIPS P33G motherboard will definitely exceed the expectation of all the PC users.

With the SiS671FX/SiS968 chipsets, PCCHIPS P33G motherboard is able to support Intel Core 2 Duo and Intel Celeron D FSB1066/800/533MHz processors. As for memory capacity, it supports DDR2 667/ 533 memory, and the memory size is able to reach 4GB. The PCCHIPS P33G motherboard is compatible for Windows Vista. Therefore, it supports all the security and reliability features of Windows Vista.

Also, the motherboard is designed to deliver the outstanding graphics performance. Embedded with SiS Mirage3 graphics engine,

the PCCHIPS P33G motherboard delivers excellent 2D and 3D performances. It even performs extraordinary image effects when playing games or animations. In addition, it provides one PCI Expressx16 slot with up to 4GB/s transmission bandwidth for each direction. Such a great design fulfills the gamers’ requirement of further upgrading.

The SiS968 Southbridge chipset is paired with the SiS671FX Northbridge chipset to enrich the functions of the PCCHIPS P33G motherboard. With the SiS968 Southbridge chipset, the PCCHIPS P33G is able to support PCI Express x1 interface. Besides, it integrates two independent Serial ATA high-speed transmission port and eight USB2.0 ports.

Furthermore, it supports High Definition Audio to provide Dolby Surround audio output. In order to provide high-speed internet access, PCCHIPS P33G motherboard also supports 10/100Mbps Ethernet Network.

“The success of the SiS671FX chipset is a huge breakthrough of SiS, which demonstrates that SiS h