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This article contains a list of Intel motherboard chipsets divided into three categories: those that connect via the PCI bus (the 4xx series), those that connect via specialized “hub links” (the 8xx series), and those that connect via PCI Express (the 9xx series) (the 9xx series). The chipsets are ordered by release date.

Intel licensed the ZyMOS POACH chipset for its Intel 80286 and Intel 80386SX processors (the 82230/82231 High Integration AT-Compatible Chip Set) to consolidate the functions required on a mainboard into a smaller number of ICs. The Intel 386SX can be supported with this chipset and an 82335 High-integration Interface Unit. [two]

Though not an Intel chipset bug, the Mercury and Neptune chipsets were found with data corruption bugs when combined with RZ1000 and CMD640 IDE controllers. For the 430FX, HX, VX, and TX, L2 caches are direct-mapped with SRAM tag RAM, with write-back.

The Pentium Dual-Core and Celeron processors based on the Core architecture are supported by all Core 2 Duo chipsets. Starting with the Bearlake chipset family, support for all NetBurst-based processors was officially dropped. [38] a Some motherboards, however, continue to support older processors. [40]

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As a follow-up to the first four smaller SpaceBEE 1 to 4 satellites, the four SpaceBEE, formerly known as BEEs (Basic Electronic Elements), picosatellites designed to the 1U CubeSat form factor will demonstrate two-way satellite communications and data relay for Swarm Technologies Inc.

The aim of the project is to evaluate the world’s smallest two-way communications satellites as a low-cost Internet of Things (IoT) network connectivity solution for remote and mobile sensors. The first experimental space deployment consists of four satellites, each with a 1U form factor and utilizing VHF band frequencies for communications and using radar signature enhancement technology, which allows them to be passively monitored. An experimental deployment of ground stations for communications with the space units will also take place.

### 1,2,3,4,5,6,7,8,9,10!

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### 1,2,3,4,5,6,7,8,9,10

The only finite symmetric group with an outer automorphism is S6, which has 720 elements. The S(5,6,12) Steiner scheme, the projective plane of order 4, and the Hoffman-Singleton graph are all examples of exceptional mathematical objects made possible by this automorphism. The following theorem is related to the previous one: 6 is the only natural number n for which a construction of n isomorphic objects on an n-set A exists, which is invariant under all permutations of A but not naturally in one-to-one correspondence with its components. Consider a category whose objects are n-element sets and whose arrows are bijections between them. Only for n = 6 does this group have a non-trivial functor.

Six identical coins can be grouped around a central coin with the same radius such that each coin makes contact with it (and touches all of its neighbors without a gap), but seven cannot. As a result, 6 is the solution to the two-dimensional kissing number puzzle. (#13) Extending this pattern to the hexagonal lattice, in which each circle touches just six others, yields the densest sphere packing in the plane.