Friday, August 14, 2015

With Dell's help, Google pushes Chrome-based laptops beyond budget buyers

MOUNTAIN VIEW, Calif. -- Google's high-end, high-priced Chromebook Pixel laptop became a market success in its creators' eyes on Thursday -- by influencing the design of a more affordable competitor from Dell.

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MOUNTAIN VIEW, Calif. -- Google's high-end, high-priced Chromebook Pixel laptop became a market success in its creators' eyes on Thursday -- by influencing the design of a more affordable competitor from Dell.

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Samsung Galaxy S6 Edge+ is 5.7 inches of dual-curve screen (hands-on)

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
Start with a dual-curve Samsung Galaxy S6 Edge, then supersize it. That, in a nutshell, is the 5.7-inch Samsung Galaxy S6 Edge+, whose size is the only substantial difference between it and last April's clamored-for 5.1-inch Edge.
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
Start with a dual-curve Samsung Galaxy S6 Edge, then supersize it. That, in a nutshell, is the 5.7-inch Samsung Galaxy S6 Edge+, whose size is the only substantial difference between it and last April's clamored-for 5.1-inch Edge.

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