[Android Devices] Purely based on the specs, I’d say it is still a high-end Android smartphone that would perform well in any market, but compared against the mighty Galaxy S II, its specs become slightly less impressive. According to a product pre-order page through Three Sweden, Samsung has a smartphone dubbed the Galaxy Z that looks to be a slightly less powerful version of the iconic Galaxy S II device.
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In any case, the Galaxy Z features a 4.2 inch Super Clear LCD display, Android 2.3, a 1GHz dual-core processor, WiFi, GPS, 5MP rear faincg camera, and 8GB of onboard memory. Three Sweden is pricing the device at 3995 SEK, which equals about $632. The price is most likely off contract, so don’t let it scare you away. Unfortunately, we have no idea if Samsung plans to launch the Galaxy Z in other markets as well.
Update:
Recently, Samsung launched Samsung Galaxy S2 GT I9100 and soon after the release, this phone has encountered some of the software issues straight away by most of the users which were minor though and immediately Samsung officially released the firmware update for Galaxy S2 GT I9100 to solve all the known and the reported bugs. Most of the bugs are solved but just in case if there are any bugs apart from which are listed below too will be solved in the next update. Soon there will be also the latest official firmware of 2.3.3 Gingerbread for Galaxy S too. The bugs which are reported and are solved are as follows,
Update:
Recently, Samsung launched Samsung Galaxy S2 GT I9100 and soon after the release, this phone has encountered some of the software issues straight away by most of the users which were minor though and immediately Samsung officially released the firmware update for Galaxy S2 GT I9100 to solve all the known and the reported bugs. Most of the bugs are solved but just in case if there are any bugs apart from which are listed below too will be solved in the next update. Soon there will be also the latest official firmware of 2.3.3 Gingerbread for Galaxy S too. The bugs which are reported and are solved are as follows,
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