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<blockquote data-quote="GAC" data-source="post: 16161979" data-attributes="member: 224361"><p><img 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" alt="" class="fr-fic fr-dii fr-draggable " style="" /></p><p>Macho,</p><p></p><p>please let me know who does this in EK.</p><p></p><p>anyone imported mining cube/blocks from china or who made there own GPUs for mining.</p><p></p><p>what about the Mining progress of a 1GH/s miner and how long it could take to gain a one Bit-coin??</p><p></p><p>Best pool and miner?</p><p></p><p><img src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSlKegAerqhpd3dsGE2EhdVb7MZDgVNaLvHk2CATSSUOC8T4i4_" alt="" class="fr-fic fr-dii fr-draggable " style="" /></p></blockquote><p></p>
[QUOTE="GAC, post: 16161979, member: 224361"] 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[/IMG] Macho, please let me know who does this in EK. anyone imported mining cube/blocks from china or who made there own GPUs for mining. what about the Mining progress of a 1GH/s miner and how long it could take to gain a one Bit-coin?? Best pool and miner? [IMG]https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSlKegAerqhpd3dsGE2EhdVb7MZDgVNaLvHk2CATSSUOC8T4i4_[/IMG] [/QUOTE]
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