Cryptocurrency Market News

Blockstream and Block have partnered to launch a solar-powered mining facility in texas that will use Tesla megapacks. A Nasdaq survey showed that a spot ETF would motivate financial advisors to invest more in crypto. Crypto investors in the US led the way last year and took home nearly a third of the loot, according to the report.

The result provided by the currency calculator is displayed in a clearly arranged table. Here, the currency calculator shows the opening and closing rate as well as the lowest and highest rates for the respective date. Super powerful computers called Application Specific Integrated Circuit, or ASIC, were developed specifically to mine Bitcoins. But theleadbtc.org because so many miners have joined in the last few years, it remains difficult to mine loads. The solution is mining pools, groups of miners who band together and are paid relative to their share of the work.

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"