You can do this by attending a Bitcoin meetup, if there is one in your area, and asking if anyone wants to trade -- or by searching through Localbitcoinsfor a seller with a solid reputation. https://time.com/nextadvisor/investing/cryptocurrency/how-to-invest-in-crypto-without-buying-any-crypto/ Before I reveal how to invest in Bitcoin based on your needs, you first need to know what YOU want and how to buy bitcoins. Bitcoin is the first and most important cryptocurrency.
- It allows you to schedule your currency trading on a daily, weekly, or monthly basis.
- Most exchanges decide for themselves the prices their assets at are listed, and this has brought avoid the difference in the volatility and liquidity of assets.
- Zebay is headquartered in Singapore and operates globally.
- It's a personal decision for everybody, but I'm comfortable going up even to as high as 50% for some people.
- Once you own some Bitcoin, you’ll discover a lot of new opportunities.
Many cryptocurrencies pay node operators to maintain a real-time record of their activities on their native blockchains. You usually have several options for buying bitcoin. Exchanges, of course, and also traditional providers like OTC desks and local P2P networks. Their fees — and the exchange rate they offer you — usually depends on your geography and the market volatility. Kristjan added https://bitcointimesmedia.com/ money to a local Singaporean crypto exchange.
Imagine owing more debt because the currency deflates. Deflation is the reason the US went off the gold standard. Thanks for those of you leaving us a five-star review and telling your friends about the podcast. Our most recent one came in and said, “Some great interviews, not every show has in-depth interviews, but those that do are usually winners. It's great when Jim brings in those new perspectives.” Five stars. Well hopefully, Kdog1 you appreciate today's episode as well, which is a fairly in-depth interview.
Why Crypto Is Different
As we discussed, the cost of buying and selling Bitcoin can vary dramatically from one crypto exchange platform to another. While it shouldn't be the only thing you look at, it's important to know what you'll pay on each platform you're considering. We have yet to find a perfect place to buy Bitcoin. But if you want to know the best place to buy Bitcoin for you, the answer will depend on the features that matter most to you.
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"