They may also present substantial risks for loss or manipulation, including through hacking, with little recourse for victims after-the-fact. This makes it complex for the issuers of cryptocurrencies to analyse which countries their tokens can be sold into, and for the prospective purchasers of cryptocurrencies to understand which regulations, if any, should apply. Following a speculative boom in cryptocurrency prices that peaked in December 2017, regulation of cryptocurrencies has been rapidly changing.
ICOs, or more specifically tokens, can be called a variety of names, but merely calling a token a “utility” token or structuring it to provide some utility does not prevent the token from being a security. The assets are backed by a bank guarantee issued by a Swiss bank. For buying and selling CryptoFranc, refer to the exchanges listed here. The main purpose of the CryptoFranc is to Website link serve as a means of payment for the Swiss blockchain ecosystem as a transactional currency.
We’ll conduct an initial workshop with you to assess your needs and ensure that your ICO meets the Swiss legal requirements. The investment giant will be looking to make investments between $50 million and $250 million in blockchain and Web 3. The blockchain-based platform is a subsidiary of Our Happy Company, which was co-founded by performer John Legend and KKBOX CEO Chris Lin. Sign up for First Mover, our daily newsletter putting the latest moves in crypto markets in context. Cryptography allows digitals assets to be transacted and verified without the need for a trusted third party.
Ethereum smart contracts support a variety of distributed apps across the crypto ecosystem. Learn about altcoins, how they work, and which are the most popular. When evaluating the success of an ICO, you can consider both the amount of money raised in the ICO and the return generated on investment. The Chinese government in 2021 went on to ban cryptocurrency mining and declared all cryptocurrency transactions illegal. This lack of regulation coupled with the often decentralized nature of crypto projects means that an ICO's structure can vary significantly.
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"
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