My Instagram account was also hacked by the same person and both accounts was been used for a fraudulent activity. He changed the number and email that was linked to both accounts and eventually changed my password so I was completely locked out. I was perplexed until I came in contact with F I X U R W O R R I E S at D O C T O R dot C O M, an account recovery expert. He helped me gain back access and control of my both accounts.
However, in all instances, VAT will be due in the normal way from suppliers of any goods or services sold in exchange for bitcoin or other similar cryptocurrency. Profits and losses on cryptocurrencies are subject to capital gains tax. As of 1 April 2022, the Thai government no longer allows cryptocurrencies to be used as payment for goods or services. The regulation doesn't prohibit owning or trading cryptocurrencies, although commercial banks have been cautioned against direct involvement in digital assets. Moreover, the United States classifies cryptocurrencies as capital assets. Therefore, individual investors are liable to pay capital gains taxes on any profits they realize via cryptocurrencies.
- Day trading is a set of techniques used to take advantage of short-term changes in the prices of a commodity.
- By now, she’d stopped bragging about her investments to her boyfriend – she was too embarrassed.
- However, the latest decision taken by the central bank may reverse the trend towards mainstream crypto adoption in the country.
- The panel was created by the Ministry of Electronics and Information Technology, the Securities and Exchange Board of India, and the Reserve Bank of India.
Insider trading doctrine clearly applies to most familiar crypto assets and their traders. Ultimately the question is not whether insider trading law applies to crypto assets; it is whether we want it to. The paperscrypto.com United Kingdom’s Financial Conduct Authority recently published a consultation paper (CP19/3) providing guidance on various aspects of “cryptoassets.” The FCA is seeking public comment on its guidance.
But cryptomania powered back in the final months of last year, with trading volumes topping one million per day, after a series of central bank interest-rate cuts in the face of soaring inflation saw the lira’s value crash. This study examines the predictability of the returns of major cryptocurrencies and the profitability of trading strategies supported by ML techniques. The framework considers several classes of models, namely, linear models, random forests , and support vector machines . These models are used not only to produce forecasts of the dependent variable, which is the returns of the cryptocurrencies , but also to produce binary buy or sell trading signals . Table 3 presents some descriptive statistics of the log returns of the three cryptocurrencies.
Tips From Experts: How To Invest In Crypto Currency Safely
You will be glad you did, you could point this post out to save you a lot of back and forts trying to ensure you are not some https://www.paperscrypto.com/ kid playing around. Still, cryptocurrencies and blockchain could be truly transformative. Imagine an election where vote totals are confirmed by hundreds of nodes operating in an open source environment instead of a single government agency’s computer. Or where the purchase and sale of real estate no longer requires signed documents or an official “closing”—just the transfer of a cryptocurrency backed by a smart contract. Computer hacking and theft continue to be impediments to widespread acceptance. These issues have continued to rise in tandem with the popularity of cryptocurrencies.
The Official Bitcoin Revolution Trading Website offers the best trading tool for anyone interested in a safe, profitable, and easy way to invest in Bitcoin. While Bitcoin’s roller-coaster prices garner attention, of far more consequence is therevolution in money and financeit has set off that will ultimately affect every one of us, for better and http://paperscrypto.com/ worse. At its essence, NFTs bring unique assets into the digital space and make ownership of that asset verifiable. In technical terms, NFTs are often created on the Ethereum blockchain through the ERC‑721 token standard written in the Solidity programming language. NFTs are now also being created on the EOS, Cardano, Flow, and Tron blockchains.
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"