Cryptocurrency Prices

Through FA, you will be able to know whether that asset is either overvalued or undervalued at the current valuation. If you can figure out that question, you can then decide whether or not to invest, when, https://pbase.com/topics/derryluqgf/znwoloh694 and for how long a period you would look to keep the investment. There are two main techniques to use to analyze and evaluate cryptocurrency. The techniques have existed for generations and have successfully been implemented for traditional financial assets. Often they are used complementary to each other, but it is possible to apply either independently.

<img src="data:image/jpeg;base64,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"