Crypto Investor Review
![](data:image/png;base64,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)
What is the Crypto Investor?
Well the crypto investor is an advert. An advertising website packed with lies to deceive and confuse, but also to defraud. This is a site designed to put you in a state of mind where you can be easily misled with impossible lies about profits and investments. It is a site that no seasoned trader or broker would ever believe. In other words, it is designed to defraud people who know nothing about making money.
Now there are some quite amazing claims on this website.
Not least of all:
Money Back Guarantee Deal: Right now, we are now offering an risk-free investment of $250 Meaning: If you don't have a $5,000 profit within 3 days, we pay back your deposit
So if you don't multiply your investment by twenty-one times in 72 hours, they pay you back $250 USD leaving you with whatever you have made in the meantime for free?
This is troubling to say the least, as why would they not just put their own money in and buy the Federal Reserve at the end of the week?
When you click the link you just get through to: https://successfulclaims.com/ which appears to be a scam site pretending to sell iPhones.
You have to see the funny side in their logo:
![](data:image/png;base64,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)
Needles to say, avoid all of the URLs on his page.
VERDICT: CRYPTO INVESTOR IS A: SCAM !!