So just thought I would pop in and give you a little update as to my crypto state of affairs! I still have no clue what I am doing but I am learning, I am trying to educate myself so I can be less blind lol!
So I am up more than double of my initial investment thats today. Over Christmas things obviously slowed down but I have not dropped below my initial investment I have always stayed ahead. Today a coin I bought in a $0.78 has increased to $2.65AUD so I am glad I got in on that one but I didn't put enough money in to make huge profits but I am making profits.
So there you have it, just thought I would update you on how it was going because it is interesting!
Have a great day!
![A Little Update... 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)
So I am up more than double of my initial investment thats today. Over Christmas things obviously slowed down but I have not dropped below my initial investment I have always stayed ahead. Today a coin I bought in a $0.78 has increased to $2.65AUD so I am glad I got in on that one but I didn't put enough money in to make huge profits but I am making profits.
So there you have it, just thought I would update you on how it was going because it is interesting!
Have a great day!