Order of functions by rate of growth (from slowest to fastest) as $x$ gets very large

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For the following functions, I ordered them from slowest to fastest as follows:

1st. $100^x$

2nd. $5^x$

3rd. $x^{100}$

4th. $x^6$

5th. $x^5$

6th. $x^5\log_2x$

7th. $\log_2x$

8th. $5$

I got it wrong and received no feedback. Any clues?

Thank you in advance!