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The first 20 Fibonacci numbers {{math|''F<sub>n</sub>''}} are:
:{| class="wikitable
! m/n
! 4
! formula
|-
▲| 1
| 1▼
▲| 2
▲| 3
▲| 5
| 8
|
|
|
|
| <math>8^b</math>
| 89▼
|-
! 2
|
| 16,777,216
| <math>8^{16{,}777{,}216}</math>
| <math>8^{8^{16{,}777{,}216}}</math>
| <math>8^{8^{8^{16{,}777{,}216}}}</math>
| <math>8\uparrow\uparrow b</math>
|-
! 3
| <math>\begin{matrix}\underbrace{8_{}^{8^{{}^{.\,^{.\,^{.\,^8}}}}}}\\ 8\mbox{ coples of }8 \end{matrix}</math>
| <math>\begin{matrix}\underbrace{8_{}^{8^{{}^{.\,^{.\,^{.\,^8}}}}}}\\ \underbrace{8_{}^{8^{{}^{.\,^{.\,^{.\,^8}}}}}}\\ 8\mbox{ coples of }8 \end{matrix}</math>
| <math>\begin{matrix}\underbrace{8_{}^{8^{{}^{.\,^{.\,^{.\,^8}}}}}}\\ \underbrace{8_{}^{8^{{}^{.\,^{.\,^{.\,^8}}}}}}\\ \underbrace{8_{}^{8^{{}^{.\,^{.\,^{.\,^8}}}}}}\\ 8\mbox{ coples of }8 \end{matrix}</math>
| <math>\begin{matrix}\underbrace{8_{}^{8^{{}^{.\,^{.\,^{.\,^8}}}}}}\\ \underbrace{8_{}^{8^{{}^{.\,^{.\,^{.\,^8}}}}}}\\ \underbrace{8_{}^{8^{{}^{.\,^{.\,^{.\,^8}}}}}}\\ \underbrace{8_{}^{8^{{}^{.\,^{.\,^{.\,^8}}}}}}\\ 8\mbox{ coples of }8 \end{matrix}</math>
| <math>8\uparrow\uparrow\uparrow b</math>
|-
! 4
| <math>\begin{matrix}\underbrace{^{^{^{^{^{8}.}.}.}8}8}\\ 8\mbox{ coples of }8 \end{matrix}</math>
| <math>\begin{matrix}\underbrace{^{^{^{^{^{8}.}.}.}8}8}\\ \underbrace{^{^{^{^{^{8}.}.}.}8}8}\\ 8\mbox{ coples of }8 \end{matrix}</math>
| <math>\begin{matrix}\underbrace{^{^{^{^{^{8}.}.}.}8}8}\\ \underbrace{^{^{^{^{^{8}.}.}.}8}8}\\ \underbrace{^{^{^{^{^{8}.}.}.}8}8}\\ 8\mbox{ coples of }8 \end{matrix}</math>
| <math>\begin{matrix}\underbrace{^{^{^{^{^{8}.}.}.}8}8}\\ \underbrace{^{^{^{^{^{8}.}.}.}8}8}\\ \underbrace{^{^{^{^{^{8}.}.}.}8}8}\\ \underbrace{^{^{^{^{^{8}.}.}.}8}8}\\ 8\mbox{ coples of }8 \end{matrix}</math>
|}
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