[Guest]

1, 4, 2, 9, 9, 16, 4096, 25, 59 604 644 775 390 625, 36, ..., ...,

I really hope this isn't an existing one.

I will add other sequences to this topic.

[Guest]

Edit in bold:

1, 1, 4, 2, 9, 9, 16, 4096, 25, 59 604 644 775 390 625, 36, ..., ...,

I really hope this isn't an existing one.

I will add other sequences to this topic.

[Guest]

Fine. Ill make it easier

Find the next two numbers

1, 2, 9, 4096, 59 604 644 775 390 625, 36, ..., ...,

[bonanova]

Fine. Ill make it easier

Find the next two numbers

1, 2, 9, 4096, 59 604 644 775 390 625, 36, ..., ...,

a_n = n^(n-1)!

1^0! = 1

2^1! = 2

3^2! = 9

4^3! = 4096

5^4! = 59 604 644 775 390 625

Next two terms would be

6^5!

7^6!

Except for the 36.

[Guest]

a_n = n^(n-1)!

1^0! = 1

2^1! = 2

3^2! = 9

4^3! = 4096

5^4! = 59 604 644 775 390 625

Next two terms would be

6^5!

7^6!

Except for the 36.

Oops seems i forgot to remove the 36.

but it was meant to be different. Last time i checked, 4^3=64 not 4096

unless you meant

with the ³ you meant the third term in the series.

For an equation i would have put A_n=n^A_(n-1)

[bonanova]

Last time i checked, 4^3=64 not 4096

4^3! = 4^3x2x1 = 4⁶ = 4096