So let's begin. Your starting value is 0. We've got some work to do now. What's the number you have in your mind's eye?
That was easy. Now click on 1.
May the fun begin. Please add your second last click to your last click. Well, 0 + 1 for starters...
Alright. From now on, you always take your second last pick and do some crazy stuff with your last pick. What about adding again?
Fibonacci would say: Add again!
Got it? One more time adding please.
And now Fibonacci would cry: Multiplicate!
Better back to addition.
Subtract.
New stuff: Division!

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Divide it again (...yeah, that's possible...)
Well done, geek. But now we need some multiplication.
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And now remember school: your second last raised to the power of your last answer.
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Oops, continuous loop. That's sad. Try adding again.
Nope. Dividing would destroy the internet, so don't. Maybe multiplication one more time?
Nice try. I'm glad there is this useful definition: 0 to the power of 0 is 1. So just do it.
We're alive. Addition please.
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What about the second last value being the degree of the root of the last value? Don't worry. Since a degree of 2 means 'square', it's easier than it sounds.
We're almost there. Exponentiation seems right at this point.
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Wouldn't it be funny to multiplicate right now? No, not funny at all. Better subtract..
And divide.

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Sum up one last time.

Subtract. You get the pattern.

One final subtraction, and we are back in town. Always a pleasure!
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