You are a geek, if for no other reason than reading this post. That's right, I said it. You're a geek, a nerd, a brainiac, and every other name in the book that was meant to be derogatory, yet you secretly embrace. Time to renew your geek license, buddy!

## Prove Yourself.

Sure, you can quote Star Trek lines, recite the Quadratic Equation, and monitor at least a hundred applications on your network, all without breaking a sweat. So what? All that proves is that you have a decent memory and SolarWinds Server & Application Monitor installed! Let's see if you've still got what it takes to be called a geek. Is your brain still running in high gear? We shall see.

The challenge, if you choose to accept, is to solve a riddle. This riddle has two variations and I will present them both to you. (Cheating is always an option, but really, you'll just be cheating yourself.)

## The Scoring

• Answer both variations correctly, then you should apply to Mensa and ask for a raise because you're really bright!

## The Riddle of Riddles

My eleventh grade trigonometry teacher told the class this riddle (Difficult Variation) ages ago. We were stupified! Simply comprehending the correct answer gave us a headache back then. So, as a gift, I offer you my headache. It goes something like this:

In ye olden days, a king had captured a strange man he believed to be dangerous. To have the man prove himself, the king ordered the stranger to be placed in a dungeon. In the dungeon, there were two doors. Behind one door was freedom. Behind the other door was a dragon, which meant certain death. Guarding each door was a single guard. One guard lied, the other did not. The guards knew which one of them lied and which door was which; however, the stranger knew none of this. All the strange man knew was that one of the two doors led to freedom and that one of the two guards lied.

Easy Variation:

As the stranger, you are allowed to ask each guard one question. The guards can only answer, Yes or No. What are the two questions you need to ask in order to leave the room safely?