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Given that \(2^{x} = 9\) and \(27^{y} = 2\) find the value of \(3xy\).

Despite the slim chances of living, you have survived this far. However, now, you are forced to help me. I heard that you were a famous programmer and I will ...

We have a series where the sum of any \(7\) consecutive terms is negative and the sum of any \(11\) consecutive terms is positive. What is the maximum number of ...

"Very well, you have completed my first puzzle. Now, I will give you two choices.

Option 1. I will randomly choose a number,\(n\), from 1-100 inclusive. If the following ...

"Hello," a voice hollers.

"Who's ...

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