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What is a 'Jeorge Puzzler'?
| Yes? |
| And I got to thinking, the reason why Rickie Puzzlers work is because if you add all the numbers from 1 to 8, they add up to 36, which is a perfect square |
| That's exactly right. So the pieces can all fit together in a 6x6 square. |
| But then I got to thinking...there are probably other ways of making 36, besides 1 + 2 + 3 + 4 + 5 + 6 + 7 + 8 |
| I'm sure you're right about that, Jeorge! |
| And that made me think...what about adding up odd numbers? |
| You mean, like 1 + 3 + 5 + 7? |
| That's right. Only, if you add in 9 and 11 as well, you come up with 36 |
| So we could take all the odd numbers from 1 to 11 and use them to create a puzzle that's also 6x6! |
| That's Right! And if you want to see a sample, here's one right here: Jeorge Puzzler |
| Hey, now. Wait a minute...you're calling this a Jeorge Puzzler? |
| That's right! Because I invented it! And you can create a Jeorge Puzzler too! Just make sure you use pieces with 1 square, 3 squares, 5 squares, and so on up to 11 squares, and make sure they all fit together into a 6x6 box. |
| Very nice, Jeorge! |
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