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Solve the Puzzle of Consecutive Sums and Alphabet Values

This challenging puzzle requires you to add a sequence of numbers starting from 11, where you keep adding consecutive multiples of 11 until you exceed 300. Additionally, you need to decipher letter values for the alphabet, using given relationships and specific numbers for some letters. B equals 3, M equals 16, R equals 5, and U equals 10. Follow the clues to determine the values of all remaining letters from A to Z. Put your logic and reasoning skills to the test to uncover the solution!

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Solve the Puzzle of Consecutive Sums and Alphabet Values

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  1. Puzzle A Puzzle B

  2. If you added 11+22, then to that answer added 33, then 44, and kept on adding consecutive multiples of 11 to the previous total, what is the first answer you would reach that is greater than 300?

  3. Each letter of the alphabet is worth a different number from 1-26. Can you work out which is which? Given that B=3, M=16, R=5 and U=10, find the values of the remaining letters from A to Z (> more than  < less than): A=F-N     B=3     C=X-B     D=X/B     E=?     F>Y     G=M-D    H=V+R     I=M+G J=C-M     K>Q     L<J     M=16     N<D     O=J+Q     P<H     Q=A-R     R=5 S<E     T>X     U=10     V=C/B     W=Z-L     X=?     Y=BxP     Z=K-V [Hint: Start by working out the values of C, D, J and V] You also might want to write this down in case you run out of time…

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