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The questions will be marked wrong until they are true.

#1 can't be A or B. If A then #1 answer would have to be B to be correct. If B then #2 would have to be the first question with the answer B but #1 would actually be the first with the answer B. So it has to be C, D or E. Check one of them and then make the corresponding question a B. You'll see that #1 is now marked true.

You could have the correct answer for a question set but it will be flagged incorrect until the related questions have been answered correctly.

There are 5 A, 5 B, 7 D and 3 E. This will give you the straight answer to some of the questions and should help you find the rest.

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I'll give you the answer to #20. 20 - E

As said earlier there are 5 A and B, 7 D and 3 E.

These numbers give you the answers to the following:

3 - D

4 - B

8 - E

12 - A

14 - B

15 - A

13 - D

18 - A

#1 can't be A because then #1 would have to be B or B because then #2 would then be the 2nd B so the next B answer is #4 => 1 - D

#5 can't be A, B, C or D => 5 - E

#10 and #16 have to be 10 - A and 16 - D since that is the only pairing that works.

Since #13 is D; 9 and 11 can't be A so #2 can't be D or E. Since all 3 E's have been used #2 can't be B or C => 2 - A

#9 can't be A, C or E, if #9 was B then #11 couldn't be B => 9 - D

#6 and #17 have to be B and D or D and B. If #17 was D then #16 = #17 which would make #2 wrong. => 6 - D and 17 - B and 7 - D per #2

11 - B

19 - B to make everything true.

and I had to get here without knowing the letter counts in the first place

Edited by curr3nt
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