Update: I fixed up the second image, making it (perhaps) a little bit easier to crack.

You leap out of your bed. Today's the day!

You check your mailbox, and wow, there it is! The frayed look of the letter could not possibly be in greater contrast to the grandeur of its contents.

You can't believe you actually got the letter. It took you hours; no, days of procrastination on Puzzling Stack Exchange to finally, finally enter the PSE school of enigmatics (or PSE for short).

You look at the letter:

Certificate of Invitation

But wait, what the bejiggles is this? You find a second scroll, lightly glued to the first:

But wait, a secret letter!

Oh boy. The hair-tearing will begin a lot sooner than you had anticipated.

Notes: Hello Puzzling Stack Exchange! This is part 1 of a "puzzle story" that I plan to tell over multiple puzzles. I hope you enjoy!

  • $\begingroup$ Hmm... Is that professor Rand al'Thor? ;) $\endgroup$ – Mithrandir Jul 13 '17 at 9:55
  • $\begingroup$ @Mithrandir "professor" Rand al'Thor is within the scope of the question, but (at this stage) I will neither confirm nor deny this :) $\endgroup$ – Lucas - Better Coding Academy Jul 13 '17 at 10:01
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    $\begingroup$ @Mithrandir I also neither confirm nor deny. $\endgroup$ – Rand al'Thor Jul 13 '17 at 10:17
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    $\begingroup$ TIL; that PSE stands for "PSE School of Enigmatics", not "PSE School of Enigmatics School of Enigmatics". $\endgroup$ – William Nathanael Jul 13 '17 at 10:41
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    $\begingroup$ The second riddle's first words imply 6/a[enter]a5, which looks kindof like something you'd type, and the puzzle does have the [computer-puzzle] tag. It also looks related to the score of 65/64. $\endgroup$ – Bobson Dec 19 '17 at 20:47

From Bobsons comment,

a hole
an alt

seems to me like 6 characters


Not enough rep to comment, just my thoughts.


65/64 seems to point to:

How can 64 = 65?

Page 2 is beyond me at the moment.


Very partial answer here, to try and stimulate some movement on this...

The first portion of the second scroll strikes me as

Equations to solve.

"First there was woman. Then there was man. Neither the man nor woman produced monthly blood."

These aren't actual people, but instead variables man and woman to solve for.

"Woman became one with man,"

woman + man = 1

"but along came another woman. Now there was one more than just man and woman."

2*woman + man = (woman + man) + 1 = 2 Solving for each gives man = 0 and woman = 1

"Man then became one with both women,"

A new set of equations to solve? man + 2*woman = 1

"but taking a liking to one woman, he ran off with the woman." (totally lost here) "In the end, we are given a situation, in which a man and two women are taken away from two men."

2*man - (man + 2*woman) = ?

Perhaps we could interpret this part instead as

pseudocode? I.e. woman = 1; man = 2; (First woman, then man), woman = 1 + man; (Woman became one with man), etc.

  • $\begingroup$ In the vein of numbers and/or pseduocode, see my comment on the second riddle $\endgroup$ – Bobson Dec 19 '17 at 20:48

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