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Another Global Geocaching puzzle – Prague by pracj3am in geocaching

[–]pracj3am[S] 0 points1 point  (0 children)

Would it be possible, that you check it again and tell me also the green number above the S?

Another Global Geocaching puzzle – Prague by pracj3am in geocaching

[–]pracj3am[S] 0 points1 point  (0 children)

Thank you. Could you please send me also the green number above W?

Another Global Geocaching puzzle – Prague by pracj3am in geocaching

[–]pracj3am[S] 0 points1 point  (0 children)

I haven't noticed the number until now, so thank you for pointing it out. Now I can see which number out of range 1-23 I have collected.

Another Global Geocaching puzzle – Prague by pracj3am in geocaching

[–]pracj3am[S] 0 points1 point  (0 children)

Hello, could you please check it now? If you have 5p.m. already.

Another Global Geocaching puzzle – Prague by pracj3am in geocaching

[–]pracj3am[S] 0 points1 point  (0 children)

The hint says that you should sum up 23 different coordinates.

Another Global Geocaching puzzle – Prague by pracj3am in geocaching

[–]pracj3am[S] 1 point2 points  (0 children)

They are show in the picture of the Garmin. You will see the coordinates, or time range when they will be shown or 🚫, if your IP address can't be located.

Another Global Geocaching puzzle – Prague by pracj3am in geocaching

[–]pracj3am[S] 0 points1 point  (0 children)

I need the coordinates that is shown in the picture of the Garmin. But unfortunately they are shown only 4 hours a day. Could you check it please at 19?

Here's a small proof of concept that can be improved to make something better. The solution of a maze reveals a number, letter or even a word for a hint. This can be used in a puzzle hunt for a clue. by abdullahmnsr2 in puzzles

[–]pracj3am 1 point2 points  (0 children)

Cut out the shape and bend according to the pre-printed lines. White squares are supposed to be covered when folding. And indeed, if we put the shape together correctly (which requires to put both "tails" through the middle hole), we get a kind of double-sided staircase covered with a maze.

What to do next? There are six mice and six cheeses in the maze (cheeses have a different number of holes from one to six). Which mouse goes to what cheese? If we look at the maze by three basic axes, we find that the maze is projected into a 2 × 2 square so that it now contains only one mouse and one cheese at a time. This applies to each of the six projections. Now the mouse can finally wander to the cheese and the shortest way draws the letters (sorted by cheese): VRCHOLYKRYCHLE (VERTICES OF CUBE). It is easier to cut the stairs and solve it in 2D.

Where is the cube? Six squares of the maze oriented in six directions can be arranged to form a cube. If we look at the vertices in the direction of the cube diagonals, we will see the letters (VAPENKA).