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The unhappy end(= 58623L* ) (Posted on 2013-12-13) Difficulty: 4 of 5
It was extremely difficult to spot this w1 (=an extinct bird) w2 (=in the middle of, surrounded by) the bushes, but once the notorious gunman from Perfection,Nev. w3 Gummer saw it, the bird's w4 was inevitable.

w1,w2,w3,w4 are four-letter words
w2 and w3 are jointly composed of 8 distinct letters.

If the letters in the words are replaced by nine digits (distinct digits representing distinct letters)- the following equations come true:

w3+w1=w2
w3-w1=w4


q1: What digit in the alphametics is not represented by a letter?
q2: What is the bracketed word in the title ?

Hint (not mandatory):
4 968301 9401 94Y 625301 Y628 3I5

The above senseless, albeit grammatically correct, sentence may be of help.

See The Solution Submitted by Ady TZIDON    
Rating: 4.0000 (1 votes)

Comments: ( Back to comment list | You must be logged in to post comments.)
Solution re: A happy ending (spoiler)...why L and not 7 | Comment 2 of 4 |
(In reply to A happy ending (spoiler) by Steve Herman)

Hi, Steve

I initially wanted to post the short description of the 4 words used
 in the  "cryptations" .  That would be a D4 puzzle, precluding "software only" solutions and forcing you to browse the web, at least to get the gunman.

In the process of debugging my own puzzle, which I often do by trying to solve it without any "a priori" assumptions I have realized    that if the solver gets just one word wrong , he is off the track and it might be very difficult and discouraging to go on

With this in mind and knowing that the experienced solvers think "out of box" I added few clues:  " Trouble",  the senseless sentence, only 9 digits in use, w2 and w3

using 8 out of nine  

Just looking on    4 968301 9401 94Y 625301 Y628 3I5 implies 4=A and 94Y=MAY , then  6=O, the most frequent letter to follow Y, --OL-  becomes TROUBLE(not happy ending) and the rest is history. 

So actually it is a D2 PUZZLE, if you by-pass the sequence implied by the text and 

use your senses ,- how to solve.

I don't know whether your chain of thought is isomorphic with the one I have described (please comment), but anyway you did an
 excellent job.


Edited on December 15, 2013, 2:45 am
  Posted by Ady TZIDON on 2013-12-15 02:37:47

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