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00:40
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Q: Infinite Series

Vassilis ParassidisLet's have an odd prime, $P$ of the form $P^2\equiv 1 (mod3)$. If we have a 7 X 7 square grid with 49 individual squares, we can fill it with trominoes. See below, where A1 is the position of the single empty square. If we keep doubling the side of this square indefinitely, eg. $7^2, 14^2, 28...

 
2 hours later…
02:20
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Q: A symmetrical Yajilin

Dr XorileInspired by @Athin's efforts, I decided to try to come up with a Yajilin puzzle of my own for your entertainment and amusement.

02:40
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Q: Generating Roman numerals with cubes

Dmitry KamenetskyThis puzzle is closely based on this one: Generating numbers with cubes Now we want to generate Roman numerals by placing three 6-sided cubes side by side. We are allowed to write multiple numerals on each side of a cube, such as "III" for 3 or "XX" for 20. What is the largest contiguous range o...

 
1 hour later…
04:04
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Q: The Dark Trail Right Across the Field

greysaff Finding my way I forge a new path Cutting through wood with what alchemists hath Fields not mountains I seek for swift passage Cross this land I must to pass on my message Who is this messenger?

 
3 hours later…
07:25
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Q: The answer is the same (tricky puzzle!)

P1storiusFill in the right words and the answer can be read across. Enjoy! Expensive Automatic Life Shrink Nadir Named Winter

 
2 hours later…
09:25
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Q: The Riddle - I Could be Seen in Many Places

Conifers In whole, you may see me in the competition, or on the street. Remove my front part, you may see me in the body, or on the lawn. Remove my rear part, you may see me in the prison, or in the grocery. Remove my middle part, you may see me in the sea, or on the stage. ...

 
2 hours later…
11:26
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Q: From Art to Offices

Rand al'Thor I may be seen (though maybe that's not the right word) in a piece of art. Remove my last, and I become a cheery greeting. Remove my first, I may go to prison or an office computer. Remove my middle, I'm in the office at the top. What am I?

12:09
^ If @Randal'Thor hasn't uncharacteristically got first and last mixed up, this is an interesting example of a riddle that works just as well after a reversal.
12:32
So much for Rand’s infallibility. We should strip him of his top rep for the error, and give it to you instead for finding the error.
All in favor say nothing
Very well. Motion carried. In accordance with the Will of the People, I have made it so.
13:23
Heh.
14:06
2
Q: Spiral Stumper Series: Fillomino

athinSpiral Stumper Series is a $5$-puzzles series taken from the Final Round of a local (national) contest, KPK, which has been ended recently and authored by me. The theme is spiral and each puzzle is standalone (there will be no meta, etc.) Fillomino (taken from Nikoli) Fill in all ...

as a consolation prize he got to keep the #1 spot on the total upvotes list
15:06
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Q: 2 hard questions

rrpCan someone please help me to find the answers and the logic behind the 2 questions below? The questions are from the test taken from the website: http://www.iq-brain.com/example/1 I could solve most of the questions, but the below ones I am not sure. 1: 2:

 
2 hours later…
17:27
1
Q: Crazy Cool Categories

Brandon_JI'm sorry about the title; I lost a bet with the '90s. Below are five categories. Each category is united by one word in the category; furthermore, each category rule is formed in the same way as the other category. Find the word in each category that holds the category together. pilgrim...

 
5 hours later…
22:35
-1
Q: Welcoming Cipher Puzzle

Joshua BizleyPlease leave this puzzle for users with less than 100 rep. Each of the following lines until the last provides a significant clue for solving the next cipher. Letters have a natural order C SEA WRA SA VTN YRE RP O RG SSE VI E UB TT H NE XE T PIC H RE SI uifpwoehuwevjhtuxjpuhbma 5315321335331...

23:16
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Q: computer programmer's maths puzzle

tomA computer programmer looked at part of his code x = x + 1; and then thought what a strange equation that would be for a mathematician $$x=x+1$$ The programmer asked some mathematicians if any number, $x$, would satisfy the mathematical version of the equation above. What do you think happ...


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