Featured Puzzle: Munraito (Sun & Moon) #2
Place exactly one star and one cloud in each row and column to light the moons as shown. Stars give light, while clouds block it.
Place exactly one star and one cloud in each row and column to light the moons as shown. Stars give light, while clouds block it.
Place exactly one star and one cloud in each row and column to light the moons as shown. Stars give light, while clouds block it.
It’s the first of October, and you know what that means! All puzzle this month will have a spooky theme! Let’s start with an anagram game called Nine-Word.
Happy Rubber Ducky Day! I swear, there’s an internet holiday for just about everything. The first patent for a rubber duck was by Landon Smart Lawrence in 1928. But the version we know and love today was designed in the 1940s by sculptor Peter Ganine. He sold millions, but of course, popularity really soared thanks to Ernie on Sesame Street.
Today, we’re retheming a Japanese puzzle called Nondango. Dango is a popular street food, small balls made from rice flour skewered on bamboo sticks. But I thought instead of simply shading circles, we could hide some rubber ducks.
A relatively new trend is the world of speed-dating. A large group of eligible singles gather in one place, and spend a few minutes with other people seeking romantic partners. They quickly gauge their interest in each other, then a bell rings, and they move on to the next potential partner. If nothing else, it’s a way to train your social skills in learning to talk to strangers.
So let’s make it a puzzle!
Nonograms are probably my favorite shading puzzle. There’s just something about cross-referencing the vertical and horizontal clues to tease out a picture that appeals to me. Today’s puzzle continues the Hanukkah theme. I hope you enjoy it!
The letters in this quote have fallen! Each column contains the letters for the spaces above it, but in a random order. Can you reassemble the quote?
I enjoy various path puzzles, and Number Chain is an interesting one. Your goal is to find the route from the upper left corner to the bottom right corner of the grid, traveling only up, down, left, or right.
I enjoy various path puzzles, and Number Chain is an interesting one. Your goal is to find the route from the upper left corner to the bottom right corner of the grid, traveling only up, down, left, or right.
Fill in the grid to create a sequential path of numbers from 1-49. Each number must be orthogonally adjacent to the previous and next numbers in order.