Puzzles involving boolean circuits and electronic logic gates.
Dive into a Stellargram, where hexagons hold the key to cosmic success! With just six numbers and boundless possibilities, you'll navigate a galaxy of mind-bending challenges.
The numbers at the top and side of this nonogram puzzle indicate squares - or groups of consecutive squares - that are to be shaded in. For example the numbers 5,3 tell you that there is a group of 5 and a group of 3 squares to be shaded, with at least one unshaded square between them.
Once you have identified and shaded all the right squares, the remaining letters will spell out a quote from a famous movie.
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The numbers at the top and side of this Hanjie puzzle indicate squares - or groups of consecutive squares - that are to be shaded in. For example the numbers 5,3 tell you that there is a group of 5 and a group of 3 squares to be shaded, with at least one unshaded square between them.
Once you have identified and shaded all the right squares, a picture will emerge.
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Divide the Shikaku grid into rectangles. Each rectangle must contain a single number, and that number must describe exactly how many boxes there are in the rectangle.
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Draw a line around the grid that passes through ALL the black and white dots before joining up with itself to make a continuous loop.
Your line can pass through or turn left or right in empty squares, but there are rules for squares containing dots. Your line cannot cross over itself, branch o , or go through the same square twice.
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So that the grid follows a logical pattern, what exactly should occupy the squares at a, b and c?
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To open the safe, all 20 of the buttons must be pressed in the correct order (which is indicated by the numbers and directions on the buttons) before the “open” button is pressed. What is the rst button pressed in your sequence?
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Each of the five different coloured balls represents a different weight - 1, 2, 3, 4 or 5 kilos. Can you work out which balls weighs what, and how many yellow balls will balance the final scale?
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There is a pattern behind the placement of the shapes and colours within the grid. Can you identify the pattern, and work out which of the squares below correctly fills the vacant space?
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There are exactly six ways to arrange four colours on a wheel. Which of the wheels: a, b, c, or d, completes the full set of colour combinations?
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Each of the characters in this sum box represents a different number, with the sum of all the numbers at the end of each row and column. Can you work out which number is each character represents and fill in the question mark?
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Each number in the grid indicates the exact number of black squares that should surround it. Shade the empty squares until all the numbers are surrounded by the correct number of black squares.
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This patchwork is in three colours - blue, purple and red. If we don’t want any same-coloured pieces to share a border, what colour will the pieces at a and b be?
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Each cell in an outlined block must contain a digit: a two-cell block contains the digits 1 and 2, a three-cell block contains the digits 1, 2 and 3; and so on. No same digit appears in neighbouring cells, not even diagonally.
Divide the grid into blocks that are either square or rectangular. Each block must frame a single number, and each block must contain the same number of cells as the number it frames.
Can you work out which areas of this diagram represent green flags with red stars but no stripes, and red and green striped flags with no stars?
This cut-out shape can be folded to make a cube. Which of the four cubes below is the only one it could make?
This used to be a big cube made of 125 small blocks measuring 5 by 5 by 5. If all the blocks that are not visible from this angle are present, can you work out how many have been taken away?
1. Complete the grid with zeros and ones until there are just as many zeros and ones in every row and every column.
2. No more than two of the same number can be next to or under each other.
3. Rows or columns with exactly the same content are not allowed.
The numbers on the side and bottom of the grid indicate occupied squares or groups of consecutive occupied squares in each row or column. Can finish the grid so that it contains three Cruisers, three Launches and three Buoys and the numbers tally?
Each rectangle contains either a battery with a positive (+) and negative (–) pole OR a dud wooden block which does nothing. The numbers along the top and left indicate how many positive poles there are in that row or column; likewise for the other numbers showing the number of negative poles.
A detective cartoon strip incorporating a taxing problem, based on the tales of Sherlock Holmes by Conan Doyle.
Join the famous detective Sherlock Holmes and his trusty colleague, Doctor Watson, in the many problems, dilemmas, and mysteries they encounter while trying to apprehend the infamous Professor Moriarty and other fiendish felons.
Uncover plots, reveal murderers, unmask liars and recover stolen goods, as you complete these lively logic puzzles, codes, anagrams, number puzzles, and of course, who dunits. Use your deductive powers to right wrongs and prevent crimes, while you deal with the esteemed Inspector Lestrade of Scotland Yard, Mrs. Hudson, Holmes’ household manager, and all the other characters you’ll encounter in and around 221B Baker Street.
Weekly puzzle problems devised David J. Bodycombe, Games consultant and puzzle writer; currently Question Editor for BBC4's Only Connect and author of Penguin Sudoku books.
Complete the grid so that each row and column contains a red, orange and green light. The lights at the end of each column and row tell you the colour of the red light you will meet if you travel in that direction down the column or row.
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