The game brings each day a new collection of word, logic, number and pictures puzzles to complete along with its large collection of Special Puzzles that are just numerous and overwhelmingly challenging. There’s no way puzzle lovers won’t be a simple prey with this one. Puzzle Page is considered as the perfect companion for your coffee break due to many reasons. Puzzle Page is a nice collection of puzzles delivered through a very elaborated app available on both Android and iOS devices. Puzzles see (English), (English) or (German).Our website is built with the only purpose of sharing Puzzle Page Answers, Cheats and Solutions. Wikipedia page, and follow the links there. Other linksįor more information on Kakuro puzzles and how to solve them, have a look at the These possibilities can also be used to help solve Killer Sudokus too. Without listing every possible combination, it does point out the unique solutions which are the most useful. To help you along, there's a cheat sheet showing the possibilities for various clues and clue lengths. And likewise when 4 (in two squares) crosses 6 (in two squares). You can probably figure out for yourself what happens when the clue 16 (in two squares) meets the clue 14 (in two squares). So the intersection can only be the 9, and the rest can be filled in. In exactly the same way, one of these clues has a 9 and an 8, and the other must have a 9 and a 7. So therefore, the square where the 3 and the 4 intersect, must be a 1, and the others can then be filled in straight away.Īnother easy starting point is the intersection of a clue 17 (in two squares) and clue 16 (in two squares). For example, one popular starting point is a clue of 3 intersecting with a clue of 4, as shown in the diagram to the right:Īs we saw, the 3 must have a 1 and a 2, and similarly the 4 must have a 1 and a 3 (it can't be 2 and 2 because of the "no repeats" rule). When two such clues intersect, you can usually tell quite a lot. See the cheat sheet for a quick reference guide. For example, 6 in three squares has to be 1-2-3 (and its permutations of course), and 30 in four squares has to be 6-7-8-9. Some numbers crop up so regularly that they'll quickly become familiar and you can instantly know their combinations. Then you've just got to figure out the order of those numbers. Similarly, a clue of 17 in two squares can only ever be an 8 and a 9. For example, the clue 3 can only ever be made up from a 1 and a 2. If you think about the possible permutations, the clues with either very small or very large numbers turn out to be easiest, because there are fewer ways to make them. But we can search around for clues which leave fewer doors open. So where to start? Clearly we can't get very far with that example of 12, because there are too many possibilities. The numbers can appear in other clues though, of course, it's only within a clue that numbers can't be repeated. So for example that clue of 12 couldn't be 6, 6 because that repeats a number. Within each clue, you can't have the same number more than once. There is one other rule, to make it easier. In this case there are several possibilities to add up to 12, and even if you knew from the other clues that it must be a 5 and a 7, you still need to work out whether it's 5 and 7, or 7 and 5. So for example if the 12 referred to a row of two squares, one of the squares could be a 5 and the other one a 7. The row or column of squares referred to by this clue then has to add up to the given number. The rulesĮach clue consists of a single number, for example 12. Kakuros share some similarities with a regular crossword puzzle (interlocking horizontal and vertical sets of squares, each with a clue), some similarities with Sudokus (each square uses one of the numbers 1 to 9), and slight similarities with Nonograms (clues are numbers, and addition is required). Puzzles can vary in difficulty from the very easy to the very fiendish. Also known as "Cross Sums", they require logic and simple number addition to complete them. Kakuros are number puzzles, which are growing in popularity and gradually finding their way into newspapers, magazines and books.
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