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If neither can make a word using the G, another tile will be revealed. Anagrams (also published under names including Anagram, Snatch and Word Making and Taking) is a tile-based word game that involves rearranging letter tiles to form words. The game pieces are a set of tiles with letters on one side.
As in the original Bookworm, words are formed from a grid of available letters, although unlike the original, the letter tiles used to form the words need not be adjacent to one another. The longer the word which is formed, the more damage is done to the enemy. Similarly, words generated using letters which are less common do more damage than ...
Each player picks a secret word of five letters and writes it down privately. Words must appear in a dictionary; generally no proper nouns are allowed. The object of the game is to correctly guess the other player's word first. Players take turns: on a player's turn, they guess some five-letter word, and the other player announces how many ...
The longest word whose letters are in alphabetical order is the eight-letter Aegilops, a grass genus. However, this is arguably a proper noun. There are several six-letter English words with their letters in alphabetical order, including abhors, almost, begins, biopsy, chimps and chintz. [32]
6 points: Y ×1, Æ ×1; 8 points: W ×1; 10 points: C ×1; The letters Q, X and Z are absent since these letters are very rare and only occur in foreign words. These letters and the foreign letters "Ä", "Ö" and "Ü", which are used in a few Norwegian words, can be played with a blank.
Pangram writers in these languages are forced to choose between only using those letters found in native words or incorporating exotic loanwords into their pangrams. Some words, such as the Gaelic-derived whisk(e)y, which has been borrowed by many languages and uses the letters k, w and y, are a frequent fixture of many foreign pangrams.
Roman numerals: for example the word "six" in the clue might be used to indicate the letters VI; The name of a chemical element may be used to signify its symbol; e.g., W for tungsten; The days of the week; e.g., TH for Thursday; Country codes; e.g., "Switzerland" can indicate the letters CH; ICAO spelling alphabet: where Mike signifies M and ...
The Hill cipher, invented in 1929 by Lester S. Hill, is a polygraphic substitution which can combine much larger groups of letters simultaneously using linear algebra. Each letter is treated as a digit in base 26: A = 0, B =1, and so on. (In a variation, 3 extra symbols are added to make the basis prime.)