“You think it’s too idiotically simple and that everyone will guess it straight off, and you’re frightfully surprised when they simply can’t get it in the least.” Cracking the clues “It’s like making crossword puzzles,” she wrote. The setter’s job is to put up a fight, but let the solver win, with a completed grid and a happy expression.Īgatha Christie once reflected on clues in a whodunnit. Remember: a decent puzzle has some easy clues, strategically placed, to get things going – and the harder clues must all yield eventually. A baffling puzzle is easier to set and much less satisfying to solve. You’ll have no difficulty finding technical tools online, but you might find you make it too hard. Once you’ve acquired the habit, you might be tempted to create a puzzle yourself. It’s also worth solving with a friend – like any language, it comes more easily through conversation. The cryptic-curious are often aware that puzzles will demand anagrams and acrostics, and despair of ever knowing what to look out for.īut the conventions are few and easily picked up the Guardian site has a Cryptic crosswords for beginners series. It’s in its wordplay that the cryptic becomes an art form: “Natty, elegant and trim, primarily (4)” asks you to look at the words’ first letters very NEAT. The moment of enlightenment is a mental hit – a compulsive one. In a cryptic, a “Number of people in a theatre (12)” can be an ANAESTHETIST: a different kind of “theatre”, and “number” as one who numbs. The cryptic crossword, however, takes this to brain-bending new places. These ambiguities become part of the fun of crosswords, where “Press (4)” leads to URGE as neatly as it does to IRON. In the wake of countless immigrations and invasions, and later, as the empire borrowed and stole from around the globe, the English language became a unique jumble, where any given thing might have different names, and any word might mean many things. Explotaciones Internacionales Acuiferas S.A.The British quick is a different beast: it’s a linguistic workout – and one that only works in English.Explosives Storage and Transport Committee.Explosives Safety Technical Data Collection.Explosives Safety Mishap Analysis Module.Explosives Safety Information Data Base.explosive-ordnance reconnaissance agent.When a quantity already containing an exponent is raised to a power, the exponents are multiplied e.g., ( x 2) 3= x 6. When quantities of the same base are multiplied together, their exponents are added e.g., x 2 A negative exponent indicates the reciprocal of the quantity e.g., x −2 means 1/ x 2. Any nonzero quantity raised to the zero power equals one e.g., x 0=5 0=( a 2+ b 2) 0=1. A fractional exponent such as 1-4 or 1/ n indicates the fourth or nth root, respectively, of the base. Particular meanings have been assigned to these types of exponents so that they obey the same algebraic rules as does the simpler type of exponent. In advanced algebra, fractions, zero, and negative numbers are also used as exponents. When exponents were first introduced, only positive whole numbers were used, and the exponent indicated how many times the base was to be taken as a factor e.g., 2 5=32, or 2♲♲♲♲=32. The exponent indicates the power to which the base is to be raised. In the expressions x 2 and x n, the number 2 and the letter n are the exponents respectively of the base x. Exponent, in mathematics, a number, letter, or algebraic expression written above and to the right of another number, letter, or expression called the base.
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