Language L = {any “c” followed by at least one “b” followed by at least one “a”} For example: baa?
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now what that suppose to mean?:S
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A\nB\nA\nD\nC\n\nIn that order.
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Nine (9) - before 10 and after 11\nOne (1) - before 2 and after 0\nOne (1) - before 2 and after 0
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6.76786689698897872172091287019281928192812812089183478347847239847230947209472402489284024802480482048204844323236768768798898098989898989898989898989898989890900998878667665645453453434208121218212812085645454548483478374834738473847384738433456576878789787664545453534443434343434565656565656565545454+-something
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If you're talking about Yoruba, here are two possibilities:\n\nhello  n (one) nlë o\n \nhello  n (several) ç pêlë
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try babelfish? (aLTA vista bablefish, yahoo babelfish.. etc)
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half will be A\nhalf will be B\nnon will be o\nnone will be ab
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Yahwe\nYehova\nclick here:http://en.wikipedia.org/wiki/Tetragrammaton
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The symbol _ is called the underscore. You can type it by the combination Shift and - key.
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Remember this: \n\nRNA (A, U, G, C)\nDNA (T, A, C, G)\n\nDNA has sequence: T-C-A-T-C-G \nmRNA would be c) : A-G-U-A-G-C
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You may have to write that fomula out manually. \n \n=OR(AND(A1,NOT(B1)), AND(NOT(A1),B1))
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[i]  = I\n[d]s = does (without the s it would be do)\n[t]  = to or the\n[o] = of\n\nAnyway I think all the [ ] are suppose to be abbreviations and these are the most likely.◘
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Bachelor of Laws is abbreviated LL.B. (or sometimes Ll.B.) because "LL" is an abbreviation of the genitive plural legum (of laws), thus "LL.B." stands for Legum Baccalaureus in Latin. In the United States it is sometimes called "Bachelor of Legal Letters" to account for the double "L".
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Like this:\n\nConsole.Write( "This " );\nConsole.Write( "is on a single line." )\n\nConsole.WriteLine( "" );\nConsole.WriteLine( "This is on a different line" );\nConsole.WriteLine( "This is too!" );
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type < followed by 3 like <3 ?\n\n:-)\n\nor try\n\nhttp://www.text-image.com/samples/heart.html
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using the best of Boolean logic...\n\nbe or !be = 1.  always.  \n\nso, to be or not be is to be 1.  zen complete.
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You need 2 equals signs:\n\nif (toBeRemoved.left = null || toBeRemoved.right = null)\n\nshould be\n\nif (toBeRemoved.left == null || toBeRemoved.right == null)\n\nOne equals is for assignment, 2 for comparison.