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An ambigram is a visual pun of a special kind: a calligraphic design having two or more (clear) interpretations as written words. One can voluntarily jump back and forth between the rival readings usually by shifting one's physical point of view (moving the design in some way) but sometimes by simply altering one's perceptual bias towards a ...
Writing systems are used to record human language, and may be classified according to certain common features.. The usual name of the script is given first; the name of the languages in which the script is written follows (in brackets), particularly in the case where the language name differs from the script name.
One well known example, [17] for comedic effect, is from A Midsummer Night's Dream by William Shakespeare (ignoring the punctuation provides the alternate reading). Enter QUINCE for the Prologue Prologue If we offend, it is with our good will. That you should think, we come not to offend, But with good will. To show our simple skill,
Out of these three, a total of 7,000 words have been used in the first, 10,000 words in the second and about 10,000 words in the third and each word begins with the same letter. [2] [3] [4] This is the single and larger effort of tautogram in Bengali literature. An example of a tautogram in Bengali is a story with all words starting with "K" :
For example, until fairly recently you couldn't find "fuck" in any dictionaries; today reputable ones do include it. If one politician tells another to fuck off, one newspaper will find this fact newsworthy and report it verbatim; another will use "f---"; another will use vague wording. Political forums may have rules against inappropriate ...
[optional in place of period] when the language of the gloss lacks a one-word translation, a phrase may be joined by underscores, e.g., Turkish çık-mak (come_out-INF) "to come out" With some authors, the reverse is also true, for a two-word phrase glossed with a single word. [2] [21] › >, →, :
A formal grammar describes which strings from an alphabet of a formal language are valid according to the language's syntax. A grammar does not describe the meaning of the strings or what can be done with them in whatever context—only their form. A formal grammar is defined as a set of production rules for such strings in a formal language.
The formation rules for the terms and formulas of formal logic fit the definition of context-free grammar, except that the set of symbols may be infinite and there may be more than one start symbol. Examples of languages that are not context free