- how important
- seberapa penting
English-Indonesian dictionary. 2013.
how important
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How Important Can It Be? — is a popular song written by Bennie Benjamin and George David Weiss and published in 1955. It was popularized in 1955 by Joni James. There is also a successful recording of this song by Sarah Vaughan … Wikipedia
How I Became Hettie Jones — by Hettie Jones (1990) “I won’t say I didn’t cry. I cried a lot, and that, of course, is therapeutic,” Hettie Jones has said when asked about the process of writing her memoir, How I Became Hettie Jones. The story of her years as a young woman … Encyclopedia of Beat Literature
Important events in NHGRI history — Important events in the history of the National Human Genome Research Institute at the National Institutes of Health. [ [http://www.genome.gov/10001763 genome.gov | About the Institute: A History and Timeline ] ] 1988* February 29 March 1, 1988… … Wikipedia
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How To Disappear Completely — est la quatrième piste de l’album Kid A du groupe britannique Radiohead. La chanson fut écrite pendant la tournée pour OK Computer et fut jouée deux fois en 1998, sous le titre original How to Disappear Completely and Never Be Found, d’après un… … Wikipédia en Français
How to disappear completely — est la quatrième piste de l’album Kid A du groupe britannique Radiohead. La chanson fut écrite pendant la tournée pour OK Computer et fut jouée deux fois en 1998, sous le titre original How to Disappear Completely and Never Be Found, d’après un… … Wikipédia en Français
How to Stop Worrying and Start Living — is a book by Dale Carnegie. It was first published in Great Britain in 1948 by Richard Clay (The Chaucer Press), Ltd., Bungay Suffolk (S.B.N. 437 95083 2).Carnegie says in the preface to How to Stop Worrying and Start Living that he wrote it… … Wikipedia
How to Disappear Completely — est la quatrième piste de l’album Kid A du groupe britannique Radiohead. La chanson fut écrite pendant la tournée pour OK Computer et fut jouée deux fois en 1998, sous le titre original How to Disappear Completely and Never Be Found, d’après un… … Wikipédia en Français
How Long Is the Coast of Britain? Statistical Self-Similarity and Fractional Dimension — is a paper by mathematician Benoît Mandelbrot, first published in Science in 1967. In this paper Mandelbrot discusses self similar curves that have Hausdorff dimension between 1 and 2. These curves are examples of fractals , although Mandelbrot… … Wikipedia
