You will find me with four l...
[5175] You will find me with four l... - You will find me with four legs, but no hair. People ride me for hours, but I don't go anywhere. Without needing to be tugged, jerked or turned on, I always manage to be ready for work. What am I? - #brainteasers #riddles - Correct Answers: 28 - The first user who solved this task is Djordje Timotijevic
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You will find me with four l...

You will find me with four legs, but no hair. People ride me for hours, but I don't go anywhere. Without needing to be tugged, jerked or turned on, I always manage to be ready for work. What am I?
Correct answers: 28
The first user who solved this task is Djordje Timotijevic.
#brainteasers #riddles
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A new apartment...

Having been married ten years and still living in an apartment, the wife would often complain about anything, as she was tired of saving every penny to buy a "dream home".

Trying to placate her, the husband found a new apartment, within their budget. However, after the first week, she began complaining again.

"Johnatahan," she said, "I don't like this place at all. There are no curtains in the bathroom. The neighbors can see me every time I take a bath."

"Don't worry." replied her husband. "If the neighbors do see you, they'll buy curtains...."

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Gerard Henri de Vaucouleurs

Born 25 Apr 1918; died 7 Oct 1995 at age 77.French-born U.S. astronomer whose pioneering studies of distant galaxies contributed to knowledge of the age and large-scale structure of the universe. He produced three Reference Catalogues of bright galaxies (1964, 1976, 1991). Each was a homogenization of data from widely different sources, so that the catalogues would not be merely finding lists or data collection lists, but astrophysically useful databases. Using data in the Reference Catalogues, he was able to develop new distance indicators and refine others. His unique philosophy on distance matters was "spreading the risks," that is, applying as many different and independent techniques as possible to check for scale and zero-point errors.
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