Chess Knight Move
[2483] Chess Knight Move - Find the country and its capital city, using the move of a chess knight. First letter is I. Length of words in solution: 4,7. - #brainteasers #wordpuzzles #chessknightmove - Correct Answers: 76 - The first user who solved this task is On On Lunarbasil
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Chess Knight Move

Find the country and its capital city, using the move of a chess knight. First letter is I. Length of words in solution: 4,7.
Correct answers: 76
The first user who solved this task is On On Lunarbasil.
#brainteasers #wordpuzzles #chessknightmove
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The 6th grade science teacher...

The 6th grade science teacher, Mrs. Parks, asked her class, "Which human body part increases to ten times its size when stimulated?"

No one answered until little Mary stood up and said, "You should not be asking sixth-graders a question like that! I'm going to tell my parents, and they will go and tell the principal, who will then fire you!"

Mrs. Parks ignored her and asked the question again, "Which body part increases to 10 times its size when stimulated?"

Little Mary's mouth fell open. Then she said to those around her, "Boy, is she going to get in big trouble!"

The teacher continued to ignore her and said to the class, "Anybody?"

Finally, Billy stood up, looked around nervously, and said, "The body part that increases 10 times its size when stimulated is the pupil of the eye."

Mrs. Parks said, "Very good, Billy," then turned to Mary and
continued. "As for you, young lady, I have three things to say: One, you have a dirty mind. Two, you didn't read your homework. And three, one day you are going to be very, very disappointed."
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Jean-Gaston Darboux

Born 14 Aug 1842; died 23 Feb 1917 at age 74.French mathematician whose work on partial differential equations introduced a new method of integration (the Darboux integral) and contributed to infinitesimal geometry. He wrote a paper in 1870 on differential equations of the second order in which he presented the Darboux integral. In 1873, Darboux wrote a paper on cyclides and between 1887-96 he produced four volumes on infinitesimal geometry, including a discussion of one surface rolling on another surface. In particular he studied the geometrical configuration generated by points and lines which are fixed on the rolling surface. He also studied the problem of finding the shortest path between two points on a surface.«
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