Find number abc
[3225] Find number abc - If cb6b7 + 73465 = 166acb find number abc. Multiple solutions may exist. - #brainteasers #math - Correct Answers: 63 - The first user who solved this task is Allen Wager
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Find number abc

If cb6b7 + 73465 = 166acb find number abc. Multiple solutions may exist.
Correct answers: 63
The first user who solved this task is Allen Wager.
#brainteasers #math
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Two Eagles, an old Indian chie...

Two Eagles, an old Indian chief, sat in his hut on the reservation smoking a ceremonial pipe and eying two US government officials sent to interview him.
One US official said to Chief Two Eagles, "You have observed the white man for 90 years. You've seen his wars and his technological advances. You've seen his progress, and the damage he has done."
The Chief nodded in agreement.
The official continued, "Considering all these events, in your opinion, where did the white man go wrong?"
The Chief stared at the two government officials for over a minute...
"When white man found the land, Indians were running it. No taxes, No debt. Plenty buffalo. Plenty beaver. Women did all the work. Medicine man free. Indian man spent all day hunting and fishing, all night having sex."
Then the chief leaned back and smiled before he added, "Only white man dumb enough to think he could improve system like that."
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Francesco Maria Grimaldi

Born 2 Apr 1618; died 28 Dec 1663 at age 45.Italian physicist and mathematician who studied the diffraction of light. He observed the image on a screen in a darkened room of a tiny beam of sunlight after it passed pass through a fine screen (or a slit, edge of a screen, wire, hair, fabric or bird feather). The image had iridescent fringes, and deviated from a normal geometrical shadow. He coined the name diffraction for this change of trajectory of the light passing near opaque objects (though, more specifically, it may have been interferences with two close sources that he observed). This provided evidence for later physicists to support the wave theory of light. With Riccioli, he investigated the object in free fall (1640-50), and found that distance of fall was proportional to the square of the time taken.«
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