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Task 297 - WHINE, MUFFS, LIKES

Average Number Of Attempts: 2.00
Correct Answers: 1 - Total Answers: 2
W
H
I
N
E
M
U
F
F
S
L
I
K
E
S

Rules

Guess the Flex WORDLE in 3 tries. After each try, the color of the tiles will change to show how close your guess is to the solution.

If the tile becomes GREEN, your number or operation is located at correct place. If the tile becomes RED, your number or opeartion exists within the expression, but at different place.

Joke Of The Day

One morning a blind bunny was...

One morning a blind bunny was hopping down the bunny trail and tripped over a large snake and fell, kerplop right on his twitchy little nose.
'Oh please excuse me,' said the bunny. 'I didn't mean to trip over you, but I'm blind and can't see.'
'That's perfectly all right,' replied the snake. 'To be sure, it was my fault. I didn't mean to trip you, but I'm blind too, and I didn't see you coming. By the way what kind of animal are you?'
'Well, I really don't know,' said the bunny. 'I'm blind, and I've never seen myself. Maybe you could examine me and find out.'
So the snake felt the bunny all over, and he said, 'Well, you're soft, and cuddly, and you have long silky ears, and a little fluffy tail and a dear twitch little nose. You must be a bunny rabbit.'
The bunny said, 'I can't thank you enough. But, by the way, what kind of animal are you?'
The snake replied that he didn't know either, and the bunny agreed to examine him, and when the bunny was finished the snake asked, 'Well, what kind of animal am I?'
The bunny had felt the snake all over, and he replied, 'You're cold, you're slippery, and you haven't any balls............You must be a politician!'
Source: JokesOfTHeDay.net - Brain Teasers Partner

On This Day

Karl George Christian von Staudt

Born 24 Jan 1798; died 1 Jun 1867 at age 69.German mathematician who developed the first complete theory of imaginary points, lines, and planes in projective geometry. His early work was on determining the orbit of a comet and, based on this work, he received his doctorate. He showed how to construct a regular inscribed polygon of 17 sides using only compasses. He turned to projective geometry and Bernoulli numbers (discovered by Jacob Bernoulli). An important work on projective geometry, Geometrie der Lage was published in 1847. It was the first work to completely free projective geometry from any metrical basis. He also gave a geometric solution to quadratic equations.
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