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Task 460 - BASES, PIQUE, TUBBY

Average Number Of Attempts: 3.00
Correct Answers: 1 - Total Answers: 3
B
A
S
E
S
P
I
Q
U
E
T
U
B
B
Y

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

I am trying to make friends ou...

I am trying to make friends outside ofFacebook while applying the same principles.
therefore, every day I walk down the street and tell passers-by what I have eaten,how I feel at the moment, what I have donethe night before, what I will do later and with whom.
I give them pictures of my family, my dog and ofme gardening, taking things apart in the garage, wateringthe lawn, standing in front of landmarks, driving aroundtown, having lunch and doing what anybody and everybody does everyday.
I also listen to their conversations, give them the "thumbs up"and tell them I like them.
And it works just like Facebook! I already have fourpeople following me:
Two police officers, a private investigator and a psychiatrist.
Source: JokesOfTHeDay.net - Brain Teasers Partner

On This Day

Paul Bernays

Born 17 Oct 1888; died 18 Sep 1977 at age 88.Paul Isaak Bernays was a Swiss mathematician and logician who is known for his attempts to develop a unified theory of mathematics. Bernays, influenced by Hilbert's thinking, believed that the whole structure of mathematics could be unified as a single coherent entity. In order to start this process it was necessary to devise a set of axioms on which such a complete theory could be based. He therefore attempted to put set theory on an axiomatic basis to avoid the paradoxes. Between 1937 and 1954 Bernays wrote a whole series of articles in the Journal of Symbolic Logic which attempted to achieve this goal. In 1958 Bernays published Axiomatic Set Theory in which he combined together his work on the axiomatisation of set theory.
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