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Task 18 - SALSA, DRAYS, TRACT

Average Number Of Attempts: 1.75
Correct Answers: 4 - Total Answers: 7
S
A
L
S
A
D
R
A
Y
S
T
R
A
C
T

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

Two unemployed guys....

Two unemployed guys.... are talking. One says, "I'm going to become a lion tamer."
The other replies, "That's crazy, you don't know nothing about no lion taming."
"Yes I do!"
"Well, OK, answer me this. When one of those lions comes at you all roaring and biting, what you gonna do?"
"I'll take that big chair they all carry, and I'll stick it in his face until he backs down."
"Well, what if the lion takes that big paw, and hooks the chair with them big claws, and throws that chair out of the cage? What do you do then?"
"I'll take that whip they all carry, and I'll whip him and whip him until he backs down."
"Well, what if that lion bites that whip with his big teeth, and bites it in two? What you gonna do then?"
"I'll take that gun they all carry, and shoot him."
"Well, what if that gun doesn't work? What will you do then?"
"I'll pick up some of the sh*t that's on the bottom of the cage, and I throw it in his eyes, and I run out of the cage."
"Well, what if there ain't no sh*t in the bottom of the cage? What you gonna do then?"
"You ain't thinkin' none to clear - cause if that lion comes at me, and he throws the chair out of the cage, and he bites the whip in two, and my gun don't work, there's going to be some sh*t on the bottom of that cage. You can bet on that!"
Source: JokesOfTHeDay.net - Brain Teasers Partner

On This Day

Paul Lévy

Born 15 Sep 1886; died 15 Dec 1971 at age 85.Paul Pierre Lévy was a French mining engineer and mathematician. He contributed to probability, functional analysis, partial differential equations and series. He also studied geometry. In 1926 he extended Laplace transforms to broader function classes. He undertook a large-scale work on generalised differential equations in functional derivatives.
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