How Many Days Until Your Next Disney Cruise???

ScoutN

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ChuckElias

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
 

ChuckElias

Well-Known Member
Schoolhouse_Rock_3_Magic_Red_Shirt_POP.jpg


The past and the present and the future,
Faith and hope and charity,
The heart and the brain and the body
Give you three.
That's a magic number.

It takes three legs to make a tri-pod or to make a table stand.
It takes three wheels to make a ve-hicle called a tricycle.
Every triangle has three corners,
Every triangle has three sides,
No more, no less.
You don't have to guess.
When it's three you can see it's a magic number.

A man and a woman had a little baby.
Yes, they did.
They had three in the family.
That's a magic number.

And my own version of that last paragraph, DCL-style:

 

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