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Stuckinthebush

(10,845 posts)
Sat Apr 16, 2016, 12:01 PM Apr 2016

When I was very young

I insisted that the cut Christmas tree could be planted in the yard after Christmas and continue to grow. I was convinced of this even though my parents tried to explain how this wouldn't work. I just knew it would grow if planted.

So, my parents allowed me to dig a hole and water that dead tree for months. Each week that went by I became more strident in my hope that it would eventually grow. By July the dead, brown, needless tree was clearly gone. I cried.

My parents used the episode to help me learn about biology. I never forgot that lesson.

It occurs to me that a similar edification exercise in math and probability is happening right now in the Democratic Party.

Soon, it will be clear that a certain tree is never going to grow. Perhaps this will be a useful long-term lesson.

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When I was very young (Original Post) Stuckinthebush Apr 2016 OP
Yes! shenmue Apr 2016 #1
Great analogy! livetohike Apr 2016 #2
We'd have to start by repeatedly demonstrating that 1+1 always =2 and never 3. DavidDvorkin Apr 2016 #3
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