What happens to the ball? It rolls slowly off the table, and bounces a few times away from the table before coming to a stop.
What color was the ball? Blue
What gender was the person that pushed the ball? Male
What did they look like? Tall, average build, short brown hair with facial hair, maybe mid-30s, gray shirt, brown pants
What size is the ball? Like a marble, or a baseball, or a basketball, or something else? A bit smaller than a basketball, like a ball for kids or a handball.
What about the table, what shape was it? What is it made of? Round, wood, but like the cheap laminate kind with plastic edging. Metal legs. Like a cheap table you’d see in a school or office.
I feel like I imagined a lot more detail than others. The questions were really easy for me to answer, and like a lot of unnecessary details came to mind. The guy pushed the ball because he was asked to, and he didn’t know why he was there. Probably the schizophrenia.
Haha, I honestly probably will. But no, it was to accompany a text message.
(There was a guy that looked like him and I was showing my wife because she is terrible at celebrity faces)
No one ever mentions this movie but my favorite movie is The Fountain, with Hugh Jackman and Rachel Weisz.
It’s basically a love story set in three timelines, with absolutely amazing music, dark storytelling, and an unbelievably satisfying ending. A lot of it is left up to interpretation but it’s not overly complicated. Cemented me as a huge fan of Aronofsky even if he’s not always a pop culture favorite.
https://en.m.wikipedia.org/wiki/Fab_Five:_The_Texas_Cheerleader_Scandal
They made this movie about it.
I actually knew a couple of those girls and they weren’t nearly that bad.
No dude you mixed some numbers up - 5%/yr of 440 billion is 22 BILLION dollars per year.
Unless you meant he could put 0.1% of his wealth (440 mil) to pull 22 million a year.
In fact, he could put less than half of his total net worth, 200 bil, into a basic savings account returning 0.5% a year and live off of a billion dollars a year, which is equivalent to the median income of 16,666 others.