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Posted

I can see using a ring that belonged to Diana. But given how that marriage turned out, one would think superstition would keep Prince William from using her engagement ring for his own fiancee.

Posted

Yes, finally! Although when I heard he gave his mother's engagement ring to Ms. Middleton, I felt a little uncomfortable. It might seem superstitious, but I hope the ring brings them good luck and not doom.

M.

Posted

I can see using a ring that belonged to Diana. But given how that marriage turned out, one would think superstition would keep Prince William from using her engagement ring for his own fiancee.

Great minds! :)

M.

Posted

I've lost touch with the latest gossip/news relevant to the UK. Wow. I always thought Harry was the better looking out of the two brothers but William has certainly become more handsome with age! The ring is not my style but like I'd argue if it were given to me from a Prince.. :lol:

Posted

I am opposite. I always thought William was the better looking but Harry has gotten much better looking with age. :)

Posted

In all honesty I didn't even think that it could be considered a bad omen until people started saying it. I just figured it was more a sign of how special she was more than a foreshadowing.

I agree with Bini. Not a fan of the ring.

Posted

It didn't occur to me the ring might be a foreboding symbol, though I can understand why people might think that. I just thought it was a lovely gesture in that he did it to include his mother in his happiness.

Elphaba

Posted

One more reason to thank our Founding Fathers for giving these bums the heave-ho....

But Captain, have you not noticed that these particular "Royal" bums are alive and kicking while the Founding Fathers are not? :P

M.

Posted

George III lives?

I'm talking about the 21st century royals. The FF's may have given their ex-royals the heave ho but their progeny is alive and kicking. And they even get invited to visit.

M.

Posted

But Captain, have you not noticed that these particular "Royal" bums are alive and kicking while the Founding Fathers are not? :P

M.

Touche!

She makes a good point, Captain: If the founding fathers are so smart, why are 100% of them dead?

Don't go in to politics: You'll end up dead.

EDIT: Actually, now that I think about it, 100% of all living royals are not dead, either. That's statistically significant! 100% is all of them! Ask Moe - 100% definitely is all of them.

Posted

I'm talking about the 21st century royals. The FF's may have given their ex-royals the heave ho but their progeny is alive and kicking. And they even get invited to visit.

M.

Our FF's progeny are also alive too. We call them "congresscritters".

Posted

Touche!

She makes a good point, Captain: If the founding fathers are so smart, why are 100% of them dead?

Don't go in to politics: You'll end up dead.

EDIT: Actually, now that I think about it, 100% of all living royals are not dead, either. That's statistically significant! 100% is all of them! Ask Moe - 100% definitely is all of them.

Actually, it isn't statistically significant because when a proportion is either 0 or 1, the corresponding variance is undefined. Which means the two groups are incomparable. Kind of like Bruce Lee and Chuck Norris--you'd think you could compare them, but there's really just no way to compare Chuck Norris to anyone/thing.

Posted

Actually, it isn't statistically significant because when a proportion is either 0 or 1, the corresponding variance is undefined. Which means the two groups are incomparable. Kind of like Bruce Lee and Chuck Norris--you'd think you could compare them, but there's really just no way to compare Chuck Norris to anyone/thing.

Not quite true. The fury and power of Chuck Norris can be compared to a Category 5 Hurricane. Though it is an understatement and admittedly poetic instead of literal in nature. Has anyone measured the amount of energy in one of Churck Norris' round-house kicks? Do numbers even go up that high?

Posted

Actually, it isn't statistically significant because when a proportion is either 0 or 1, the corresponding variance is undefined. Which means the two groups are incomparable. Kind of like Bruce Lee and Chuck Norris--you'd think you could compare them, but there's really just no way to compare Chuck Norris to anyone/thing.

Au contraire.

Posted Image

Posted

Actually, it isn't statistically significant because when a proportion is either 0 or 1, the corresponding variance is undefined. Which means the two groups are incomparable. Kind of like Bruce Lee and Chuck Norris--you'd think you could compare them, but there's really just no way to compare Chuck Norris to anyone/thing.

HEY! I believe my post specifically said to ask if 100% is all of them.

And I stand by that.

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