yes. in a weird way you might be in a coupe degree to your fave actor maybe
2006-07-28 04:00:49
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answer #1
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answered by Lisa 4
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I think that's what the whole experience here is. Our connection and interactions make this reality. Without a connection of our energies I don't think the we would have a reason to exist. There has to be interaction and relation. Doesn't it make sense to you that all who are on this planet have to have one thing in common? That thing has to be this unrecognized connection of some sort. We are separate but one when you put it all together (like mixing water drops together). There's no difference underneath the veil we are all the same equal energy. We're connected by our similarities on the outside but deep down we're connected by our equality. We come from one source and one point no matter what our differences are in this plane of existence.
2006-07-28 05:03:58
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answer #2
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answered by B-Truth 2
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Definitely
2006-07-28 04:28:11
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answer #3
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answered by sarahsaad87 1
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Absolutely, think of 6 movies & the 2 main actoors, now think of any 2 actors in those movies & see if you can connect them to 2 more (it's easier when you have 6 to choose from). now try to come full circle to one of your initial actors again.
2006-07-28 04:00:46
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answer #4
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answered by Auggie 3
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First all of all it is not everybody. 6 degrees only work inside USA.
If that is the question then i believe since it was scientifically established by an experiment.
2006-07-28 07:34:17
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answer #5
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answered by hq3 6
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Yup
2006-07-28 04:00:12
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answer #6
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answered by Miss Claudia 1
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For sure, there are six degrees of seperation between us all.
2006-07-28 04:00:24
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answer #7
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answered by Anonymous
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sure, we are all connected somehow, you might be surprised at all of the people you know, that know others, and so on . . .
2006-07-28 03:59:31
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answer #8
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answered by . 1
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Where I live, it's more like one or two! :)
2006-07-28 04:02:13
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answer #9
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answered by OOO! I know! I know! 5
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Yes, but only celcius, not farenheit.
2006-07-28 04:39:22
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answer #10
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answered by flignar 2
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