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What I'm saying is, I don't need to think about the silliest of replies. I don't work like that.I realized I had nothing more to learn from them and I had nothing more to contribute, so I left.
Also, that's pretty dangerous logic. If you simply don't care about thinking, you'll end up with many, many regrets. Even if you don't ask for them or try to ignore them, they'll still be there.
Just fyi.
Who's SG9000? Never saw THAT guy before
Two words: your ancestor.Who's SG9000? Never saw THAT guy before
where?!
There's way too much against it. A Brawl hack released today that looks exactly like the stage, inconsistencies with the viruses static positions, and incorrect aspect ratios on the stage select screen.
Well Google did suggest rule 34 so...
inb4 it's actually real
Well that comes with popularity.
That would be kind of cool, but I'm convinced it's fake at the moment.inb4 it's actually real
Start from the very beginning: the first floor.Hey guys! I have a question.
You have 2 identical vases, their fragility impossible to determine. You are next to a 100-floor building, and you want to find out at exactly which floor the vases will break at. You don't know what floor that might be - it could be floor 1, or floor 100 or anything in between!
If you drop a vase on any given floor and it doesn't break, you can throw it again. Obviously if it breaks then you're not going to be able to put it together and try again.
So, what is the most efficient way to find out what floor the vases break at guaranteed - or in other words, the least amount of throws you need to make to guarantee you know what floor it is even if it's the very last floor you test.
(I just love riddles you see <3 )
Well, no, because, what if it's not the first floor?
Bad
throw one vase off of every other floor starting with 2 then when it breaks go down one floor and throw the other one off to see if it breaks.Hey guys! I have a question.
You have 2 identical vases, their fragility impossible to determine. You are next to a 100-floor building, and you want to find out at exactly which floor the vases will break at. You don't know what floor that might be - it could be floor 1, or floor 100 or anything in between!
If you drop a vase on any given floor and it doesn't break, you can throw it again. Obviously if it breaks then you're not going to be able to put it together and try again.
So, what is the most efficient way to find out what floor the vases break at guaranteed - or in other words, the least amount of throws you need to make to guarantee you know what floor it is even if it's the very last floor you test.
(I just love riddles you see <3 )
Dat pecking order!
Great start!
Hello. Anything new?
Hello there!
Done with work and now just counting down the clock....7 more hours to go.
Heya, Silver!!!Hello there!
I would throw one vase per floor starting on the second floor and work my way up using the even numbered floors (2,4,6,8). If the vase breaks on any of those floors, I go down one floor and see if it breaks on that one.
How fast is your internet? o_o
Drop the vases from increments of 10. So 10th floor, 20th floor, etc. Then when the vase break, go to the previous floor you threw the vase and then drop it from increments of 1. So vase one breaks on floor 30. Then the next throws will be from floors 21, 22, 23, and so on.Hey guys! I have a question.
You have 2 identical vases, their fragility impossible to determine. You are next to a 100-floor building, and you want to find out at exactly which floor the vases will break at. You don't know what floor that might be - it could be floor 1, or floor 100 or anything in between!
If you drop a vase on any given floor and it doesn't break, you can throw it again. Obviously if it breaks then you're not going to be able to put it together and try again.
So, what is the most efficient way to find out what floor the vases break at guaranteed - or in other words, the least amount of throws you need to make to guarantee you know what floor it is even if it's the very last floor you test.
(I just love riddles you see <3 )
Dat pecking order!
Because you are a buffoon.
Basically this. I turn my back for a moment...
You can only expect the unexpected of the unexpected.