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No.2074   [Reply]

Animation reuse!
http://www.youtube.com/watch?v=WzyLZYYb2qk

>> No.2075  

This technique basically just cuts down on storyboard use and streamlines things, as all of those still required a full hand-drawn framex24 each second. Interestingly noteworthy though.

>> No.2076  

Speaking of Disney.....
http://www.youtube.com/watch?v=73fCLx-mFLg



No.2064   [Reply]

http://www.cracked.com/article_18511_6-true-stories-about-disneyland-they-dont-want-you-to-know.html

>> No.2073  

lol and especially lol to the job in number 5

oh, and here is that NSFW link
http://www.flashmountain.net/



No.2066   [Reply]

I don't know if I missed this topic awhile back (not like I can go through any archives...), but, anyone here playing SC2 lately?

>> No.2067  

I bought it on launch day, yeah. I suck though - I need to play it more. Mebe has it I think too.

>> No.2070  

>>2067
Shit, should get each other added on Battle.Net sometime. Email's my username, domain's gryvon.net

>> No.2071  

trying 2learn zerg

>> No.2072  

>>2070 I sent it, I hope I got it right. You have the TE at the end also right?



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1270720 No.2043   [Reply]
>> No.2058  
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4816668
>> No.2069  
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33731

>>2043
Somehow this seems appropriate.



No.2068   [Reply]

Scott Pilgrim: The last Airbender

http://www.youtube.com/watch?v=qpzkDnu-nTo



No.2032   [Reply]

Hey guys, math question (this may be a common principle and seem like a foolish question, but I'm not well versed in mathematics, so forgive my ignorance):

If x > y, then is the average of x, x, and y always greater than the average of x and y?

>> No.2033  

yes

>> No.2041  

Here's a back of the envelope proof:
average(x,y) = (x+y)/2
average(x,x,y) = (2x+y)/3

If x = y+z for some z>0 (which is implied by x>y) then:
average(x,y) = ((y+z)+y)/2 = (2y+z)/2 = y+(1/2)z
average(x,x,y) = ((y+z)+(y+z)+y)/3 = (3y+2z)/3 = y+(2/3)*z

Since z>0, (2/3)z > (1/2)z (as 2/3 > 1/2). This implies that y+(2/3)z > y+(1/2)z which implies that average(x,x,y) > average(x,y).

Therefore, yes.

>> No.2062  

Thanks Uru, but I have a question, could "infinity" be used as the value for either x or y in this case? does it count - so to speak - as a number on a number line? If so, then it can be used to to bring up a counter example to the truth of the statement that average(x,x,y) > average(x,y).

>> No.2063  

>>2062
Well, my earlier argument implicitly assumes x and y are finite numbers.

Infinity + Infinity = Infinity and Infinity + x = Infinity (where x is a finite number)
Also, Infinity/x = Infinity (where x is finite and not zero)

So if x and/or y are infinite, then:
average(x,y) = Infinity
average(x,x,y) = Infinity
Therefore average(x,y) = average(x,x,y) in this case.

In particular, if x = Infinity and y is some finite number, then you have a counterexample.

However, a lot of stuff we take for granted breaks down when infinity is involved. It is often assumed implicitly that infinity is not allowed for this reason. That said, it's not a problem to consider what happens when infinity gets involved.

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>> No.2065  
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51657
>>this whole topic


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101492 No.1973   [Reply]

Even the medic can't turn away from MK.

>> No.1974  

Shaky cam footage of Duke Nukem Forever

http://kotaku.com/5629655/your-first-look-at-duke-nukem-forever-in-action?utm_source=feedburner&utm_medium=feed&utm_campaign=Feed%3A+kotaku%2Ffull+%28Kotaku%29

>> No.1975  
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77272

>>1974

>> No.2061  

http://www.youtube.com/watch?v=HW_9SGrc4Oo&feature=related

2011 will be amazing, I love me some Duke.



No.2060   [Reply]

They are making Fitness an inherent in CoH for Issue 19... wow.



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34824 No.2048   [Reply]
>> No.2050  
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168123
>> No.2051  

>>2048
power of 2 get

>> No.2059  

Video related



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145157 No.2057   [Reply]

OH SHI-



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