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Videos (327) | Sift Talk (3) | Blogs (8) | Comments (559) |
Videos (327) | Sift Talk (3) | Blogs (8) | Comments (559) |
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Check Out Them Pipes - Pavarotti at 29 - "La Donna e Mobile"
In the early days of this millennium, when I was but a boy that could only access the internet through a computer at my school's library, I would spend my time "researching" the works of Joel Vietch on RatherGood.com. One of them was a short flash animation of Pavarotti singing lovingly to some elephants. Since then I have been unable to disentangle "Elephants yeah" from "E di pensier". 'tis a curse, i seek solace only in shared suffering. Sorry.
huh?
"Some of the guys aren't even remotely smiling" Amy rocks it
Actually, my friend, 'tis you who is overthinking it now.
Recap of our convo:
You: I don't think she's funny.
Me: Wondering if this comedy is directed at you.
You: Nah, I don't think she is funny.
Me: I hear you. Let me tell you why I find her funny.
You: Nah, you're wrong, I don't think she is funny.
Your last response "should" have been -- Huh. So that is why you think she is funny. I still don't find her funny. Or maybe -- Huh. I don't want to think about it. Don't bother me with your opinion.
No need to bring up what anyone else said in this comment stream. I'm not them.
It's all good. You don't think she is funny and you aren't interested in knowing why someone else might.
As for "overthinking", many many column inches have been written by relatively serious people over why Amy Schumer is so wildly popular. Oddly enough, none of those articles mention you personally.
That last line? That was a joke. But you don't have to think it is funny. It makes me laugh though.
TLDR: You are absolutely entitled to your opinion. You aren't entitled to belittle me and what interests me, not without getting some blowback from me.
Um, you’re still overthinking it. I don’t think comedy and jokes are worth dissecting, like we’re at some seminar with Powerpoint slides showing intersecting circles and flowcharts and phylogenetic trees showing comedy lineage, trying to extract the "why".
I don’t think men are “threatened” by her comedy (as someone here wrote) any more than I’m threatened by seeing a video of Miley Cyrus shouting “eat my pu**y” into the mic and then gyrating against a blow up doll. I’m sure somebody out there must find that very shocking and sexy.
Didn’t mean to hit Pause on the laugh track, I just don’t find her funny for no other reason than she doesn't make me laugh. To each his own.
Otis Redding - I can't get no satisfaction
The thumbnail image for this video has been updated - findthumb requested by eric3579.
![](/thumbs/o/ti/Otis_Redding_I_cant_get_no_satisfaction.jpg)
The duration of this video has been updated from unknown to 3:17 - length declared by eric3579.
Bloodsport Mentos
This is way better quality, but 'tis a dupe regardless.
*dupeof=http://videosift.com/video/Bloodsport-Mentos-Commercial
Should gay people be allowed to marry?
The "change" is not the issue for me. Its the tail wagging the dog that I am asking about.
Why should any society capitulate for such an insignificant demographic group?
Gays make up less then 4% of population.
And for gay marriage the % is even less than 1% The question really becomes Why should 1% demographic force the 99% to change?
IF the word gay is clouding you thoughts change it ti KKK, NAMBLA, Black supremacist or any another insignificant demographic group...
To answer you question the very definition of marriage would change.
What are they forcing you to change? They aren't changing your life at all, nothing is being imposed on you. Your rights don't change. Nothing changes for you. Why is this so hard to understand?
World's First $9 Computer
Anyone remember TI graphing calculators, which at the time I was using them (90s) I think ran on 8088 processors?
Quite a bit MORE expensive than this. MUCH less powerful, even factoring in Moore's law. AND, they were in no way intended to be an open, hackable design like this is. And even with all those limitations, they became one of the primary "introduction to hardware and software hacking" devices of my generation.
When I was a 16-year-old HS Freshman, I had a TI-81 that I hooked up to a PC with a serial port and "hacked" zShell onto. I learned a bit of assembly code and put on lots of little programs like games etc. onto my calculator. I even got an image display program where you could load up bitmap images that were converted to a specific size and color depth (4-8 grays if I remember right). I got busted in my Geometry class that year looking at a blurry grayscale picture of a topless Pamela Anderson. On my calculator. If that doesn't put me in the running for biggest nerd ever, I don't know what would.
Anyway, I can only see this "Chip" thing (I agree that I'm not too big on the name) as a very cool idea. Sometimes, something as simple as a hackable platform or a blurry 4-bit picture of some boobs can be enough to push someone towards a lifelong interest in IT and other technology. Raspberry Pi and the others are great too, but the price of this one gives it a real leg up in the universal accessibility department!
Saturday Night Live (SNL) Superhero Party
The thumbnail image for this video has been updated - thumbnail added by Grimm.
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)
How Digital Light Processing (DLP) Works
Worked in the TI wafer-fab in the late 90's when They first started producing the DLP chips. OH god where they hard to produce. The failure rate was through the roof. We had companies begging for more of the chips and we just could not produce them fast enough. On a standard 6 or 8 in. wafer (the largest we produced at the time) you may of gotten one good chip. The upper management was on our case constantly and we kept telling them we are doing the best we could with the equipment we had. Everything went downhill from there. They killed our vacation and sick days, Changed the way people could get fired. Moral tanked and we just stopped giving a shit. One bout of flu and then an accidental food poisoning and poof I was gone. Seven years wasted. Have not looked back since.
How Digital Light Processing (DLP) Works
The Ti DLP chip is the most commercially successful MEMS device created. I own a DLP projector(720p) and a rear projection Mitsubishi DLP TV (1080p). I like that DLP chips can give you 3D (in a checkerboard pattern) basically for "free", and it looks better, IMHO, than other 3D displays which also use active-shutter glasses.
Some nitpicking - most home DLP projectors use a 6-color wheel, not 3.
He also didn't mention that most digital movie theaters use DLP - although this is a a more expensive system, because there are 3 light sources and 3 DLP chips (RGB) instead of having a color wheel - and they are larger chips with more mirrors.
The Greatest Bowling Story Ever Told
The thumbnail image for this video has been updated - thumbnail added by blackfox42.
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)
Freeman's Mind-A complete YouTube playList with 68 episodes!
The thumbnail image for this video has been updated - thumbnail added by blackfox42.
![](data:image/jpg;base64,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)
How long would you have stood in front of this knife thrower
Apart from having his finger sliced open, bleeding so much that the knife thrower non-chalantly wipes his blood off the stage near the post-'trick' interview...that though? tis but a scratch!
Watch it. The guy doesn't actually get injured at all, it's just very, very close.
Ralph Nader on GOP’s 2014 Wins
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
Donald (Dax) Cowart
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
Deadpool - Test Footage
'tis dead.
I missed just about every opportunity to see this supposed test footage.