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- ryandude2448
"You keep using that word... I don't think you know what you think it means"I don't think Laser Scanning does what you think it does
"You keep using that word... I don't think you know what you think it means"I don't think Laser Scanning does what you think it does
Quick, someone hop on google translate
Jordan and Nike and other brands of sports cars VGT What a surprise?Quick, someone hop on google translate
I do! Oh wait. Someone already translated it. :c
I can finally have a car to match my shoesLovely interview. I adore the VGT cars so much, such a great idea by Kaz because this allows him to gain more buddies from the car manufacturers. Can't wait to see Nike and Jordan's cars, oh, and that large new track especially.
I can see it right now.
I can finally have a car to match my shoes
Exactly, in fact some companies have ditched laser scanning for a more traditional approach to recreating environments. I believe Codemasters is one.I don't think Laser Scanning does what you think it does
....Pd likely have a master technique, or just a lot more years and combine traditional methods, but they are still not immune to error correction because I believe there is only 2 different techniques to doing it and both are incredibly expensive. Laser scanning is not what most think it is. Yes a laser is involved, not to be confused with the assumption of "laser precision" like a surgical process.
So in that case, what could be suggested for tracks that don't feel the way they do in real life? I remember listening in on an interview and a guy stating he played raced the Nordschleife in GT5 and when he finally got the chance to go to the real thing, the elevation changes were much more dramatic than he thought it would be. He wasn't implying that GT has inaccurate figures and dimensions, but instead that it didn't seem to match up to the real experience. Pause. Now of course, racing in a video game will never be the same as racing in real life, but the guys who were talking (I think they were speaking about PCars) said that they decided to exaggerate the statistically correct figures and make it steeper in the game than it is in real life, just to simulate a more precise feeling.
So what I'm asking is would it really be more effective if they 'exaggerate' the figures in a game so it seems more close to real life? I'm asking this because I have yet to visit the Nurb (or any well known track at all).
So what I'm asking is would it really be more effective if they 'exaggerate' the figures in a game so it seems more close to real life? I'm asking this because I have yet to visit the Nurb (or any well known track at all).
A lot of people fumble around that turn in real life. It's the 'king' of closing radius turns. Daytona turn one and the bus stop is right up there too but you have much more time to set up the transition at Daytona.Somebody posted a corner-by-corner video guide for Willow Springs a while back, and it seems the (fairly distant) scenery drivers use (knowingly or otherwise) to "locate" themselves for 9 (as highlighted in said guide) is actually missing in GT6.
I find myself fumbling around that corner all the time in the game, and also find it easier to straighten out until I can see the exit. I have no experience of the track in real life.
This is a great point! And exactly what I experienced. In real life the ring is like a roller coaster and you can really feel the weight transfer through the elevation changes. In fact you need to do some odd and unintuitive things on the real ring like accelerating at the bottom of the fox-hole to stabilize a FF car to keep the rear end behind you... I digress.So in that case, what could be suggested for tracks that don't feel the way they do in real life? I remember listening in on an interview and a guy stating he played raced the Nordschleife in GT5 and when he finally got the chance to go to the real thing, the elevation changes were much more dramatic than he thought it would be. He wasn't implying that GT has inaccurate figures and dimensions, but instead that it didn't seem to match up to the real experience. Pause. Now of course, racing in a video game will never be the same as racing in real life, but the guys who were talking (I think they were speaking about PCars) said that they decided to exaggerate the statistically correct figures and make it steeper in the game than it is in real life, just to simulate a more precise feeling.
So what I'm asking is would it really be more effective if they 'exaggerate' the figures in a game so it seems more close to real life? I'm asking this because I have yet to visit the Nurb (or any well known track at all).
Thanks Revoy, I can only hope to go out doing something I love...I always love it when @Lawndart decides it's story time. Always interesting and educational.
Also, unfortunate to hear about those two riders; my condolences.
.I've never don't Bathurst but the elevations there really jump out in game, I can only imagine how extreme those elevation changes are in real life.
Nice, that's informative! Here is something similar to the ring.
http://data:image/png;base64,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
Somebody posted a corner-by-corner video guide for Willow Springs a while back, and it seems the (fairly distant) scenery drivers use (knowingly or otherwise) to "locate" themselves for 9 (as highlighted in said guide) is actually missing in GT6.
I find myself fumbling around that corner all the time in the game, and also find it easier to straighten out until I can see the exit. I have no experience of the track in real life.
Great video, and turn 3-4 is totally different than I was taught, but then again the bike line is likely different due to not being able to lean without hugging the inside curb... We still dragged pipe brackets and wore holes in our boots...That would be me, link to it is in my signature.
I think PD may have modeled the outer track periphery before mid-spring 2012.
I know I'd get a car from 1997, but I meant to say, does anyone know what car from that year I might get?
Why?Is something supposed to happen on the 6th of February?
Why?Now that January has officially past. You may now panic.
Huh? Panic for what?Now that January has officially past. You may now panic.