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The Masses are alright, but the effects are, eh... they're ok, i guess.
pc or 360?
Cause there is quite a big difference in graphics and playability (esp. load time) between the two. There was quite a gap in time between the 360 and PC releases and they improved it a lot.
The Masses are alright, but the effects are, eh... they're ok, i guess.
pc or 360?
Cause there is quite a big difference in graphics and playability (esp. load time) between the two. There was quite a gap in time between the 360 and PC releases and they improved it a lot.
I disagree. When you're talking about distance, you're usually assuming a flat path. But we're talking about hilly country, 80 miles at 80mph might be well over an hour. If you're using a geodesic distance, curves in the road would add to that, too.
I disagree. When you're talking about distance, you're usually assuming a flat path. But we're talking about hilly country, 80 miles at 80mph might be well over an hour. If you're using a geodesic distance, curves in the road would add to that, too.
He's not asking how long it takes to get from point A to a location that is, by straight line measurement, 80 miles away while traveling at 80 miles an hour.
He's asking how long it will take to travel 80 miles at 80 miles per hour.
If a road is curved, you count the distance of the curve. Hills are the same way.
If your odometer is at 0 miles, and you are traveling at 80 miles per hour, how long will it take to get the odometer to 80 miles?
I disagree. When you're talking about distance, you're usually assuming a flat path. But we're talking about hilly country, 80 miles at 80mph might be well over an hour. If you're using a geodesic distance, curves in the road would add to that, too.
However valid, she still started out by talking about how fast she can run a mile.
I disagree. When you're talking about distance, you're usually assuming a flat path. But we're talking about hilly country, 80 miles at 80mph might be well over an hour. If you're using a geodesic distance, curves in the road would add to that, too.
However valid, she still started out by talking about how fast she can run a mile.
And that a truck moving at 80 mph is going slower than a car moving at 80 mph, because trucks are heavier.
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KageraImitating the worst people. Since 2004Registered Userregular
I disagree. When you're talking about distance, you're usually assuming a flat path. But we're talking about hilly country, 80 miles at 80mph might be well over an hour. If you're using a geodesic distance, curves in the road would add to that, too.
He's not asking how long it takes to get from point A to a location that is, by straight line measurement, 80 miles away while traveling at 80 miles an hour.
He's asking how long it will take to travel 80 miles at 80 miles per hour.
If a road is curved, you count the distance of the curve. Hills are the same way.
If your odometer is at 0 miles, and you are traveling at 80 miles per hour, how long will it take to get the odometer to 80 miles?
I disagree. When you're talking about distance, you're usually assuming a flat path. But we're talking about hilly country, 80 miles at 80mph might be well over an hour. If you're using a geodesic distance, curves in the road would add to that, too.
exactly she was trying to correct for that by factoring in wheelspin and possible slippage due to nonuniform road surface and subtle differences in friction
also in the event that they ran out of gas, and she would be responsible for moving the car at 80mph under her own power in which she also had to consider her optimal mile time
it is a very complicated question this guy was asking and she was just trying to cover her bases
I disagree. When you're talking about distance, you're usually assuming a flat path. But we're talking about hilly country, 80 miles at 80mph might be well over an hour. If you're using a geodesic distance, curves in the road would add to that, too.
However valid, she still started out by talking about how fast she can run a mile.
And that a truck moving at 80 mph is going slower than a car moving at 80 mph, because trucks are heavier.
That's untrue. A truck moving at 80 mph is going at the exact same speed as a car moving at 80 mph.
0
KageraImitating the worst people. Since 2004Registered Userregular
I disagree. When you're talking about distance, you're usually assuming a flat path. But we're talking about hilly country, 80 miles at 80mph might be well over an hour. If you're using a geodesic distance, curves in the road would add to that, too.
However valid, she still started out by talking about how fast she can run a mile.
And that a truck moving at 80 mph is going slower than a car moving at 80 mph, because trucks are heavier.
That's untrue. A truck moving at 80 mph is going at the exact same speed as a car moving at 80 mph.
I disagree. When you're talking about distance, you're usually assuming a flat path. But we're talking about hilly country, 80 miles at 80mph might be well over an hour. If you're using a geodesic distance, curves in the road would add to that, too.
However valid, she still started out by talking about how fast she can run a mile.
And that a truck moving at 80 mph is going slower than a car moving at 80 mph, because trucks are heavier.
That's untrue. A truck moving at 80 mph is going at the exact same speed as a car moving at 80 mph.
Right. But that's something she said in the video.
I disagree. When you're talking about distance, you're usually assuming a flat path. But we're talking about hilly country, 80 miles at 80mph might be well over an hour. If you're using a geodesic distance, curves in the road would add to that, too.
However valid, she still started out by talking about how fast she can run a mile.
And that a truck moving at 80 mph is going slower than a car moving at 80 mph, because trucks are heavier.
That's untrue. A truck moving at 80 mph is going at the exact same speed as a car moving at 80 mph.
Yup.
Not true. That's like saying a pound of cotton weighs the same as a pound of iron. Everyone knows that cotton is lighter than iron!
Posts
The Masses are alright, but the effects are, eh... they're ok, i guess.
Check out my site, the Bismuth Heart | My Twitter
It's okay. The first step is admitting you have a problem.
pc or 360?
Cause there is quite a big difference in graphics and playability (esp. load time) between the two. There was quite a gap in time between the 360 and PC releases and they improved it a lot.
I'm on the PC, don't have an eggs box.
Check out my site, the Bismuth Heart | My Twitter
I disagree. When you're talking about distance, you're usually assuming a flat path. But we're talking about hilly country, 80 miles at 80mph might be well over an hour. If you're using a geodesic distance, curves in the road would add to that, too.
I like one of those things.
Assuming the 3rd image is Shepard's Pie.
He's not asking how long it takes to get from point A to a location that is, by straight line measurement, 80 miles away while traveling at 80 miles an hour.
He's asking how long it will take to travel 80 miles at 80 miles per hour.
If a road is curved, you count the distance of the curve. Hills are the same way.
If your odometer is at 0 miles, and you are traveling at 80 miles per hour, how long will it take to get the odometer to 80 miles?
However valid, she still started out by talking about how fast she can run a mile.
And that a truck moving at 80 mph is going slower than a car moving at 80 mph, because trucks are heavier.
12 parsecs.
exactly she was trying to correct for that by factoring in wheelspin and possible slippage due to nonuniform road surface and subtle differences in friction
also in the event that they ran out of gas, and she would be responsible for moving the car at 80mph under her own power in which she also had to consider her optimal mile time
it is a very complicated question this guy was asking and she was just trying to cover her bases
..."Correspondents say La Familia and the Knights Templar, a rival cartel, are fighting for control of the drugs trade in Guerrero state."
A present day Assassin's Creed game is writing itself down there.
That's untrue. A truck moving at 80 mph is going at the exact same speed as a car moving at 80 mph.
my god
Right. But that's something she said in the video.
Not true. That's like saying a pound of cotton weighs the same as a pound of iron. Everyone knows that cotton is lighter than iron!
I'm hoping that it's performance art.
The Los Carnales.
Also I refuse to believe that video is real until I see the divorce papers
But four seasons in, and I am really enjoying what it is doing
(now that I've defended her, she's obligated to find me and sleep with me, right?)
Especially since her husband uploaded it to YouTube for all to see.
http://youtu.be/Qhm7-LEBznk
Would you say you were sucked into the drama?
Your pun is making me rather vampire.
Did I do it right?
I keep hearing it's great, but I just couldn't get into it. And I finished season 1.
There wasn't much at stake.
But your post was the final nail in the coffin.