Android gravity constants
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public static final float GRAVITY_DEATH_STAR_I Added in API level 1 Gravity (estimate) on the first Death Star in Empire units (m/s^2) Constant Value: 3.5303614E-7
Also interesting to note that the Empire now uses metric (SI) units. And where is the island which has about half of Earth's gravity?
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public static final float GRAVITY_DEATH_STAR_I Added in API level 1 Gravity (estimate) on the first Death Star in Empire units (m/s^2) Constant Value: 3.5303614E-7
Also interesting to note that the Empire now uses metric (SI) units. And where is the island which has about half of Earth's gravity?
It's allegedly the island from "Lost": http://www.geek.com/android/geek-humor-star-wars-and-lost-references-in-android-sdk-578164/[^]
"These people looked deep within my soul and assigned me a number based on the order in which I joined." - Homer
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I'm starting to wonder... That's no moon![^] :laugh:
It's an OO world.
public class SanderRossel : Lazy<Person>
{
public void DoWork()
{
throw new NotSupportedException();
}
} -
:wtf: :doh:
What do you get when you cross a joke with a rhetorical question?
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public static final float GRAVITY_DEATH_STAR_I Added in API level 1 Gravity (estimate) on the first Death Star in Empire units (m/s^2) Constant Value: 3.5303614E-7
Also interesting to note that the Empire now uses metric (SI) units. And where is the island which has about half of Earth's gravity?
Just out of curiosity (on win 8.1) I wondered if you could enter exponentials. I was gratified that typing 1e automatically changed to 1e+0, but worried if negative exponents worked. Nope, came out -6. Well how close is positive? Typing "1e7=" is 9999993 REALLY disappointing for a calculator (5 place accuracy), that here-to-fore I was very impressed with its accuracy. (Later I cleared memory and 1e7 gave the right answer. It assumed I wanted to subtract 7 from 1e7 or better yet: I wanted to add 1e7 to -7). The percentage of Earth gravity is about 0.0000036%. So 100 lbm weighs 0.000000036 lbf.(100kg WEIGHS 0.036gm*mm/sec^2 on the death star) I always assumed they could stand like they did because they had developed artificial gravity. Since the pilots could turn like they did without the pilots getting squished, I assumed their star fighters had it too. My calculator, using the link's numbers --> (((3.5303614/10000000)/9.80665)*100)= 3.5999667572514569195392922149766e-6% (Yes, parens shouldn't be necessary, but I proved to myself years ago it properly supported needed parens and that memory glitch scared me too.) So, where is half of Earth's gravity mentioned? PS I think my numbers are right, but I wouldn't bet 100 dollars on it.
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:wtf: :doh:
What do you get when you cross a joke with a rhetorical question?