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| Plate has 205 million studs |
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| Treynolds416:
--- Quote from: Ipquarx on June 05, 2012, 10:20:20 PM ---I thought 1 TU was 2 studs, which would make 6 plates, but either way it blows ports estimation way out of proportion. --- End quote --- A brick is 0.5 TU by 0.5 TU by 0.6 TU So, a TU is either 2 studs across or 5 plates up |
| Ipquarx:
--- Quote from: Ipquarx on June 05, 2012, 10:20:20 PM ---either way it blows ports estimation way out of proportion. --- End quote --- |
| Treynolds416:
--- Quote from: Ipquarx on June 05, 2012, 10:33:02 PM --- --- End quote --- Ya |
| Port:
--- Quote from: Ipquarx on June 05, 2012, 06:20:23 PM ---Where the hell are you getting that from? There is a total flat surface area of 205520896 bricks, multiplied by height The height is 19999980 TU multiplied by 6 (1 TU = 2 studs = 6 plates), which is 119999880. So that's 205520896 multiplied by 119999880, which comes out to be 24,662,482,857,492,480. --- End quote --- Here's a precise calculation. Height from plate up to where it starts getting glitchy: 999999 TU Height from plate down to where it starts getting glitchy: 999999 TU Total height: 999999 * 2 = 1999998 Total width: --- || --- Total length: --- || --- Total area (3D): 19999983 = 7999976000023999992 In studs (3D): 7999976000023999992 * 2 = 15999952000047999984 ((999999 * 2) ^ 3) * 2 = 15999952000047999984 |
| Treynolds416:
That's different than your other number port... But I can see a few differences between the maths. - ip is using 19999980 for height, you are using 1999998 - you aren't using the area value, this may or may not affect the outcome - you are calculating the area in non-existent 0.5x TU brick cubes, ip is (trying to) do it in plates - that number is different from your last one! I pass no judgement on these differences, just saying they are there is all |
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