Poll

What's the scale of Blockland?

Four studs is one meter.
8 (6.8%)
Gravity is the same between real life and Blockland.
7 (5.9%)
One stud is one foot.
17 (14.4%)
The Blockhead is six feet tall.
7 (5.9%)
The Jeep's top speed is 60 mph.
3 (2.5%)
We're to-scale with real life LEGOs.
76 (64.4%)

Total Members Voted: 118

Voting closed: August 21, 2014, 04:30:31 PM

Author Topic: I was wondering what the real-world scale of Blockland is.  (Read 4753 times)

this crazy fox is onto something here

20 tu/s² : 9.8 m/s² :: 2.04 tu : 1 m
1 tu ≈ 0.49 m
2 stud (width) ≈ 1 m
The height of a single brick is 0.6 tu. A Blockhead is just under 5 bricks tall, let's call it 4.8 because it's a nice number and I don't feel like actually checking.
If you approximate a bit, a Blockhead must therefore be ~2.88 metres tall.
Also, for fun, the width of a Blockhead could be guestimated to about 2.8 studs (or 1.4 metres), since we have a little wiggle room in 3 stud wide space. That's counting the arms, though, so it may be more accurate to say 0.6 metres wide.
Canon: We're huge.
« Last Edit: August 14, 2014, 11:56:53 PM by Taboo »

I say stud is one foot.  It you last your blockhead down, he's around 5.5 studs tall/long, and since we know that blockheads are a bit chubby, I just assume that the voucher is a slightly less than average in hit m hight person.

One foot equals one stud means that 88 bricks per second is equal to 60 mph, which feels about right to me.

When trying to build real life objects, I usually scale the blockhead to the height of an average man, or 5 1


man has pondered many things

but in the end, there is only one question

who is faster?



As Georges said, one blockhead is about 5.5 studs.  I would say one stud is one foot.

Making a football field of 300 studs (feet) looks like this...



I would say that looks just about right.

Of course I think of blockheads as lego sized minifigs, but for building and scaling purposes modeling real life, I would say this is the best measurement.
« Last Edit: August 15, 2014, 01:54:27 AM by Incinerate »

20 tu/s² : 9.8 m/s² :: 2.04 tu : 1 m
1 tu ≈ 0.49 m
2 stud (width) ≈ 1 m
The height of a single brick is 0.6 tu. A Blockhead is just under 5 bricks tall, let's call it 4.8 because it's a nice number and I don't feel like actually checking.
If you approximate a bit, a Blockhead must therefore be ~2.88 metres tall.
Also, for fun, the width of a Blockhead could be guestimated to about 2.8 studs (or 1.4 metres), since we have a little wiggle room in 3 stud wide space. That's counting the arms, though, so it may be more accurate to say 0.6 metres wide.
Canon: We're huge.
Either we're huge or the Blockland "planet" has less mass than earth.

we're huge, unless Planet Blockland is made of some ultra dense bullstuff it'd need to be roughly the same size as earth to have the equivalent gravitational pull
wait, i'm bored so i'm going to do some work and figure out the numbers regarding a planet made from plastic

Lego bricks are made from acrylonitrile butadiene styrene (ABS), a common plastic. ABS has a density ~1.08 g/cm³. A standard 2x2 brick has a mass of 1.15 grams.
Generalizing for the sake of time, our attention spans, and my laziness, the Earth has a mean density of ~5.52 g/cm³. The mass of the Earth is 5.9721986x1027 grams.
Quote
Doing simple math will tell you that you'd require somewhere in the neighbourhood of 5,193,216,173,913,043,478,260,869,566 2x2's (That's just over 5 octillion) to recreate the Earth just in terms of its mass.
But we adjust these numbers for Blockland's "real" scale (relative to Blockheads). A 2x2 brick measures as such.
So.
Quote
scale multiplier



conversion
There's the approximate mass of 2x2 in Blockland, 71.3 grams. Now let's refigure the mass equation with this in mind.
Quote
Ah. 83,761,551,192,145,862,552,594,670 (83 septillion) bricks, that's a bit more manageable.

Okay. So now we have the universe's largest toybox full of 83 septillion 2x2 Lego bricks. Now we have to put them into a sphere. Anyone who's built a sphere in Blockland probably knows that they're very approximate and very precise objects to build, but there is some math to it. I'll need a bit to work out a good way to calculate it though, so I guess there'll be a part 2 to this stupidity.

(I ended up not needing the densities because I don't care enough for precision, so enjoy the random trivia I guess)

I'd say that a meter would be like 6 studs.

83,761,551,192,145,862,552,594,670 (83 septillion) bricks, that's a bit more manageable.

I think that's a bit over the brick limit



im gonna guess a blockhead is about the size of lego minifig and the blocks are the same size as legos