# If we threw every single LEGO piece ever manufactured into a pile, how big would the pile be?

My cursory research of LEGO tells me that the manufacturing of plastic LEGO bricks began in Denmark in 1947. If we were somehow able to obtain every single LEGO piece ever created since 1947 and make a pile of them, roughly how big would the pile be? Would it fill 10 Olympic-sized pools, maybe?

• 10 pools? Based on the amounts of LEGO I've seen, I would assume, it will take less than a year.
– Alex
May 4, 2022 at 16:01
• Somebody can probably make some estimates from the data in fi.edu/sites/default/files/…: 1/ The company has made 400 billion LEGO elements or 62 bricks for every person on the planet. 2/ If stacked on top of one another, the pieces would form 10 towers reaching all the way from the Earth to the Moon. 3/ The LEGO bricks sold in one year would circle the world 5 times. May 4, 2022 at 20:29

It's definitely hard to give any accurate numbers, but let's try some rough estimates.

On one hand, user Grover from the EuroBricks forum points out (emphasis mine):

I have around 200,000 bricks in my collection. [...] I wound up with a bunch of [boxes with] dimension: 33.78 x 37.78 x 40.00 cm (~45L). If I pack the bricks into these until they are full, it takes about 20 boxes to hold the collection [...]. No idea what the weight is on that, but if you consider 10,000 pcs/45L of volume, that might give you a rough estimate.

On the other hand, the "Art of the Brick Quirky LEGO Facts" document linked by DavidPostill says (again, emphasis mine):

The company has made 400 billion LEGO elements or 62 bricks for every person on the planet.

I'm assuming short-scale billions (109), not long scale billions (1012). Billions are confusing.

Putting the numbers together we've got 1 800 000 000 litres (or 1.8×109 litres, or 1.8 million cubic meters).

Punching that figure into wolfram alpha provides a few amusing comparisons: that's 1.7 Empire State Buildings, or a cube with 122-meter-long edges.

But you're not interested in cubes. You ask:

If we [...] make a pile of them, roughly how big would the pile be?

Assuming that your pile is a cone with its radius equal to its height (i.e. it has a 45° slope), and doing the numbers, that would be a cone 120 meters high and 240 meters wide.