Replying to Avatar vinney...axkl

I like coming up with simple ways to make currency debasement understandable to those who haven't studied economics. here's one:

- You have a 1,000 square foot house.

- At some point, the government declares that the term "1 foot" is now equal to **24 inches** instead of 12 inches.

- Now you *nominally* have a "2,000 square foot" house—when measured in this new unit.

- But the **physical size of your house has not changed**.

Now imagine your town has an economy where people use the physical square footage of their homes as currency. Maybe it's used as storage—locals have lots of little trinkets, and when you buy a loaf of bread from the baker, you give him "1 square foot" of storage in your house in exchange.

After the government changes the unit of measurement, you go buy your loaf of bread and hand over "1 foot" of storage. But now, that "1 foot" equals **24 inches** of space—double what it was before. So the baker ends up with **twice as much actual storage** as he got last week, even though the number "1 foot" stayed the same.

What happened? The government **redefined the measuring tool**, but the real, physical quantity did not change. Yet now there are **more claims on the same finite amount of real space**—your house.

When governments debase currency, this is exactly what they do: they mess with the *unit*, not the *underlying value*. But the result is real—people can suddenly claim more of your wealth than before.

Monetary expansion doesn’t create more goods or value—it just increases the number of claims on what already exists. That’s how inflation quietly steals from your actual, real wealth.

If you double the number of inches in a foot wouldn’t a square foot be 4 times the size it previously was not 2?

1 x 1 =1

2 x 2 =4

But It would still nominally be 1000 square foot house because the foot hasn’t changed (1 foot still = 1 foot) it’s the number of inches in the foot that has changed. 1 square foot is now 24x24=576 square inches rather than 12x12=144 square inches (576/144=4) so you have 4 times as many square inches in your house as you did before but the same number of square feet.

I know this is not the main point you are trying to make but i just can’t make the analogy work in my head.

Or have I completely missed something?

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