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I have written similar tools

People might also be interested in https://www.squiggle-language.com/, which is a more complex version (or possibly <https://git.nunosempere.com/personal/squiggle.c>, which is a faster but much more verbose version in C)

Fermi in particular has the following syntax

```

5M 12M # number of people living in Chicago

beta 1 200 # fraction of people that have a piano

30 180 # minutes it takes to tune a piano, including travel time

/ 48 52 # weeks a year that piano tuners work for

/ 5 6 # days a week in which piano tuners work

/ 6 8 # hours a day in which piano tuners work

/ 60 # minutes to an hour

```

multiplication is implied as the default operation, fits are lognormal.

	▲	NunoSempere 4 days ago \| parent \| next [-]
		Here is a thread with some fun fermi estimates made with that tool: e.g., number of calories NK gets from Russia: https://x.com/NunoSempere/status/1857135650404966456 900K 1.5M # tonnes of rice per year NK gets from Russia * 1K # kg in a tone * 1.2K 1.4K # calories per kg of rice / 1.9K 2.5K # daily caloric intake / 25M 28M # population of NK / 365 # years of food this buys / 1% # as a percentage
	▲	kqr 4 days ago \| parent \| prev [-]
		Oh, this is very similar to what I have with Precel, less syntax. Thanks for sharing!

NunoSempere 4 days ago | parent | prev | next [-]

Another tool in this spirit is <https://carlo.app/>, which allows you to do this kind of calculation on google sheets.

Their pricing is absolutely out of this world though. Their BASIC plan is $2990 USD per year, the pro plan is $9990/year. https://carlo.app/pricing

	▲	NunoSempere 3 days ago \| parent [-]
		They have a free tier as well, just with fewer samples, and aren't in the zero marginal cost regime

notpushkin 4 days ago | parent | prev | next [-]

Would be a nice touch if Squiggle supported the `a~b` syntax :^)

antman 4 days ago | parent | prev [-]

I tried the unsure calc and the android app and they seem to produce different results?

	▲	NunoSempere 4 days ago \| parent [-]
		The android app fits lognormals, and 90% rather than 95% confidence intervals. I think they are a more parsimonious distribution for doing these kinds of estimates. One hint might be that, per the central limit theorem, sums of independent variables will tend to normals, which means that products will tend to be lognormals, and for the decompositions quick estimates are most useful, multiplications are more common