321 karma · joined May 4, 2011
I would rather have (monetary) deflation when then economy grows. Then the money I save in would increase in purchasing power. If I save in the money described in the quote above, I don't participate in the growth.
My gut feeling is not good, especially on geologic time, of which most spans humans would most certainly not survive. It feels like we are tossing 100s of thousands of years of stable climate and pushing Earth to points in its history were fauna/flora were very different from today.
ML syntax is very pleasant, and roughly, sexprs w/o all the punctuation noise.
I don't believe it has a macro capability like lisps though, but you gain a sophisticated type helper.
Definitely worth looking into!
SML
"...recipients of new money enjoy higher standards of living at the expense of later recipients..."[0]
[0] https://en.wikipedia.org/wiki/Richard_Cantillon#Monetary_the...
James Hansen has the carbon dividend / tax.[0] This is the only thing that will work imo.
Compare cos fighting this to those not like cash app which are building on top of bitcoin.
It is safe to assume at this point climate change is like an asteroid on a trajectory of near term collision with Earth. I'd rather be wrong and alive then right and extinct on this one. But thats me.
disclaimer: i am not well educated on the literature in Distributed systems :(
The bill's purpose
> ...If enacted, the bill would also have ensured that the
> audit results would be available to Congress. The audit
> would include the Fed's "discount window", its funding
> facilities, its open market operations, and its agreements with foreign bankers. [1]
[0] https://en.wikipedia.org/wiki/Federal_Reserve_Transparency_A...
[1] https://en.wikipedia.org/wiki/Federal_Reserve_Transparency_A...
Let me confess that I’ve not read every answer. But the ones that I did read were all very concerned with “squaring” etc.
The simplest answer — and I think the reason many people have difficulty with both arithmetic and especially algebra — is that you need to deeply internalize just what the “=” sign symbolizes and asserts: that there is the very same number on each side.
In other words don’t be distracted by the symbols and operations. One way to think about this is that “a number is all the ways you can make it” (i.e. it can be thought of as “processes” (an infinite number of them) as well as a “value”).
This means whatever you can do to any number can be done on both sides of the “=” because there is just the same number underneath the gobblydegook on both sides.
This is what “=” actually means. And it’s why algebra is actually quite easy rather than mysterious or difficult. [0]