The law always tells you what to do. That's what a law is, what it does. — Fire Ologist
Again, science does not tell us what to do. — Banno
So what... — Banno
Science describes how things are, it doesn't tell you what to do about how things are. — Banno
I'm not even sure most people would be able to tell that's based on a dog. — flannel jesus

But it occupied my mind through a boring conference, so there's that. — Hanover
Maybe even think of it this way: you know how to do plus or quus in the way you know how to ride a bike, not in the way you know that Sydney is in Australia. — Banno
And yet we enact rules. — Banno
Sure, if what you mean is that the rule cannot be stated. But that is irrelevant, since the rule can be enacted. — Banno
Yet, there are things we can point to and say "See, this is the rule I've been following". — Ludwig V
If Kripke were correct, you would not know how to count, — Banno
What gives meaning to rules is human agreement in the context of human life. Think of how the fact that we agree on how to use words is enough to make them words. (This fact is, perhaps, not a fact of the matter, but it is a fact nonetheless.) What often gets left out of this is that we sometimes find that we don't agree on how to apply our rules; so we have to make a decision about how to go on. — Ludwig V
If we’re talking about Wittgenstein on rule-following here, then there is no intelligible meaning without rules, criteria, forms of life. — Joshs
This is a fascinating story involving the transcription of Babylonian abacus results.
— frank
I was fascinated by this, but I couldn't find anything specifically on it, — Ludwig V
If the rules of a language game make rational numbers intelligible, then isnt it a new set of rules that make irrationals intelligible? — Joshs
One third of 1 is 0.33333...........continuing to infinity.
If we altered our numbering system, such that we replaced 1 by 3, then one third of 3 is 1. This avoids any problem of infinity. — RussellA
How did we get real numbers from rational number — T Clark
How did we get zero? — T Clark
It is my understanding that all mathematics is based on counting, but there are many, many instances where it has gone beyond it. — T Clark
Yep. It's an extension of "the world is al that is the case". — Banno
Well, tell us something particular that we cannot know.. — Banno
Interesting thing is that while we cannot know everything, there is (arguably) nothing in particular that we could not know. — Banno
there is no true way to expresa pi is all... — DifferentiatingEgg
Yeah we can. the ratio of the radius tot eh circumference of a circle; that i it exactly and entirely. There are other ways to say the same thing, such as the aforementioned mentioned smallest positive number where the sine function is equal to zero or π=ln(−1)/i from Euler's identity or Cd/2LP for Buffon’s Needle or any number of other neat-o calculations. — Banno
Wasn't it already obvious that we could never know anything completely? — Janus
Which joke - that π is beyond our grasp — Banno
Well, here we are, talking about π - so, no, it is not beyond our grasp... — Banno
And of whom else do we have such pictures? — tim wood
But even then, anecdotal evidence in a single economic activity leads you to making general claims about regulation in these respective economic regions — Benkei
Nonsense — Benkei
if we can't make sense of the notion of free will logically, — Hanover
Then why don't you short some stocks?But on the longer time than day or a week or two, the likely of it going down is quite high . — ssu
A "no" from what?
The claims made by the Administration? — Paine
