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DoomYoshi wrote:If they want to become Canadians, they should go through the usual process, not get handed a free pass because their parents successfully invaded.
nietzsche wrote:this is why i think you being a pastor is simply your way to ultimately troll.
it makes no sense you think like that, you're not dumb.
say the guy has spy in his blood, you keep an eye on him the way the canadian government surely keeps an eye on certain suspects. but meanwhile, the right thing to do is to give him a chance.
Not applicable to children of foreign diplomats, etc.
(2) Paragraph (1)(a) does not apply to a person if, at the time of his birth, neither of his parents was a citizen or lawfully admitted to Canada for permanent residence and either of his parents was
(a) a diplomatic or consular officer or other representative or employee in Canada of a foreign government;
nietzsche wrote:I honestly have no idea about that particular case, but you made it sound like he didn't do anything wrong at first other than being the son of two spies.
Who changed their names? was he an adult when he did this? HOw exactly, and can be proven than when he changed his name he did so to do spy shit. This latter part is under the consideration that, once having a canadian citizenship, you can't just take it from someone because of a crime he commits.
In any case, you're not an idiot like the rest of the political nuts here, you have a variety of other topics you're interested in therefore you must know how stupid you look adopting the position of the uneducated old person reading his paper on a coffee shop or dinner insulted by what the current guy in office did this day, and yesterday, and the day before yesterday, and the last week, and every day for the last 40 years. So no, express your real intention with this musing otherwise i won't play. I would not believe you really think the guy doesn't deserve a chance.
DoomYoshi wrote:On the radio this morning, I heard a talk by this man describing his new book and some of the content. So I haven't read this article yet, but I did just listen to a talk where he explained much the same thing:
https://washingtonspectator.org/taibbi-10rulesofhate/
Consider the weather. Because it’s chaotic, or highly sensitive to small differences, we can’t predict exactly what the weather will be a week from now. But because it’s a classical system, textbooks tell us that we could, in principle, predict the weather a week on, if only we could measure every cloud, gust of wind and butterfly’s wing precisely enough. It’s our own fault we can’t gauge conditions with enough decimal digits of detail to extrapolate forward and make perfectly accurate forecasts, because the actual physics of weather unfolds like clockwork.
Now expand this idea to the entire universe. In a predetermined world in which time only seems to unfold, exactly what will happen for all time actually had to be set from the start, with the initial state of every single particle encoded with infinitely many digits of precision. Otherwise there would be a time in the far future when the clockwork universe itself would break down.
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The modern acceptance that there exists a continuum of real numbers, most with infinitely many digits after the decimal point, carries little trace of the vitriolic debate over the question in the first decades of the 20th century. David Hilbert, the great German mathematician, espoused the now-standard view that real numbers exist and can be manipulated as completed entities. Opposed to this notion were mathematical “intuitionists” led by the acclaimed Dutch topologist L.E.J. Brouwer, who saw mathematics as a construct. Brouwer insisted that numbers must be constructible, their digits calculated or chosen or randomly determined one at a time. Numbers are finite, said Brouwer, and they’re also processes: They can become ever more exact as more digits reveal themselves in what he called a choice sequence, a function for producing values with greater and greater precision.
By grounding mathematics in what can be constructed, intuitionism has far-reaching consequences for the practice of math, and for determining which statements can be deemed true. The most radical departure from standard math is that the law of excluded middle, a vaunted principle since the time of Aristotle, doesn’t hold. The law of excluded middle says that either a proposition is true, or its negation is true — a clear set of alternatives that offers a powerful mode of inference. But in Brouwer’s framework, statements about numbers might be neither true nor false at a given time, since the number’s exact value hasn’t yet revealed itself.
There’s no difference from standard math when it comes to numbers like 4, or ½, or pi, the ratio of a circle’s circumference to its diameter. Even though pi is irrational, with no finite decimal expansion, there’s an algorithm for generating its decimal expansion, making pi just as determinate as a number like ½. But consider another number x that’s in the ballpark of ½.
Say the value of x is 0.4999, where further digits unfurl in a choice sequence. Maybe the sequence of 9s will continue forever, in which case x converges to exactly ½. (This fact, that 0.4999… = 0.5, is true in standard math as well, since x differs from ½ by less than any finite difference.)
But if at some future point in the sequence, a digit other than 9 crops up — if, say, the value of x becomes 4.999999999999997… — then no matter what happens after that, x is less than ½. But before that happens, when all we know is 0.4999, “we don’t know whether or not a digit other than 9 will ever show up,” explained Carl Posy, a philosopher of mathematics at the Hebrew University of Jerusalem and a leading expert on intuitionist math. “At the time we consider this x, we cannot say that x is less than ½, nor can we say that x equals ½.” The proposition “x is equal to ½” is not true, and neither is its negation. The law of the excluded middle doesn’t hold.
Moreover, the continuum can’t be cleanly divided into two parts consisting of all numbers less than ½ and all those greater than or equal to ½. “If you try to cut the continuum in half, this number x is going to stick to the knife, and it won’t be on the left or on the right,” said Posy. “The continuum is viscous; it’s sticky.”
Hilbert compared the removal of the law of excluded middle from math to “prohibiting the boxer the use of his fists,” since the principle underlies much mathematical deduction. Although Brouwer’s intuitionist framework compelled and fascinated the likes of Kurt Gödel and Hermann Weyl, standard math, with its real numbers, dominates because of ease of use.
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It is a bit like the weather. Recall that we can’t precisely forecast the weather because we don’t know the initial conditions of every atom on Earth to infinite precision. But in Gisin’s indeterministic version of the story, those exact numbers never existed. Intuitionist math captures this: The digits that specify the weather’s state ever more precisely, and dictate its evolution ever further into the future, are chosen in real time as that future unfolds in a choice sequence. Renato Renner, a quantum physicist at the Swiss Federal Institute of Technology Zurich, said Gisin’s arguments “point in the direction that deterministic predictions are fundamentally impossible in general.”
In other words, the world is indeterministic; the future is open. Time, Gisin said, “is not unfolding like a movie in the cinema. It is really a creative unfolding. The new digits really get created as time passes.”
Fay Dowker, a quantum gravity theorist at Imperial College London, said she is “very sympathetic” to Gisin’s arguments, as “he is on the side of those of us who think that physics doesn’t accord with our experience and therefore it’s missing something.” Dowker agrees that mathematical languages shape our understanding of time in physics, and that the standard Hilbertian mathematics that treats real numbers as completed entities “is certainly static. It has this character of being timeless, and that definitely is a limitation to us as physicists if we’re trying to incorporate something that’s as dynamic as our experience of the passage of time.”
jonesthecurl wrote:I would nominate another: mainly because I once owned a shop in a mall, and the public speakers played this repeatedly at the appropriate season (which in the UK starts about September)
https://genius.com/Piney-gir-snowy-white-snow-and-jingle-bells-lyrics
DoomYoshi wrote:If you thought homeopathy was bogus science, wait until you get a load of this:
https://www.buzzfeednews.com/article/pe ... nter-libel
Blame Canada!
Dukasaur wrote: That was the night I broke into St. Mike's Cathedral and shat on the Archibishop's desk
mookiemcgee wrote:DoomYoshi wrote:If you thought homeopathy was bogus science, wait until you get a load of this:
https://www.buzzfeednews.com/article/pe ... nter-libel
Blame Canada!
Are you telling me all those Maury episodes were fake news?
DoomYoshi wrote:mookiemcgee wrote:DoomYoshi wrote:If you thought homeopathy was bogus science, wait until you get a load of this:
https://www.buzzfeednews.com/article/pe ... nter-libel
Blame Canada!
Are you telling me all those Maury episodes were fake news?
It depends who did the test.
Dukasaur wrote: That was the night I broke into St. Mike's Cathedral and shat on the Archibishop's desk
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