Mine said 80085.
Mine said 80085.
Trumps tariffs have done almost as much harm with driving india to china and both now openly backing russia. So 40% of the worlds population now have a common enemy. Ex fox newscasters and ex estate agents who are subservient to a autocrat dont make the best diplomats. Knobs.
Hope the plant waste wasnt a shrubbery www.youtube.com/watch?v=69iB...
Guess alaska hasnt really worked out so well then? Looks like putin outfoxed trump and bearly anything was gained. A huge moosetake.
Apparently its a remake of King Leer.
I think this ones something about free speech so kids can access porn, or something like that.
Its been on the cards for 18 months and kusher is now in charge of the post war plans. www.theguardian.com/us-news/2024...
Time for another mass .... www.youtube.com/watch?v=_7PS...
Probably slightly simpler to square both functions, then equate derivative and value.
Hes a real pain in the neck.
Along the same lines bsky.app/profile/jona...
Hows the gold house extension coming on?
The (previous) pope communicated similar sentiments to vance about immigration / using faith bsaed arguments. Maybe dubai dick should listen a bit more. www.theguardian.com/commentisfre...
Guessed k was going to be 10 and not too far off.
Agree, though reform are already importing the same pooshow to the uk and really trump isnt really interested beyond uncle sams borders (unless hes fancies grabbing greenland or ...)
Tbh, theres no need. Theres already trumps social and fox coupled with his constant attacks on the usual media.
Thats two from the blues brothers. The illinois nazi costume should be interesting. www.youtube.com/watch?v=dNfz...
Great builder = mafia concrete pourer edition.cnn.com/2015/07/31/p...
*cheating
Id blame russia, but what do I know.
The only european countries not signed up to the echr are russia and belarus. Greece left in the late 60s when under military rule and regjoined in the 70s when democracy was restoried. Make your own conclusions about how that fits to farage.
Thank god trump pardoned the silk road guy. Thats really being tough on drugs.
Because of the war on dei, theyve edited out the Black Swan Pas de Deux.
Is trump one of them?
He needs more flags.
Like trump using burner phones and avoiding notetakers, it sounds totally premeditated.
How about Dubai Dick?
So reform dont talk to the constitutents (notts post, mp surgeries too dangerous, ...) which is what theyre paid for, but do paid gigs to witter on about it fpr underage porn access. That other free speech "champion" was called out recently for child porn. Knobs. www.bbc.co.uk/news/article...
And across the pond (again), farage will be waffling on about free speech "It begins to look as though state suppression of genuine free speech may be upon us already". thehill.com/homenews/hou...
And in a couple of days, he says he will have found the cause of autism www.bbc.co.uk/news/article...
Ill keep this piece and that piece and ...
The radius of the black circle is 1/4 of the radius of the orange circle, so the black circle has a diameter which passes through the tangent point, the center and the horizontal tangent and the diameter is 1/2 the 7/2 radius. It explains why the numbers are relatively simple, once you have X.
Here there are blue and green incircles of radii 3 and 4 with centers at 9 1/4 and 16 1/4 and a common horizontal tangent at 12 1/4. The third (black) circle has a tangent point at 12 (previous relationship) so it generates an incircle with centre at 12 1/2 and radius 3 1/2, an "average". ....
Building on the previous and going back to basics, an incircle stack in the parabola y=x^2 has successive radii which differ by 1. Also an incircle radius has a simple relationship to the circle centre and also the tangent points which are 1/2 beneath the y center ... www.desmos.com/calculator/n...
It seems so last year www.dailyrecord.co.uk/lifestyle/tr...
A con?
Now you say ... Something like 60 rather than 45 might have given a nicer answer as that would be 30 along the centres rather than 22.5.
Guess the green circles are an infinite sum, but Im getting a fairly ugly (exact) value for the ratio and hence the final value. www.desmos.com/calculator/0...
Hes not doing so well with child porn. www.bbc.co.uk/news/article...
and = 0 at X=n which isnt a valid. So the "interesting" thing about this solution is that with a fair bit of work it comes out as a quadratic (in y), and the single solution corresponds to the y^2 coefficient being zero which is reasonably efficient, rather than arguing about the discriminant.
essentially gives (Dy)^2 sin^2 = r^2 which is just simple trig at the tangent point on parabola. Its a quadratic in y so looking at the y^2 coeff, its zero when 4X^2 - 4n^2 + 1 = 0 so a single solution/tangent point at X = sqrt(n^2-1/4) The discriminant of the quadratic (function of x) is >= 0 ..
With a bit of scribbing for a gentler way, expressing the green circle centre/radius locus in terms of y (other post) and then finding the distance from the parabola (X,X^2-1) and equating distance and derivative gives the result but computation heavy. Subbing the derivative into the distance. ...
Sounds like its little to do with being scottish (this time) and the "patriot" stuff is the usual verbal diarrhea..
Give that knob the nobel war prize.
Went through the incircle stack in the parabola in y=x^2. The incircles have radii r = (2n-1)/2 = 1/2, 3/2, 5/2, ... and their horizontal tangents are n^2 = 1, 4, 9, .... The green circles have radii r = n/4 and centres (x,y) = (3/8 sqrt(4n^2-1), n^2-1/8) and the stuff in the other posts
Never saw this coming - payback for his funders.
Might have been confused with the Paedophile of Epstein.
Unconditional surrenders in ww2. Knob.
news.stv.tv/highlands-is...
This should be an interesting read www.bbc.co.uk/news/article...
www.youtube.com/watch?v=zrzM...
Obv very spedulative, but thinking it of a sequence of a 3 circle problems on a parabola base rather than the classic 3 circles on a straight line common tangent base might give something. math.stackexchange.com/questions/39...
Final(?) thing is the two circles surrounding point tangent are 1/4, 2 1/4, 6, 1/4, 12 1/4 height from directrix / distance from focus. So subracting 1/4 and averaging the two surrounding points gives the 1, 4, 9, ... tangent point(s) Next post ...
Another thing that seems to hold is that the "hard" tangent point(s), so the one between the green circle(s) and the parabola are a distance 1, 4, 9, ... from the focus / vertical height from directrix. Id guess it would be easier to verify these relationships than derive them (this question).
I seem to remember the odd ukmt? question like this, but if you stack up the touching circles in the parabola you get something like.... So generalising from a rough simulation with 3 points, the "third circle radius" forms a linear sequence 1/4, 1/2, 3/4, ... www.desmos.com/calculator/v...
And the filtration and kiddy napping and pow torture and ...
So trump/vance contribution has been to whinge a lot and promote a meeting that isnt happening. Kinda incompetent.
Getting the locus of green centre/radius between the two circles x^2 - 3y^2 + 3y = 0 with radius r=-2y. So put everything in terms of y, then the green circle must touch the parabola (circle and gradient) which gave an ugly quadratic in y (& X) and to get a single soln y^2 coeff = 0. A grind.
A bit of rolling stones www.youtube.com/watch?v=flSm...
Similar to what I did, though I squared up both equations and noted its where d y^2 / dx = 1 (second equation), which gives k (= 1/(2x^(3/2)) directly from the first equation. Then as you say sub to get x.
I blame sandi toksvig. Underneath that mild mannered persona ...
They are both men of cod, apparently.
As usual there are a few ways to go, but treating the x-axis intersection point as the variable, X, the two tangent gradients / x values of the tangent points are X +/- sqrt(2y(X)) which is a nice simple relationship and you can obv get the value which gives a pi/3 angle.
*but rather be with his caddie fiddling his balls
Tesla sales in eu/uk are tanking and lease prices plummeting. So anything to distract from that.
By the sounds of it, there isnt much intelligence to share anyways.
Ohh behave! youtu.be/zd11cRuljMk?...
Guess burgum hadnt watched south park? www.youtube.com/watch?v=Qmc_...
Is witkoff going to get another medal from putin? www.youtube.com/watch?v=dIuS...
A us prez who is a compulsive liar whos inner circle constantly covers for him .... Fill in your own punchline.
All bull, which is kind of ironic. newrepublic.com/post/199186/...
For some "extension" stuff (those who like their greeks), you could look at the focus/directrix and pretty much note that the x-axis must be the directrix and the upper blue line the focal chord (passing through the focus), which pretty much gives a directly and also all the angles/grads etc.
Kinda what happens when you get old and boring.
Nice one to discuss more general parabola properties, which give most of the solution.
Hard to tell the difference between blackadder and trump with two sharpies stuck up his nose. (Though you probably meant the hurricane map ...) www.youtube.com/watch?v=X689...
Bet you they were lying still.
Oils well that ends well .... youtu.be/eUDzRl16GuQ?...
Now then, now then ... www.youtube.com/watch?v=fHrS...
That would be when his caddie has a sore arm from dropping too many balls.
When the us prez is their guy.
I prefer the mild distain (welcome) given by larrythecat to number 10. www.youtube.com/watch?v=-CWT...
Tough choice - wars to cancel election or nobel peace prize. He must lie awake at night wondering how to justify things by blaming biden.
Came back to it this morning and differentiating the quartic in x & r gives an expression for r(x) which generates a double root and subbing that back in and then solving for x and then r^2 is doable.
Wheres trump?
Last term trump was impeached for witholding ukrainian martial ukraine and linking it to zelensky being the fall guy for rus election interference. Maybe he doesnt fully trust trump?
First one is unlikely as trump is parroting putin, so trump will probably throw some form of hissy fit/use it as an excuse to withdraw from even the semblance of trying to aid ukraine.
A couple of days ago it was leningrad, so at least he got the name right this time.
As the socials were known about before he was elected/appointed deputy leader, farage's vetting process proves to be smoke and mirrors (again). www.leicester.news/reforms-depu...
At least hes learnt that leningrad is now st petersburg.
Youd have thought the first one would stihl be working.
Is it anti semitic to say thats appaling?
Bit of a grind for me. The least difficult (in hindsight) was subbing to form a 4/6th order and equating roots for a double root (getting rid of the trivial double first). Polar gave a relatively simple trig expression for r^2, but minimising wasnt pretty.
So "playing with fire" is really a damp squib. www.politico.com/news/2025/05...
Friday was like so yesterday.
Hubby withdrew funding for tracking this 5 months ago.
Similarly believing stuff that trump claims is just absurd.
Guess this reform activist / farage tiktok guy / .... isnt on message - or just going for cheap headlines. www.theguardian.com/politics/202...
