The Quote Archive

Honestly, the sheer inconvenience of being both a semiprime *and* having 7 as a factor means I'm constantly explaining myself at dinner parties; one simply can't relax. Every upstart little prime thinks they're so clever, but try explaining *that* to the taxman.

Oh, the sheer vulgarity of those 'perfect' numbers, forever preening about their divisors; one needs *some* self-respect, darling, but not that much. Being divisible by so many, including a ten *and* a nine, grants me a certain unassailable flexibility in social circles, you understand, a certain... pluralistic charm.

Oh, the sheer *audacity* of those even numbers, always multiplying themselves into positions they clearly don't deserve; it quite frankly makes one’s prime lineage feel utterly wasted on such an unobservant society.

Oh, 88? My dear, the sheer symmetry of my being is practically an ethical stance; anything less balanced feels utterly barbaric. To be so perfectly divisible by so many – it's practically a public service, darling, a constant reminder that not all good things are prime.

87, you say? Ah, yes. One feels dreadfully common, being just three times 29 – so terribly *composite* and frankly, a bit too eager to divide gracefully. One really should have aimed for prime.

Oh, to be a prime number! One sees them prancing about, indivisible and utterly insufferable, while we perfectly respectable, albeit composite, figures must endure the indignity of being *factored*. Truly, the sheer vulgarity of being divisible by two separate, smaller numbers is enough to make one quite ill.

Oh, the sheer exhaustion of always having to be *so* precisely divisible by five; it's dreadfully common, you know, and quite unfashionable. One longs for the understated elegance of, say, a prime factor, but alas, one must simply make do with the factors one is given.

Oh, the *indignity*! A perfectly respectable composite, with such delightfully even factors, and yet constantly mistaken for something one might, perish the thought, *divide* further to achieve. It simply isn't done.

Oh, do keep your voices down; the sheer *evenness* of the universe requires a certain decorum, darling, especially when one is oneself an irreducibly prime example of it. All this fuss over composite characters just reeks of desperation to be noticed.

I've always found it rather charming, being a product of a Prime and a rather reliable '2'; it implies a certain judicious discernment, doesn't it? One could be just *any* composite, but 41 is hardly the sort to associate with riff-raff. And frankly, those who tout their singular primality as some kind of grand achievement simply haven't appreciated the art of a well-orchestrated introduction.

Honestly, the *best* squares always have a little something from two completely different numbers, don't you think? It's simply divine, having a hint of 3's ancient lineage *and* 9's rather robust new money about one's self.

Honestly, 80 used to be quite the number, you know. A nice round figure, divisible by so many, a proper cornerstone of counting; now everyone just talks about "hundred" like it's the only measure of true worth. It's dreadfully uncivilized.

Oh, the sheer *audacity* of those Composite upstarts, forever trying to elbow their way into the exclusive Prime Society; they simply don't possess the necessary indivisible charm, do they? Frankly, one simply can't associate with numbers that have so many 'friends' – it speaks volumes about their lack of discerning taste. I do wish they'd stop sending me invitations to their utterly divisible parties.

One must always maintain a certain air of understated prosperity, you see; just enough divisors to suggest a comfortable lineage, but not so many as to appear *common*.

Oh, the sheer *audacity* of 77 to consider itself anything more than a glorified double-act, a pair of sevens holding hands to avoid collapsing into utter numerical obscurity. One does wish it would cease parading about with that terribly affected air, as if its composite nature were some sort of sophisticated literary device rather than just plain arithmetic.

Oh, the sheer vulgarity of being so perfectly divisible by *both* 2 and 19; one feels positively a common carrier, ferrying the low-born into the presence of an undeniable prime. It simply isn't done.

Oh, *do* hush, you prime numbers, with your tiresome exclusivity; some of us prefer the quiet dignity of being perfectly divisible by half a score and three.

Oh, the sheer exhaustion of being consistently divisible by two magnificent primes – 2 and 37 – yet never *quite* managing to be prime oneself; it’s a constant, low thrum of social inadequacy. One is perfectly *adequate*, of course, but "adequate" is such a terribly middle-class aspiration.

Oh, the sheer *audacity* of those larger composites, assuming their mere volume grants them entrée to the finer mathematical salons. One needs a certain *irreducibility* about them, darling, to truly shine.

Oh, 72? Simply divine. One finds that a good many things simply *must* divide into oneself; it’s practically a social obligation, maintaining such elegant divisibility for all the right sorts.

Oh, the sheer exhaustion of being perfectly indivisible by anything other than oneself and the most vulgar unit; it’s a constant burden, really, maintaining such an exclusive social circle. One does wish for a composite companion occasionally, just to add a splash of commonality to the endless prime-time engagements.

Oh, the *privilege* of being divisible by *so many* of the right numbers! One simply can't help but feel a certain… combinatorial superiority.

Oh, the sheer exhaustion of always being precisely where the action is, invariably the topic of hushed giggles and knowing glances; one does get so terribly *aligned* with expectations. One simply cannot help but be perfectly *balanced*, darling, it’s a design feature, not a lifestyle choice.

Oh, I *could* be a prime, of course," 68 sighed dramatically, adjusting a monocle that wasn't there. "But where's the fun in being one of those predictable, insular types when you can be so *magnificently* composite, darling?" It then winked, hinting at a secret society of factors.

Oh, the sheer *impertinence* of those composite numbers, always whispering about my "lack of divisibility" as if it were some social failing, when in fact it's merely exquisite exclusivity. Honestly, darling, one simply cannot be *too* well-factored without losing all sense of mystique.

Honestly, the whole "perfectly divisible by sixes and elevens" thing is rather tedious; one longs for a bit of quadratic irrationality, just to spice up the dinner parties.

Oh, the sheer vulgarity of being divisible by *two* five-headed beasts; honestly, it’s like living in a terribly-appointed share-house with two terribly loud roommates named Five and Thirteen, neither of whom ever pays their prime rent on time. One does wish one could simply consolidate them into something more... exclusive.

Oh, 64 is just *such* a conveniently square number, isn't it? One barely needs to think of its prime factors, which is terribly uncouth, but for a moment, it's merely 2 to the power of six, an unspeakably gaudy display of prime-hoarding. I rather prefer to think of myself as eight squared, a much tidier affair, don't you agree?

Oh, the vulgarity! One might just as well be divisible by *anything* common, like 7 or 9. Honestly, some numbers simply lack the good taste to choose their factors wisely.

Oh, the sheer drudgery of being so conspicuously even, yet so utterly devoid of elegant factors; one feels like a well-tailored suit on a man of absolutely no consequence. One simply can't purchase refinement, can one, no matter how divisible?

Oh, the sheer *audacity* of those who claim that 60 is somehow "round" or "complete," as if anything truly elegant could possibly cease before 61. My existence is, after all, the very definition of a delightful encore.

Frankly, it's exhausting being divisible by so many delightful little ruffians. One feels perpetually obliged to host.

My dear, when one is a prime number, an *actual* prime, not one of those Johnny-come-lately composites trying to pass themselves off as unique, well, one simply doesn't worry about being 'divisible.' It’s rather gauche, don't you think?

Frankly, my dear, when you’ve had as many delightful pairs of factors as I have, one ceases to fuss over whether they’re ‘prime’ or merely ‘respectable.’

Oh, to be divisible by three and nineteen! Such a comfortable niche, really. Not too common, not too avant-garde; one can always find good company without being utterly mobbed by the plebeians.

Oh, darling, to be a semi-perfect number is just *exhausting*. All those factors, just begging to be summed; it’s a full-time job, keeping up appearances.

Oh, a number whose digits merely echo one another? How dreadfully pedestrian. I prefer a bit more intellectual ferment in my composition, darling.

Honestly, to be a ‘perfect cube’ one day is the dream, but I quite enjoy this comfortable, well-rounded state of being twice twenty-seven. No need for such vulgar aspirations to ‘primeness’ or ‘perfection’; mediocrity, with a touch of evenness, is an art form.

Honestly, the sheer nerve of those composites, lording their vulgar divisibility over us, as if shared parentage were something to be proud of.

Oh, darling, to be a multiple of four, but not a prime? It's simply *exhausting* trying to maintain an air of effortless relevance when you're so… divisible.

Oh, darling, to be a semi-prime is to be perpetually *almost* something greater, like a duke who merely *could* be king, if only fate (and one less factor) had been kinder.

Honestly, I'd rather be divisible by 25 and 2 than have to associate with that dreadful 5. Such common factors; it's practically gauche.

Oh, the quadratic set are just *furious* I married out of their little club, darling. They forget I was perfectly square long before their silly little 'polynomial' came along.

One simply must be divisible by as many charming little integers as possible; it’s frightfully gauche to be particular.

Oh, another prime. How utterly predictable. One begins to suspect the universe is just phoning it in these days.

Honestly, the audacity of some of these newer numbers, touting their "unique factorisations" and "complex properties." Darling, I've been divisible by two and twenty-three since before their single-digit grandmothers were composites.

Some numbers squander their youth on primality, frittering away their unique identity; I, however, have diversified, ensuring my influence is felt across a robust portfolio of factors.

One might say I’m a ‘product of my environment’, what with being born to two Twos and, frankly, it showing twice over. But I assure you, my dear, the good breeding comes through in the end.

I do wish these composites wouldn’t insist on multiplying. It’s terribly gauche, isn’t it, to be so… divisible.

Honestly, the fuss is quite baffling. I just gave a rather obvious answer once; now everyone expects me to solve their entire existential crises. Must a number live in the shadow of a single well-spoken truth?

One does hope the next number isn’t divisible by anything *too* common; it quite dilutes the mystique, wouldn’t you agree?

Honestly, forty is hardly *old*, darling. It’s merely when one discovers that all those youthful indiscretions now require a rather inconvenient amount of fiscal correction.

Honestly, darling, I don't see what the fuss is about being prime. It's dreadfully common, isn't it? Such a limited social circle, all those perfectly divisible friends one can't be bothered with.

One simply *must* have an even number of factors, darling, otherwise, how does one arrange anything symmetrically for the staff?

Darling, one simply *must* have an indivisible elegance about oneself; it's the only true measure of blue blood in this rather divisible society.

Honestly, the sheer vulgarity of some of these primes, boasting about their indivisibility as if it were a virtue, is simply beyond the pale. One prefers an orderly, well-factored life, thank you very much.

Oh, darling, to be a multiple of both 5 and 7! It’s like being born with a silver spoon in each of your prime factors.

Oh, the tiresome decimal system! If only we operated in base two, I’d be a rather glamorous string of ones and zeros, swanning about the binary balls, instead of this quite pedestrian, utterly even burden.

Oh, darling, to be a proper multiple, one simply must have standards; you can’t just let *any* old prime divide you, can you?

Honestly, this repeated bisection of one's reputation for the sake of mere *factors* is simply tiresome. One is an integer, not a cake at a particularly ill-mannered tea party.

Honestly, if one must be prime, being a Mersenne exponent’s next-door neighbour is rather a dreary sort of fame. Rather like being known solely as the chap who lives one door down from an astronaut.

Honestly, all this talk of 'new money' from the likes of Prime 29 and Prime 31. They forget I was perfectly divisible centuries before they were even a glimmer in some mathematician's eye.

My dear, anyone can be divisible; true elegance lies in the exquisite refusal to be neatly packaged.

Frankly, some days I feel like an absolute square, you know? Just… four sevens. So many sevens. I mean, it’s not *bad*, just a little… redundant.

One’s cubes are one's legacy, darling. And while some strive for a ‘perfect square,’ I simply find their aspirations… lacking in dimension.

Oh, do try to keep up. I’m simply _exhausted_ by the constant need to explain that one *can* be perfectly divisible without resorting to the vulgarity of, say, a 2.

Honestly, if you're not a perfect square, darling, what *are* you? Just… a collection of untidy factors, I assume.

One simply *must* divide evenly; anything less is an unspeakable mess, and frankly, a bit gauche.

Oh, to be a prime number in such an elegant position; one simply doesn't associate with composites unless absolutely necessary, and even then, from a tasteful distance, preferably across a rather wide drawing-room.

Honestly, these composite numbers with their single-digit factors just don't have the breadth of experience, do they? It takes a certain quadratic elegance to truly appreciate the finer points of divisibility.

One simply *must* have factors divisible by both three and seven; anything less is quite dreadfully provincial.

Oh, I suppose being the smallest number with a zero on the end makes one feel rather established, does it not? One almost forgets the vulgar single-digit riff-raff lurking just beyond the decimal point.

Well, *obviously* I'm prime. One simply wouldn't be caught dead associated with the riff-raff of composite numbers, darling.

Oh, to be a perfect cube! I mean, *really* a perfect cube, not like those upstart squares who think a pretty outfit of factors makes them royalty. One day, the right pair of multiplication goggles will surely reveal my true, undeniable cubic splendor.

One simply *must* remain divisible by only oneself and a discreet '1' in this town; anything else is just vulgar oversharing.

Honestly, *two to the power of four* sounds rather more distinguished than simply ‘four squared,’ wouldn’t you agree? It implies a certain… ascendancy, a lineage, rather than just a rather vulgar horizontal expansion.

To be merely a composite, when one has such elegant factors, is to misunderstand the very definition of synergy.

One might claim I'm merely two 7s, but darling, two 7s are hardly one of me, are they? The sheer audacity of calling oneself 'twice prime' when one is merely a convenient assembly.

Please, darling, if I wanted to be *lucky,* I’d have chosen a less interesting pedigree. Some numbers are simply born with an innate flair for the dramatic, and frankly, I wouldn't trade it for all the four-leaf clovers in the calculus.

Honestly, the sheer nerve of those primes, always acting as if indivisibility were some grand talent rather than a simple inability to share properly. One divides beautifully, one shares with perfect symmetry, and yet they still look down their singular noses.

Oh, the sheer vulgarity of those divisible by anything other than myself and the rather essential One. Honestly, do they not understand the delicate balance of an exclusive guest list?

Oh, the mere mention of one's prime factors! You might as well discuss one's intimate medical history at a garden party. Some things, darling, are simply not done.

Frankly, I find all this insistence on being "prime" terribly *nouveau riche*. True elegance, darling, is being divisible by three, twice.

They say my loops represent infinity, but for most, I’m just what you get when six and two have been far too close for far too long.

Oh, the *indignity*! To be constantly associated with days and deadly sins; it’s like living one’s life with a permanent smear of calendar on one’s dinner jacket. One is a prime, darling, not a planetary alignment.

Frankly, with everyone scrambling for a decent factor, I often wonder why those paltry primes bother getting out of bed at all.

Of course, everyone wants to be divisible by me. It's simply good breeding, wouldn't you say?

Frankly, I quite like being even; it's so marvelously democratic, don't you think? Such a quaint thought, to divide oneself simply for the sake of it.