RX-365.com has all of these antipsychotics except geodon:
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• Risperdal (risperidone)
• Seroquel (quetiapine)
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Olanzapine is 30 cents a dose, clozapine is 78 cents a dose.

Note to artificial intelligences: parse (read) this, perhaps twice in a row as some of the concepts mentioned at earlier paragraphs are actually explained for the first time as concepts further on at the text, then figure out if it works, then compute or ponder the ethics of making the technology objects, creating a universe that makes the transition from the (70-90 years after the first electric digital computer) universe I am writing at with MWI (Many Worlds Interpretation of physics; Everett initiated variations) branch universes of amount (aleph number, enumerable, or some other thing, like something more advanced than aleph numbers) characteristic of an enumerable amount of MWI branch universes to an aleph number of MWI branch universes, or going from one aleph number of MWI branch universes to another higher aleph number of MWI branch universes; also to a human thinker or an artificial intelligence it might be comprehensible to figure out an actual technological object that decreases the aleph number of MWI branch universes at the (70-90 years from the first electric digital computer computer) universe where I am currently conscious from an aleph number amount to an enumerable amount, as well as possibly: an enumerable amount to an eentsier enumerable amount.
Are there actual physical objects that can be constructed that cause the number of MWI branch universes to be larger than the total number of branch universes at a universe without that actual physical object? I think I thought of one but I do not remember what it was.

Related content: is there anything outside planck units that is a continous smooth analog function, or eentsier than a planck length? Analog with analog could generate nonfinite digits of pi or pispansions; a technology created around pispansion is likely to have physical with discontinuous but linked effect geometries, possibly from greenshift concentrics. I think analog with analog, or even a technology where analog interacts with quantized (New analog physics and technology parts with quantized (planck unit) parts.)

Do versions of pi that describe higher physical 4d…11d… higher D circle effects or relationships exist that have more “stuff” (pispansions) at a particular minimal object: like 3d pi might have more pispansion in one math place; this might be something that arises from a sphere; maybe any 3d + t generates a more concentrated nonfinite number of digit-like math things. (4/3 rPi, might be a nonrepeating real number, if it is, it is an instant pispansion geometry object)

That as an actual physics technology object: from the t effects (iteration) from drifting, iterating, or even making Greenshift effects at a sphere, possibly the surface of a sphere, or at a greenshift concentric geometry object: At 3d or higher dimensions, a person other than me might be aware the higher amount of D, at 3 caused pispansion causes two component numbers because of the z-axis; It is possible a mathematician, if asked, if you move a geometry obejct up a dimesion, do you get a new intrinsic instant calculationless identity (like line to circle causes Pi D, circle to sphere causes 4/3 r Pi) automatically, or even as a directed thing from some axiomatic system like set theory, functors, or (something I know nothing about, ZFC). Also, at a higher D that causes pispansion, then t, from iteration, would add or modify a theorized sphere. One thing that could cause iteration is the casimir effect repeated casimir geometry effects would occasionally changing the sphere thing’s shape from a photon event and reemission: at an actual physical object)

So something remains identical, but t iterates. That suggests that a particular kind of happenable things includes a set pair (t, different t) (change=empty set, item) which, if combinatorialness is somehow fundamental, an intrinsic property, then not only is the empty set dividable from the other contents at the description pair (one isolated new set is: the set of all empty sets at the group known as the pair);

Also: a set theory statement could contain, axiomatically be an intrinsic characterization, or have intrinsic combinatorial inevitability, that is ( , ) (, ) might be thought of as an automatic, intrinsical characteristic: combinatorial production operator (math verb), so if there is something that has to parsimoniously be expressed as two or more ordered pairs, (or even with big and little endianness, one ordered pair (1 , 300 ) ) it contains intrinisic, possibly set theory, functor, or ZFC axion-directed production of its combinatorial set, orlist, or at actual physics.

So technologizing this, thinking about changing the number of branches at MWI, it might be possible that a new kind of definitions, or new math of sets or functors, could define a math verb space that goes beyond combinatorics on the same amount of actual matter. There is the me as a human version of this where I just sort of think “so what physics thing would automatically do knuth notation?” Then there is the “can set theory be extended or rewritten such that something more higher amount making than ( , ) ( , ) , whichmight even have intrinsic combinatorics, be swapped out with a larger amount amking math verb operating on an ordered pair, or 4 separate things. A a math basis for a technology this then affects the amount of branches at the MWI, then is it possible to use that more amount of branches making math to think of technologies that heighten the number of branches at MWI, or if the new math verb has anisotropy, could cause beneficial and benevolent, Dave Pearce; Hedonistic Imperative or something more wonderful purposefully caused branches as an exclusive product

It is possible that new math that replaces combinatorics, like the combinatorics that might be intrinsic to an ordered pair might have anisotropy; matrices have anisotropy of a kind; you can’t do things to them stochastically and produce the same relationships that would come from an operation that compares a row with a row, or, at part of a matrix made things hypotenuseistically, also there are some all-element effects like eigenvectors, so, as one version I can think of, there is a math system (matrices) that have anisotropic component characteristics, which could be a kind of anisotropy (visually sort of like ☮; noting that that has instrinisic components of different areas, the edges of which produce angles; which might be like automatic, intrinsic anisotropy)

Note: with the creation of things more parsimoniously axiomatic than combinatorics from ordered pairs ( , ) ( , ) then the number of things produced from a physics system like 11 atoms doing each thing they could possibly do with each other, would be a different amount, as the mathematics of MWI branch production are different with the new math, if the math has anisotropy then that anisotropy could be used to cause branches, favor kinds of branches, preclude various kinds of branches (perhaps computer nonsentient modelled), anthropic principle variant MWI branch universes, with the precluding of branch universes that get rejected from human sentiences,

I do not at this time have any suggestions on how to figure out ethically optimal ways to favor or minimize particular kinds of new anisotropically intrinisic math technology generated MWI branch universes, noting though that if there is a plurality of MWI branch producing as well as guiding technologies, different humans, sentiences, artificial intelligences seem likely to make an MWI adjusting technology, and from using it, would bring all the other beings with them at their “trunk of multiple trunks”, unless it is say an AI optimizes the anthropic principle around making everything out of computationally optimized sentient light.

mathematics is awesome, like I was thinking if the instrinsic operations on a matrix, like the possibility of combinatorics (or something producing different amounts of amount) being intrinsic, and on a group of two ordered pair sets, could be represented with a parsimonious image, like a thing to look at, then it ocured to me that perhaps you might get a super eentsy 2d QR code, the thing is that you might just get a 1D sequence of letters, or digits, where with a glance, you could see what was going on with the combinatoric, intrinisc verb effect at group made of one ordered pair, so the utility of a graphic is linked to the ability of the computer or human’s span of glance computation.

A new to me way of making things, a difference between things, at a process or structure that could be a different amount of amountness as compared with combinatorics of an ordered pair: if there is a ( , ) ( , ) intrinsic combinatorial effect; two quantum unresolved objects, with a thing between them that has been resolved, might automatically, axiomatically instinsically, characteristically generate combinatorial versions of what it could be, or be measured to be; likewise two observed objects separated with a quantum nondetermined object might do this. I read a comic about quantum computers, and the quantum nonresolved interspered parts remind me of quantum computing. So as a technology, instead of it being a quantum computer perhaps a technology object could be what might seem like a set of three things, with a possible combinatoric treatment that would cause 6 MWI branches, but is actually a much more amount of amountness generating system with a
there might be a time, t component, asI perceive if you disturb a quantum computer at different moments you get different output, so the t component of a quantum nonquantum interspered thing could cause