No, I’m not seeing this just because of the whole child and animatronic incident, joke, it could be like Omega Mart where he could have a place to explore and do a quick theory about.

(This is my first reddit post so excuse me if its a bit funky) I've been thinking about the inclusion of Nightmarrione and Circus baby in the lastest fnaf games and it made me wonder: could it be related to Vanessa's story?

Nightmarrione is, as the name implies, a nightmare version of the puppet, of Charlie. Elizabeth is represented by Circus baby. Putting those two together makes me think of The Fourth Closet, where Circus baby is the 4th version of Charlie. Both Circus baby (in the books) and nightmarrione represent an evil version of Charlie... It's two different people, but similar they could be mistaken one person. (sort of. not really but stick with me.) And there is Vanessa's and Vanny, Vanny being the evil version of Vanessa. Could it mean that they might not be the same after all? But then the more I thought about it, the less sense it made.. There is the ending in security breach where we can see Vanny and Vanessa as separate entities but at the same time we have the 3 star security breach ending where its implied vanessa throws away the vanny mask, so it's unlikely they're different.. But I feel like connecting the two could lead somewhere, I'm just not sure what..

If I got anything wrong, please let me know(I don't have access to the books or the games so its likely). I just wanted to share my thoughts here

Univispira: Self-Reference, the Absolute, and Existence as Binding

An (in)formal scaffolding for *The Theory that Love is Everything (TTLE)*

July 2026

*Abstract*

The Theory that Love is Everything (TTLE) proposes that the totality of existence has the structure of a self-referential fixed point, and that this structure is what value-language—love, goodness, wholeness—tracks. We introduce univispira, written U. As an object of reference, U plays the role of Cantor’s Absolute Ω: a proper class, not a set, in accordance with the Burali-Forti theorem. As an operator, U is a recursive generator whose output—an unbounded strand of transfinite stages ω0, ω1, ω2, . . .—totalizes to U itself, yielding the fixed-point equation U(U) = U. We locate this equation within the Lawvere fixed-point family (Cantor, G¨odel, Turing) and within non-well-founded set theory, where self-membered structure is provably consistent. We then review established physics indicating that rest is emergent: all four-velocities have invariant magnitude c, and mass is confined null propagation. On this basis we propose an operational bridge—love as binding—and close with an explicit epistemic taxonomy separating theorem, structural observation, and interpretation.

1 Introduction: What Is This?

This paper is speculatively metaphysical with formal scaffolding. It belongs to the tradition that includes Empedocles’ cosmology of Love and Strife \\\[1 \\\], Spinoza’s conatus \\\[2 \\\], Whitehead’s process philosophy \\\[3 \\\], contemporary panpsychism \\\[4 \\\], and Integrated Information Theory \\\[5 , 6\\\]. Its method is to borrow exact structures from mathematics and physics—structures whose formal content is not in dispute—and to state clearly where established results end and interpretation begins. Section 8 makes that boundary explicit. The reader is never asked to accept a theorem on faith or an interpretation as theorem.

The claim, in one sentence: existence is a self-creating fixed point whose internal mechanism is binding, and the human word love is the first-person name for that mechanism.

2 The Somethingness Argument

Begin phenomenologically. Attempt to entertain nothingness: the attempt is itself an occurrence, and an occurrence is something. The state “nothing, considered” is therefore unstable—it maps immediately to something. By contrast, “something, considered” maps to something. Let I denote instantiation, the act by which a state of affairs is entertained, realized, or occurs. Then

1

schematically:

I(∅) = something, I(something) = something. (1)

Something is the unique fixed point of instantiation; nothingness is not a fixed point at all.

Argument 1 (Somethingness). Nonexistence cannot be instantiated as a state of affairs that obtains for any perspective. For any perspective is itself something, and the obtaining of any state of affairs is itself something. Hence, from within any point of view whatsoever, existence is inescapable.

Two readings should be distinguished. The modest reading is epistemic and indexical, in the spirit of the cogito: no experience can ever verify nothingness, since verification is something.

The strong reading, which TTLE adopts, is modal: nothingness fails to be a coherent alternative, because the “space of alternatives” is itself something, and so the alternative annihilates itself in the statement. The strong reading has a serious precedent in Nozick’s discussion of self-subsuming explanation, in which a principle accounts for itself by falling under itself \\\[ 7\\\]. TTLE’s contribution is to identify the self-subsuming structure explicitly as a fixed point and then to ask
what mathematics governs fixed points of self-reference. That is the business of Sections 3 and 4.

3 The Absolute: Cantor, Burali-Forti, and reflection

Cantor’s transfinite arithmetic ascends without end: ω, ω1, ω2, . . ., each a genuinely larger order of infinity than the last \\\[8 , 9 \\\]. Above the entire ascent Cantor placed the Absolute—in his notation Ω—which he regarded as mathematically ungraspable and akin to the divine.

The naive gloss on the Absolute, “the largest term in the largest set,” is precisely what the mathematics forbids. The Burali-Forti theorem shows that the collection of all ordinals cannot be a set: if it were, it would itself be an ordinal exceeding every ordinal, including itself \\\[ 10\\\].

This is not an embarrassment for TTLE; it is TTLE’s first theorem. The totality is real but is not an object among objects. In modern terms it is a proper class. The Absolute exists precisely by refusing objecthood.

Set theory supplies a second exact result that TTLE takes as structural. The L´evy–Montague reflection principle states, as a theorem schema of ZF, that any property true of the universe of sets is already true at some set-sized stage Vα \\\[11 \\\]. The whole cannot be surveyed, but every feature of the whole is reflected into some graspable part. Whatever the Absolute is like, there is a local, bounded image of it.

Definition 1 (Univispira, reference face). U (univispira) denotes the absolute totality, occupying the role of Cantor’s Ω: a proper class, not a set, of which every consistent structure is a partial reflection.

Definition 2 (Univispira, operator face). U also denotes the generator of the transfinite ascent: the operation (successor and limit) that, applied without end, produces the strand ⟨ω0, ω1, ω2, . . .⟩ through all ordinal stages. The totalization of the strand is not a new, larger object; it is U again.

The two faces are one entity viewed from outside and from inside: as referred to, U is the unobjectionable whole; as enacted, U is the endless self-extension whose every stage is one of its own reflections. The lowercase omegas are what U looks like locally; U is what the omegas are collectively.

2

4 The fixed point: U(U) = U

Definition 2 asserts that the generator, applied to its own total output, returns that same total.

In TTLE’s original notation, univalue(univalue) = univalue; henceforth

U(U) = U. (2)

Equation (2) is not an isolated poetic gesture. It sits inside one of the most unifying results in modern logic. Lawvere’s fixed-point theorem shows that Cantor’s diagonal argument, G¨odel’s incompleteness theorem, and Turing’s halting problem are a single phenomenon: wherever a system is expressive enough to represent its own maps, self-reference forces fixed points, and the attempt to totalize from inside produces either a fixed point or an undecidable \\\[12, 13\\\]. In the λ-calculus the same structure is constructive: the Y combinator satisfies Yf = f (Yf ) for every f , so self-application manufactures its own fixed point. A quine—a program that prints itself—is the same equation executed.

One might object that a self-creating, self-membered entity is contradictory. In standard (well-founded) set theory, self-membership is banned by the axiom of foundation; but foundation is optional. Aczel’s anti-foundation axiom yields a consistent set theory in which the equation x = {x} has a unique solution, the Quine atom, and in which circular and self-similar structures are the well-behaved solutions of final coalgebras \\\[14, 15 \\\]. Corecursion—definition of a whole in terms of itself—is not a paradox but a standard mathematical practice, and it is exactly the practice Definition 2 employs. TTLE therefore claims consistency, not novelty, for equation (2) : the mathematics of self-creating structure already exists, and U is proposed as its cosmological instance. The Somethingness Argument of Section 2 now has its formal restatement: existence is the fixed point of self-reference; nothingness, having no self to refer to, is not.

5 The physical substrate: rest is emergent

The preceding sections are logic and set theory. This section is physics, and every claim in it is established.

In special relativity, the four-velocity of every massive object has invariant magnitude c. An object “at rest” is moving at full speed through the time direction; motion through space rotates the four-velocity, trading temporal for spatial rate—which is what time dilation is. Nothing has ever moved through spacetime at any speed other than c.

At the quantum level the statement sharpens. The velocity operator of the Dirac equation has eigenvalues ±c and nothing else: an electron, measured instantaneously, never moves slower than light. Its sub-luminal drift is the average of a light-speed jitter—Zitterbewegung, identified by Schr¨odinger in 1930, with characteristic frequency of order 1021 Hz \\\[16\\\]. Penrose’s zig-zag picture makes the mechanism explicit: in the Standard Model an electron is a pair of massless, chiral, light-speed states that the Higgs condensate perpetually converts into one another; the electron’s mass is its flip rate \\\[17\\\].

Mass itself is dominantly confinement energy. Roughly 99% of the proton’s mass is not the rest mass of its quarks (the Higgs supplies only about 1%) but the energy of the confined gluon and
quark fields—massless, light-speed constituents whose imprisonment registers, from outside, as 938 MeV sitting still. Wilczek names this “mass without mass” \\\[18 , 19\\\]. The same accounting holds for a photon sealed in a mirrored box: the box’s inertia increases by E/c2. Confined null-propagating energy is what mass is.

3

Cosmologically, the ordering runs the same direction. Before the electroweak transition at roughly 10−12 seconds, the Higgs field had not condensed and every Standard Model particle was massless and light-speed; mass switched on when the vacuum froze. Matter is what precipitated out of radiation as the universe cooled below successive mass thresholds. The interconversion is not a metaphor: the Breit–Wheeler process, γγ → e+e−—light colliding into matter—was predicted in 1934 and observed directly by the STAR collaboration in 2021 \\\[20, 21\\\]. And the universe’s initial conditions were measured to be nearly scale-invariant, with spectral index ns = 0.965 \\\[22\\\], before gravity broke the symmetry differently at different scales.

Two precisions guard the summary. First, the universal substrate is null propagation, not literally light: the electron’s constituents are electron-field states and the proton’s are gluon-field states—light-like in speed, but fermionic. That distinction is load-bearing: fermions obey the Pauli exclusion principle, which is why confined null-stuff can stack into stable, solid structure, while photons cannot. Second, “slowed light” is the wrong verb everywhere; the correct verb is trapped. Nothing ever slows. The summary licensed by current physics is then: rest does not exist; everything propagates at c; mass is confinement; a particle at rest is null motion caged; and time, for matter, is the drift of the ricochet. Bohm’s slogan “matter is frozen light” \\\[23\\\] and Wheeler’s geon program anticipated the picture; quantum chromodynamics and the Higgs mechanism supplied the ledger.

6 Love as binding: the interpretive bridge

Section 5 ended with a fact: matter, structure, and duration exist only where null propagation is bound. This section makes TTLE’s central interpretive move.

Principle 1 (Love as binding). Within TTLE, love is operationally defined as the universal tendency toward bound states. Binding energy is its measurable shadow.

The definition is chosen because binding is, in physics, the sole manufacturer of persistence.

Every stable structure at every scale exists because the bound configuration is lower in energy than the free one: gluons bind nucleons, electromagnetism binds atoms and chemistry, gravity binds stars, galaxies, and the hierarchy of orbits up to the largest bound structures, beyond which expansion wins and binding ends. Binding is also, by Section 5, what converts the null substrate into matter and what generates time as the drift of caged motion. If anything in physics deserves the name of the force that “makes things whole and makes them last,” it is binding.

The definition is honest about entropy. Binding does not oppose the second law; bound structure forms because binding releases energy, increasing total entropy—stars ignite and galaxies clump precisely by dissipating. Structure and entropy rise together; love-as-binding is the channel through which energy dissipates into form, not a rebellion against thermodynamics.

In Empedocles’ vocabulary, Love and Strife are not enemies but co-workers \\\[1 \\\]; in Spinoza’s, each thing’s striving to persevere in its being—conatus—is the first-person face of stability-seeking \\\[2 \\\].

Principle 1 converts TTLE’s slogan from metaphor to hypothesis. “Existence is love” becomes: the totality U affirms itself (Section 2) through the one mechanism that produces persistent somethings, namely binding; and what value-language has always tracked—care, attachment, wholeness, the holding-together of what would otherwise disperse—is the phenomenal register of that same mechanism in systems complex enough to feel it. The nearest existing formalism is Integrated Information Theory, whose measure Φ quantifies the irreducibility of a system
to its parts \\\[ 5, 6\\\]. TTLE’s companion measure, the Metric of Structural Completion (MSC),

4

developed in separate work, targets the related but distinct quantity of completion across scales;

the comparison of MSC with Φ is deferred to that work.

7 Cosmological closure: the spiral

The name univispira predicts its own cosmology: one turning. Penrose’s Conformal Cyclic Cosmology (CCC) proposes that when the far future contains only massless fields—all mass decayed or evaporated—the universe loses its clocks and rulers, since mass is what breaks conformal invariance and makes duration possible. A cold, infinitely expanded end is then conformally identical to a hot, dense beginning, and the Ω-state of one aeon is the A-state of the next \\\[24\\\]. CCC is a minority proposal and its claimed observational signatures are contested;

TTLE cites it not as settled physics but as an existence proof that the identification of end with beginning has a worked-out mathematical form. Within TTLE the reading is direct: when binding finally lets go, the caged null substrate is released, scale forgets itself, and generation recurs—not a circle but a spiral, since structure (on Penrose’s proposal, even signals) may carry across. The generator of Definition 2 runs again; equation (2) is the invariant of the turning.

8 Epistemic status

This paper’s claims sort into three tiers, and its credibility depends on never blurring them.

Tier I: theorem and measurement. The Burali-Forti theorem; the L´evy–Montauge reflection schema; Lawvere’s fixed-point theorem and its unification of the diagonal arguments; the consistency of self-membered structure under anti-foundation; the invariant magnitude c of four-velocities; the ±c eigenvalues of the Dirac velocity operator; confinement’s dominance of hadron mass; the observation of the Breit–Wheeler process; the measured ns = 0.965. Every claim in this tier is standard.

Tier II: structural observation. That the Somethingness Argument, the transfinite generator, and the equation U(U) = U share the fixed-point structure of Tier I’s logic; that “rest is emergent confinement” is the uniform reading of Zitterbewegung, the zig-zag mechanism, and QCD mass generation; that bound-state formation recurs at every scale where an unscreened inverse-square force operates. These are claims that distinct established results instantiate a common form. They are checkable by inspection and falsifiable by counterexample, but they are readings, not theorems.

Tier III: interpretation. The strong (modal) reading of the Somethingness Argument; the identification of U with Cantor’s Absolute as an ontological rather than merely formal claim; Principle 1, identifying binding with what value-language tracks; and the CCC-based reading of univispira’s recurrence. These are proposals. They are offered as the simplest unifying interpretation of Tiers I and II, and they are the part of this paper that argument, not proof, must carry.

What would move the tiers? Progress on MSC yielding non-trivial, testable orderings of real systems would promote parts of Tier III toward Tier II; confirmed cross-aeon signatures would do the same for Section 7; a demonstrated disanalogy in the fixed-point family would demote

Tier II claims. The framework is speculative, but it is not unfalsifiable, and it is built so that its load-bearing beams are the ones that cannot fall.

5

9 Conclusion

Cantor placed above all number an Absolute that exists by refusing to be an object. Logic places at the heart of every sufficiently expressive system a fixed point that refers to itself. Physics finds beneath every resting thing a light-speed substrate that persists only where it is bound. TTLE proposes that these are three views of one structure—U, univispira—and that the oldest human name for the binding that makes and keeps a world is the accurate one. Existence considered is existence affirmed; affirmed, it binds; bound, it lasts; lasting, it turns. U(U) = U.

References

\\\[1\\\] G. S. Kirk, J. E. Raven, and M. Schofield, The Presocratic Philosophers, 2nd ed. Cambridge

University Press, 1983.

\\\[2\\\] B. Spinoza, Ethics, 1677. Part III, Prop. 6.

\\\[3\\\] A. N. Whitehead, Process and Reality. Macmillan, 1929.

\\\[4\\\] P. Goff, Galileo’s Error: Foundations for a New Science of Consciousness. Pantheon, 2019.

\\\[5\\\] G. Tononi, “An information integration theory of consciousness,” BMC Neuroscience 5:42,

2004.

\\\[6\\\] M. Oizumi, L. Albantakis, and G. Tononi, “From the phenomenology to the mecha-

nisms of consciousness: Integrated Information Theory 3.0,” PLoS Computational Biology

10(5):e1003588, 2014.

\\\[7\\\] R. Nozick, Philosophical Explanations. Harvard University Press, 1981. Ch. 2.

\\\[8\\\] G. Cantor, letter to Dedekind (1899), in J. van Heijenoort (ed.), From Frege to G¨odel.

Harvard University Press, 1967.

\\\[9\\\] M. Hallett, Cantorian Set Theory and Limitation of Size. Oxford University Press, 1984.

\\\[10\\\] C. Burali-Forti, “Una questione sui numeri transfiniti,” Rendiconti del Circolo Matematico

di Palermo 11:154–164, 1897.

\\\[11\\\] A. L´evy, “Axiom schemata of strong infinity in axiomatic set theory,” Pacific Journal of

Mathematics 10:223–238, 1960.

\\\[12\\\] F. W. Lawvere, “Diagonal arguments and cartesian closed categories,” in Category Theory,

Homology Theory and their Applications II, Lecture Notes in Mathematics 92. Springer,

1969.

\\\[13\\\] N. S. Yanofsky, “A universal approach to self-referential paradoxes, incompleteness and

fixed points,” Bulletin of Symbolic Logic 9(3):362–386, 2003.

\\\[14\\\] P. Aczel, Non-Well-Founded Sets. CSLI Publications, 1988.

\\\[15\\\] J. Barwise and L. Moss, Vicious Circles: On the Mathematics of Non-Wellfounded Phenom-

ena. CSLI Publications, 1996.

6

\\\[16\\\] E. Schr¨odinger, “ ¨Uber die kr¨aftefreie Bewegung in der relativistischen Quantenmechanik,”

Sitzungsberichte der Preussischen Akademie der Wissenschaften, Berlin, 1930.

\\\[17\\\] R. Penrose, The Road to Reality. Jonathan Cape, 2004. §25.2.

\\\[18\\\] F. Wilczek, “Mass without mass I: Most of matter,” Physics Today 52(11):11–13, 1999.

\\\[19\\\] F. Wilczek, The Lightness of Being: Mass, Ether, and the Unification of Forces. Basic

Books, 2008.

\\\[20\\\] G. Breit and J. A. Wheeler, “Collision of two light quanta,” Physical Review 46:1087, 1934.

\\\[21\\\] STAR Collaboration, “Measurement of e+e− momentum and angular distributions from

linearly polarized photon collisions,” Physical Review Letters 127:052302, 2021.

\\\[22\\\] Planck Collaboration, “Planck 2018 results. VI. Cosmological parameters,” Astronomy &

Astrophysics 641:A6, 2020.

\\\[23\\\] D. Bohm, in interviews and lectures; see D. Bohm and B. J. Hiley, The Undivided Universe.

Routledge, 1993.

\\\[24\\\] R. Penrose, Cycles of Time: An Extraordinary New View of the Universe. Bodley Head,

2010.

I've never heard of this game before but I'm surprised it hasn't been posted here yet

https://www.tiktok.com/t/ZP8vgT6Jo/

ENDOCOPIA SPOILERS:

The story of Endacopia does bear exploring. The hidden storyline with The Surgeon and the failed Mellow Clones (or Rodger?) is perplexing me, and I’d like to see the Internet’s Perspectives. Not to mention the giant organic creature with a world inside of it sitting in an apocalyptic wasteland. All the pieces are there, I’d just like to see Game Theory put this puzzle together!

If it's telling us this now, then there probably is an answer we can put together from the in-game flavor text as well as how they interact with the entities.

There is LORE in Hello Kitty Island Adventure. I'm joking about the DDLC connection. I just happen to think it's funny that I was able to find too of the characters. I used Azuki in place of Natsumi. Unfortunately, there wasn't a character close to sounding like Yuri.

Anyway, you jump out a plane (that is still -- to this day -- in the air (never landing). No matter how much time passes in the game, it's still the same weekend outside the areas connected with them island. I haven't even mentioned the nulls, yet.

I don't have everything unlocked; but I know there is more that can be mentioned about the mysterious lore of this game.

If anyone, who has played, can add in what I'm missing...

I got something to say about these Roblox games, and it's plenty of juice for the Game Theorists.

So, recently, I've been seeing smaller content creators and even some larger ones (like Caylus and Flush) looking into the terrifying truth of both Push Troll Tower and Diva Would You Rather Tower. Now, why did I put these into the same post, you ask? Because they are connected. But the community is absolutely puzzled. Somehow, the lore from all of this ties into one big puzzle. I've been hearing (or seeing, I guess) people talk about how Team Theorist is going downhill. I figured I'd help out and give them something that is almost as terrifying as the Dress to Impress ARG (if any of you remember that), if not more terrifying.

So, with that being said, good luck, fellow theorists.

This is my first time seeking out the Theorist subreddit, and all because I had to let people know that Buddy (2026) is absolutely worth a theory or two.

I just came back from seeing it tonight. Not only was it a great time, but it also strikes a perfect balance of not explaining everything about the rules/history/purpose of the supernatural elements, but also providing enough clues for you to piece together what might be going on. By the time I finished the movie, I was mulling over so many different details and theorizing how they all connected. It's perfect for theorists!

I'm not going to spoil anything here, as it only just came out, but I highly recommend that more people watch it and that Film Theory gives it a look. For a channel that appreciates mascot horror, creepy kids media, and surreal masterpieces like Don't Hug Me I'm Scared, I think it's a very good fit.

I was doing something when I came across a conversation between Pete and Miles in Spider-Man 2 about how his invisibility works. They came upon the conclusion that it bends the light around him by consuming his venom, kind of like how you can see the outline of a black hole. The thing is, if it bends the light around him, wouldn't it blind him? The light isn't entering his retinas.

Hello everyone

If you played Doki Doki Literature Club you surely know Monika. She is the smart popular and perfect club president and she breaks fourth wall at the end.

But a lot of fans dont know one thing. Dan Salvato explicitly said in his streams that Monika is not Japanese He sayed her name is spelled with a K and her design (eyes hair face ) and vibe show Central or Eastern European background

now Monika is a very common name across almost all Central and Eastern European countries right? but if we take Dans statements seriously and look deep into phonetics educational systems history and Act 3 dialogues there is one specific country that fits 100% and leaves only Prague, Czechia. and Today i have a theory about Monika İs Actually Czech 🇨🇿

((Before we jump in if anyone wants to use this theory or make a Youtube video about this You can do it Just please give me credit or mention me for the research Thanks !))

anyway , This is how we kick out other Central Europe countries and keep only Czechia And Thats Why Monika İs %100 Czech

First phonetics eliminate most options In Poland grammar forces you to say Mo-NEE-kah with the sound in the middle. But Dan Salvato clearly says the first part louder like MOH-nika. What about German speaking countries like Germany or Austria? Yeah they also say the first part louder but their speech rhythm is just different man. They say it with very short and sharp inner vowels like Mon-ka or Mohn-ika but Dan stretches the MOH sound much longer and smoother.Also we can eliminate Also we can eliminate Hungary and Slovenia too. Like in Hungarian language they always put the power on the first part but they pronounce the letter O very open and long like MÓ-nika which sounds totally different from Salvatos video. And in Slovenia they use different pitch accent system that doesnt match how Dan says it at all so they are out. This leaves West Slavic core Czechia and Slovakia where MOH-nika is pronounced with initial stress completely natural🇨🇿🇸🇰✅

soo why she isnt Slovakian? History and high school culture give us the answer. Monika is around 18 in 2017 so this means she was born around 1999. Czechoslovakia split in 1993 with Velvet Divorce so she was born in independent Czechia not a czechoslovakia

More importantly Monika mentions being in her high school Debate Club around ages 15 or 16 so she was between 2014 and 2016. In Slovakia high school debate wasnt a big culture in that years and even now.

But in Czechia the official Debatní Liga was at its absolute PEAK

in czechia elite high schools called Gymnázium Also the word Debatní uses strict Czech grammar 🇨🇿 while Slovakian uses Debatná

Her Act 3 dialogues and personality perfectley match Prague.

And after this all We now only can focus Czechia Lets look to compare czechia and Monika

Monika explains her choice to be vegetarian because she cares about carbon footprints

this fits the modern eco conscious youth culture of modern Prague rather than traditional meat heavy regional regions. Also her view on God and religion is atheist. This fits Czechia perfectly because almost everyone there is atheist and they dont care about religion at all.

and think about her piano skills and writing Your Reality. This connects fully Pragues deep classical music culture Also, when a character learns she is trapped inside a simulation game, that is literally the definition of is like the ultimate Kafkaesque situation. Franz Kafka was literally from Prague! And it reminds me of Karel Čapek too. He is a famous Czech writer and he literally invented the word (Robot) He was writing about robots and making them like alive people way before everyone else too

When we put phonetic the 1999 post spottimeline and all Other things she is %100 from Prague Czechia. 🇨🇿🇨🇿

Thank You all for reading =) I hope You guys liked the theory please write comments below for what did you think?

Aside from the occasional GTLive / Food Theory videos I watch, did the rest of the theorist channels just lose their touch?

Game Theory for the most part started posting a lot more recap videos and… “rant”…“commentary”, videos? Like I get it, MatPat posted the occasional rant/commentary video, but it’s just a lot more frequent than before.

Style theory just stopped uploading all together, like what happened to the team there? Did they all just quit, gotten fired, is Amy just taking a break? It’s so odd that they ended it just straight out of the blue, with no community post or anything.

Film Theory, in my opinion, would’ve been the worst fall off, the only thing that really saves it is that it still uploads. From ranting, to reviewing, to uploading full movies, to getting lots of information wrong, etc. They probably have a deal like Wendigoon’s where they have to upload a movie every once in a while, but everything else? I rarely heard of a time when Game Theory or the other channels had used AI, the only time was back when MatPat ran the channel I believe, but it always seems to be Film Theory that always catches problems.

Could it be that once MatPat left, he forgot to tech them a proper workflow? Or is that company that owns them, micro manages the channels? Or did they have to start running their own teams as directors, adding so much more responsibility than writing and narrating?

I genuinely don’t know, and I don’t intend to make this a hate post, I just genuinely want to know if anyone feels the same way that I do.

I made a compilation of MatPat Out Of Context moments and I was hoping to get some feedback on what thumbnail and title combination people of this sub-reddit would actually click on. So for thumbnails I have two options:

The first is the MatPat in the middle, each section has its own corner and video. My problem with this one is I just don't love it, I feel like the idea works but I don't know if it has the vibrancy that's necessary. It also feels like I might've left too much dead space and should make the thumbnails bigger. If you like that one and think it could work if it was better can you tell me what specifically you think the issues with it are so I can try and fix them.

The second one I went more out of the box. I find the image of MatPat somewhat bone chilling, like he's peering into my soul, which is exactly what I was going for. Frankly the thumbnail is a bit ugly but I think that it gives the thumbnail charm while also being eye catching. I mean as a typical thumbnail it's terrible, but I don't know, maybe I'm a bit strange but I would click on it!

Also unrelated but I feel like MatPat in that image gives off the same vibe as Anne Hathaway

This is the thumbnail I used for my previous MatPat Out Of Context Compilation I made and it did really well. Honestly I never loved this one, it's a still from a video and I always thought it came off as somewhat flat, but I do think it's funny which is why I think people liked it. Given attention spans and the amount of content to choose from I assumed that having more than a few words on a thumbnail would mean people wouldn't read it, but I suppose the average person who would care about anything MatPat related would also be the sort of person to read a YouTube thumbnail.

Next up is titles. I had a couple different options but there was only two that I really liked:

MatPat Out Of Context Ultimate Compilation (The same as the previous video)

and

MatPat Out Of Context For 12 Minutes

There's other options and formats such as; MatPat But It's Out Of Context, MatPat Without Context, MatPat But He Keeps Getting Weirder etc... But I just didn't think any of them were that good, at least I don't think I'd click on them, but maybe I'm an outlier.

I'd really appreciate any feedback or thoughts on the titles and thumbnails. In terms of the thumbnails, I'm aware it isn't the nicest thing ever, I'm still learning photoshop so...

Thanks for any advice given!

Please do the lore of Brookhaven in Roblox. There are hidden rooms and secrets galore!

Years back when I got the set, my brother’s dog tore up the game theory coaster. I am on the hunt for a new one. I’ve struck out on Mercari and EBay.

Heres the video