15.0K
TH@jrfromdacity asserts dominance in battle, showcasing superior position and control, referencing BlocBoy JB. #TopKing #Dominance #Battle #SuperiorPosition #Control #BlocBoyJB
@theswimclub
#Asserts
Schauen Sie sich 3.7K Reels-Videos über Asserts von Menschen aus aller Welt an.
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(12)
500.6K
FL1️⃣ “Your silence said enough.” 💬🔕
No need to double text. Just stating facts with calm closure.
2️⃣ “Didn’t know being ignored was a new trend.” 🧊😮💨
Passive, cold, and subtly hits deep, highlighting her behavior.
3️⃣ “Read that? Cool. Just wanted to confirm the vibe.” 🕶️
Confidence with a touch of sarcasm, signaling you understand and are moving on.
4️⃣ “If you’re not interested, just say that.” 🔥
Directly calls out the behavior—no games, just a demand for honesty.
5️⃣ “Thanks for the reminder.” 🎯
Implies you’ve seen her true colors and will now act accordingly, prioritizing your self-respect.
6️⃣ “Ghosting? Bold choice.” 👻😏
A subtle challenge that makes her sit with the direct implication of her actions.
7️⃣ “That’s the energy? Got it.” 💢
Short, cold, and powerful, conveying that you’ve received the message clearly and are done.
8️⃣ “Silence speaks volumes.” 📖🚫
A classic, reinforcing that her lack of response is a clear message you’re no longer interpreting.
9️⃣ “Noted. Won’t make the same mistake twice.” 🧠💯
Asserts self-respect by indicating that once is enough to learn from the interaction.
🔟 “No reply needed. I already moved on.” 🏁
The strongest reply of all: your absence. It shows you’re not waiting and have already transitioned.
@flirtcodes
86.7K
SAChiyo asserts dominance!!
#azumangadaioh #osaka #saataandagi #fypreelsシ゚viralシ #anime #views #likeme #viralhastags #animescenes #chiyochan
@saataandagii__
18.6M
BRFollow me @breasts for more 🍒
Univalent Foundations and Homotopy Type Theory (HoTT) represent a revolutionary shift in the foundations of mathematics. Traditional foundations rely heavily on set theory, but HoTT reimagines mathematics through the lens of types rather than sets, combining logic, topology, and computer science. This framework introduces the idea that mathematical objects are not just static entities, but can be interpreted as spaces with paths—opening the door to a homotopical interpretation of logic itself.
At the heart of this new approach is Vladimir Voevodsky’s Univalence Axiom, which asserts that equivalent structures can be treated as identical. In classical mathematics, isomorphic objects are “morally” the same but still distinct; univalence formalizes the intuition that these equivalences can be treated as true equality. This allows mathematicians to work more naturally with objects up to equivalence, aligning formal logic with mathematical practice.
Homotopy Type Theory treats types as spaces and equalities as paths between points in those spaces, borrowing ideas from algebraic topology. For example, a proof of equality is not just a statement but can be visualized as a path—and higher paths represent proofs that two paths (proofs) are equal. This hierarchy of paths gives rise to a rich, geometric interpretation of logic, where mathematical reasoning resembles navigating a landscape of interconnected spaces.
Beyond philosophy, HoTT also has practical implications in areas like formal verification and proof assistants (e.g., Coq or Agda), which can check proofs for correctness with precision. As mathematics becomes more computational and collaborative, HoTT offers a unifying, intuitive, and flexible framework that not only aligns with modern needs but redefines how we understand the very fabric of mathematical truth.
@breasts
2.1M
PRPrince William Asserts Dominance Over Camilla at Coronation #RoyalDrama #FamilyFeud #PowerStruggle #DianaLegacy
@prayers4daliy
97.5K
MAIn geometry, Monge's theorem, named after Gaspard Monge, states that for any three circles in a plane, none of which is completely inside one of the others, the intersection points of each of the three pairs of external tangent lines are collinear.
For any two circles in a plane, an external tangent is a line that is tangent to both circles but does not pass between them. There are two such external tangent lines for any two circles. Each such pair has a unique intersection point in the extended Euclidean plane. Monge's theorem states that the three such points given by the three pairs of circles always lie in a straight line. In the case of two of the circles being of equal size, the two external tangent lines are parallel. In this case Monge's theorem asserts that the other two intersection points must lie on a line parallel to those two external tangents. In other words, if the two external tangents are considered to intersect at the point at infinity, then the other two intersection points must be on a line passing through the same point at infinity, so the line between them takes the same angle as the external tangent.
Follow @mathvibes01 for more 🔥 #math #manim #python #mathematics
@mathvibes01
26.3K
ROBlack Badge Cullinan Series II is for the bold, brave, and fearless who traverse without inhibition. It asserts its authority day and night, captivating with daring details.
صممت سيارة كالينان بلاك بادج للجريئين والشجعان الذين يحبون التميز الفاخر. تفاصيلها الجريئة تأسرك.
#RollsRoyce #RollsRoyceMotorCars #RollsRoyceMotorCarsMuscat #RollsRoyceCullinan
@rollsroyceoman
26.0M
KAA lone leopard finds itself cornered on a tree by a pack of wild boars, a tense standoff in the wild. But instead of retreating, the apex predator asserts its dominance. In a flash of power and precision, the leopard leaps down, snatches a boar with deadly force, and climbs back up the tree with its prey. A reminder that even when surrounded, the true king never backs down.
Please dm for credit or removal request( no copyright intended)
#nature #wildlife #leopard #predatorinstinct
@karh_01
![#Asserts Reel by @elpistacho_15 (verified account) - Alastor Asserts His Authority - Hazbin Hotel Fan Animation
- [ Spanish Fandub ]
- [ Creador original @austinkalistaart ]
- [ Voices @elpistacho_](https://image.pictame.com/img/500050682_18086303974630583_1838252351515034357_n.jpg?hash=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)
6.1K
ELAlastor Asserts His Authority - Hazbin Hotel Fan Animation
- [ Spanish Fandub ]
- [ Creador original @austinkalistaart ]
- [ Voices @elpistacho_15 ]
- [ Parody Animation Hazbin Hotel ]
- #parati #dub #hazbinhotel #fyp #humor #doblaje #animation #radioapple #comedia #fandub #alastor #entretenimiento #meme #fandubespañol #voz #charlie #reel #hazbinhotelfanart #doblajeespañol #animaticmeme #doblajecastellano
@elpistacho_15
169.1K
LACould this be the future of makeup? @BoldHue asserts that you can achieve the ideal color match for your skin tone on a daily basis.
Would you use this?
@lamag
1.3M
FUEazy-E’s “Real Muthaphuckkin G’s” is one of the most legendary diss tracks in hip-hop history, aimed directly at Dr. Dre, Snoop Dogg, and Death Row Records. Released in 1993, the track was Eazy-E’s fierce response to the shots fired at him in Dre and Snoop’s “Dre Day.”
In this classic diss, Eazy:
Exposes Dre’s past as part of the World Class Wreckin’ Cru, calling out his image change.
Calls out Snoop Dogg for siding with Dre and mocking him for being a newcomer in the beef.
Asserts himself as the real G, claiming the others are manufactured and fake.
Uses hard-hitting visuals in the music video to humiliate his opponents, including impersonators and skits mocking Dre and Snoop.
“Real Muthaphuckkin G’s” not only defended Eazy’s credibility but also showed that he wasn’t going to back down, even as Death Row was rising to dominate the West Coast scene.
@funkgalaxie
8.4M
BRclassic
Univalent Foundations and Homotopy Type Theory (HoTT) represent a revolutionary shift in the foundations of mathematics. Traditional foundations rely heavily on set theory, but HoTT reimagines mathematics through the lens of types rather than sets, combining logic, topology, and computer science. This framework introduces the idea that mathematical objects are not just static entities, but can be interpreted as spaces with paths—opening the door to a homotopical interpretation of logic itself.
At the heart of this new approach is Vladimir Voevodsky’s Univalence Axiom, which asserts that equivalent structures can be treated as identical. In classical mathematics, isomorphic objects are “morally” the same but still distinct; univalence formalizes the intuition that these equivalences can be treated as true equality. This allows mathematicians to work more naturally with objects up to equivalence, aligning formal logic with mathematical practice.
Homotopy Type Theory treats types as spaces and equalities as paths between points in those spaces, borrowing ideas from algebraic topology. For example, a proof of equality is not just a statement but can be visualized as a path—and higher paths represent proofs that two paths (proofs) are equal. This hierarchy of paths gives rise to a rich, geometric interpretation of logic, where mathematical reasoning resembles navigating a landscape of interconnected spaces.
Beyond philosophy, HoTT also has practical implications in areas like formal verification and proof assistants (e.g., Coq or Agda), which can check proofs for correctness with precision. As mathematics becomes more computational and collaborative, HoTT offers a unifying, intuitive, and flexible framework that not only aligns with modern needs but redefines how we understand the very fabric of mathematical truth.
@breasts
✨ #Asserts Entdeckungsleitfaden
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