The most beautiful Arabian-Berber goddess known from Moroccan decent. Her prese

The most beautiful Arabian-Berber goddess known from Moroccan decent. Her prese

The most beautiful Arabian-Berber goddess known from Moroccan decent. Her prese

by anonymous November 22, 2021

Backrooms Level: Level 38.75 Also Known as Atromis

Description:
Atromis presents an otherworldly landscape that seems to defy the laws of physics and reality. The environment in this sub-level is a complex amalgamation of bizarre and abstract geometric shapes, floating platforms, and shifting gravity. It is as if you have stumbled into a dimension where the very fabric of space has been distorted (Fan Made)

Backrooms Level: Level 38.75 Also Known as Atromis is a Backrooms level

by Corspirsa September 23, 2023

Theory of Spaces of Power of Knowledge

A critical framework for understanding that knowledge doesn't float free—it's always situated in physical and social spaces that shape its production, validation, and circulation. This theory asks: Who gets to sit in the rooms where knowledge is made? Whose voices are amplified by the architecture, the technology, the funding streams? What kinds of knowledge are architecturally impossible in these spaces? It reveals that the university seminar room, the corporate think tank, and the community center produce different truths not because they're looking at different realities, but because the spaces themselves are different knowledge-making machines.

Theory of Spaces of Power of Knowledge "Apply the Theory of Spaces of Power of Knowledge to your literature seminar: why are we reading these authors in this room, with this furniture, in this language, at this time of day? Every answer reveals another layer of whose knowledge gets to be here."

by Abzugal Nammugal Enkigal February 22, 2026

Theory of the Social Power of Knowledge

A systematic account of how knowledge functions as a social resource, distributed unevenly and hoarded strategically. This theory examines how institutions credentialize some knowers and disqualify others, how knowledge communities form and police their boundaries, how epistemic authority translates into material advantage. It reveals that the "marketplace of ideas" is never a level playing field—some ideas arrive with trust funds, others show up in hand-me-downs. Understanding this theory means understanding that every claim to knowledge is also a claim to power.

Theory of the Social Power of Knowledge "The Theory of the Social Power of Knowledge explains why your uncle's YouTube research doesn't carry the same weight as a doctor's opinion, even when they're saying the same thing. It's not about the information—it's about the social position of the informer."

by Abzugal Nammugal Enkigal February 22, 2026

The 2 Axes of the Knowledge Spectrum

A foundational model for understanding the nature of knowledge along two fundamental dimensions. The first axis runs from A Priori Knowledge (knowledge independent of experience—math, logic, conceptual truths) to A Posteriori Knowledge (knowledge dependent on experience—empirical facts, scientific observations). The second axis runs from Propositional Knowledge (knowing that—facts, information) to Procedural Knowledge (knowing how—skills, abilities, practices). These two axes create four basic knowledge types: a priori-propositional (mathematical truths), a priori-procedural (knowing how to reason), a posteriori-propositional (scientific facts), a posteriori-procedural (knowing how to ride a bike). The model reveals that "knowledge" isn't one thing—it's a family of cognitive achievements with different sources and different forms.

The 2 Axes of the Knowledge Spectrum "You say you know it. The 2 Axes ask: know that or know how? Know from reason or from experience? Knowing that 2+2=4 is very different from knowing how to ride a bike. Same word, different kinds. The axes help you see that 'knowledge' covers a lot of territory—and treating all knowledge like math is a category error."

by Dumu The Void February 25, 2026

The 4 Axes of the Knowledge Spectrum

An expanded model adding two crucial dimensions to the basic framework. Axis 1: A Priori-A Posteriori (reason vs. experience). Axis 2: Propositional-Procedural (that vs. how). Axis 3: Personal-Communal (knowledge held by individuals vs. knowledge stored in communities). Axis 4: Explicit-Tacit (knowledge you can state vs. knowledge you can't articulate). These four axes create sixteen knowledge types. Scientific knowledge is a posteriori, propositional, communal (scientific community knows), explicit (published). Cultural knowledge is a posteriori, procedural (knowing how to navigate a culture), communal, tacit (you just know how things work). The 4 Axes reveal that debates about knowledge often confuse these dimensions—dismissing tacit knowledge because it's not explicit, or communal knowledge because it's not personal.

The 4 Axes of the Knowledge Spectrum "You say you can't prove what you know. The 4 Axes ask: what kind of knowledge? Tacit knowledge can't be proved—that's its nature. Procedural knowledge is shown, not stated. Communal knowledge is distributed, not owned. The axes help you see that demanding explicit propositional proof for all knowledge is like demanding a fish to climb a tree."

by Dumu The Void February 25, 2026

The 6 Axes of the Knowledge Spectrum

A comprehensive model adding dimensions of certainty and access. Axis 1: A Priori-A Posteriori. Axis 2: Propositional-Procedural. Axis 3: Personal-Communal. Axis 4: Explicit-Tacit. Axis 5: Certain-Fallible (knowledge that can't be wrong vs. knowledge that might be mistaken). Axis 6: Direct-Inferential (known directly vs. known through reasoning). These six axes generate sixty-four knowledge positions. Mathematical knowledge is a priori, propositional, personal (when learned), explicit, certain (in ideal), inferential (proved). Perceptual knowledge is a posteriori, propositional, personal, explicit (usually), fallible, direct. The 6 Axes reveal that different kinds of knowledge have different epistemic statuses—certainty isn't the same for all.

The 6 Axes of the Knowledge Spectrum "You demand certainty. The 6 Axes ask: what kind of knowledge? Math can be certain (maybe). Perceptual knowledge can't—that's not its function. Certainty is a feature of some knowledge types, not a requirement for all. The axes help you see that demanding certainty from empirical knowledge is asking for the wrong thing."

by Dumu The Void February 25, 2026