#higher geometry

[httpsoftbunni]

Metatron's Cube and Natural Patterns

Alright, let’s take a breather from the mystical side of things and talk about how Metatron’s Cube is connected to the natural world. It’s not just some abstract symbol—it’s a reflection of patterns you can see all around you. There’s this idea called sacred geometry, which basically means certain shapes and proportions repeat over and over again in nature, from the tiniest cell to massive galaxies. And Metatron’s Cube? It’s like a master key to these patterns.

What Is Sacred Geometry?

The term “sacred geometry” might sound intense, but all it means is that nature uses specific geometric shapes as its building blocks. Metatron’s Cube is a great example of this—it’s packed with the Platonic solids, which are five shapes that ancient thinkers believed made up everything in the universe. Here’s a quick rundown of those shapes:

Tetrahedron: Four triangular faces (symbolizes fire) Hexahedron (Cube): Six square faces (earth) Octahedron: Eight triangular faces (air) Dodecahedron: Twelve pentagonal faces (ether/spirit) Icosahedron: Twenty triangular faces (water)

These shapes are special because they show up everywhere—from ancient philosophy to modern science. And, of course, they’re all part of Metatron’s Cube, making it not just a spiritual tool but a representation of how the universe is structured.

Where You Can Find Sacred Geometry in Nature

So, how does this all connect to nature? Metatron’s Cube isn’t just a random design—it mirrors how things naturally form in the world.

Cell Division and the Flower of Life — When a single cell divides, it follows a specific pattern. The early stages of cell division look a lot like the Flower of Life, another sacred geometric shape that’s directly tied to Metatron’s Cube. You’ve got this repeating, interconnected circle design, which eventually forms the framework for the Cube itself.

Hexagons in Crystals and Snowflakes — If you’ve ever looked closely at a snowflake or the way crystals form, you’ve seen sacred geometry in action. Crystals like quartz tend to form in hexagonal shapes, just like the ones you’ll find in Metatron’s Cube. Snowflakes, with their six-point symmetry, are another example of nature using these geometric rules.

Spirals and the Golden Ratio — Spirals show up everywhere—from the swirls in a seashell to the way galaxies spin. A lot of these spirals follow the Fibonacci sequence or Golden Ratio, which are closely related to sacred geometry. These spirals represent balance and natural growth, and you can trace their patterns back to Metatron’s Cube.

Plant Growth and Symmetry — Many flowers have petals arranged in Fibonacci sequences—3, 5, 8, 13 petals, for example. That’s sacred geometry in action. Plants grow in ways that follow these universal patterns because it’s efficient and balanced. The same symmetry is built into Metatron’s Cube.

The Structure of the Universe — Even at the largest scale, we see sacred geometry. The way galaxies cluster together, the way planets orbit, all follow geometric principles. Metatron’s Cube can be seen as a model for these cosmic patterns—it’s a way of understanding the flow of energy from the smallest atom to the largest star.

Why Metatron's Cube Matters

Metatron’s Cube reminds us that the world isn’t just random—it’s deeply connected through these patterns. When you look at it, you’re not just seeing lines and circles; you’re seeing a map of how everything works. Sacred geometry ties the material world to the spiritual, showing that what we see here on Earth mirrors something much bigger.

People who meditate on Metatron’s Cube do so because it helps them align with these universal patterns. It’s like syncing up with the natural order. Whether you’re just appreciating the design or using it for spiritual growth, it serves as a bridge between you and the larger forces at play.

Using Metatron's Cube for Balance and Healing

A lot of folks use sacred geometry—and specifically Metatron’s Cube—as a tool for healing. The idea is that since these geometric forms are the blueprint for the universe, they can also help you realign your own energy.

The Cube (Hexahedron) represents the earth and can help you feel grounded and stable.

The Tetrahedron (fire) is about igniting passion or drive.

The Octahedron (air) brings balance and clarity to your thoughts and emotions.

The Icosahedron (water) helps with emotional flow and flexibility.

The Dodecahedron (ether/spirit) is connected to spiritual growth and insight.

By focusing on these shapes, whether during meditation or as part of energy work, you’re essentially bringing yourself back into balance with the natural world. These shapes are everywhere, from the structure of crystals to the way plants grow, so tuning into them can help align your inner world with the outer world.

[confusionlooksgood]

𓈒⠀𓂃⠀⠀˖⠀𓇬⠀˖⠀⠀𓂃⠀𓈒

—This step—a new dimension—

excites me

—I enter the fifth dimension...

—Space

and time

are alive!

—I see more—

The full extent of our universe..!!!

—How do I share this with you?

- Lisa Randall

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Hi!! I’m Pandorum, I have a huge interest in Theoretical Physics, especially theories of higher geometry such as the fourth dimension and onwards.

> I love to write out my ideas and perceptions of our universe, though keep in mind most of them aren’t actual theories and aren’t backed by science. Things that are credible/real will be marked with a tag saying so!

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💗 Theoretical Physics

💗 Edwin Abott Abott, Lisa Randall !!

💗Quantum Mechanics

💗 Miracle Musical

May also occasionally post stuff about worldbuilding and my favorite media!

(If something comes off as borderline schizophrenic, that’s because it is)

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[ DNI if: Homophobic/Transphobic/Any LGBTQ+-phobic, Racist, TERF, Maps/P3dos, Antisemitism / Neo-Nazi, etc! ]

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Pleeease please please DM or ask abt your ideas on Theoretical Physics!!

[proof-by-intimidation]

alright, Lurie's higher topos theory hits so hard. Can't wait to get into it seriously

[mysticalblizzardcolor]

The Highest Dimension is light. The goal is to continue to evolve to greater light. Love it.

[unnonexistence]

btw if i'm ever rambling about math on here and you have questions about it, you are ALWAYS welcome to ask. always. everyone has a different level of math education they're working from & math has a lot of technical terms & frankly i just forget stuff a lot so my rambling might not be all that coherent to begin with.

worst case is idk how to answer your question. more likely you will get some sort of explanation because it means i get to ramble more.

[mycrystalearth]

[juisylines]

*unnamed*

[minotaurmerkaba]

[abugidaithink]

i like how all the GD fonts are references to other stuff like that's really cool!

just can we PLEASE get a single font that's like. just a basic font

[lackadaisical-lesbian]

Unpopular opinion but schools should justify why you need to know something before making it a requirement

Explain to me when and how I will use Binomial Theorem in my life, and then I'll learn it. As of now it is just overly complicated nonsense that I will never use(and will immediately forget) and do not actually need to learn

[httpsoftbunni]

Metatron's Cube: Pathways, Power, and Caution

In our previous session on Metatron, we explored the origins and identity of Metatron, his role as the heavenly scribe, and his association with sacred geometry. We studied how this geometry encapsulates divine wisdom, creation, and the fundamental building blocks of the universe through the Platonic solids.

Part 1

The Tree of Life and Metatron as Guide

The Tree of Life in Kabbalah, one of the most profound mystical systems, offers a map of the divine realm, human consciousness, and the path to spiritual enlightenment. Metatron is intimately connected to this structure.

The Tree of Life consists of 10 Sefirot (divine emanations), which represent aspects of God's nature and the processes of creation. These emanations are connected by 22 pathways, corresponding to the letters of the Hebrew alphabet. Together, they form a map of divine energy descending into the material world.

Metatron is associated with the topmost Sefirah, Keter (crown), representing pure divine will. as the intermediary between God and the lower realms, Metatron guides divine energy down through the Tree of Life to reach humanity.

The pathways of the Tree, often referred to as Jacob's Ladder (Genesis 28:12), symbolize the spiritual ascent and descent between earthly and divine realms, where Metatron serves as a guardian and teacher.

As a guide, Metatron is believed to help seekers ascend the Tree of Life through meditation, prayer, and spiritual discipline. Each step on the Tree represents a deeper understanding of God's nature and on'e own soul.

Metatron is also said to guard the Da'at (knowledge), the hidden Sefirah sometimes depicted as the "gateway" to divine wisdom. This makes him a gatekeeper to the higher mysteries, granting access only to those deemed ready.

However, the ascent is not without danger. Mystical texts warn that seeking to climb the Tree without proper preparation can lead to spiritual imbalance or even destruction, as I can personally testify to, but is also seen in the story of the four sages who entered Pardes (the orchard) in the Talmud (Chagigah 14b).

[sevenfactorial]

Someone said hyperbubble (a higher dimensional bubble) and I thought absolutely nothing of it. Like. Who cares what dimension anything is in. In fact, most weird things in finite dims happen in 6 dims or below so once you're beyond it (but still finite), it's all very casual

[compassionmattersmost]

Spirals of Harmony: A Deeper Look into the Crop Circle of August 29th

There’s something undeniably captivating about the crop circle that appeared on August 29th. As I gaze upon its intricate design, I’m drawn into a world where geometry and spirituality converge, where the mysteries of the universe seem to be woven into the very fabric of the earth itself. This particular formation, with its flowing spirals and perfectly balanced symmetry, speaks to something deep…

[minotaurmerkaba]

[inspired-lesson-plans]

Math, 6.G.A.1

Find the area of right triangles, other triangles, special quadrilaterals, and polygons by composing into rectangles or decomposing into triangles and other shapes; apply these techniques in the context of solving real-world and mathematical problems.

Do Now:

Students pick one random country using the Random Country Picker from pickerwheel.com, then go to Wikipedia and search "geography of [country]", and record their assigned country's area in square kilometers.

Class Discussion:

Ensure all students successfully found their country's area. Discuss ideas of how cartographers may have figured out their country's area.

Modeled Learning:

Pick a country at random on the SmartBoard, then pull up en.wikipedia.org/wiki/Geography_of_[country] .

Show how to trace over the country using paper, ruler, and pencil.

When doing so, make it clear that the goal of today's activity is to draw an overly simplified polygon, like the France hexagon example in the first response to this post.

Show how to use the scale provided on the map (which should be on every country found this way) in order to measure the side lengths of the superimposed polygon

Use the side lengths to calculate the area of the polygon.

Calculate the difference between the area of the polygon and the official area of the country.

Draw a more refined polygon, like @vang0bus did, and show how to break this down into simpler polygons (such as triangles and trapezoids), in order to recalculate the area. How much closer is this method to the official area of the country?

Higher Order Learning:

Students perform the activity that you modeled. If they finish with time remaining, encourage them to keep on refining the polygon to get as close to the official area as possible.

why is france called the hexagon when its abundantly clear that it’s a pentagon

[this-is-not-a-slow-burn]

Just tried finding a word to rhyme with Rivia and trivia for something Witcher related, and found quadrivia which is the plural for quadrivium which means:

The higher division of the seven liberal arts in the Middle Ages, composed of geometry, astronomy, arithmetic, and music.

I may have bounced in my chair and clapped with excitement at the discovery. Because I am a complete dork.

:3