Episode #013: The Cake is a Pi
Brothers of the Serpent
Brothers of the Serpent
4.8 • 668 Ratings
🗓️ 29 June 2017
⏱️ 152 minutes
🧾️ Download transcript
Summary
==----------WARNING---------==
There are aspects of this episode that do not correlate to anything "tangible" or "real", and instead seem to take 90 degree turns in directions that do not actually exist, then head off into impossible infinities only to discover god and/or aliens sitting out there calculating the digits of cake(the cake is a pi). This material requires a minimum of a Level 2.0 non-Tangetard brain and is NSFS(Not Safe For Skerptards).
There's not much more that can be said about the discussion in this episode; mostly because we don't really understand what we were talking about. Waves and pyramids. Cake and Pi. Snakes and bros. It all fits. We think.
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8 therefore pyramids.
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| Whole universe dispersion structure of matter. Note how "organic" or biological it looks |
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| Zoomed in a bit on the previous image to focus on a sub-structure at the center. Keep in mind the scale here--individual galaxies are not discernable at this level, individual galactic clusters are not discernable either |
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| Human Brain Neurons The similarities in structure are immediately apparent to anyone with a level 2.0+ non-skerptard brain |
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| Cymatics pattern of sand on "Chiladne plate": an iron or steel plate with a tone generator or speaker attached underneath which vibrates the plate and results in patterns like this |
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| Not sure why the microphone is there, but here is another cymatics pattern |
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| Usually, higher frequencies result in more intricate patterns. The wavelengths are smaller, which allows for more detail |
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| High resolution cymatics patterns for middle scale on a piano |
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| This image has built-in caption. This caption was only added to say, if you are reading this one, you're doing it wrong |
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| Another example of an early universe galaxy. You can see the rotation patterns beginning to emerge |
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| A fuzzy image of a very distant, ancient proto-galaxy |
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| This image is a good representation of time=space and what that means for high powered orbital astronomy |
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| Artist's depiction of the "local bubble" |
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| Feynman diagrams. These have to do with predicting the results of high energy particle collisions. |
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| If anyone figures these out, let us know |
Our own video on Cymatics DIY.
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| Ocean wave patterns... (The original caption of this photo said "stealth plane", but we couldn't find it.) |
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| And of course...... snakes |
Transcript
Click on a timestamp to play from that location
| 0:00.0 | Welcome to Brothers of the Serpent podcast. Maybe you have to have a fully opened serpent gate bowling pin hat in order to get shoulder rivers. |
| 0:38.8 | Ah. |
| 0:41.6 | Welcome back, folks. |
| 0:43.6 | It is episode 13 of Brothers of the Serpent, your favorite serpentine siblings here to talk about pyramids, |
| 0:52.0 | devils, Nephas, Ananaki, Indiki, fucking in-lilil giants, aliens, pyramids, huge rocks, floods, glaciers, pyramids, |
| 0:57.0 | dreams, spirits, angels, demons, pyramids, and of course, snakes. |
| 1:00.4 | Snakes. |
| 1:01.2 | Pyramids! |
| 1:02.4 | Pyramids! |
| 1:04.6 | All right. |
| 1:06.8 | So what's on your mind today, man? |
| 1:08.4 | Well, um, I've been thinking about this, this idea of transcendental numbers are like non-real numbers and how they fit in with... |
| 1:19.6 | Okay. |
| 1:22.6 | Pi is a irrational number, right? |
| 1:26.6 | You get 3.14159 and it goes on and on forever and |
| 1:30.2 | there's no pattern or repeating. That makes it irrational. If you can never actually fully express it |
| 1:34.9 | because it goes on forever. So it's it's a non-rational, non-real number. Okay. And yet it defines |
| 1:42.2 | the relationship between the radius of a circle and its circumference. |
| 1:46.4 | So if you can find the circumference of the circle to 10, then the radius of the circle |
| 1:51.5 | will be irrational. |
| 1:53.3 | It will not, it will be an irrational number because you have to multiply the circumference |
| 1:56.3 | by the pi to get the radius. |
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