SECRETS about DARTH MAUL you never knew!
HTML-код
- Опубликовано: 8 янв 2024
- Darth Maul is one of the best characters in the Star Wars prequel trilogy, but did you know these amazing secrets about him? Things were almost a lot different for the character before George Lucas changed things - take a look!
#starwars #darthmaul #georgelucas 
Развлечения
I like to think they were almost done with production but George made them reshoot everything with Darth Maul with the earring in
😆 It probably happened that way! Sounds about right
I bet you didn’t notice that the DARTH MAUL sketch didn’t have horns but feathers
of course I did, I study every frame of footage before putting it in my videos. I'm surprised you're even hanging around my channel Matt since you think I have a "horrible voice" 🤔
Once again, nice find! I never noticed the piercing before.
I bet a lot of mistakes have ended up as canon! So cool isn't it. 👍👍👍👍 I'm glad you're enjoying these videos KnivesTV!
@@StarWarsUpdate Thanks! I sure am. I love these Easter eggs, little details such as props being reused, and canon being added out of overlooked errors. You have a great channel.
Darth Shopping at the Mall😂👠💰💸💵👜🛍️📿💎💍💐
😆😆😆
a female Darth Maul would have been awesome, especially this cenobitelike Witch-Char with white Face and red flying Tapes around her Head, to sad they changed that
I never noticed the earring, interesting. Funny that the concept witch art unsettled Lucas. lol
😀 Yes, so if he wasn't so unsettled, Darth Maul may have been very different!
Fascinating, although I much prefer the lightsabre duels in the original 3 films.
The same that I prefer the original trilogy.
I agree! The duels in the original trilogy are much more emotional, and feel more real (rather than a dance)
@StarWarsUpdate Agreed. The purpose is to get it over and defeat your opponent ASAP. Not, as you say , dance around for hours. That is why I like the Empire duel. Vader uses "dirty tricks" against Luke. Using the Force to batter him with Cloud City equipment before smashing the window, causing him to be pulled out.
I agree with you both. Everyone views RoTS Obi-Wan "Vader" duel as the best of all the films. That fight was GARBAGE!
@jeremiah6462 Good afternoon. Nice to read your comment. I guess they really wanted a flamboyant use of the sabres in the prequels.
I thought the originals, although very rehearsed, had a rawness about them. After all, a sword fight is about defeating ones opponent as quick as possible. Not deflecting each other for hours.
@MarkHarvey-uh8oc
Personally, my favorite fights are
1. Luke V Vader RoTJ
2. Luke V Vader ESB
When Vader taunts him out of hiding by telling him he is going to convert, Leia and Luke came out screaming DARTH!!!!! What a great scene.
And in Empire when Vader is clearly playing with Luke..... They are SO GREAT!
Some day, I will have to download the 4K Versions of these movies. The ones that have all the Lucas garbage Special Edition crap removed.
Darth mauly? The woman
Darth Maureen
or maybe Darth Molly
Proving the Riemann hypothesis: Moments after a Big Bang, dual numbers to be considered at the origin, repulsive and gravitational forces are balanced, but dark matter is breaking up. "Dual numbers?", you might ask. Isn't that the square root of zero? (Actually, it's a great way to start a proof that ends with division by zero - a vertical line, and it corresponds to what I call Doyle's constant that deals with a brief window in time starting with taking the eth root of e and ending with a vertical line.
Delanges sectrices for the unflaking of dark matter, Archimedean spiral for spinning up dark matter, Ceva sectrices for that dark matter breaking into smaller, primordial dark matter and black holes, Dinostratus quadratrix for impacting surrounding black holes, and Maclaurin sectrices for dark matter being slowed down over time. Split-complex at one, noting the more gravitational nature of diagonal ring/cylinder singularities of baryonic matter from broken dark matter. Using repetitious bisection (from arbitrary angle trisection), one gets added (SSA) for when dark matter dominates a universe and one gets added for when black holes and rarified singularities make things more gravitational, leading to a Big Crunch. At 2 = a Big Crunch, the solution to the Basel problem, and the "bellows method" drives things. A Big Crunch event needs the net gravity from the localized area AND gravitational effects from surrounding universes. The 2 represents how locked up black holes are making a stacking, planar contact.
Everything else are harmonics - effects on surrounding universes.
I see this proof as like trying to climb a steep cliff with the process of dark matter breaking up, getting to the top of the hill (like stable atomic nuclei) and then skiing down the "hill of many black holes" past an inflection point where black hole formation and spaghettification happens, leading to the final vertical line tensor of the Maclaurin trisectrix. This is much like I have posted about considering the recursive form of Euler's Identity as being like an old incandescent light bulb that you can see having first, second, and third degree critical points.
Ramanujan's Infinite Sum of negative one-twelfth: each positional jostling, mass, and gravitational/attractive exchange between universes (defined by Big Bounce events, considering Ramanujan during both Big Crunch and Big Bang sides) ADDS up to evenness (or a partner in marriage - like half of the whole, I guess).
Net gravity increases over time from the breaking up of dark matter, much like a vertical asymptote. It continues to increase, but hits a critical point, much like a vertical tangent, when enough dark matter has weakened and been broken up into the more net gravitational baryonic matter (split-complex numbers). Then, the effects of gravity reach their upper limit - much like a vertical line - at e to the negative e power (where black holes have been flattened).
Over a decade ago, I said that the potential energy of a Big Bang was 1/6 times (the speed of light, cubed). If I had said Big Bounce instead, I would have been correct, in a sense. Now, I see how the speed of light would have to be the fourth power.
Another ermm.. comment. thank you
Weird (but surprisingly good) to find this here, I also love cosmology. Thanks for this.
Sergio, you're back - what's the deal with the "do you have an opinion??" comment - it disappeared 🤔
@@StarWarsUpdate Hi. I deleted it because I made a mistake. There was a user saying that George missed his chance of making the fight even better, but soon after I commented I realized that he was talking about Episode VI (making the fight better to show Luke's evolution) and not Episode V. Sorry about that. I should have apologized instead of deleting it, but I was too embarrassed.
OHHHhh! I understand now. Hey don't worry about it Sergio, I was genuinely confused about the comment but I can see how it happened now. I'm glad you came back to give me a chance to find out what happened, because when it disappeared I was even more confused lol
Split-complex numbers relate to the diagonality (like how it's expressed on Anakin's lightsaber) of ring/cylindrical singularities and to why the 6 corner/cusp singularities in dark matter must alternate.
Dual numbers relate to Euler's Identity, where the thin mass is cancelling most of the attractive and repulsive forces. The imaginary number is mass in stable particles of any conformation. In Big Bounce physics, dual numbers relate to how the attractive and repulsive forces work together to turn the matter that we normally think of into dark matter.
Complex numbers = vertical asymptote. Split-complex numbers = vertical tangent. Dual numbers = vertical line. These algebras can be simply thought of as tensors. Delanges sectrices can be thought of as opposites of vertical asymptotes. Ceva sectrices as opposites of vertical tangents, and Maclaurin sectrices as opposites of vertical lines.
The natural logarithm of the imaginary number is pi divided by 2 radians times i. This means that, at whatever point of stable matter other than at a singularity, the attractive or repulsive force being emitted is perpendicular to the "plane" of mass.
In Big Bounce physics, this corresponds to how particles "crystalize" into stacks where a central particle is greatly pressured to degenerate by another particle that is in front, another behind, another to the left, another to the right, another on top, and another below. Dark matter is formed quickly afterwards.
Ramanujan Infinite Sum (of the natural numbers): during a Big Crunch, the smaller, central black holes, not the dominating black holes, are about a twelfth of the total mass involved. Dark matter has its singularities pressed into existence, while baryonic matter is formed by its singularities. This also relates to 12 stacked surrounding universes that are similar to our own "observable universe" - an infinite number of stacked universes that bleed into each other and maintain an equilibrium of Big Bounce events.
i to the i power: the "Big Bang mass", somewhat reminiscent of Swiss cheese, has dark matter flaking off, exerting a spin that mostly cancels out, leaving potential energy, and necessarily in a tangential fashion. This is closely related to what the natural logarithm of the imaginary number represents.
Mediants are important to understanding the Big Crunch side of a Big Bounce event. Black holes have locked up, with these "particles" surrounding and pressuring each other. Black holes get flattened into unstable conformations that can be considered fractions, to form the dark matter known from our Inflationary Epoch. Sectrices are inversely related, as they deal with dark matter being broken up, not added like the implosive, flattened "black hole shrapnel" of mediants.
Ford circles relate to mediants. Tangential circles, tethered to a line.
Sectrices: the families of curves deal with black holes and dark matter. (The Fibonacci spiral deals with how dark matter is degenerated/broken up, with supernovae, and forming black holes. The Golden spiral deals with black holes being flattened into dark matter during a Big Bounce event.) The Archimedean spiral deals with black holes and their spins before and after a reshuffling from cubic to the most dense arrangement, during a Big Crunch. The Dinostratus quadratrix deals with the dark matter being broken up by ripples of energy imparted by outer (of the central mass) black holes, allowing the dark matter to unstack, and the laminar flow of dark matter (the Inflationary Epoch) and dark matter itself being broken up by lingering black holes.
Delanges sectrices (family of curves): dark matter has its "bubbles" force a rapid flaking off - the main driving force of the Big Bang.
Ceva sectrices (family of curves): spun up dark matter breaks into primordial black holes and smaller, galactic-sized dark matter and other, typically thought of matter.
Maclaurin sectrices (family of curves): dark matter gets slowed down, unstable, and broken up by black holes.
Jimi Hendrix's "Little Wing". Little wing = Maclaurin sectrix. Butterflies = Ceva sectrix. Zebras = Dinostratus quadratrix. Moonbeams = Delanges sectrix. Jimi was experienced and "tricky".
Jimi was commenting on dark matter. How it could be destabilized by being slowed down, spun up, broken up by lingering black holes, or flaked off. (The Delanges trisectrix also corresponds to stable atomic nuclei.)
Dark matter, on the stellar scale, are broken up by supernovae. Our solar system was seeded with the heavier elements from a supernova.
I'm happily surprised to figure out sectrices. Trisectrices are another thing. More complex (algebras) and I don't know if I have all the curves available to use in analyzing them. I have made some progress, but have more to discern. I can see Fibonacci spirals relating to the trisectrices.
The Clausen function of order 2: black holes and rarified singularities are becoming more and more commonplace.
Doyle's constant for the potential energy of a Big Bounce event: 21.892876
Also known as e to the (e + 1/e) power.
At the eth root of e, the black holes are stacked as densely as possible. I suspect Ramanujan's Infinite Sum connects a reshuffling from the solution to the Basel problem and a transfer of mass to centralized black holes. Other than the relatively small amount of kinetic energy of black holes being flattened into dark matter, the only energy is potential energy, then: 1 (squared)/(e to the e power), dark matter singularities have formed and thus with the help of Ramanujan, again, create "bubbles", leading to the Big Bang part of the Big Bounce event.
My constant is the chronological ratio of these events. This ratio applies to potential energy over kinetic energy just before a Big Bang event.
Methods of arbitrary angle trisection: Neusis construction relates to how dark matter has its corner/cusp singularities create "bubbles", driving a Big Bang event. Repetitious bisection relates to dark matter spinning so violently that it breaks, leaving smaller dark matter, primordial black holes, and other more familiar matter, and to how black holes can orbit other black holes and then merge. It also relates to how dark matter can be slowed down. Belows method (similar to Sylvester's Link Fan) relates to black holes being locked up in a cubic arrangement just before a positional jostling fitting with Ramanujan's Infinite Sum.
General relativity: 8 shapes, as dictated by the equation? 4 general shapes, but with a variation of membranous or a filament? Dark matter mostly flat, with its 6 alternating corner/cusp edge singularities. Neutrons like if a balloon had two ends, for blowing it up. Protons with aligned singularities, and electrons with just a lone cylindrical singularity?
Prime numbers in polar coordinates: note the missing arms and the missing radials. Matter spiraling in, degenerating? Matter radiating out - the laminar flow of dark matter in an Inflationary Epoch? Corner/cusp and ring/cylinder types of singularities. Connection to Big Bounce theory?
"Operation -- Annihilate!", from the first season of the original Star Trek: was that all about dark matter and the cosmic microwave background radiation? Anakin Skywalker connection?
Thanks for your comment, I'll have to put a few days aside to read it, but thank you
George always seemed so feministly progressive. Fascinating
Interesting
@@StarWarsUpdate it’s just surprising, given how long ago he was born and the gender opinions during that time frame. I mean George was born in 1944. And yet he continued to write strong, capable female characters in his movies. I mean you have princess Leia, you have padme. You even have Marion in Indiana Jones. And he didn’t want any of them to just be damsels in distress
Very true and well observed! Carrie Fisher says this here: ruclips.net/user/shortsNEr0nDTAz7U