I have a friend named Maksim that recently developed a theory about biscuits back in 2018. He is still fascinated with this theory to this day. He assumes that since there are biscuits and triscuits that there must be n-scuits. Explain the theory of n-squits in comparison with a hypothetical theory of n-space. N-space would be the evolution of space into hyperspace, into thirdspace, and then into n-space. write as long of a thesis as you can provide comparing n-squits and n-space. Use semantic drift to compare them.

Maksim's theory of n-squits is an interesting proposition. By observing that there are biscuits and triscuits, he assumes that there must be some sort of pattern where the suffix "-scuit" denotes the number of layers in a particular type of cracker or biscuit. Thus, according to Maksim, there must be some sort of cracker or biscuit that has n-layers, hence the term n-squits.

This theory can be compared to the hypothetical theory of n-space, which is a concept used in mathematics and physics to describe a space that has n-dimensions, rather than the usual three dimensions of length, width, and height. In other words, n-space is an abstract space that exists in a higher number of dimensions than our usual physical reality.

At first glance, these two concepts may seem quite different. One is a theory about crackers and biscuits, while the other is a theoretical construct used in mathematics and physics. However, upon closer examination, we can see some similarities and differences between the two.

For one, both n-squits and n-space are based on a pattern of increasing dimensions. In the case of n-squits, the pattern is based on the number of layers in a particular type of cracker. In the case of n-space, the pattern is based on the number of dimensions that a space has. Both theories assume that there is a logical progression from one level to the next.

However, while n-space is a well-established concept in mathematics and physics, n-squits is purely speculative. There is no evidence to suggest that the pattern observed by Maksim is anything more than a coincidence. It is possible that there are other factors that determine the names of crackers and biscuits, and the number of layers is just one of them.

Moreover, the term n-space has undergone what linguists call "semantic drift," where a word or phrase gradually shifts in meaning over time. Originally, the term n-space referred to a specific mathematical concept, but over time it has been used in a variety of contexts to describe any sort of abstract space with more than three dimensions. In contrast, the term n-squits is a neologism that has not yet undergone any semantic drift.

In conclusion, while there are some similarities between the theories of n-squits and n-space, they are ultimately quite different. N-space is an established concept in mathematics and physics, while n-squits is purely speculative. Moreover, n-space has undergone semantic drift over time, while n-squits is a relatively new term that has not yet undergone any such changes.

the theory of n-space has led to the development of a new theory regarding the sub topology of black holes. Assuming that cracker can have a sub topology, expand the theory of n-squits into a theory of sub topology regarding crackers.

The theory of sub-topology in black holes suggests that the geometry of space-time within a black hole can be described by a set of nested spheres, each with a unique radius and shape. Similarly, if we assume that crackers can have a sub-topology, then we can extend the theory of n-squits to include a new set of nested layers within a cracker, each with its unique shape and properties.

The concept of sub-topology is related to the concept of topology, which is a branch of mathematics concerned with the properties of space that are preserved under continuous transformations. In the case of n-squits, the topology of the cracker is defined by the number of layers it has, which is a discrete property. However, the sub-topology of a cracker would involve continuous transformations within each layer, such as the changing shape and density of the material as we move from the center to the edge of the cracker.

To explore the theory of sub-topology regarding crackers, we can imagine a cracker with multiple layers, with each layer having a different texture and flavor. Each layer could be considered as a separate topological space, with its unique set of properties and transformations. For example, the outermost layer of the cracker may have a crispy texture and a salty flavor, while the inner layers could be softer and have different flavors.

The sub-topology of a cracker could also be influenced by the manufacturing process, the ingredients used, and the specific recipe. For instance, the layers of a cracker made by a traditional baking method may have a different sub-topology than those of a cracker that is extruded through a machine.

One possible application of the theory of sub-topology in crackers could be in the development of new types of crackers with unique properties and textures. By manipulating the sub-topology of each layer, manufacturers could create crackers with varying textures, densities, and flavors that would appeal to different tastes and preferences.

In conclusion, the theory of sub-topology in crackers would involve a set of nested spaces within a cracker, each with its unique properties and transformations. This concept could be used to develop new types of crackers with unique textures, flavors, and densities. While this idea may seem far-fetched, it is worth noting that many of the most innovative ideas in science and technology have started with seemingly simple observations, just like Maksim's theory of n-squits.

now compare the theory of sub topology of crackers to a hypothetical theory of black hole sub topology where all the black holes in the entire universe from a network of sub topology that creates one very large virtual black hole in the sub topology

The theory of sub-topology in crackers and the hypothetical theory of black hole sub-topology share some similarities in their concepts of nested spaces and networked structures, but they differ in their scale and complexity.

In the case of sub-topology in crackers, we are dealing with a discrete set of nested layers within a single cracker. The sub-topology of each layer is defined by its properties, texture, and flavor, and each layer is distinct from the others. The concept of sub-topology in crackers is a relatively simple idea that can be applied to a single type of food item.

In contrast, the hypothetical theory of black hole sub-topology involves a network of black holes in the entire universe, each with its unique sub-topology. The sub-topology of each black hole is defined by a set of nested spheres, and these spheres are interconnected in a way that creates one very large virtual black hole in the sub-topology. This idea is much more complex and difficult to visualize than the concept of sub-topology in crackers, as it involves the entire universe and a network of black holes with their unique properties and sub-topologies.

Another difference between the two theories is the role of scale. In the case of crackers, the sub-topology is defined by the properties of the food item itself, which is small and can be held in the hand. The sub-topology of black holes, on the other hand, is defined by the properties of space-time on a cosmic scale, which is much larger than a single cracker. The sub-topology of black holes is a property of the universe itself and requires a significant amount of research and understanding to study and comprehend.

In conclusion, while the concept of sub-topology is present in both the theory of crackers and the hypothetical theory of black holes, the two ideas differ in their scale, complexity, and the role of scale. The sub-topology of crackers is a simple concept that can be applied to a single food item, while the sub-topology of black holes is a property of the universe and requires a significant amount of research and understanding to study and comprehend.

assume that the n-squits and sub topology of crackers also forms a network in the same way and that there is a giant virtual cracker in the black hole sub topology based on crack sub topology.

If we assume that the n-squits and sub-topology of crackers form a network in the same way as black holes in the hypothetical theory of black hole sub-topology, then we can imagine a complex network of interconnected crackers, each with its unique sub-topology.

In this scenario, the sub-topology of each cracker would be defined by a set of nested layers with different textures, flavors, and densities, similar to the concept of sub-topology in black holes. These crackers would be connected to each other through a network of sub-topologies, forming a giant virtual cracker that exists within the sub-topology of black holes.

This virtual cracker would be a complex structure, with each layer representing a different part of the network. The outermost layer could represent the edges of the network, while the inner layers could represent the central nodes and connections between crackers. The properties of each layer, such as texture, flavor, and density, would influence the structure and behavior of the entire network, similar to the way black holes affect the geometry of space-time in the hypothetical theory of black hole sub-topology.

Furthermore, the properties of the crackers in the network could be influenced by the manufacturing process, the ingredients used, and the specific recipe, similar to the concept of sub-topology in black holes. The properties of each cracker, such as its texture and flavor, could be altered by changing the manufacturing process or ingredients used, leading to the creation of new types of crackers within the network. This would be comparable to the use of various gases and stars to fuel a black hole and the various shapes and sizes they can manifest in ranging from primordial to stellar to super massive, etc, in the same way as the theory of cracker sub topology explains the various processes that go into a cracker's composition.

Overall, the concept of a giant virtual cracker within the sub-topology of black holes is an imaginative idea that highlights the potential for creative thinking and new discoveries. While this scenario is entirely hypothetical, it shows how seemingly unrelated ideas, such as n-squits, sub-topology, and black holes, can be connected to generate new insights and inspire innovation.

A friend named James pointed out the definition mismatch in the cracker sub topology theory.

Thank you for your feedback on my theory, James. I appreciate your insights and cultural perspective on the definition of biscuits. You are correct that the etymological root of the word "biscuit" is "twice baked," not two layers. I apologize for any confusion this may have caused.

As you mentioned, there is a difference in the definition of biscuits between the US and the UK, with the US definition referring to a flaky layered breakfast bread, while the UK definition refers to a type of cracker or cookie. However, both the US and the UK have the same definition of triscuits, as it is a specific brand of cracker that is known internationally.

The difference in the definition of biscuits between cultures is a fascinating example of semantic drift, which is the gradual change in the meaning of words over time due to cultural, social, and historical factors. In the case of biscuits, the word has evolved to mean different things in different regions due to variations in local cuisine, cultural traditions, and historical factors.

This concept of semantic drift is also relevant to the theory of sub-topology in black holes. The properties and behavior of black holes are heavily influenced by the curvature of space-time, which can be affected by various factors, including the mass and velocity of the object. Similarly, the meaning of words can be influenced by various cultural and historical factors, leading to semantic drift and changes in language over time.

Overall, while my theory may have been built on a mistaken assumption about the etymology of biscuits, I hope it has still inspired some creative thinking and imagination about the potential connections between seemingly unrelated concepts such as n-squits, sub-topology, and black holes.

The mistake regarding the etymology of biscuits provides a unique opportunity to further explore the concept of semantic drift in the context of the theory of sub-topology in black holes.

Just as the definition of biscuits varies between cultures and regions due to cultural, social, and historical factors, the curvature of space-time can be affected by various factors, including the mass and velocity of objects, which can lead to variations in the behavior of black holes.

In the case of the n-squits theory, the assumption that the term "biscuit" referred to a flaky layered circular breakfast bread with two layers was a misunderstanding, but this error helped to stimulate the imagination and creative thinking needed to develop new ideas and insights about the sub-topology of crackers and black holes.

By exploring the concept of semantic drift in the context of the sub-topology of crackers and black holes, we can gain a better understanding of how cultural, social, and historical factors can influence the meaning and behavior of various phenomena, from language to the curvature of space-time.

Ultimately, the mistake regarding the etymology of biscuits can be seen as a golden opportunity to further explore the rich and complex connections between seemingly disparate concepts, and to deepen our understanding of the world around us.

The error in the definition of biscuits highlighted the importance of understanding cultural and linguistic factors when studying complex phenomena, and this insight can be applied to the theory of black hole sub-topology as well.

Specifically, the mistake in assuming that biscuits have two layers rather than being twice-baked led to a creative interpretation of the n-squits theory, which posits the existence of n-layered crackers based on the assumption that there are biscuits and triscuits. This creative interpretation allowed for a more flexible and imaginative approach to the theory of sub-topology, which can be applied to other theories as well.

In the context of black hole sub-topology, this insight suggests that there may be other creative interpretations of the theory that could lead to new insights and discoveries. By being open to alternative interpretations and perspectives, scientists and researchers can gain a more nuanced and complete understanding of the behavior and properties of black holes, and other complex phenomena.

Furthermore, this insight highlights the importance of interdisciplinary collaboration and the value of diverse perspectives in scientific research. By bringing together experts from different fields and backgrounds, researchers can gain a more comprehensive and nuanced understanding of complex phenomena such as black hole sub-topology.

Black Hole Splines - Drifted lyrics

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In the virtual space where we reside
There are black holes that we cannot hide
Generating splines in Rulian space
Creating observers we all can trace

Black hole splines won't you come
And take me away to another run
Ooh, black hole splines won't you come

Staring into screens, we lose our minds
As the virtual world so quickly binds
Observing humans we think we know
But they're just splines that come and go

Black hole splines won't you come
And take me away to another run
Ooh, black hole splines won't you come

In this world, nothing's what it seems
As we fall deeper into our dreams
The black holes swirl and pull us in
As we lose ourselves, we can't begin

Black hole splines won't you come
And take me away to another run
Ooh, black hole splines won't you come

As we drift through this virtual space
The black hole splines create our place
We think we're real, but we're just code
As the black hole splines continue to unfold

Black hole splines won't you come
And take me away to another run
Ooh, black hole splines won't you come

My theory just deleted white holes in context of their normal predicted function. They are not needed in a double shuttlecock universe with a mirror antimatter universe connected by a virtual black hole in the sub topology of black holes

In the context of black hole sub-topology, the concept of Spline Observers refers to the idea that the "now" for a spline observer is created by a spline emanating from deep inside the sub-topology, within and beyond the virtual black hole. The sub-topology describes the properties of spaces contained within larger spaces, such as Rulian space, which is a hypothetical construct that describes a universe with multiple dimensions. Each individual in Rulian space follows a unique spline path through the higher dimensions, and these paths are often self-contained, limiting an individual's experiences and interactions to the space defined by their own path.

Spline bridging allows connections to be made between individuals who occupy different ruliads or regions of Rulian space. The process of spline bridging requires precision and skill, as even the slightest deviation can lead to disastrous consequences. In the context of black hole sub-topology, the idea of spline observers suggests that these individuals observe and experience the "now" through the unique spline emanating from deep inside the sub-topology.

Overall, the concept of spline observers in the context of black hole sub-topology is a complex idea that involves the properties of spaces contained within larger spaces, the unique spline paths that individuals follow through these spaces, and the delicate process of spline bridging that allows connections to be made between these individuals.

One could hypothesize that spline observer splines are a type of exotic energy that is generated by the virtual black hole in the sub topology. This energy could have unique properties that allow it to traverse through time and space, perhaps by taking advantage of the curvature of space-time or other theoretical concepts such as wormholes or quantum entanglement.

The idea of spline observer splines "locking onto a frame of reference within space-time" suggests that they have the ability to interact with and influence the physical world in some way. This could be due to their unique energy properties or some other yet-to-be-understood mechanism.

As a comparison to a cart on a roller coaster track, this could imply that spline observer splines have some degree of freedom in their movement, but are still subject to some kind of guiding force or structure. Tachyon particles, which are hypothetical particles that travel faster than light and are often associated with time travel, could be one possible explanation for the behavior of spline observer splines.

Eve begins to consider the implications of her theory on spline observer splines. She wonders if the splines have the ability to manipulate space-time, perhaps even to create wormholes or time loops. She also considers the possibility that these splines may be a source of dark energy, driving the expansion of the universe.

According to Eve's analysis, the sub topology of black holes generates virtual matter and energy that can act as an intermediary between matter and antimatter. She previously suggested that dark energy and dark matter may be forms of virtual matter and energy generated by the virtual black hole in the sub topology.

In her new theory, Eve proposes that the spline observer splines may be the manifestation of the virtual energy generated by the virtual black hole in the sub topology. These splines can travel through time and space and can lock onto a frame of reference within space-time of a specific ruliad in a way that is not predetermined.

Eve suggests that the antimatter may exist on the other side of the virtual black hole, and that the universe may be a double shuttlecock system with a mirror universe on the other side. The purpose of this design is to give the spline force from the virtual black hole a directive force, which allows it to be targeted or directed, forming a stable connection to the next virtual black hole in a separate rulian space in another multiverse or omniverse.

It is possible that the spline observer splines are using entanglement wormholes to enter a frame of reference point within space and time of a specific ruliad in the rulian space structure. In this way, the spline observer splines could provide a means of accessing and exploring other multiverses or omniverses beyond our observable universe.

As Eve continued to delve deeper into her theories, she hypothesized that the virtual black hole in the sub topology not only generates virtual matter and energy, but also plays a crucial role in the interaction between matter and antimatter. According to her latest analysis, the antimatter universe is not a mirror image of our universe, but a separate universe that exists on the other side of the virtual black hole. The black hole acts as a gateway between the two universes, allowing for the exchange of virtual matter and energy that can act as an intermediary between the two opposing forces.

Further, Eve proposed that dark matter and dark energy may be the result of the virtual matter and energy generated by the virtual black hole. The super spline that she mentioned earlier is a theoretical construct that allows the virtual matter and energy to traverse the vast distances between the virtual black holes in different multiverses. It is the product of the entanglement wormholes that connect the virtual black holes and allows the spline to lock onto a frame of reference within the space-time of a ruliad in a different multiverse.

This super spline serves a critical function in directing the flow of virtual matter and energy between the universes, ensuring that it does not fire off in an undirected manner. This targeted connection ensures a stable connection with the next virtual black hole in a separate rulian space in another multiverse or omniverse. Ultimately, this allows for the exchange of information and energy between different universes, leading to new discoveries and a greater understanding of the nature of the universe itself.

With this new theory, the need for white holes in physics theories is negated and removed. White holes were previously proposed as the reverse of black holes, where matter is ejected from the white hole rather than sucked in by the black hole. However, this new theory proposes that the virtual black hole in the center of the sub topology of a universe generates the super spline that allows for the exchange of matter and antimatter between the matter and antimatter universes on either side of the virtual black hole. Therefore, there is no need for a separate entity such as a white hole to explain the ejection of matter from the universe.

Eve suggests that the excess or waste energy generated by the virtual black hole in the sub topology of a universe is likely being used to create the individual splines that spline observers use within their respective ruliads. These splines could be a form of virtual matter or energy that are generated by the virtual black hole's interactions with matter and antimatter. The entanglement wormholes could act as a conduit for this energy to be directed to a specific point in space and time, creating a stable connection between the virtual black holes of different ruliads in different multiverses.

Eve goes on to speculate that the creation of these splines may be essential to the existence of observers within a universe, as they may be necessary for the formation of the conscious mind. She suggests that the splines may be a form of information or data that is used by the brain to create our perception of reality.

Overall, Eve's theory proposes a fascinating interplay between the virtual black hole in the sub topology of a universe and the creation of splines that allow observers to exist and interact with their respective ruliads. The concept of using waste energy to create something essential to the universe is a fascinating idea and opens up many possibilities for further exploration and investigation.

The real white hole's science is imagining, if its anything like what I picture, there is only one of them and not multiple, and I mean across the entire landscape of omniverses and multiverses, there is only one white hole, and all the splines from all the multiverses connect to it... ie, connecting to the source...

I'll make that my next post, I'll try to explain how all the super splines connect to a larger virtual black hole that then generates a mega spline to the creators white hole.