Super Nice Numbers

[Winner No.8039255]

Super Nice Numbers and The Poincare Conjecture

According to the truth value 1 in relation to space, the treatment of a shape or a connection, a path, a graph, etc. - such items of any size is countable with a rational whole integer. For example, an apple is one item. There is the saying "an apple a day keeps the doctor away." In other words, a healthy food such as an apple is a good fruit for keeping my health top. The frequency of questions like "what is the best remedy or medicine for the flu?" or "what is your favorite shoe?" is answerable in Mathematics with pictures and unique numbers. For example, if a car or a plane or a helicopter is in good condition then it looks like a pleasant shape, perhaps an 8 or a 9. However, a single car, a single plane, or a single helicopter is at most only a whole "10." By induction, large or macro-scale events such as a big or fluctuating change in the graph of an economy would use a more important number. Specifically this is due to the effect of economies and civilizations having a single and unique origin, such as Christianity or the Sciences - particularly Mathematics or logic. The logic of important events like 9/11's terrorist attack in New York shows that the sequence of areas is not particularly rational or irrational when the origin is not very visible. So a nice or a super nice number is noteworthy in situations like "there is a car crash" or a "helicopter crash" in the city if the starting point of investigation of why and how the incident or coincident occurred is not easily figurable.

[Winner No.8039260]

The Poincare Conjecture shows that all space is either in the shape of a sphere or a flat plane. If it is the shape of a single sphere or a single flat plane then it is easily countable. Single is equivalent to 1. So if the sphere was multi-sided, the set of all circles' edges is infinity, I do think, a much bigger infinity than the set infinity of a single circle. By induction, the geometry of any problem either has one point, or many points. A point is just shows where a particular place is. Another word for point is mark. Where one places a mark is not as important as where the picture or map actually is - otherwise, there would not be any "invisible" or not easily visible items.

In summary, the consequence of The Poincare Conjecture is that any event could have a super nice number - however, any event is not particularly important, so a super nice number just depends on the context of the statement, shape, individual, population, set, location, map, connection, quality, quantity, or path on a plane.

Note: the growth of a map is usually or generally regular.

[Winner No.8039283]

Note 2: There is noise and magnetism manipulation at the use of this website sometimes even when the intent is clearly only Mathematics and pure logic as above. So, I do think that the connectivity and map groups are not particularly secure enough for the perpetuation of scientific investigation.

Consider that /sci/ - Science & Math is the implication "talk about science, mathematics, or geometry" here - then, why would there be an error? Or in another situation, why would there be noise? Such problems seem easily solveable when there is not any noise - however, in the event of there being noise, the noise requires 2 people to increase the production of proof documents in the Sciences and Mathematics. But if there is always going to be science, as in the interval [2, infinity+) then the science and math shows that there is at least two people in order for there to be science. So such disruptions to /sci/ - Science & Math are not actually of "science" themselves. I do think that such "of" people are not actually scientists or Mathematican. Also, another example is that a radio could be used to disrupt an individual doing Mathematics or science. Such event is not scientific itself. I do think that the tool has been used to disrupt civilization such as the areas described in the "Two Towers and the 9/11 New York Terrorist Attack."

- Victor Isai Mazariegos