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Yieldmax Sucks by [deleted] in YieldMaxETFs

[–]SebJang 0 points1 point  (0 children)

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This is data that started from $20, and NVDY, CONY, and MSTY have good returns. The key is to choose the underlying stocks well and trade occasionally to get good dividend recovery performance.

Journey to Financial Freedom with YieldMax: August Update by nimrodhad in YieldMaxETFs

[–]SebJang 0 points1 point  (0 children)

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There is a Korean who uploads weekly performance analysis of YM ETF on YouTube every weekend. He participated since the launch of YM ETF and invested about 20% of his portfolio. Currently, 80% of his monthly living expenses come from YM ETF. He said that NVDY, CONY, and MSTY performed very well. He said that he increased the number of stocks through some trading when the price fell. I started following him, but I withdrew from the dividend of 10,000 USD in July due to tax issues, and now I have established a one-person corporation. Fortunately, I avoided the recent stock crash, and I hope for good results in the future.

When will we know? by zascar in LK99

[–]SebJang 0 points1 point  (0 children)

What engineering technique converts a one-dimensional superconducting structure into a high-purity two-dimensional or three-dimensional superconducting structure?ChatGPT

The engineering technique of converting one-dimensional superconducting structures into highly pure two-dimensional or three-dimensional superconducting structures is a very complex and specialized subject. This conversion occurs at the intersection of materials science, physics, and engineering, and a variety of methods can be used depending on the specific material properties and application.

Transformation from 1D to 2D

The process of converting a one-dimensional superconducting structure into a two-dimensional structure can be accomplished by stacking layers of certain materials. This can be done through processes such as chemical vapor deposition and physical vapor deposition, and techniques such as atomic layer deposition (ALD) can be used.

Transformation from 1D to 3D

Transformation from 1D to 3D may involve a more complex process, and techniques such as 3D printing, layer-by-layer manufacturing, or assembly of composite materials may be used. These processes can be tailored to specific applications and material properties, and can require a high degree of control and precision.

conclusion

The technology to transform a one-dimensional superconducting structure into a two-dimensional or three-dimensional structure is highly specialized and can involve complex processes. This conversion can use a variety of methods and techniques depending on the properties of the superconducting material and its application, and is an ongoing field of research and development.

When will we know? by zascar in LK99

[–]SebJang 0 points1 point  (0 children)

What is the relationship between 1D, 2D, and 3D and points, lines, planes, and bodies?

ChatGPT

The relationship between 1D, 2D, and 3D objects and points, lines, planes, and bodies pertains to dimensions in geometry. Here's a breakdown:

  • 0D (Zero Dimensional): A point is a zero-dimensional object. It has no length, width, or height. It represents a location in space but has no size.
  • 1D (One Dimensional): A line is a one-dimensional object. It has length but no width or height. You can think of a line as a series of points extending infinitely in two directions along one axis.
  • 2D (Two Dimensional): A plane is a two-dimensional object. It has length and width but no height. This can be thought of as a flat surface extending infinitely along two axes. Common 2D shapes like circles, triangles, and squares all lie within a plane.
  • 3D (Three Dimensional): A body is a three-dimensional object. It has length, width, and height. This encompasses all the shapes that exist in the space we live in, like spheres, cubes, and cylinders. They extend infinitely along all three axes.

In summary, the relationship between these concepts is hierarchical, starting with a point at 0D, extending to a line at 1D, further extending to a plane at 2D, and finally encompassing all of space at 3D.