Definition: The term "amebiform" comes from a Greek word meaning "conic." It refers to a circular shape that resembles an ellipse or an oblate spheroid, with its two foci located at opposite vertices along its circumference. This geometric figure is characterized by having one principal axis of symmetry and the second principal axis (which also lies on the plane) being perpendicular. This property makes it particularly useful in mathematics, especially when dealing with conic sections or the geometry of ellipses. In English, "amebiform" can be translated as "elliptical," specifically a shape that is similar to an ellipse. This term has historical roots and is used in literature, science, and art to depict shapes often resembling this form. It's also commonly used in geometry, particularly for problems involving circles or conics. The definition of "amebiform" would involve the following elements: 1. Two foci: The two points where the ellipse's principal axes intersect. 2. Circumference: A circle that is tangent to both its two foci and has a diameter equal in length to each of their radii, hence forming an ellipse itself. 3. Orthoptic: An oblique line connecting these two foci that does not pass through the center of the ellipse. This shape can be found in many forms within the Bible, including in ancient texts such as the Talmud and in modern biblical manuscripts like the Dead Sea Scrolls.
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