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What are the intersections of the vertical center, center, center, center of gravity and outer center of a triangle in mathematical solid geometry?
Center of gravity-the intersection of three midlines, the distance from the midpoint of the edge is equal to two-thirds of the distance from the vertex of the triangle.

The intersection of the bisector of the heart and the angle is the center of the inscribed circle of the triangle, and its distances to the three sides of the triangle are equal.

Outer Center-The intersection of three perpendicular bisector is the center of the circumscribed circle of the triangle, and its distances to the three vertices of the triangle are equal.

Vertical center-the intersection of three high lines