Hello there; ***The program accepts the statically explained support conditions in the same way. If we examine it visually, the 2nd image is two interlocking rectangles = built-in support = both moment and support effects, displacements and translations are 0. When you model and analyze this one column and approach the nodal point from the deformations, it gives a value within 6 degrees of freedom on the screen. you can see. It is the third visual movable (sliding) bearing. We are talking about the situation where there are blue green rings in the image. In this support type, the moments are zero. Again, attach a beam to the column and model with a single slip plate connection, for example. You will understand more clearly when you look at the nodal point from the deformations after the analysis. There is no sign in the 4th image, only a red dot. The red dot means the nodal point in the program, and it means a fixed support since there is no other sign around it. Moment is present, displacement is 0, rotation is present. As for your question, the red dot is the fixed support. There is a moment in the fixed support. If you look at the static definitions in the link I sent before, it says there is a moment on the fixed support and shows it on the figure.