According to the Round Earth Theory of the seasons the Earth is tilted on its axis and revolving around the Sun.
Can our astronomy experts here kindly explain why Jupiter does not seem to adhere to the seasons?
For purposes of discussion, let's accept textbook definitions of planetary orbital periods are all correct, and that the textbook description of all the planets is also correct.
Let's decide on one point in the diagram to be a starting point (01 of 4), and determine where Jupiter might be at that point.
Let's say the Dec solstice is starting point 01, and Jupiter is out to the right, broadly in alignment with the line between Sun and Earth.
Earth reaches March solstice (point 02) 3 mths later, and points 03 and 04 in 6 and 9 mths (EDIT - March EQUINOX)
Jupiter moves 30 degrees per Earth year, so as Earth reaches point 01, three months later, Jupiter has only moved approx (30/4) 7 degrees or so. Broadly speaking, it's still in the same place, only 7 degrees off the line where it was when we started.
The axial tilt of the Earth is still, broadly speaking, leaning toward Jupiter. There will be little or no change in the time it spends in our sky.
You posted a series of charts spanning one Earth year, but in order to see a difference, you'll have to span 12 Earth years, surely?
Starting point - June solstice 2019, with Earth and Jupiter broadly aligned along the Sun-Earth line. Axial tilt of Earth is toward the Sun, away from Jupiter
Three months on, axial tilt still away from Jupiter
Six, Nine mths on, axial tilt still away from Jupiter
How do we get the axial tilt toward Jupiter? Wait six years. That's when you'll see the difference in the amount of time Jupiter is in our sky