Python: pyswip output returns Atom and Functor

Based on some older post, I have some prolog program, which specifies propositions. Let's call it "logic.pl"

:-op(800, fx, ¬).
:-op(801, xfy, ∧).
:-op(802, xfy, ∨).
:-op(803, xfy, →).
:-op(804, xfy, ↔).
:-op(800, xfy, #).


m_Proposition_Binary_x_y(X ∨ Y, X, Y).
m_Proposition_Binary_x_y(X ∧ Y, X, Y).
m_Proposition_Binary_x_y(X → Y, X, Y).
m_Proposition_Binary_x_y(X ↔ Y, X, Y).

m_Proposition(X) :-
    m_Proposition_Atom(X).
m_Proposition(Binary) :-
    m_Proposition_Binary_x_y(Binary, X, Y),
    m_Proposition(X),
    m_Proposition(Y).
m_Proposition(¬ X) :-
    m_Proposition(X).



m_Proposition_Atom(p).
m_Proposition_Atom(q).

my aim now is to process some prolog functions based on a python program. The library python gives for that purpose is pyswip.

My problem with this library now is the swipl function intersection/3. If I run e.g. this function

intersection([A,(A→B)], [p, (p→q)], Aim).

from SWI-Prolog manually, I get the output I want:

A = p,
B = q,
Aim = [p, p→q].

but within the python code:

from pyswip import Prolog


prolog = Prolog()
prolog.consult("logic.pl")

for res in prolog.query("intersection([A,(A→B)], [p, (p→q)], Aim)."):
    print(res)

My output is:

{'A': 'p', 'B': 'q', 'Aim': [Atom('331781'), Functor(8343821,2,p,q)]}

My question now is, what is the reason for:

'Aim': [Atom('331781'), Functor(8343821,2,p,q)] 

And is there a way to translate that into my expected output?

Aim = [p, p→q]