The original price is hard to find but seen to have been between 80€ and 130€ (probably the later).
Current prices for "new/sealed" (quality) sets seem to be around 135€.
Before corona it was around 100€:
https://www.bricklink.com/v2/catalog/catalogitem.page?S=6005...
Sadly LEGO doesn't produce many good train sets in recent years. They had quite a variety of not cheaper but also not very expensive sets when I was young.
Still I won't disagree that Lego had many overpriced not so good sets.
I believe they'll make it.
F = G * (m_1 * m_2) / r^2
m_2 * a = G * (m_1 * m_2) / r^2
a = G * m_1 / r^2
If we make m_1 1/30th of its original size and to the same to r:
a = G * (m_1 / 30^3) / (r / 30)^2
a = G * (m_1) / r / 30
As escape velocity v_e is where GPE + KE = 0:
v_e = sqrt(2 * g * r) from the surface of the planet
If g is now 1/30th of it's original amount as shown above, the escape velocity would be sqrt(30) = 5.477 times less, or about 2042 m/s. So yup, they would make it if it's at 1/30th the size of the Earth, with thrust to spare for air resistance.
[0] https://www.amazon.com/LEGO-Ideas-Apollo-Saturn-21309/dp/B01...
[0] https://brickipedia.fandom.com/wiki/The_Angry_Birds_Movie
[1] https://brickipedia.fandom.com/wiki/BIONICLE
[2] https://brickipedia.fandom.com/wiki/Star_Wars