I dared not land on my anaconda.

It's a large ice world, those don't have that much gravity. As Allitnil pointed out the gravity shouldn't be much over 2g's on that hing. I've seen bigger and higher g ice worlds, but they'll always have less g's than similarly sized hmc's since their overall density is much lower, so less mass over volume.
Correct the radius is too big. 2.2g on surface. I got so excited when i saw the earth masses, i forgot my physics 101 and didn't check the radius. And now to repent i am going to whip myself in front of an image of sir Isaac Newton whith the game of thrones nun that repeats: "shame, shame, shame"
It's a large ice world, those don't have that much gravity. As Allitnil pointed out the gravity shouldn't be much over 2g's on that hing. I've seen bigger and higher g ice worlds, but they'll always have less g's than similarly sized hmc's since their overall density is much lower, so less mass over volume.
Sorry but not even close to the record. Currently 58 Earth masses for a landable planet.
The list is here (I know because I found number 6, yay me)
Good explanation but got to point out that it being an icy planet makes no difference, there will be high density icy planets as well, maybe not 9.77G though haha.
Simple way to figure it out using trusty Newtonian gravity:
g = m / r^2
g = surface gravity of the planet expressed as a multiple of the Earth's surface gravity,
m = mass of the planet expressed as a multiple of Earth's mass,
r^2 = the radius of the planet also expressed as a multiple of the Earth's mean radius (6,371km) squared.
So in this case:
g = 20.3777 / (19,409 / 6,371)^2
g = ~2.20G = ~21.54 m/s^2