Qualitatively I think the geography is rather intriguing for further development (i.e. biomes and eventually resulting shape of cultures and nations, should that be the direction your conworlding decides to go) - it looks plausible on a gut feel while being very distinct from Earth's - although I wonder about the structure of the tectonic plates that produced so many north-south mountain ranges near the central part (not that I'm doubtful - don't know nearly enough about plate tectonics to draw any conclusions one way or another, just that at first glance it looks like there must be a lot of long narrow plates next to each other which sounds a little odd). I was going to ask about the uniformity of the oceans' central parts before I noticed your comment on eliding much of the undersea detail; I do want to note that it looks like you've got some regions of subtle horizontal-line artifacts in the western-hemisphere ocean that I don't think were your intent (to the left of what I think is a trench, although the shade is really similar to the surrounding water and hard to make out).
I'm not in a great position to really evaluate the plausibility of the numbers, but I ran a few quick ratios and there seemed to be some slight deviancy in the expected values:
- Density is 5.179 g/cm^3 compared to Earth's 5.513 g/cm^3 (assuming I read your units right). These should be proportional to planet mass / radius^3, unless there's something I really don't understand about density, but comparing these I got 5.179/5.513 = approx. 0.9394, but (massalmagest / (radiusalmagest^3)) / (massearth / (radiusearth^3)) came out to approx. 0.9353 by my calculation. It's a small difference, but I'm not sure whether it's a significant one by your standards or not since there may be secondary factors I'm unaware of (or you're using more precise numbers for Earth/Almagest than I did).
- Similarly, there was a (small) discrepancy re: surface gravity strength, as you give galmagest / gearth = 0.972. I'd expect the gravitational acceleration for a planet to be proportional to planet mass / radius^2 (granted just going off the equations I learned in Intro to Astrophysics, so there may well be more complex and precise models I'm unaware of you used here); comparing malmagest / ralmagest^2 to mearth / rearth^2 gave me a ratio of approx. 0.9698 (again a difference in the ratio from expected on the order of a few thousandths, which I don't know if you consider significant or not).
Again, given the depth it looks like you're aiming for with this it may well be the case that you are familiar with and used much more complex and precise models than the basic equations I'm familiar with, in which case sorry to trouble you with my meager efforts. But I did notice the planet was larger and more massive but less dense and with lower gravity, so I had the sudden urge to try to check the numbers myself and you did ask. This sort of world construction with physical details like realistic geography and weather patterns taken into account is something I find fascinating, although my own preferences in world building, when aiming for relative realism, tend to lean towards plausibility rather than exactitude.