This is an extension to post 157 (I just returned from my swim and was thinking more on the relative density of isolated atoms while swimming):
I bet that some of the later noble gases (filled outer shells or orbitals) are even denser than He4 despite having electrons in shells more distant from the center. This because the ratio of neutron to protons in the nucleus is larger than unity.
From my dictionary:
Radon, Rn, has 86Ps and atomic weight of 222 or 126Ns.
Lawrencium, Lw, has 103Ps and atomic weight of 257 or 154Ns
I doubt is any one has measured the radius of Lw, but surely Radon's is known and it is 222 times heavier than Hydrogen. Thus if radon's radius is not more than cube root of 222 times the Bohr radius, it is denser than Hydrogen on an atom by atom basis. For example: If the diameter of Radon atom is only 6 times larger than Hydrogen's, then Radon is denser than Hydrogen atom by atom. Anyone willing to dig out the facts?
If solid Hydrogen is a good electrical conductor (and I bet it is), then I am reasonable sure my guess in post 142 as to why it is so dense is basically correct. (But, quantum mechanics is not doubt making the full answer/ reason more complex.) I.e. the consideration being offered by others about "hydrogen being the smallest /lightest" etc. play little, if any, role in the explanation of solid Hydrogen's high density; however, the fact that when you free hydrogen's one electron from being bound to a particular nucleus (proton) and let it belong to the entire crystal, then there is no electron left to make the protons stay at least two Bohr radii apart. That is very important, if it happens, and a unique feature of hydrogen.
That is why high electrical conductive, if it exists, is evidence for my POV in post 142. (If it is highly conductive, it might be best to regard solid Hydrogen as an "ordered plasma" as the positive ions are at regular sites, not randomly "flying around.")