Are there any comprehensive mathematics reference/textbooks that could be considered somewhat like a modern version of Bourbaki's Elements? "Comprehensive" here could refer to a single area of mathematics, not necessarily its entirety like what Bourbaki seemed to be attempting. Also, the completed volumes of the Elements dealt more with foundational subjects like set theory ("level D", or Bourbaki density zero, as Dieudonne calls them) as opposed to "level A" subjects like algebraic geometry and number theory, which is what I'm looking for.
I'm thinking of something along the lines of the Stacks Project in algebraic geometry, or if there was some "textbook version" of the nLab (are there any?). My interests are in algebraic geometry, number theory, and some algebraic topology and differential geometry, so this is what I'm really trying to look for, but references in other areas would be welcome too, for the benefit of people who come across this question while looking for such references in their own fields.