Please recommend a textbook for self studying 2nd course on Algebraic Geometry

I have been self studying the textbook: Beginning in Algebraic Geometry by Clader and Ross and found this book very wonderful simply because most of the proofs are proved in the textbook itself( I donot have a help in real life) and it has a good number of exercises. A lot of intuition is also given behind the ideas presented in the textbook.

I am currently in $2$ nd year of masters degree but the curriculum here focuses a lot on applied mathematics while I like pure mathematics more. I have studied $1$ course on Commutative Algebra, $1$ on Manifolds and $2$ courses in Abstract Algebra

Can you please suggest some textbook which I can refer to self-study more algebraic geometry after finishing Clader and Ross? I would like to study Schemes and Cohomology. A textbook in which proofs of results are mostly given in the book itself ( not skipped or told to be trivial)

I tried to follow the textbook or Daniel Perrin (before picking up Clader and Ross) but it skips a lot of proofs and results and then I also tried reading the textbook by Gortz and Wedhorn but it was too dense for me. Then I began to study Clader and Ross and liked it a lot.