The Ramanujan Machine project detects new expressions related to constants of
interest, such as ζ function values, γ and algebraic numbers (to
name a few). In particular the project lists a number of conjectures involving
even and odd ζ function values, logarithms etc. We show that many
relations detected by the Ramanujan Machine Project stem from a specific
algebraic observation and show how to generate infinitely many. This provides
an automated proof and/or an explanation of many of the relations listed as
conjectures by the project (although not all of them)