Real world applications of Schanuel's Conjecture

Question

I'm doing my senior capstone on Schanuel's conjecture and in my final presentation I wanted to discuss why this conjecture is important. I have found tons of applications in field theory and proving other conjectures. I have found slightly more concrete applications in proving algebraic independence and roots of exponential polynomials, but I'm not sure where these could be used in real world problems (or if they could be at all). Does anybody have any recommendations of papers which discuss this or do you know of any applications? I've done a lot of research and read a lot of papers on this, but I haven't come up with anything "real world". Thank you in advance for your time and knowledge