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Need more help on code for identity involving the Meijer G .

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Tyma Gaidash pointed me to the Wolfram Functions site where I tried the following.

I might be missing more, but I see I'm missing the input for n. How should I add it?

So, how do we code this? the facts are we have

$M2=\sum _{n=1}^{\infty } \left(\frac{i}{\pi }\right)^{1-n}\left(\text G_{n+1,n+2}^{n+2,0}\left(^{1;\underbrace {x,…,x}_n}_{1-n,0; \underbrace {x,…,x}_n}\bigg|-\pi i\right)\right).$

and this

enter image description here

found here

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