Tree Observing Universe

I have often asked "What is Tree(G64) anyway?" Essentially this is my expression of a number that is absurdly huge, but is also finite. From what I understand, even Tree(8) would be an absurdity to try to fathom, and impossible to write the output to in any earthly way presently conceivable. What if we took this number though, assumed that it is already known from an omniscient perspective, and imagine that the universe is the display for the answer? 

Let's use fundamental nodes- setting uncertainty aside- of Planck time and Planck length, essentially using light and space as a binary model. If this were done from the beginning of the universe, and every unit of space available were used to display the next x digits, and this repeated in every unit of Planck time until it were finished, is there a way to ballpark how long it would take to display the full value, in years let's say?

I sometimes find it fascinating to imagine such a vast coordinated imaginative dance, not focusing on the calculation, but the sparkle shine of it.

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