Sussy Balls over 1.5 quadrillion times 

Sussy Balls 1,501,199,875,790,165 times in the same screen. Shout out to Kanye East
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Calculations:
I basically quadrupled the previous iteration (in the 4 corners) and added one other "sussy balls video" in the center and I did this 25 times, which gives you a geometric series with a=1 and r=4, if you try it out.
(...(((1*4+1)*4+1)*4+1)...) =1+4+4^2+4^3+4^4...
You can calculate the total number of sussy balls in the last iteration, by using a large number calculator and doing the operations by yourself or by using the partial sum of divergent geometric series formula: sum=a(r^n-1)/(r-1), which gives you 1,501,199,875,790,165 when you plug in a=1, r=4 and n=25.