Does CashShuffle give Bitcoin Cash exponentially infinite privacy?

While taking a shower today I started thinking about CashShuffle vs supercomputers and from my understanding cash shuffle takes the input of 40-60 people then splits it into 80-110 outputs each shuffle. If you run it multiple times, doesn't that mean that the transaction gets exponentially harder to source?

Everytime it shuffles the transaction, the original transaction increases by about 100ˣ ? So if it ran 6 times, that would be, 100 * 100 * 100 * 100 * 100 *100 = 1x10e12 (1,000,000,000,000) outputs since the original coins were split and sent through at the end?

Do we know how long it would take for today's supercomputers to run though 1 quadrillion outputs to find the original source to dictate the optimal shuffles?