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On The Turing Completeness of PowerPoint (SIGBOVIK)

Tom WildenhainYouTube ↗

Further reading 2

Caption notes

Hyperlinks, animations and manual clicks turn a PowerPoint deck into a Turing machine. The demonstration separates computational expressiveness from practical speed.

Original passages · 5
This is implemented completely with animations. There are no macros
On The Turing Completeness of PowerPoint (SIGBOVIK) · ▶ 2:50–2:58
every other area is blocked. So I can click randomly essentially
On The Turing Completeness of PowerPoint (SIGBOVIK) · ▶ 3:21–3:28
essentially imitate any transition function of any other touring machine
On The Turing Completeness of PowerPoint (SIGBOVIK) · ▶ 4:07–4:17
you can solve every computational problem with a dedicated PowerPoint file
On The Turing Completeness of PowerPoint (SIGBOVIK) · ▶ 2:19–2:26
The user has to click on each orange region
On The Turing Completeness of PowerPoint (SIGBOVIK) · ▶ 3:11–3:18

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