class: center, middle, inverse, title-slide # Super-cool 3D Poisson process ### Fin ### 29 September 2018 --- <img src="data:image/png;base64,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" style="display: block; margin: auto;" /> --- <img src="data:image/png;base64,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" style="display: block; margin: auto;" /> ---
---
--- <img src="data:image/png;base64,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" style="display: block; margin: auto;" /> --- <img src="data:image/png;base64,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" style="display: block; margin: auto;" />