# Paleobiotech Workshop ## Methods _Nov. 12 2021 - MPI-EVA, Leipzig_ --- # Task - Three slides: - 👩🏿‍🏫 Introduce your method to - 🧱 Describe the biggest problem or obstacle - 🚀 Present your 'wish-list' or 'innovation' --- # Station 1: \<Method\> - We do this for this purpose - First we do this - Then we do this - And finally this, to produce this <!-- simple image --> ![Description of Image](https://www.leibniz-hki.de/files/theme/30_custom/images/header/leibniz_hki.svg) <!-- customise size --> <img width=50% src="https://www.leibniz-hki.de/assets/images/f/PBT_en-b2418f72.png"> --- # Station 1: \<Issue\> - My biggest **issue** is this - Because of this - Which _causes_ this --- # Station 1: \<Wishlist\> - My life would be made easier because of **this** - Or I would like to try to do this <style> .reveal section img { background:none; border:none; box-shadow:none; } .reveal body { font-family: 'Commissioner', sans-serif; font-weight: 300; font-size: 30 color: white; } .reveal p { 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'); 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