rdkit.blogspot.com/2019/10/a-new-lessel-and-briem-like-dataset.html
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https://rdkit.blogspot.com/2019/10/a-new-lessel-and-briem-like-dataset.html
A new "Lessel and Briem like" dataset
This is another one that ends up being a bit beyond what blogger can handle. So the post is just a summary, full details are in the jupyter ...
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A new "Lessel and Briem like" dataset
https://rdkit.blogspot.com/2019/10/a-new-lessel-and-briem-like-dataset.html
This is another one that ends up being a bit beyond what blogger can handle. So the post is just a summary, full details are in the jupyter ...
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A new "Lessel and Briem like" dataset
This is another one that ends up being a bit beyond what blogger can handle. So the post is just a summary, full details are in the jupyter ...
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6- titleRDKit: A new "Lessel and Briem like" dataset
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4- og:urlhttp://rdkit.blogspot.com/2019/10/a-new-lessel-and-briem-like-dataset.html
- og:titleA new "Lessel and Briem like" dataset
- og:descriptionThis is another one that ends up being a bit beyond what blogger can handle. So the post is just a summary, full details are in the jupyter ...
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- http://localhost:8889/notebooks/New%20Briem_and_Lessel_dataset.ipynb#Looking-at-the-Lessel-and-Briem-datasets
- http://www.rdkit.org
- http://www.t5informatics.com