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⋅ Transformations, functors, categories

⋅ Components of natural transformations

⋅ Functors represented by objects

⋅ Adjoint functors arise *somewhere*

⋅ Building an intuition over lax Kleisli morphisms

⋅ Factoring through objects

⋅ Vectors, matrices and tensors for free

⋅ Adjusting tensor corepresentation

⋅ Jointed functor compositions

⋅ Transformations that are not so natural