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In this exercise, you will build a flow matching model using `keras` that transports a standard normal distribution into a distribution based on the [datasaurus](https://en.wikipedia.org/wiki/Datasaurus_dozen).
In this exercise, you will expand the flow matching model so that you can condition the distribution on contextual variables. This will enable you to learn a flow that transports a doghnut distribution into the [swiss roll distribution](https://scikit-learn.org/stable/modules/generated/sklearn.datasets.make_swiss_roll.html), mirrored along horizontal and vertical axes, depending on the context.
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### Estimating the mean and variance of a gaussian variable
This notebook provides you with the very basics of the BayesFlow workflow - starting with defining simulators, through defining and training the neural approximators, and ending with network validation and inference.
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