Finally, here are some tips and best practices that can help you use grid search or any other technique for hyperparameter optimization of ANNs more effectively. Firstly, you should define a clear and measurable performance metric, such as accuracy, precision, recall, F1-score, or mean squared error; this should be used consistently throughout the optimization process. Additionally, you should use a validation set or a cross-validation scheme to evaluate the performance of different hyperparameters, and keep a separate test set to evaluate the final model. A log or dashboard is necessary to track and compare the results of different experiments; it's also important to document the hyperparameters and the performance metrics for each experiment. To ensure reproducibility and comparability of the experiments, use a random seed or fixed order; avoid any sources of variability or noise in the data or the model. It's best to use a systematic and iterative approach to optimize the hyperparameters; start with the most influential or sensitive ones, such as the learning rate, number of hidden layers, and activation functions. Furthermore, use a sensible and realistic range of values for each hyperparameter; for those that span several orders of magnitude (e.g., learning rate or regularization parameter), use a logarithmic scale. Finally, leverage the strengths and weaknesses of various techniques (e.g., simplicity of grid search, efficiency of random search) by combining them in order to optimize the hyperparameters; meta-learning can be particularly useful for this purpose.