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Solve the following problem using Python, implementing the functions described below, one line at a time
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Description:

def create_new_layer(layer, n_dim):
    ''' create  new layer for the graph
    '''

    input_shape = layer.output.shape
    dense_deeper_classes = [StubDense, get_dropout_class(n_dim), StubReLU]
    conv_deeper_classes = [get_conv_class(n_dim), get_batch_norm_class(n_dim), StubReLU]
    if is_layer(layer, "ReLU"):
        conv_deeper_classes = [get_conv_class(n_dim), get_batch_norm_class(n_dim)]
        dense_deeper_classes = [StubDense, get_dropout_class(n_dim)]
    elif is_layer(layer, "Dropout"):
        dense_deeper_classes = [StubDense, StubReLU]
    elif is_layer(layer, "BatchNormalization"):
        conv_deeper_classes = [get_conv_class(n_dim), StubReLU]

    layer_class = None
    if len(input_shape) == 1:
        # It is in the dense layer part.
        layer_class = sample(dense_deeper_classes, 1)[0]
    else:
        # It is in the conv layer part.
        layer_class = sample(conv_deeper_classes, 1)[0]

    if layer_class == StubDense:
        new_layer = StubDense(input_shape[0], input_shape[0])

    elif layer_class == get_dropout_class(n_dim):
        new_layer = layer_class(Constant.DENSE_DROPOUT_RATE)

    elif layer_class == get_conv_class(n_dim):
        new_layer = layer_class(
            input_shape[-1], input_shape[-1], sample((1, 3, 5), 1)[0], stride=1
        )

    elif layer_class == get_batch_norm_class(n_dim):
        new_layer = layer_class(input_shape[-1])

    elif layer_class == get_pooling_class(n_dim):
        new_layer = layer_class(sample((1, 3, 5), 1)[0])

    else:
        new_layer = layer_class()

    return new_layer