Specs

parse(String.t(), Keyword.t()) ::
  {:ok, %Solid.Template{parsed_template: term()}}
  | {:error,
     %Solid.TemplateError{
       __exception__: true,
       header: term(),
       line: term(),
       message: term(),
       reason: term()
     }}

It generates the compiled template

This function returns {:ok, template} if successfully parses the template, {:error, template_error} otherwise

Options

• parser - a custom parser module can be passed. See Solid.Tag for more information

Specs

parse!(String.t(), Keyword.t()) :: Solid.Template.t() | no_return()

It generates the compiled template

This function returns the compiled template or raises an error. Same options as parse/2

Specs

render(%Solid.Template{parsed_template: term()}, map(), Keyword.t()) ::
  {:ok, iolist()} | {:error, [errors()], iolist()}

render(
  list(),
  %Solid.Context{
    counter_vars: term(),
    cycle_state: term(),
    errors: term(),
    iteration_vars: term(),
    vars: term()
  },
  Keyword.t()
) ::
  {iolist(),
   %Solid.Context{
     counter_vars: term(),
     cycle_state: term(),
     errors: term(),
     iteration_vars: term(),
     vars: term()
   }}

It renders the compiled template using a map with vars

Options

• file_system: a tuple of {FileSystemModule, options}. If this option is not specified, Solid uses Solid.BlankFileSystem which raises an error when the render tag is used. Solid.LocalFileSystem can be used or a custom module may be implemented. See Solid.FileSystem for more details.

• custom_filters: a module name where additional filters are defined. The base filters (thos from Solid.Filter) still can be used, however, custom filters always take precedence.

Example

fs = Solid.LocalFileSystem.new("/path/to/template/dir/")
Solid.render(template, vars, [file_system: {Solid.LocalFileSystem, fs}])

Specs

render!(Solid.Template.t(), map(), Keyword.t()) :: iolist()

It renders the compiled template using a map with vars See render/3 for more details

It returns the rendered template or it raises an exception with the accumulated errors and a partial result