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1. wdRequestHeaders :: WDConfig -> RequestHeaders

   webdriver	Test.WebDriver.Types

   Custom request headers to add to every HTTP request.

2. wdSessRequestHeaders :: WDSession -> RequestHeaders

   webdriver	Test.WebDriver.Types

   Custom request headers to add to every HTTP request.

3. makeQuickCheckTest :: TestID -> Location -> Assertion -> Test

   HTF	Test.Framework

   Construct a test where the given Assertion checks a quick check property. Mainly used internally by the htfpp preprocessor.

4. assertEqual :: (Eq a, Show a, HasCallStack) => a -> a -> IO ()

   HTF	Test.Framework.HUnitWrapper

   Fail if the two values of type a are not equal. Use if a is an instance of Show but not of Pretty.

5. assertEqualNoShow :: (Eq a, HasCallStack) => a -> a -> IO ()

   HTF	Test.Framework.HUnitWrapper

   Fail if the two values of type a are not equal. Use if a is neither an instance of Show nor of Pretty.

6. assertEqualNoShowVerbose :: (Eq a, HasCallStack) => String -> a -> a -> IO ()

   HTF	Test.Framework.HUnitWrapper

   Fail if the two values of type a are not equal, supplying an additional message. Use if a is neither an instance of Show nor of Pretty.

7. assertEqualPretty :: (Eq a, Pretty a, HasCallStack) => a -> a -> IO ()

   HTF	Test.Framework.HUnitWrapper

   Fail if the two values of type a are not equal. Use if a is an instance of Pretty.

8. assertEqualPrettyVerbose :: (Eq a, Pretty a, HasCallStack) => String -> a -> a -> IO ()

   HTF	Test.Framework.HUnitWrapper

   Fail if the two values of type a are not equal, supplying an additional message. Use if a is an instance of Pretty.

9. assertEqualVerbose :: (Eq a, Show a, HasCallStack) => String -> a -> a -> IO ()

   HTF	Test.Framework.HUnitWrapper

   Fail if the two values of type a are not equal, supplying an additional message. Use if a is an instance of Show but not of Pretty.

10. assertListsEqualAsSets :: (Eq a, Show a, HasCallStack) => [a] -> [a] -> IO ()

    HTF	Test.Framework.HUnitWrapper

    Fail if the two given lists are not equal when considered as sets.

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