Safe Haskell | Safe-Infered |
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- waitUntil :: SessionState m => Double -> m a -> m a
- waitUntil' :: SessionState m => Int -> Double -> m a -> m a
- waitWhile :: SessionState m => Double -> m a -> m ()
- waitWhile' :: SessionState m => Int -> Double -> m a -> m ()
- data ExpectFailed
- expect :: MonadBaseControl IO m => Bool -> m ()
- unexpected :: MonadBaseControl IO m => m a
- expectAny :: MonadBaseControl IO m => (a -> m Bool) -> [a] -> m ()
- expectAll :: MonadBaseControl IO m => (a -> m Bool) -> [a] -> m ()
- (<||>) :: Monad m => m Bool -> m Bool -> m Bool
- (<&&>) :: Monad m => m Bool -> m Bool -> m Bool
Wait on expected conditions
waitUntil :: SessionState m => Double -> m a -> m aSource
Wait until either the given action succeeds or the timeout is reached.
The action will be retried every .25 seconds until no ExpectFailed
or
NoSuchElement
exceptions occur. If the timeout is reached,
then a Timeout
exception will be raised. The timeout value
is expressed in seconds.
waitUntil' :: SessionState m => Int -> Double -> m a -> m aSource
Similar to waitUntil
but allows you to also specify the poll frequency
of the WD
action. The frequency is expressed as an integer in microseconds.
waitWhile :: SessionState m => Double -> m a -> m ()Source
Like waitUntil
, but retries the action until it fails or until the timeout
is exceeded.
waitWhile' :: SessionState m => Int -> Double -> m a -> m ()Source
Like waitUntil'
, but retries the action until it either fails or
until the timeout is exceeded.
Expected conditions
data ExpectFailed Source
An exception representing the failure of an expected condition.
expect :: MonadBaseControl IO m => Bool -> m ()Source
An expected condition. This function allows you to express assertions in
your explicit wait. This function raises ExpectFailed
if the given
boolean is False, and otherwise does nothing.
unexpected :: MonadBaseControl IO m => m aSource
throws ExpectFailed
. This is nice for writing your own abstractions.
Convenience functions
expectAny :: MonadBaseControl IO m => (a -> m Bool) -> [a] -> m ()Source
Apply a predicate to every element in a list, and expect that at least one succeeds.