BaseCookie.output(attrs=None, header='Set-Cookie:', sep='\r\n') Return a string representation suitable to be sent as HTTP headers. attrs and header are sent to each Morsel‘s output() method. sep is used to join the headers together, and is by default the combination '\r\n' (CRLF).

select.poll() (Not supported by all operating systems.) Returns a polling object, which supports registering and unregistering file descriptors, and then polling them for I/O events; see section Polling Objects below for the methods supported by polling objects.

gettext.gettext(message) Return the localized translation of message, based on the current global domain, language, and locale directory. This function is usually aliased as _() in the local namespace (see examples below).

os.WSTOPSIG(status) Return the signal which caused the process to stop. Availability: Unix.

logging.config.listen(port=DEFAULT_LOGGING_CONFIG_PORT, verify=None) Starts up a socket server on the specified port, and listens for new configurations. If no port is specified, the module’s default DEFAULT_LOGGING_CONFIG_PORT is used. Logging configurations will be sent as a file suitable for processing by fileConfig(). Returns a Thread instance on which you can call start() to start the server, and which you can join() when appropriate. To stop the server, call stopListening(). The verify

ST.isexpr() Same as isexpr(st).

curses.ascii.isspace(c) Checks for ASCII white-space characters; space, line feed, carriage return, form feed, horizontal tab, vertical tab.

os.lchmod(path, mode) Change the mode of path to the numeric mode. If path is a symlink, this affects the symlink rather than the target. See the docs for chmod() for possible values of mode. As of Python 3.3, this is equivalent to os.chmod(path, mode, follow_symlinks=False). Availability: Unix.

window.standend() Turn off the standout attribute. On some terminals this has the side effect of turning off all attributes.

cmath.atan(x) Return the arc tangent of x. There are two branch cuts: One extends from 1j along the imaginary axis to ∞j, continuous from the right. The other extends from -1j along the imaginary axis to -∞j, continuous from the left.