diff --git a/Lib/importlib/_bootstrap.py b/Lib/importlib/_bootstrap.py index e00b27ece2603e..9492d68568fae3 100644 --- a/Lib/importlib/_bootstrap.py +++ b/Lib/importlib/_bootstrap.py @@ -41,14 +41,169 @@ def _new_module(name): # A dict mapping module names to weakrefs of _ModuleLock instances # Dictionary protected by the global import lock _module_locks = {} -# A dict mapping thread ids to _ModuleLock instances + +# A dict mapping thread ids to lists of _ModuleLock instances. This maps a +# thread to the module locks it is blocking on acquiring. The values are +# lists because a single thread could perform a re-entrant import and be "in +# the process" of blocking on locks for more than one module. "in the +# process" because a thread cannot actually block on acquiring more than one +# lock but it can have set up bookkeeping that reflects that it intends to +# block on acquiring more than one lock. _blocking_on = {} +class _BlockingOnManager: + """ + A context manager responsible to updating ``_blocking_on`` to track which + threads are likely blocked on taking the import locks for which modules. + """ + def __init__(self, tid, lock): + # The id of the thread in which this manager is being used. + self.tid = tid + # The _ModuleLock for a certain module which the running thread wants + # to take. + self.lock = lock + + def __enter__(self): + """ + Mark the running thread as waiting for the lock this manager knows + about. + + :return: A context manager which can be used to take and release the + lock for the _ModuleLock this manager knows about. + """ + # Interactions with _blocking_on are *not* protected by the global + # import lock here because each thread only touches the state that it + # owns (state keyed on its thread id). The global import lock is + # re-entrant (ie, a single thread may take it more than once) so it + # wouldn't help us be correct in the face of re-entrancy either. + + # First look up the module locks the running thread already intends to + # take. If this thread hasn't done an import before, it may not be + # present in the dict so be sure to initialize it in this case. + self.blocked_on = _blocking_on.setdefault(self.tid, []) + + # Start with a presumption that we're not re-entrant. In this case, + # we will return the regular module so lock _ModuleLock.acquire can + # take it. However, below, we might discover we are re-entrant and + # choose to do something else. + # + # A lot of logic here might be redundant if self.lock.lock were just + # an RLock. + reentrant = False + + if self.blocked_on: + # In this case we are re-entering this acquire method. It is not + # only that we are doing a re-entrant import but we are + # re-entering *this method* to take a module import lock. This is + # possible if an import is triggered by the garbage collector, a + # signal handler, etc. + + if self in self.blocked_on and self.lock.lock.locked(): + # Not only are we re-entering this method to take the import + # lock but we're re-entering it for a _ModuleLock for which it + # is already running and for which the module lock is already + # held. + # + # Put another way, the call stack looks something like: + # + # import foo + # -> ... + # -> importlib._bootstrap._ModuleLock.acquire + # -> ... + # -> + # -> __del__ + # -> import foo + # -> ... + # -> importlib._bootstrap._ModuleLock.acquire + # -> _BlockingOnManager.__enter__ + # + # We don't want to (and can't) take it again so put a dummy in + # its place. + reentrant = True + + # Whether we are re-entering or not, add this lock to the list because + # now this thread is going to be blocked on it. + self.blocked_on.append(self.lock) + + if reentrant: + # Since we can't take the original lock again, give back a context + # manager that does nothing instead. Access by the import system + # to the module is still protected by the fact that the real lock + # is already held and will be until the outer + # _ModuleLock.acquire/_ModuleLock.release process finishes. That + # necessarily happens after this re-entrant use finishes. + return _NoopManager() + + # In the non-re-entrant case, give back the real module lock so it can + # be acquired and released to protect the module. + return self.lock.lock + + def __exit__(self, *args, **kwargs): + """ + Mark the running thread as no longer waiting for the lock this manager + knows about. + """ + self.blocked_on.remove(self.lock) + + +class _NoopManager: + """ + A context manager that does nothing. + """ + def __enter__(self): + pass + + def __exit__(self, *args, **kwargs): + pass + + class _DeadlockError(RuntimeError): pass + +def _has_deadlock(seen, subject, tids, _blocking_on): + """ + Considering a graph where nodes are threads (represented by their id + as keys in ``blocking_on``) and edges are "blocked on" relationships + (represented by values in ``_blocking_on``), determine whether ``subject`` + is reachable starting from any of the threads given by ``tids``. + + :param seen: A set of threads that have already been visited. + :param subject: The thread id to try to reach. + :param tids: The thread ids from which to begin. + :param blocking_on: A dict representing the thread/blocking-on graph. + """ + if subject in tids: + # If we have already reached the subject, we're done - signal that it + # is reachable. + return True + + # Otherwise, try to reach the subject from each of the given tids. + for tid in tids: + blocking_on = _blocking_on.get(tid) + if blocking_on is None: + # There are no edges out from this node, skip it. + continue + + if tid in seen: + # bpo 38091: the chain of tid's we encounter here + # eventually leads to a fixpoint or a cycle, but + # does not reach 'me'. This means we would not + # actually deadlock. This can happen if other + # threads are at the beginning of acquire() below. + return False + seen.add(tid) + + # Follow the edges out from this thread. + edges = [lock.owner for lock in blocking_on] + if _has_deadlock(seen, subject, edges, _blocking_on): + return True + + return False + + class _ModuleLock: """A recursive lock implementation which is able to detect deadlocks (e.g. thread 1 trying to take locks A then B, and thread 2 trying to @@ -58,31 +213,54 @@ class _ModuleLock: def __init__(self, name): self.lock = _thread.allocate_lock() self.wakeup = _thread.allocate_lock() + + # The name of the module for which this is a lock. self.name = name + + # Either None if this lock is not owned by any thread or the thread + # identifier for the owning thread. self.owner = None - self.count = 0 - self.waiters = 0 + + # This is a count of the number of times the owning thread has + # acquired this lock. This supports RLock-like ("re-entrant lock") + # behavior, necessary in case a single thread is following a circular + # import dependency and needs to take the lock for a single module + # more than once. + # + # Counts are represented as a list of None because list.append(None) + # and list.pop() are both atomic and thread-safe and it's hard to find + # another primitive with the same properties. + self.count = [] + + # This is a count of the number of threads that are blocking on + # `self.wakeup.acquire()` to try to get their turn holding this module + # lock. When the module lock is released, if this is greater than + # zero, it is decremented and `self.wakeup` is released one time. The + # intent is that this will let one other thread make more progress on + # acquiring this module lock. This repeats until all the threads have + # gotten a turn. + # + # This is incremented in `self.acquire` when a thread notices it is + # going to have to wait for another thread to finish. + # + # See the comment above count for explanation of the representation. + self.waiters = [] def has_deadlock(self): - # Deadlock avoidance for concurrent circular imports. - me = _thread.get_ident() - tid = self.owner - seen = set() - while True: - lock = _blocking_on.get(tid) - if lock is None: - return False - tid = lock.owner - if tid == me: - return True - if tid in seen: - # bpo 38091: the chain of tid's we encounter here - # eventually leads to a fixpoint or a cycle, but - # does not reach 'me'. This means we would not - # actually deadlock. This can happen if other - # threads are at the beginning of acquire() below. - return False - seen.add(tid) + # To avoid deadlocks for concurrent or re-entrant circular imports, + # look at the "blocking on" state to see if any threads are blocking + # on getting the import lock for any module for which the import lock + # is held by this thread. + return _has_deadlock( + seen=set(), + # Try to find this thread + subject=_thread.get_ident(), + # starting from the thread that holds the import lock for this + # module. + tids=[self.owner], + # using the global "blocking on" state. + _blocking_on=_blocking_on, + ) def acquire(self): """ @@ -91,35 +269,77 @@ def acquire(self): Otherwise, the lock is always acquired and True is returned. """ tid = _thread.get_ident() - _blocking_on[tid] = self - try: + with _BlockingOnManager(tid, self) as the_lock: while True: - with self.lock: - if self.count == 0 or self.owner == tid: + # Protect interaction with state on self with a per-module + # lock. This makes it safe for more than one thread to try to + # acquire the lock for a single module at the same time. + with the_lock: + if self.count == [] or self.owner == tid: + # If the lock for this module is unowned then we can + # take the lock immediately and succeed. If the lock + # for this module is owned by the running thread then + # we can also allow the acquire to succeed. This + # supports circular imports (thread T imports module A + # which imports module B which imports module A). self.owner = tid - self.count += 1 + self.count.append(None) return True + + # At this point we know the lock is held (because count != + # 0) by another thread (because owner != tid). We'll have + # to get in line to take the module lock. + + # But first, check to see if this thread would create a + # deadlock by acquiring this module lock. If it would + # then just stop with an error. + # + # XXX It's not clear who is expected to handle this error. + # There is one handler in _lock_unlock_module but many + # times this method is called when entering the context + # manager _ModuleLockManager instead - so _DeadlockError + # will just propagate up to application code. + # + # This seems to be more than just a hypothetical - + # https://stackoverflow.com/questions/59509154 + # https://github.com/encode/django-rest-framework/issues/7078 if self.has_deadlock(): raise _DeadlockError('deadlock detected by %r' % self) + + # Check to see if we're going to be able to acquire the + # lock. If we are going to have to wait then increment + # the waiters so `self.release` will know to unblock us + # later on. We do this part non-blockingly so we don't + # get stuck here before we increment waiters. We have + # this extra acquire call (in addition to the one below, + # outside the self.lock context manager) to make sure + # self.wakeup is held when the next acquire is called (so + # we block). This is probably needlessly complex and we + # should just take self.wakeup in the return codepath + # above. if self.wakeup.acquire(False): - self.waiters += 1 - # Wait for a release() call + self.waiters.append(None) + + # Now blockingly take the lock. This won't complete until the + # thread holding this lock (self.owner) calls self.release. self.wakeup.acquire() + + # Taking it has served its purpose (making us wait) so we can + # give it up now. We'll take it non-blockingly again on the + # next iteration around this while loop. self.wakeup.release() - finally: - del _blocking_on[tid] def release(self): tid = _thread.get_ident() with self.lock: if self.owner != tid: raise RuntimeError('cannot release un-acquired lock') - assert self.count > 0 - self.count -= 1 - if self.count == 0: + assert len(self.count) > 0 + self.count.pop() + if len(self.count) == 0: self.owner = None - if self.waiters: - self.waiters -= 1 + if len(self.waiters) > 0: + self.waiters.pop() self.wakeup.release() def __repr__(self): diff --git a/Python/importlib.h b/Python/importlib.h index 1fb877a7534197..f260a177b00890 100644 --- a/Python/importlib.h +++ b/Python/importlib.h @@ -1,1812 +1,1974 @@ /* Auto-generated by Programs/_freeze_importlib.c */ const unsigned char _Py_M__importlib_bootstrap[] = { 99,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0, - 0,4,0,0,0,64,0,0,0,115,194,1,0,0,100,0, + 0,4,0,0,0,64,0,0,0,115,230,1,0,0,100,0, 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4,8,7,8,75,114,19,0,0,0,99,0,0,0,0,0, + 0,0,0,0,0,0,0,0,0,0,0,2,0,0,0,64, + 0,0,0,115,32,0,0,0,101,0,90,1,100,0,90,2, + 100,1,90,3,100,2,100,3,132,0,90,4,100,4,100,5, + 132,0,90,5,100,6,83,0,41,7,114,28,0,0,0,122, + 46,10,32,32,32,32,65,32,99,111,110,116,101,120,116,32, + 109,97,110,97,103,101,114,32,116,104,97,116,32,100,111,101, + 115,32,110,111,116,104,105,110,103,46,10,32,32,32,32,99, + 1,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0, + 1,0,0,0,67,0,0,0,115,4,0,0,0,100,0,83, + 0,114,13,0,0,0,114,10,0,0,0,169,1,114,22,0, 0,0,114,10,0,0,0,114,10,0,0,0,114,11,0,0, - 0,114,40,0,0,0,87,0,0,0,115,34,0,0,0,0, - 6,8,1,8,1,2,2,8,1,20,1,6,1,14,1,14, - 9,6,247,4,1,8,1,12,1,12,1,44,2,10,1,14, - 2,122,19,95,77,111,100,117,108,101,76,111,99,107,46,97, - 99,113,117,105,114,101,99,1,0,0,0,0,0,0,0,0, - 0,0,0,2,0,0,0,8,0,0,0,67,0,0,0,115, - 142,0,0,0,116,0,160,1,161,0,125,1,124,0,106,2, - 143,108,1,0,124,0,106,3,124,1,107,3,114,34,116,4, - 100,1,131,1,130,1,124,0,106,5,100,2,107,4,115,48, - 74,0,130,1,124,0,4,0,106,5,100,3,56,0,2,0, - 95,5,124,0,106,5,100,2,107,2,114,108,100,0,124,0, - 95,3,124,0,106,6,114,108,124,0,4,0,106,6,100,3, - 56,0,2,0,95,6,124,0,106,7,160,8,161,0,1,0, - 87,0,100,0,4,0,4,0,131,3,1,0,110,16,49,0, - 115,128,48,0,1,0,1,0,1,0,89,0,1,0,100,0, - 83,0,41,4,78,250,31,99,97,110,110,111,116,32,114,101, - 108,101,97,115,101,32,117,110,45,97,99,113,117,105,114,101, - 100,32,108,111,99,107,114,22,0,0,0,114,39,0,0,0, - 41,9,114,23,0,0,0,114,32,0,0,0,114,24,0,0, - 0,114,26,0,0,0,218,12,82,117,110,116,105,109,101,69, - 114,114,111,114,114,27,0,0,0,114,28,0,0,0,114,25, - 0,0,0,114,41,0,0,0,114,42,0,0,0,114,10,0, - 0,0,114,10,0,0,0,114,11,0,0,0,114,41,0,0, - 0,112,0,0,0,115,22,0,0,0,0,1,8,1,8,1, - 10,1,8,1,14,1,14,1,10,1,6,1,6,1,14,1, - 122,19,95,77,111,100,117,108,101,76,111,99,107,46,114,101, - 108,101,97,115,101,99,1,0,0,0,0,0,0,0,0,0, - 0,0,1,0,0,0,5,0,0,0,67,0,0,0,115,18, - 0,0,0,100,1,160,0,124,0,106,1,116,2,124,0,131, - 1,161,2,83,0,41,2,78,122,23,95,77,111,100,117,108, - 101,76,111,99,107,40,123,33,114,125,41,32,97,116,32,123, - 125,169,3,218,6,102,111,114,109,97,116,114,17,0,0,0, - 218,2,105,100,169,1,114,30,0,0,0,114,10,0,0,0, - 114,10,0,0,0,114,11,0,0,0,218,8,95,95,114,101, - 112,114,95,95,125,0,0,0,115,2,0,0,0,0,1,122, - 20,95,77,111,100,117,108,101,76,111,99,107,46,95,95,114, - 101,112,114,95,95,78,41,9,114,1,0,0,0,114,0,0, - 0,0,114,2,0,0,0,114,3,0,0,0,114,31,0,0, - 0,114,38,0,0,0,114,40,0,0,0,114,41,0,0,0, - 114,49,0,0,0,114,10,0,0,0,114,10,0,0,0,114, - 10,0,0,0,114,11,0,0,0,114,20,0,0,0,52,0, - 0,0,115,12,0,0,0,8,1,4,5,8,8,8,21,8, - 25,8,13,114,20,0,0,0,99,0,0,0,0,0,0,0, - 0,0,0,0,0,0,0,0,0,2,0,0,0,64,0,0, - 0,115,48,0,0,0,101,0,90,1,100,0,90,2,100,1, - 90,3,100,2,100,3,132,0,90,4,100,4,100,5,132,0, - 90,5,100,6,100,7,132,0,90,6,100,8,100,9,132,0, - 90,7,100,10,83,0,41,11,218,16,95,68,117,109,109,121, - 77,111,100,117,108,101,76,111,99,107,122,86,65,32,115,105, - 109,112,108,101,32,95,77,111,100,117,108,101,76,111,99,107, - 32,101,113,117,105,118,97,108,101,110,116,32,102,111,114,32, - 80,121,116,104,111,110,32,98,117,105,108,100,115,32,119,105, - 116,104,111,117,116,10,32,32,32,32,109,117,108,116,105,45, - 116,104,114,101,97,100,105,110,103,32,115,117,112,112,111,114, - 116,46,99,2,0,0,0,0,0,0,0,0,0,0,0,2, - 0,0,0,2,0,0,0,67,0,0,0,115,16,0,0,0, - 124,1,124,0,95,0,100,1,124,0,95,1,100,0,83,0, - 114,21,0,0,0,41,2,114,17,0,0,0,114,27,0,0, - 0,114,29,0,0,0,114,10,0,0,0,114,10,0,0,0, - 114,11,0,0,0,114,31,0,0,0,133,0,0,0,115,4, - 0,0,0,0,1,6,1,122,25,95,68,117,109,109,121,77, - 111,100,117,108,101,76,111,99,107,46,95,95,105,110,105,116, - 95,95,99,1,0,0,0,0,0,0,0,0,0,0,0,1, - 0,0,0,3,0,0,0,67,0,0,0,115,18,0,0,0, - 124,0,4,0,106,0,100,1,55,0,2,0,95,0,100,2, - 83,0,41,3,78,114,39,0,0,0,84,41,1,114,27,0, - 0,0,114,48,0,0,0,114,10,0,0,0,114,10,0,0, - 0,114,11,0,0,0,114,40,0,0,0,137,0,0,0,115, - 4,0,0,0,0,1,14,1,122,24,95,68,117,109,109,121, - 77,111,100,117,108,101,76,111,99,107,46,97,99,113,117,105, - 114,101,99,1,0,0,0,0,0,0,0,0,0,0,0,1, - 0,0,0,3,0,0,0,67,0,0,0,115,36,0,0,0, - 124,0,106,0,100,1,107,2,114,18,116,1,100,2,131,1, - 130,1,124,0,4,0,106,0,100,3,56,0,2,0,95,0, - 100,0,83,0,41,4,78,114,22,0,0,0,114,43,0,0, - 0,114,39,0,0,0,41,2,114,27,0,0,0,114,44,0, - 0,0,114,48,0,0,0,114,10,0,0,0,114,10,0,0, - 0,114,11,0,0,0,114,41,0,0,0,141,0,0,0,115, - 6,0,0,0,0,1,10,1,8,1,122,24,95,68,117,109, - 109,121,77,111,100,117,108,101,76,111,99,107,46,114,101,108, - 101,97,115,101,99,1,0,0,0,0,0,0,0,0,0,0, - 0,1,0,0,0,5,0,0,0,67,0,0,0,115,18,0, - 0,0,100,1,160,0,124,0,106,1,116,2,124,0,131,1, - 161,2,83,0,41,2,78,122,28,95,68,117,109,109,121,77, - 111,100,117,108,101,76,111,99,107,40,123,33,114,125,41,32, - 97,116,32,123,125,114,45,0,0,0,114,48,0,0,0,114, - 10,0,0,0,114,10,0,0,0,114,11,0,0,0,114,49, - 0,0,0,146,0,0,0,115,2,0,0,0,0,1,122,25, - 95,68,117,109,109,121,77,111,100,117,108,101,76,111,99,107, - 46,95,95,114,101,112,114,95,95,78,41,8,114,1,0,0, - 0,114,0,0,0,0,114,2,0,0,0,114,3,0,0,0, - 114,31,0,0,0,114,40,0,0,0,114,41,0,0,0,114, - 49,0,0,0,114,10,0,0,0,114,10,0,0,0,114,10, - 0,0,0,114,11,0,0,0,114,50,0,0,0,129,0,0, - 0,115,10,0,0,0,8,1,4,3,8,4,8,4,8,5, - 114,50,0,0,0,99,0,0,0,0,0,0,0,0,0,0, - 0,0,0,0,0,0,2,0,0,0,64,0,0,0,115,36, - 0,0,0,101,0,90,1,100,0,90,2,100,1,100,2,132, - 0,90,3,100,3,100,4,132,0,90,4,100,5,100,6,132, - 0,90,5,100,7,83,0,41,8,218,18,95,77,111,100,117, - 108,101,76,111,99,107,77,97,110,97,103,101,114,99,2,0, - 0,0,0,0,0,0,0,0,0,0,2,0,0,0,2,0, - 0,0,67,0,0,0,115,16,0,0,0,124,1,124,0,95, - 0,100,0,124,0,95,1,100,0,83,0,114,13,0,0,0, - 41,2,218,5,95,110,97,109,101,218,5,95,108,111,99,107, - 114,29,0,0,0,114,10,0,0,0,114,10,0,0,0,114, - 11,0,0,0,114,31,0,0,0,152,0,0,0,115,4,0, - 0,0,0,1,6,1,122,27,95,77,111,100,117,108,101,76, - 111,99,107,77,97,110,97,103,101,114,46,95,95,105,110,105, - 116,95,95,99,1,0,0,0,0,0,0,0,0,0,0,0, - 1,0,0,0,2,0,0,0,67,0,0,0,115,26,0,0, - 0,116,0,124,0,106,1,131,1,124,0,95,2,124,0,106, - 2,160,3,161,0,1,0,100,0,83,0,114,13,0,0,0, - 41,4,218,16,95,103,101,116,95,109,111,100,117,108,101,95, - 108,111,99,107,114,52,0,0,0,114,53,0,0,0,114,40, - 0,0,0,114,48,0,0,0,114,10,0,0,0,114,10,0, - 0,0,114,11,0,0,0,218,9,95,95,101,110,116,101,114, - 95,95,156,0,0,0,115,4,0,0,0,0,1,12,1,122, - 28,95,77,111,100,117,108,101,76,111,99,107,77,97,110,97, - 103,101,114,46,95,95,101,110,116,101,114,95,95,99,1,0, - 0,0,0,0,0,0,0,0,0,0,3,0,0,0,2,0, - 0,0,79,0,0,0,115,14,0,0,0,124,0,106,0,160, - 1,161,0,1,0,100,0,83,0,114,13,0,0,0,41,2, - 114,53,0,0,0,114,41,0,0,0,41,3,114,30,0,0, - 0,218,4,97,114,103,115,90,6,107,119,97,114,103,115,114, - 10,0,0,0,114,10,0,0,0,114,11,0,0,0,218,8, - 95,95,101,120,105,116,95,95,160,0,0,0,115,2,0,0, - 0,0,1,122,27,95,77,111,100,117,108,101,76,111,99,107, + 0,114,29,0,0,0,154,0,0,0,115,2,0,0,0,0, + 1,122,22,95,78,111,111,112,77,97,110,97,103,101,114,46, + 95,95,101,110,116,101,114,95,95,99,1,0,0,0,0,0, + 0,0,0,0,0,0,3,0,0,0,1,0,0,0,79,0, + 0,0,115,4,0,0,0,100,0,83,0,114,13,0,0,0, + 114,10,0,0,0,114,31,0,0,0,114,10,0,0,0,114, + 10,0,0,0,114,11,0,0,0,114,33,0,0,0,157,0, + 0,0,115,2,0,0,0,0,1,122,21,95,78,111,111,112, 77,97,110,97,103,101,114,46,95,95,101,120,105,116,95,95, - 78,41,6,114,1,0,0,0,114,0,0,0,0,114,2,0, - 0,0,114,31,0,0,0,114,55,0,0,0,114,57,0,0, + 78,169,6,114,1,0,0,0,114,0,0,0,0,114,2,0, + 0,0,114,3,0,0,0,114,29,0,0,0,114,33,0,0, 0,114,10,0,0,0,114,10,0,0,0,114,10,0,0,0, - 114,11,0,0,0,114,51,0,0,0,150,0,0,0,115,6, - 0,0,0,8,2,8,4,8,4,114,51,0,0,0,99,1, - 0,0,0,0,0,0,0,0,0,0,0,3,0,0,0,8, - 0,0,0,67,0,0,0,115,136,0,0,0,116,0,160,1, - 161,0,1,0,122,112,122,14,116,2,124,0,25,0,131,0, - 125,1,87,0,110,22,4,0,116,3,121,46,1,0,1,0, - 1,0,100,1,125,1,89,0,110,2,48,0,124,1,100,1, - 117,0,114,110,116,4,100,1,117,0,114,74,116,5,124,0, - 131,1,125,1,110,8,116,6,124,0,131,1,125,1,124,0, - 102,1,100,2,100,3,132,1,125,2,116,7,160,8,124,1, 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96,32,97,116,116,114,105,98,117,116,101,32,111,102,32,116, + 104,101,32,109,111,100,117,108,101,32,105,115,32,115,101,116, + 46,10,10,32,32,32,32,96,99,97,99,104,101,100,96,32, + 105,115,32,116,104,101,32,108,111,99,97,116,105,111,110,32, + 111,102,32,116,104,101,32,99,97,99,104,101,100,32,98,121, + 116,101,99,111,100,101,32,102,105,108,101,44,32,105,102,32, + 97,110,121,46,32,32,73,116,10,32,32,32,32,99,111,114, + 114,101,115,112,111,110,100,115,32,116,111,32,116,104,101,32, + 96,95,95,99,97,99,104,101,100,95,95,96,32,97,116,116, + 114,105,98,117,116,101,46,10,10,32,32,32,32,96,115,117, + 98,109,111,100,117,108,101,95,115,101,97,114,99,104,95,108, + 111,99,97,116,105,111,110,115,96,32,105,115,32,116,104,101, + 32,115,101,113,117,101,110,99,101,32,111,102,32,112,97,116, + 104,32,101,110,116,114,105,101,115,32,116,111,10,32,32,32, + 32,115,101,97,114,99,104,32,119,104,101,110,32,105,109,112, + 111,114,116,105,110,103,32,115,117,98,109,111,100,117,108,101, + 115,46,32,32,73,102,32,115,101,116,44,32,105,115,95,112, + 97,99,107,97,103,101,32,115,104,111,117,108,100,32,98,101, + 10,32,32,32,32,84,114,117,101,45,45,97,110,100,32,70, + 97,108,115,101,32,111,116,104,101,114,119,105,115,101,46,10, + 10,32,32,32,32,80,97,99,107,97,103,101,115,32,97,114, + 101,32,115,105,109,112,108,121,32,109,111,100,117,108,101,115, + 32,116,104,97,116,32,40,109,97,121,41,32,104,97,118,101, + 32,115,117,98,109,111,100,117,108,101,115,46,32,32,73,102, + 32,97,32,115,112,101,99,10,32,32,32,32,104,97,115,32, + 97,32,110,111,110,45,78,111,110,101,32,118,97,108,117,101, + 32,105,110,32,96,115,117,98,109,111,100,117,108,101,95,115, 101,97,114,99,104,95,108,111,99,97,116,105,111,110,115,96, - 32,105,115,32,116,104,101,32,115,101,113,117,101,110,99,101, - 32,111,102,32,112,97,116,104,32,101,110,116,114,105,101,115, - 32,116,111,10,32,32,32,32,115,101,97,114,99,104,32,119, - 104,101,110,32,105,109,112,111,114,116,105,110,103,32,115,117, - 98,109,111,100,117,108,101,115,46,32,32,73,102,32,115,101, - 116,44,32,105,115,95,112,97,99,107,97,103,101,32,115,104, - 111,117,108,100,32,98,101,10,32,32,32,32,84,114,117,101, - 45,45,97,110,100,32,70,97,108,115,101,32,111,116,104,101, - 114,119,105,115,101,46,10,10,32,32,32,32,80,97,99,107, - 97,103,101,115,32,97,114,101,32,115,105,109,112,108,121,32, - 109,111,100,117,108,101,115,32,116,104,97,116,32,40,109,97, - 121,41,32,104,97,118,101,32,115,117,98,109,111,100,117,108, - 101,115,46,32,32,73,102,32,97,32,115,112,101,99,10,32, - 32,32,32,104,97,115,32,97,32,110,111,110,45,78,111,110, - 101,32,118,97,108,117,101,32,105,110,32,96,115,117,98,109, - 111,100,117,108,101,95,115,101,97,114,99,104,95,108,111,99, - 97,116,105,111,110,115,96,44,32,116,104,101,32,105,109,112, - 111,114,116,10,32,32,32,32,115,121,115,116,101,109,32,119, - 105,108,108,32,99,111,110,115,105,100,101,114,32,109,111,100, - 117,108,101,115,32,108,111,97,100,101,100,32,102,114,111,109, - 32,116,104,101,32,115,112,101,99,32,97,115,32,112,97,99, - 107,97,103,101,115,46,10,10,32,32,32,32,79,110,108,121, - 32,102,105,110,100,101,114,115,32,40,115,101,101,32,105,109, - 112,111,114,116,108,105,98,46,97,98,99,46,77,101,116,97, - 80,97,116,104,70,105,110,100,101,114,32,97,110,100,10,32, - 32,32,32,105,109,112,111,114,116,108,105,98,46,97,98,99, - 46,80,97,116,104,69,110,116,114,121,70,105,110,100,101,114, - 41,32,115,104,111,117,108,100,32,109,111,100,105,102,121,32, - 77,111,100,117,108,101,83,112,101,99,32,105,110,115,116,97, - 110,99,101,115,46,10,10,32,32,32,32,78,41,3,218,6, - 111,114,105,103,105,110,218,12,108,111,97,100,101,114,95,115, - 116,97,116,101,218,10,105,115,95,112,97,99,107,97,103,101, - 99,3,0,0,0,0,0,0,0,3,0,0,0,6,0,0, - 0,2,0,0,0,67,0,0,0,115,54,0,0,0,124,1, - 124,0,95,0,124,2,124,0,95,1,124,3,124,0,95,2, - 124,4,124,0,95,3,124,5,114,32,103,0,110,2,100,0, - 124,0,95,4,100,1,124,0,95,5,100,0,124,0,95,6, - 100,0,83,0,41,2,78,70,41,7,114,17,0,0,0,114, - 110,0,0,0,114,114,0,0,0,114,115,0,0,0,218,26, - 115,117,98,109,111,100,117,108,101,95,115,101,97,114,99,104, - 95,108,111,99,97,116,105,111,110,115,218,13,95,115,101,116, - 95,102,105,108,101,97,116,116,114,218,7,95,99,97,99,104, - 101,100,41,6,114,30,0,0,0,114,17,0,0,0,114,110, - 0,0,0,114,114,0,0,0,114,115,0,0,0,114,116,0, - 0,0,114,10,0,0,0,114,10,0,0,0,114,11,0,0, - 0,114,31,0,0,0,95,1,0,0,115,14,0,0,0,0, - 2,6,1,6,1,6,1,6,1,14,3,6,1,122,19,77, - 111,100,117,108,101,83,112,101,99,46,95,95,105,110,105,116, - 95,95,99,1,0,0,0,0,0,0,0,0,0,0,0,2, - 0,0,0,6,0,0,0,67,0,0,0,115,102,0,0,0, - 100,1,160,0,124,0,106,1,161,1,100,2,160,0,124,0, - 106,2,161,1,103,2,125,1,124,0,106,3,100,0,117,1, - 114,52,124,1,160,4,100,3,160,0,124,0,106,3,161,1, - 161,1,1,0,124,0,106,5,100,0,117,1,114,80,124,1, - 160,4,100,4,160,0,124,0,106,5,161,1,161,1,1,0, - 100,5,160,0,124,0,106,6,106,7,100,6,160,8,124,1, - 161,1,161,2,83,0,41,7,78,122,9,110,97,109,101,61, - 123,33,114,125,122,11,108,111,97,100,101,114,61,123,33,114, - 125,122,11,111,114,105,103,105,110,61,123,33,114,125,122,29, - 115,117,98,109,111,100,117,108,101,95,115,101,97,114,99,104, - 95,108,111,99,97,116,105,111,110,115,61,123,125,122,6,123, - 125,40,123,125,41,122,2,44,32,41,9,114,46,0,0,0, - 114,17,0,0,0,114,110,0,0,0,114,114,0,0,0,218, - 6,97,112,112,101,110,100,114,117,0,0,0,218,9,95,95, - 99,108,97,115,115,95,95,114,1,0,0,0,218,4,106,111, - 105,110,41,2,114,30,0,0,0,114,56,0,0,0,114,10, - 0,0,0,114,10,0,0,0,114,11,0,0,0,114,49,0, - 0,0,107,1,0,0,115,20,0,0,0,0,1,10,1,10, - 255,4,2,10,1,18,1,10,1,8,1,4,255,6,2,122, - 19,77,111,100,117,108,101,83,112,101,99,46,95,95,114,101, - 112,114,95,95,99,2,0,0,0,0,0,0,0,0,0,0, - 0,3,0,0,0,8,0,0,0,67,0,0,0,115,106,0, - 0,0,124,0,106,0,125,2,122,72,124,0,106,1,124,1, - 106,1,107,2,111,76,124,0,106,2,124,1,106,2,107,2, - 111,76,124,0,106,3,124,1,106,3,107,2,111,76,124,2, - 124,1,106,0,107,2,111,76,124,0,106,4,124,1,106,4, - 107,2,111,76,124,0,106,5,124,1,106,5,107,2,87,0, - 83,0,4,0,116,6,121,100,1,0,1,0,1,0,116,7, - 6,0,89,0,83,0,48,0,100,0,83,0,114,13,0,0, - 0,41,8,114,117,0,0,0,114,17,0,0,0,114,110,0, - 0,0,114,114,0,0,0,218,6,99,97,99,104,101,100,218, - 12,104,97,115,95,108,111,99,97,116,105,111,110,114,107,0, - 0,0,218,14,78,111,116,73,109,112,108,101,109,101,110,116, - 101,100,41,3,114,30,0,0,0,90,5,111,116,104,101,114, - 90,4,115,109,115,108,114,10,0,0,0,114,10,0,0,0, - 114,11,0,0,0,218,6,95,95,101,113,95,95,117,1,0, - 0,115,30,0,0,0,0,1,6,1,2,1,12,1,10,255, - 2,2,10,254,2,3,8,253,2,4,10,252,2,5,10,251, - 4,6,12,1,122,17,77,111,100,117,108,101,83,112,101,99, - 46,95,95,101,113,95,95,99,1,0,0,0,0,0,0,0, - 0,0,0,0,1,0,0,0,3,0,0,0,67,0,0,0, - 115,58,0,0,0,124,0,106,0,100,0,117,0,114,52,124, - 0,106,1,100,0,117,1,114,52,124,0,106,2,114,52,116, - 3,100,0,117,0,114,38,116,4,130,1,116,3,160,5,124, - 0,106,1,161,1,124,0,95,0,124,0,106,0,83,0,114, - 13,0,0,0,41,6,114,119,0,0,0,114,114,0,0,0, - 114,118,0,0,0,218,19,95,98,111,111,116,115,116,114,97, - 112,95,101,120,116,101,114,110,97,108,218,19,78,111,116,73, - 109,112,108,101,109,101,110,116,101,100,69,114,114,111,114,90, - 11,95,103,101,116,95,99,97,99,104,101,100,114,48,0,0, - 0,114,10,0,0,0,114,10,0,0,0,114,11,0,0,0, - 114,123,0,0,0,129,1,0,0,115,12,0,0,0,0,2, - 10,1,16,1,8,1,4,1,14,1,122,17,77,111,100,117, - 108,101,83,112,101,99,46,99,97,99,104,101,100,99,2,0, - 0,0,0,0,0,0,0,0,0,0,2,0,0,0,2,0, - 0,0,67,0,0,0,115,10,0,0,0,124,1,124,0,95, - 0,100,0,83,0,114,13,0,0,0,41,1,114,119,0,0, - 0,41,2,114,30,0,0,0,114,123,0,0,0,114,10,0, - 0,0,114,10,0,0,0,114,11,0,0,0,114,123,0,0, - 0,138,1,0,0,115,2,0,0,0,0,2,99,1,0,0, - 0,0,0,0,0,0,0,0,0,1,0,0,0,3,0,0, - 0,67,0,0,0,115,36,0,0,0,124,0,106,0,100,1, - 117,0,114,26,124,0,106,1,160,2,100,2,161,1,100,3, - 25,0,83,0,124,0,106,1,83,0,100,1,83,0,41,4, - 122,32,84,104,101,32,110,97,109,101,32,111,102,32,116,104, - 101,32,109,111,100,117,108,101,39,115,32,112,97,114,101,110, - 116,46,78,218,1,46,114,22,0,0,0,41,3,114,117,0, - 0,0,114,17,0,0,0,218,10,114,112,97,114,116,105,116, - 105,111,110,114,48,0,0,0,114,10,0,0,0,114,10,0, - 0,0,114,11,0,0,0,218,6,112,97,114,101,110,116,142, - 1,0,0,115,6,0,0,0,0,3,10,1,16,2,122,17, - 77,111,100,117,108,101,83,112,101,99,46,112,97,114,101,110, - 116,99,1,0,0,0,0,0,0,0,0,0,0,0,1,0, - 0,0,1,0,0,0,67,0,0,0,115,6,0,0,0,124, - 0,106,0,83,0,114,13,0,0,0,41,1,114,118,0,0, - 0,114,48,0,0,0,114,10,0,0,0,114,10,0,0,0, - 114,11,0,0,0,114,124,0,0,0,150,1,0,0,115,2, - 0,0,0,0,2,122,23,77,111,100,117,108,101,83,112,101, - 99,46,104,97,115,95,108,111,99,97,116,105,111,110,99,2, - 0,0,0,0,0,0,0,0,0,0,0,2,0,0,0,2, - 0,0,0,67,0,0,0,115,14,0,0,0,116,0,124,1, - 131,1,124,0,95,1,100,0,83,0,114,13,0,0,0,41, - 2,218,4,98,111,111,108,114,118,0,0,0,41,2,114,30, - 0,0,0,218,5,118,97,108,117,101,114,10,0,0,0,114, - 10,0,0,0,114,11,0,0,0,114,124,0,0,0,154,1, - 0,0,115,2,0,0,0,0,2,41,12,114,1,0,0,0, - 114,0,0,0,0,114,2,0,0,0,114,3,0,0,0,114, - 31,0,0,0,114,49,0,0,0,114,126,0,0,0,218,8, - 112,114,111,112,101,114,116,121,114,123,0,0,0,218,6,115, - 101,116,116,101,114,114,131,0,0,0,114,124,0,0,0,114, - 10,0,0,0,114,10,0,0,0,114,10,0,0,0,114,11, - 0,0,0,114,113,0,0,0,58,1,0,0,115,32,0,0, - 0,8,1,4,36,4,1,2,255,12,12,8,10,8,12,2, - 1,10,8,4,1,10,3,2,1,10,7,2,1,10,3,4, - 1,114,113,0,0,0,169,2,114,114,0,0,0,114,116,0, - 0,0,99,2,0,0,0,0,0,0,0,2,0,0,0,6, - 0,0,0,8,0,0,0,67,0,0,0,115,152,0,0,0, - 116,0,124,1,100,1,131,2,114,74,116,1,100,2,117,0, - 114,22,116,2,130,1,116,1,106,3,125,4,124,3,100,2, - 117,0,114,48,124,4,124,0,124,1,100,3,141,2,83,0, - 124,3,114,56,103,0,110,2,100,2,125,5,124,4,124,0, - 124,1,124,5,100,4,141,3,83,0,124,3,100,2,117,0, - 114,136,116,0,124,1,100,5,131,2,114,132,122,14,124,1, - 160,4,124,0,161,1,125,3,87,0,113,136,4,0,116,5, - 121,128,1,0,1,0,1,0,100,2,125,3,89,0,113,136, - 48,0,110,4,100,6,125,3,116,6,124,0,124,1,124,2, - 124,3,100,7,141,4,83,0,41,8,122,53,82,101,116,117, - 114,110,32,97,32,109,111,100,117,108,101,32,115,112,101,99, - 32,98,97,115,101,100,32,111,110,32,118,97,114,105,111,117, - 115,32,108,111,97,100,101,114,32,109,101,116,104,111,100,115, - 46,90,12,103,101,116,95,102,105,108,101,110,97,109,101,78, - 41,1,114,110,0,0,0,41,2,114,110,0,0,0,114,117, - 0,0,0,114,116,0,0,0,70,114,136,0,0,0,41,7, - 114,4,0,0,0,114,127,0,0,0,114,128,0,0,0,218, - 23,115,112,101,99,95,102,114,111,109,95,102,105,108,101,95, - 108,111,99,97,116,105,111,110,114,116,0,0,0,114,80,0, - 0,0,114,113,0,0,0,41,6,114,17,0,0,0,114,110, - 0,0,0,114,114,0,0,0,114,116,0,0,0,114,137,0, - 0,0,90,6,115,101,97,114,99,104,114,10,0,0,0,114, - 10,0,0,0,114,11,0,0,0,114,92,0,0,0,159,1, - 0,0,115,36,0,0,0,0,2,10,1,8,1,4,1,6, - 2,8,1,12,1,12,1,6,1,2,255,6,3,8,1,10, - 1,2,1,14,1,12,1,12,3,4,2,114,92,0,0,0, - 99,3,0,0,0,0,0,0,0,0,0,0,0,8,0,0, - 0,8,0,0,0,67,0,0,0,115,42,1,0,0,122,10, - 124,0,106,0,125,3,87,0,110,18,4,0,116,1,121,28, - 1,0,1,0,1,0,89,0,110,14,48,0,124,3,100,0, - 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0,114,10,0,0,0,114,11,0,0,0,218,6,95,95,101, + 113,95,95,81,2,0,0,115,30,0,0,0,0,1,6,1, + 2,1,12,1,10,255,2,2,10,254,2,3,8,253,2,4, + 10,252,2,5,10,251,4,6,12,1,122,17,77,111,100,117, + 108,101,83,112,101,99,46,95,95,101,113,95,95,99,1,0, + 0,0,0,0,0,0,0,0,0,0,1,0,0,0,3,0, + 0,0,67,0,0,0,115,58,0,0,0,124,0,106,0,100, + 0,117,0,114,52,124,0,106,1,100,0,117,1,114,52,124, + 0,106,2,114,52,116,3,100,0,117,0,114,38,116,4,130, + 1,116,3,160,5,124,0,106,1,161,1,124,0,95,0,124, + 0,106,0,83,0,114,13,0,0,0,41,6,114,133,0,0, + 0,114,128,0,0,0,114,132,0,0,0,218,19,95,98,111, + 111,116,115,116,114,97,112,95,101,120,116,101,114,110,97,108, + 218,19,78,111,116,73,109,112,108,101,109,101,110,116,101,100, + 69,114,114,111,114,90,11,95,103,101,116,95,99,97,99,104, + 101,100,114,34,0,0,0,114,10,0,0,0,114,10,0,0, + 0,114,11,0,0,0,114,136,0,0,0,93,2,0,0,115, + 12,0,0,0,0,2,10,1,16,1,8,1,4,1,14,1, + 122,17,77,111,100,117,108,101,83,112,101,99,46,99,97,99, + 104,101,100,99,2,0,0,0,0,0,0,0,0,0,0,0, + 2,0,0,0,2,0,0,0,67,0,0,0,115,10,0,0, + 0,124,1,124,0,95,0,100,0,83,0,114,13,0,0,0, + 41,1,114,133,0,0,0,41,2,114,22,0,0,0,114,136, 0,0,0,114,10,0,0,0,114,10,0,0,0,114,11,0, - 0,0,114,108,0,0,0,63,2,0,0,115,16,0,0,0, - 0,3,20,1,10,1,10,1,10,2,16,2,6,1,14,2, - 114,108,0,0,0,99,2,0,0,0,0,0,0,0,0,0, - 0,0,4,0,0,0,10,0,0,0,67,0,0,0,115,250, - 0,0,0,124,0,106,0,125,2,116,1,124,2,131,1,143, - 216,1,0,116,2,106,3,160,4,124,2,161,1,124,1,117, - 1,114,54,100,1,160,5,124,2,161,1,125,3,116,6,124, - 3,124,2,100,2,141,2,130,1,122,132,124,0,106,7,100, - 3,117,0,114,106,124,0,106,8,100,3,117,0,114,90,116, - 6,100,4,124,0,106,0,100,2,141,2,130,1,116,9,124, - 0,124,1,100,5,100,6,141,3,1,0,110,52,116,9,124, - 0,124,1,100,5,100,6,141,3,1,0,116,10,124,0,106, - 7,100,7,131,2,115,146,124,0,106,7,160,11,124,2,161, - 1,1,0,110,12,124,0,106,7,160,12,124,1,161,1,1, - 0,87,0,116,2,106,3,160,13,124,0,106,0,161,1,125, - 1,124,1,116,2,106,3,124,0,106,0,60,0,110,28,116, - 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97,0,0,0,114,17,0,0,0,218,3,109,115,103,114,10, - 0,0,0,114,10,0,0,0,114,11,0,0,0,114,94,0, - 0,0,80,2,0,0,115,38,0,0,0,0,2,6,1,10, - 1,16,1,10,1,12,1,2,1,10,1,10,1,14,2,16, - 2,14,1,12,4,14,2,14,4,14,1,14,255,14,1,44, - 1,114,94,0,0,0,99,1,0,0,0,0,0,0,0,0, - 0,0,0,2,0,0,0,8,0,0,0,67,0,0,0,115, - 20,1,0,0,122,18,124,0,106,0,160,1,124,0,106,2, - 161,1,1,0,87,0,110,52,1,0,1,0,1,0,124,0, - 106,2,116,3,106,4,118,0,114,64,116,3,106,4,160,5, - 124,0,106,2,161,1,125,1,124,1,116,3,106,4,124,0, - 106,2,60,0,130,0,89,0,110,2,48,0,116,3,106,4, - 160,5,124,0,106,2,161,1,125,1,124,1,116,3,106,4, - 124,0,106,2,60,0,116,6,124,1,100,1,100,0,131,3, - 100,0,117,0,114,146,122,12,124,0,106,0,124,1,95,7, - 87,0,110,18,4,0,116,8,121,144,1,0,1,0,1,0, - 89,0,110,2,48,0,116,6,124,1,100,2,100,0,131,3, - 100,0,117,0,114,222,122,40,124,1,106,9,124,1,95,10, - 116,11,124,1,100,3,131,2,115,200,124,0,106,2,160,12, - 100,4,161,1,100,5,25,0,124,1,95,10,87,0,110,18, - 4,0,116,8,121,220,1,0,1,0,1,0,89,0,110,2, - 48,0,116,6,124,1,100,6,100,0,131,3,100,0,117,0, - 144,1,114,16,122,10,124,0,124,1,95,13,87,0,110,20, - 4,0,116,8,144,1,121,14,1,0,1,0,1,0,89,0, - 110,2,48,0,124,1,83,0,41,7,78,114,99,0,0,0, - 114,146,0,0,0,114,142,0,0,0,114,129,0,0,0,114, - 22,0,0,0,114,106,0,0,0,41,14,114,110,0,0,0, - 114,156,0,0,0,114,17,0,0,0,114,15,0,0,0,114, - 93,0,0,0,114,157,0,0,0,114,6,0,0,0,114,99, - 0,0,0,114,107,0,0,0,114,1,0,0,0,114,146,0, - 0,0,114,4,0,0,0,114,130,0,0,0,114,106,0,0, - 0,114,152,0,0,0,114,10,0,0,0,114,10,0,0,0, - 114,11,0,0,0,218,25,95,108,111,97,100,95,98,97,99, - 107,119,97,114,100,95,99,111,109,112,97,116,105,98,108,101, - 110,2,0,0,115,54,0,0,0,0,4,2,1,18,1,6, - 1,12,1,14,1,12,1,8,3,14,1,12,1,16,1,2, - 1,12,1,12,1,6,1,16,1,2,4,8,1,10,1,22, - 1,12,1,6,1,18,1,2,1,10,1,14,1,6,1,114, - 159,0,0,0,99,1,0,0,0,0,0,0,0,0,0,0, - 0,2,0,0,0,11,0,0,0,67,0,0,0,115,224,0, - 0,0,124,0,106,0,100,0,117,1,114,30,116,1,124,0, - 106,0,100,1,131,2,115,30,116,2,124,0,131,1,83,0, - 116,3,124,0,131,1,125,1,100,2,124,0,95,4,122,166, - 124,1,116,5,106,6,124,0,106,7,60,0,122,52,124,0, - 106,0,100,0,117,0,114,96,124,0,106,8,100,0,117,0, - 114,108,116,9,100,3,124,0,106,7,100,4,141,2,130,1, - 110,12,124,0,106,0,160,10,124,1,161,1,1,0,87,0, - 110,48,1,0,1,0,1,0,122,14,116,5,106,6,124,0, - 106,7,61,0,87,0,110,18,4,0,116,11,121,150,1,0, - 1,0,1,0,89,0,110,2,48,0,130,0,89,0,110,2, - 48,0,116,5,106,6,160,12,124,0,106,7,161,1,125,1, - 124,1,116,5,106,6,124,0,106,7,60,0,116,13,100,5, - 124,0,106,7,124,0,106,0,131,3,1,0,87,0,100,6, - 124,0,95,4,110,8,100,6,124,0,95,4,48,0,124,1, - 83,0,41,7,78,114,151,0,0,0,84,114,155,0,0,0, - 114,16,0,0,0,122,18,105,109,112,111,114,116,32,123,33, - 114,125,32,35,32,123,33,114,125,70,41,14,114,110,0,0, - 0,114,4,0,0,0,114,159,0,0,0,114,153,0,0,0, - 90,13,95,105,110,105,116,105,97,108,105,122,105,110,103,114, - 15,0,0,0,114,93,0,0,0,114,17,0,0,0,114,117, - 0,0,0,114,80,0,0,0,114,151,0,0,0,114,64,0, - 0,0,114,157,0,0,0,114,77,0,0,0,114,152,0,0, - 0,114,10,0,0,0,114,10,0,0,0,114,11,0,0,0, - 218,14,95,108,111,97,100,95,117,110,108,111,99,107,101,100, - 147,2,0,0,115,46,0,0,0,0,2,10,2,12,1,8, - 2,8,5,6,1,2,1,12,1,2,1,10,1,10,1,16, - 3,16,1,6,1,2,1,14,1,12,1,6,1,8,5,14, - 1,12,1,18,2,16,2,114,160,0,0,0,99,1,0,0, - 0,0,0,0,0,0,0,0,0,1,0,0,0,8,0,0, - 0,67,0,0,0,115,54,0,0,0,116,0,124,0,106,1, - 131,1,143,24,1,0,116,2,124,0,131,1,87,0,2,0, - 100,1,4,0,4,0,131,3,1,0,83,0,49,0,115,40, - 48,0,1,0,1,0,1,0,89,0,1,0,100,1,83,0, - 41,2,122,191,82,101,116,117,114,110,32,97,32,110,101,119, - 32,109,111,100,117,108,101,32,111,98,106,101,99,116,44,32, - 108,111,97,100,101,100,32,98,121,32,116,104,101,32,115,112, - 101,99,39,115,32,108,111,97,100,101,114,46,10,10,32,32, - 32,32,84,104,101,32,109,111,100,117,108,101,32,105,115,32, - 110,111,116,32,97,100,100,101,100,32,116,111,32,105,116,115, - 32,112,97,114,101,110,116,46,10,10,32,32,32,32,73,102, - 32,97,32,109,111,100,117,108,101,32,105,115,32,97,108,114, - 101,97,100,121,32,105,110,32,115,121,115,46,109,111,100,117, - 108,101,115,44,32,116,104,97,116,32,101,120,105,115,116,105, - 110,103,32,109,111,100,117,108,101,32,103,101,116,115,10,32, - 32,32,32,99,108,111,98,98,101,114,101,100,46,10,10,32, - 32,32,32,78,41,3,114,51,0,0,0,114,17,0,0,0, - 114,160,0,0,0,41,1,114,96,0,0,0,114,10,0,0, - 0,114,10,0,0,0,114,11,0,0,0,114,95,0,0,0, - 189,2,0,0,115,4,0,0,0,0,9,12,1,114,95,0, - 0,0,99,0,0,0,0,0,0,0,0,0,0,0,0,0, - 0,0,0,4,0,0,0,64,0,0,0,115,140,0,0,0, - 101,0,90,1,100,0,90,2,100,1,90,3,100,2,90,4, - 101,5,100,3,100,4,132,0,131,1,90,6,101,7,100,20, - 100,6,100,7,132,1,131,1,90,8,101,7,100,21,100,8, - 100,9,132,1,131,1,90,9,101,7,100,10,100,11,132,0, - 131,1,90,10,101,7,100,12,100,13,132,0,131,1,90,11, - 101,7,101,12,100,14,100,15,132,0,131,1,131,1,90,13, - 101,7,101,12,100,16,100,17,132,0,131,1,131,1,90,14, - 101,7,101,12,100,18,100,19,132,0,131,1,131,1,90,15, - 101,7,101,16,131,1,90,17,100,5,83,0,41,22,218,15, - 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108,101,46,78,122,40,105,109,112,111,114,116,32,111,102,32, + 123,125,32,104,97,108,116,101,100,59,32,78,111,110,101,32, + 105,110,32,115,121,115,46,109,111,100,117,108,101,115,114,16, + 0,0,0,41,9,114,68,0,0,0,114,15,0,0,0,114, + 107,0,0,0,114,40,0,0,0,218,14,95,78,69,69,68, + 83,95,76,79,65,68,73,78,71,114,218,0,0,0,114,63, + 0,0,0,114,216,0,0,0,114,80,0,0,0,41,4,114, + 17,0,0,0,114,217,0,0,0,114,111,0,0,0,114,90, 0,0,0,114,10,0,0,0,114,10,0,0,0,114,11,0, - 0,0,218,13,95,115,97,110,105,116,121,95,99,104,101,99, - 107,180,3,0,0,115,22,0,0,0,0,2,10,1,18,1, - 8,1,8,1,8,1,10,1,10,1,4,1,8,2,12,1, - 114,202,0,0,0,122,16,78,111,32,109,111,100,117,108,101, - 32,110,97,109,101,100,32,122,4,123,33,114,125,99,2,0, - 0,0,0,0,0,0,0,0,0,0,9,0,0,0,8,0, - 0,0,67,0,0,0,115,22,1,0,0,100,0,125,2,124, - 0,160,0,100,1,161,1,100,2,25,0,125,3,124,3,114, - 132,124,3,116,1,106,2,118,1,114,42,116,3,124,1,124, - 3,131,2,1,0,124,0,116,1,106,2,118,0,114,62,116, - 1,106,2,124,0,25,0,83,0,116,1,106,2,124,3,25, - 0,125,4,122,10,124,4,106,4,125,2,87,0,110,48,4, - 0,116,5,121,130,1,0,1,0,1,0,116,6,100,3,23, - 0,160,7,124,0,124,3,161,2,125,5,116,8,124,5,124, - 0,100,4,141,2,100,0,130,2,89,0,110,2,48,0,116, - 9,124,0,124,2,131,2,125,6,124,6,100,0,117,0,114, - 170,116,8,116,6,160,7,124,0,161,1,124,0,100,4,141, - 2,130,1,110,8,116,10,124,6,131,1,125,7,124,3,144, - 1,114,18,116,1,106,2,124,3,25,0,125,4,124,0,160, - 0,100,1,161,1,100,5,25,0,125,8,122,16,116,11,124, - 4,124,8,124,7,131,3,1,0,87,0,110,48,4,0,116, - 5,144,1,121,16,1,0,1,0,1,0,100,6,124,3,155, - 2,100,7,124,8,155,2,157,4,125,5,116,12,160,13,124, - 5,116,14,161,2,1,0,89,0,110,2,48,0,124,7,83, - 0,41,8,78,114,129,0,0,0,114,22,0,0,0,122,23, - 59,32,123,33,114,125,32,105,115,32,110,111,116,32,97,32, - 112,97,99,107,97,103,101,114,16,0,0,0,233,2,0,0, - 0,122,27,67,97,110,110,111,116,32,115,101,116,32,97,110, - 32,97,116,116,114,105,98,117,116,101,32,111,110,32,122,18, - 32,102,111,114,32,99,104,105,108,100,32,109,111,100,117,108, - 101,32,41,15,114,130,0,0,0,114,15,0,0,0,114,93, - 0,0,0,114,68,0,0,0,114,142,0,0,0,114,107,0, - 0,0,218,8,95,69,82,82,95,77,83,71,114,46,0,0, - 0,218,19,77,111,100,117,108,101,78,111,116,70,111,117,110, - 100,69,114,114,111,114,114,196,0,0,0,114,160,0,0,0, - 114,5,0,0,0,114,193,0,0,0,114,194,0,0,0,114, - 195,0,0,0,41,9,114,17,0,0,0,218,7,105,109,112, - 111,114,116,95,114,166,0,0,0,114,131,0,0,0,90,13, - 112,97,114,101,110,116,95,109,111,100,117,108,101,114,158,0, - 0,0,114,96,0,0,0,114,97,0,0,0,90,5,99,104, - 105,108,100,114,10,0,0,0,114,10,0,0,0,114,11,0, - 0,0,218,23,95,102,105,110,100,95,97,110,100,95,108,111, - 97,100,95,117,110,108,111,99,107,101,100,199,3,0,0,115, - 52,0,0,0,0,1,4,1,14,1,4,1,10,1,10,2, - 10,1,10,1,10,1,2,1,10,1,12,1,16,1,20,1, - 10,1,8,1,20,2,8,1,6,2,10,1,14,1,2,1, - 16,1,14,1,16,1,18,1,114,207,0,0,0,99,2,0, - 0,0,0,0,0,0,0,0,0,0,4,0,0,0,8,0, - 0,0,67,0,0,0,115,128,0,0,0,116,0,124,0,131, - 1,143,62,1,0,116,1,106,2,160,3,124,0,116,4,161, - 2,125,2,124,2,116,4,117,0,114,56,116,5,124,0,124, - 1,131,2,87,0,2,0,100,1,4,0,4,0,131,3,1, - 0,83,0,87,0,100,1,4,0,4,0,131,3,1,0,110, - 16,49,0,115,76,48,0,1,0,1,0,1,0,89,0,1, - 0,124,2,100,1,117,0,114,116,100,2,160,6,124,0,161, - 1,125,3,116,7,124,3,124,0,100,3,141,2,130,1,116, - 8,124,0,131,1,1,0,124,2,83,0,41,4,122,25,70, - 105,110,100,32,97,110,100,32,108,111,97,100,32,116,104,101, - 32,109,111,100,117,108,101,46,78,122,40,105,109,112,111,114, - 116,32,111,102,32,123,125,32,104,97,108,116,101,100,59,32, - 78,111,110,101,32,105,110,32,115,121,115,46,109,111,100,117, - 108,101,115,114,16,0,0,0,41,9,114,51,0,0,0,114, - 15,0,0,0,114,93,0,0,0,114,35,0,0,0,218,14, - 95,78,69,69,68,83,95,76,79,65,68,73,78,71,114,207, - 0,0,0,114,46,0,0,0,114,205,0,0,0,114,66,0, - 0,0,41,4,114,17,0,0,0,114,206,0,0,0,114,97, - 0,0,0,114,76,0,0,0,114,10,0,0,0,114,10,0, - 0,0,114,11,0,0,0,218,14,95,102,105,110,100,95,97, - 110,100,95,108,111,97,100,234,3,0,0,115,22,0,0,0, - 0,2,10,1,14,1,8,1,54,2,8,1,4,1,2,255, - 4,2,12,2,8,1,114,209,0,0,0,114,22,0,0,0, - 99,3,0,0,0,0,0,0,0,0,0,0,0,3,0,0, - 0,4,0,0,0,67,0,0,0,115,42,0,0,0,116,0, - 124,0,124,1,124,2,131,3,1,0,124,2,100,1,107,4, - 114,32,116,1,124,0,124,1,124,2,131,3,125,0,116,2, - 124,0,116,3,131,2,83,0,41,2,97,50,1,0,0,73, - 109,112,111,114,116,32,97,110,100,32,114,101,116,117,114,110, - 32,116,104,101,32,109,111,100,117,108,101,32,98,97,115,101, - 100,32,111,110,32,105,116,115,32,110,97,109,101,44,32,116, - 104,101,32,112,97,99,107,97,103,101,32,116,104,101,32,99, - 97,108,108,32,105,115,10,32,32,32,32,98,101,105,110,103, - 32,109,97,100,101,32,102,114,111,109,44,32,97,110,100,32, - 116,104,101,32,108,101,118,101,108,32,97,100,106,117,115,116, - 109,101,110,116,46,10,10,32,32,32,32,84,104,105,115,32, - 102,117,110,99,116,105,111,110,32,114,101,112,114,101,115,101, - 110,116,115,32,116,104,101,32,103,114,101,97,116,101,115,116, - 32,99,111,109,109,111,110,32,100,101,110,111,109,105,110,97, - 116,111,114,32,111,102,32,102,117,110,99,116,105,111,110,97, - 108,105,116,121,10,32,32,32,32,98,101,116,119,101,101,110, - 32,105,109,112,111,114,116,95,109,111,100,117,108,101,32,97, - 110,100,32,95,95,105,109,112,111,114,116,95,95,46,32,84, - 104,105,115,32,105,110,99,108,117,100,101,115,32,115,101,116, - 116,105,110,103,32,95,95,112,97,99,107,97,103,101,95,95, - 32,105,102,10,32,32,32,32,116,104,101,32,108,111,97,100, - 101,114,32,100,105,100,32,110,111,116,46,10,10,32,32,32, - 32,114,22,0,0,0,41,4,114,202,0,0,0,114,189,0, - 0,0,114,209,0,0,0,218,11,95,103,99,100,95,105,109, - 112,111,114,116,114,201,0,0,0,114,10,0,0,0,114,10, - 0,0,0,114,11,0,0,0,114,210,0,0,0,250,3,0, - 0,115,8,0,0,0,0,9,12,1,8,1,12,1,114,210, - 0,0,0,169,1,218,9,114,101,99,117,114,115,105,118,101, - 99,3,0,0,0,0,0,0,0,1,0,0,0,8,0,0, - 0,11,0,0,0,67,0,0,0,115,232,0,0,0,124,1, - 68,0,93,222,125,4,116,0,124,4,116,1,131,2,115,66, - 124,3,114,34,124,0,106,2,100,1,23,0,125,5,110,4, - 100,2,125,5,116,3,100,3,124,5,155,0,100,4,116,4, - 124,4,131,1,106,2,155,0,157,4,131,1,130,1,113,4, - 124,4,100,5,107,2,114,108,124,3,115,226,116,5,124,0, - 100,6,131,2,114,226,116,6,124,0,124,0,106,7,124,2, - 100,7,100,8,141,4,1,0,113,4,116,5,124,0,124,4, - 131,2,115,4,100,9,160,8,124,0,106,2,124,4,161,2, - 125,6,122,14,116,9,124,2,124,6,131,2,1,0,87,0, - 113,4,4,0,116,10,121,224,1,0,125,7,1,0,122,54, - 124,7,106,11,124,6,107,2,114,202,116,12,106,13,160,14, - 124,6,116,15,161,2,100,10,117,1,114,202,87,0,89,0, - 100,10,125,7,126,7,113,4,130,0,87,0,89,0,100,10, - 125,7,126,7,113,4,100,10,125,7,126,7,48,0,48,0, - 113,4,124,0,83,0,41,11,122,238,70,105,103,117,114,101, - 32,111,117,116,32,119,104,97,116,32,95,95,105,109,112,111, - 114,116,95,95,32,115,104,111,117,108,100,32,114,101,116,117, - 114,110,46,10,10,32,32,32,32,84,104,101,32,105,109,112, - 111,114,116,95,32,112,97,114,97,109,101,116,101,114,32,105, - 115,32,97,32,99,97,108,108,97,98,108,101,32,119,104,105, - 99,104,32,116,97,107,101,115,32,116,104,101,32,110,97,109, - 101,32,111,102,32,109,111,100,117,108,101,32,116,111,10,32, - 32,32,32,105,109,112,111,114,116,46,32,73,116,32,105,115, - 32,114,101,113,117,105,114,101,100,32,116,111,32,100,101,99, - 111,117,112,108,101,32,116,104,101,32,102,117,110,99,116,105, - 111,110,32,102,114,111,109,32,97,115,115,117,109,105,110,103, - 32,105,109,112,111,114,116,108,105,98,39,115,10,32,32,32, - 32,105,109,112,111,114,116,32,105,109,112,108,101,109,101,110, - 116,97,116,105,111,110,32,105,115,32,100,101,115,105,114,101, - 100,46,10,10,32,32,32,32,122,8,46,95,95,97,108,108, - 95,95,122,13,96,96,102,114,111,109,32,108,105,115,116,39, - 39,122,8,73,116,101,109,32,105,110,32,122,18,32,109,117, - 115,116,32,98,101,32,115,116,114,44,32,110,111,116,32,250, - 1,42,218,7,95,95,97,108,108,95,95,84,114,211,0,0, - 0,114,184,0,0,0,78,41,16,114,197,0,0,0,114,198, - 0,0,0,114,1,0,0,0,114,199,0,0,0,114,14,0, - 0,0,114,4,0,0,0,218,16,95,104,97,110,100,108,101, - 95,102,114,111,109,108,105,115,116,114,214,0,0,0,114,46, - 0,0,0,114,68,0,0,0,114,205,0,0,0,114,17,0, - 0,0,114,15,0,0,0,114,93,0,0,0,114,35,0,0, - 0,114,208,0,0,0,41,8,114,97,0,0,0,218,8,102, - 114,111,109,108,105,115,116,114,206,0,0,0,114,212,0,0, - 0,218,1,120,90,5,119,104,101,114,101,90,9,102,114,111, - 109,95,110,97,109,101,90,3,101,120,99,114,10,0,0,0, - 114,10,0,0,0,114,11,0,0,0,114,215,0,0,0,9, - 4,0,0,115,48,0,0,0,0,10,8,1,10,1,4,1, - 12,2,4,1,10,1,8,255,10,2,8,1,14,1,10,1, - 2,255,8,2,10,1,14,1,2,1,14,1,14,4,10,1, - 16,255,2,2,12,1,26,1,114,215,0,0,0,99,1,0, - 0,0,0,0,0,0,0,0,0,0,3,0,0,0,6,0, - 0,0,67,0,0,0,115,146,0,0,0,124,0,160,0,100, - 1,161,1,125,1,124,0,160,0,100,2,161,1,125,2,124, - 1,100,3,117,1,114,82,124,2,100,3,117,1,114,78,124, - 1,124,2,106,1,107,3,114,78,116,2,106,3,100,4,124, - 1,155,2,100,5,124,2,106,1,155,2,100,6,157,5,116, - 4,100,7,100,8,141,3,1,0,124,1,83,0,124,2,100, - 3,117,1,114,96,124,2,106,1,83,0,116,2,106,3,100, - 9,116,4,100,7,100,8,141,3,1,0,124,0,100,10,25, - 0,125,1,100,11,124,0,118,1,114,142,124,1,160,5,100, - 12,161,1,100,13,25,0,125,1,124,1,83,0,41,14,122, - 167,67,97,108,99,117,108,97,116,101,32,119,104,97,116,32, - 95,95,112,97,99,107,97,103,101,95,95,32,115,104,111,117, - 108,100,32,98,101,46,10,10,32,32,32,32,95,95,112,97, - 99,107,97,103,101,95,95,32,105,115,32,110,111,116,32,103, - 117,97,114,97,110,116,101,101,100,32,116,111,32,98,101,32, - 100,101,102,105,110,101,100,32,111,114,32,99,111,117,108,100, - 32,98,101,32,115,101,116,32,116,111,32,78,111,110,101,10, - 32,32,32,32,116,111,32,114,101,112,114,101,115,101,110,116, - 32,116,104,97,116,32,105,116,115,32,112,114,111,112,101,114, - 32,118,97,108,117,101,32,105,115,32,117,110,107,110,111,119, - 110,46,10,10,32,32,32,32,114,146,0,0,0,114,106,0, - 0,0,78,122,32,95,95,112,97,99,107,97,103,101,95,95, - 32,33,61,32,95,95,115,112,101,99,95,95,46,112,97,114, - 101,110,116,32,40,122,4,32,33,61,32,250,1,41,233,3, - 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125,5,110,36,124,1,100,2,117,1,114,30,124,1,110,2, - 105,0,125,6,116,1,124,6,131,1,125,7,116,0,124,0, - 124,7,124,4,131,3,125,5,124,3,115,150,124,4,100,1, - 107,2,114,84,116,0,124,0,160,2,100,3,161,1,100,1, - 25,0,131,1,83,0,124,0,115,92,124,5,83,0,116,3, - 124,0,131,1,116,3,124,0,160,2,100,3,161,1,100,1, - 25,0,131,1,24,0,125,8,116,4,106,5,124,5,106,6, - 100,2,116,3,124,5,106,6,131,1,124,8,24,0,133,2, - 25,0,25,0,83,0,110,26,116,7,124,5,100,4,131,2, - 114,172,116,8,124,5,124,3,116,0,131,3,83,0,124,5, - 83,0,100,2,83,0,41,5,97,215,1,0,0,73,109,112, - 111,114,116,32,97,32,109,111,100,117,108,101,46,10,10,32, - 32,32,32,84,104,101,32,39,103,108,111,98,97,108,115,39, - 32,97,114,103,117,109,101,110,116,32,105,115,32,117,115,101, - 100,32,116,111,32,105,110,102,101,114,32,119,104,101,114,101, - 32,116,104,101,32,105,109,112,111,114,116,32,105,115,32,111, - 99,99,117,114,114,105,110,103,32,102,114,111,109,10,32,32, - 32,32,116,111,32,104,97,110,100,108,101,32,114,101,108,97, - 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