def isThisPrimMaybeValid(self, prim):
# Has each edge of prim a connected prim? if not, track edges will not work!, so the prim
# will not valid
allGroups = []
allGroups.extend(self.setNotDestroyed)
allGroups.extend(self.setPartiallyDestroyed)
allGroups.extend(self.setTotDestroyed)
edgesHavingPrimitiveConnected = len(
GeoMath.getConnectedPrimsOneForEachEdge(prim, allGroups))
connectedWithNot = len(
GeoMath.getConnectedPrims(prim, self.setNotDestroyed, 1))
connectedWithTot = len(
GeoMath.getConnectedPrims(prim, self.setTotDestroyed, 1))
connectedWithPartially = len(
GeoMath.getConnectedPrimsOneForEachEdge(
prim, self.setPartiallyDestroyed))
connectedWithPath = len(
GeoMath.getConnectedPrimsOneForEachEdge(prim, self.path))
# Prim must to acomplished that the number of connected with partially destroyed plus
# connected with not destroyed plus connected with totally destroyed minus connecte with path
# must to be greater than 2 primitives (at least two wanted primitives to do recursion after)
logging.debug("Method isThisPrimMaybeValid, prim %s , with:",
str(prim.number()))
logging.debug(
"Connected with not: %s, connected with tot: %s, connected with partially: %s, connected with path: %s, edges having primitive: %s",
str(connectedWithNot), str(connectedWithTot),
str(connectedWithPartially), str(connectedWithPath),
str(edgesHavingPrimitiveConnected))
return (((connectedWithPartially + connectedWithTot +
connectedWithNot - connectedWithPath) >= 2)
and (edgesHavingPrimitiveConnected == len(
GeoMath.getEdgesFromPrim(prim))))
def isThisPrimMaybeValid(self, prim):
# Has each edge of prim a connected prim? if not, track edges will not work!, so the prim
# will not valid
allGroups = []
allGroups.extend(self.setNotDestroyed)
allGroups.extend(self.setPartiallyDestroyed)
allGroups.extend(self.setTotDestroyed)
edgesHavingPrimitiveConnected = len(GeoMath.getConnectedPrimsOneForEachEdge(prim, allGroups))
connectedWithNot = len(GeoMath.getConnectedPrims(prim, self.setNotDestroyed, 1))
connectedWithTot = len(GeoMath.getConnectedPrims(prim, self.setTotDestroyed, 1))
connectedWithPartially = len(GeoMath.getConnectedPrimsOneForEachEdge(prim, self.setPartiallyDestroyed))
connectedWithPath = len(GeoMath.getConnectedPrimsOneForEachEdge(prim, self.path))
# Prim must to acomplished that the number of connected with partially destroyed plus
# connected with not destroyed plus connected with totally destroyed minus connecte with path
# must to be greater than 2 primitives (at least two wanted primitives to do recursion after)
logging.debug("Method isThisPrimMaybeValid, prim %s , with:", str(prim.number()))
logging.debug("Connected with not: %s, connected with tot: %s, connected with partially: %s, connected with path: %s, edges having primitive: %s",
str(connectedWithNot), str(connectedWithTot), str(connectedWithPartially), str(connectedWithPath), str(edgesHavingPrimitiveConnected))
return (((connectedWithPartially + connectedWithTot + connectedWithNot - connectedWithPath) >= 2) and (edgesHavingPrimitiveConnected == len(GeoMath.getEdgesFromPrim(prim))))
