Beispiel #1
0
		public  int[,] gridCostOnWater( Point ori, byte player, bool attack, int radius )
		{
			byte[] pols = returnRelationTypeList( !attack, true, true, false, false, false ); 
			bool onNeutralTerritory = false;

			if ( 
				game.grid[ ori.X, ori.Y ].territory - 1 != player &&
				game.grid[ ori.X, ori.Y ].territory != 0 &&
				(
				game.playerList[ player ].foreignRelation[ game.grid[ ori.X, ori.Y ].territory - 1 ].politic == (byte)Form1.relationPolType.ceaseFire ||
				game.playerList[ player ].foreignRelation[ game.grid[ ori.X, ori.Y ].territory - 1 ].politic == (byte)Form1.relationPolType.peace  ||
				game.playerList[ player ].foreignRelation[ game.grid[ ori.X, ori.Y ].territory - 1 ].politic == (byte)Form1.relationPolType.war 
				)
				)
				onNeutralTerritory = true;
			
			int[,] order = new int[ game.width, game.height ];
			bool[,] alreadyWorked = new bool[ game.width, game.height ];

			for ( int x = 0; x < game.width; x ++ )
				for ( int y = 0; y < game.height; y ++ )
					order[ x, y ] = -1; 

			order[ ori.X, ori.Y ] = 0; 

			bool mod = true, modInRad = false; 
			
			int pos = 0;

			for ( int rad = 0; mod && rad < 3 * game.width; rad ++ ) 
			{ 
				mod = false; 
				modInRad = true; 

				while ( modInRad )
				{
					modInRad = false; 

					for ( int x1 = 0; x1 < game.width; x1 ++ ) 
						for ( int y1 = 0; y1 < game.height; y1 ++ ) 
							if ( order[ x1, y1 ] == rad ) 
							{
								if ( !alreadyWorked[ x1, y1 ] )
								{ 
									alreadyWorked[ x1, y1 ] = true;
									structures.Pnt[] inRange = new structures.Pnt[ 8 ];
									Point[] sqr = game.radius.returnEmptySquare( x1, y1, 1 );
									pos = 0;
										
									for ( int k = 0; k < sqr.Length; k ++ ) 
										if ( ori.X == sqr[ k ].X && ori.Y == sqr[ k ].Y )
										{
											inRange[ pos ].X = (int)sqr[ k ].X; 
											inRange[ pos ].Y = (int)sqr[ k ].Y; 
											pos ++;
										}
										else if ( 
											Statistics.terrains[ game.grid[ sqr[ k ].X, sqr[ k ].Y ].type ].ew == 0 || 
											( 
											game.grid[ sqr[ k ].X, sqr[ k ].Y ].city > 0 && 
											( 
											onNeutralTerritory || 
											game.grid[ sqr[ k ].X, sqr[ k ].Y ].territory - 1 == player || 
											game.playerList[ player ].foreignRelation[ game.grid[ sqr[ k ].X, sqr[ k ].Y ].territory - 1 ].politic == (byte)Form1.relationPolType.alliance || 
											game.playerList[ player ].foreignRelation[ game.grid[ sqr[ k ].X, sqr[ k ].Y ].territory - 1 ].politic == (byte)Form1.relationPolType.Protected || 
											game.playerList[ player ].foreignRelation[ game.grid[ sqr[ k ].X, sqr[ k ].Y ].territory - 1 ].politic == (byte)Form1.relationPolType.Protector || 
											( 
											game.playerList[ player ].foreignRelation[ game.grid[ sqr[ k ].X, sqr[ k ].Y ].territory - 1 ].politic == (byte)Form1.relationPolType.war && 
											attack 
											) 
											) 
											) && 
											!caseOccupiedByRelationType( sqr[ k ].X, sqr[ k ].Y, player, pols ) 
											) 
										{ 
											inRange[ pos ].X = (int)sqr[ k ].X; 
											inRange[ pos ].Y = (int)sqr[ k ].Y; 
											pos ++; 
										}

									for ( int k = pos; k < inRange.Length; k ++ )
										inRange[ k ].X = -1;

									for ( int i = 0; i < inRange.Length; i ++ ) 
										if ( 
											inRange[ i ].X != -1 &&
											(
											order[ inRange[ i ].X, inRange[ i ].Y ] == -1  || 
											( 
											order[ inRange[ i ].X, inRange[ i ].Y ] > rad && 
											order[ inRange[ i ].X, inRange[ i ].Y ] > rad + costBetweenOnWater( new Point( x1, y1 ), new Point( inRange[ i ].X, inRange[ i ].Y ) ) 
											) 
											)
											) 
										{ 
											order[ inRange[ i ].X, inRange[ i ].Y ] = (int)( rad + costBetweenOnWater( new Point( x1, y1 ), new Point( inRange[ i ].X, inRange[ i ].Y ) ) ); 
											mod = true; 
											modInRad = true; 
										} 
								} 
							}
							else if ( order[ x1, y1 ] > rad ) 
								mod = true; 
				} 
			} 

			return order;
		}
Beispiel #2
0
		public  System.Drawing.Point[] findWayToOnLand( Point ori, Point dest, byte player, bool attack )
		{
			if ( ori.X == -1 || ori.Y == -1 || dest.X == -1 || dest.Y == -1 )
				return new Point[ 1 ] { new Point( -1, -1 ) };
			else if ( 
				game.grid[ ori.X, ori.Y ].continent != game.grid[ dest.X, dest.Y ].continent && 
				game.grid[ ori.X, ori.Y ].continent != 0 &&
				game.grid[ dest.X, dest.Y ].continent != 0 
				)
				return new Point[ 1 ] { new Point( -1, -1 ) };
			else if ( ori.X == dest.X && ori.Y == dest.Y )
				return new Point[ 1 ] { new Point( -2, -2 ) };
			else
			{
				byte[] pols = returnRelationTypeList( !attack, true, true, false, false, false ); 
				bool onNeutralTerritory = false;

				if ( 
					game.grid[ ori.X, ori.Y ].territory - 1 != player &&
					game.grid[ ori.X, ori.Y ].territory != 0 &&
					(
					game.playerList[ player ].foreignRelation[ game.grid[ ori.X, ori.Y ].territory - 1 ].politic == (byte)Form1.relationPolType.ceaseFire ||
					game.playerList[ player ].foreignRelation[ game.grid[ ori.X, ori.Y ].territory - 1 ].politic == (byte)Form1.relationPolType.peace ||
					game.playerList[ player ].foreignRelation[ game.grid[ ori.X, ori.Y ].territory - 1 ].politic == (byte)Form1.relationPolType.war 
					)
					)
					onNeutralTerritory = true;
			
				uint[,] order = new uint[ game.width, game.height ];
				structures.Pnt[,] prevPnt = new structures.Pnt[ game.width, game.height ];
				bool[,] alreadyWorked = new bool[ game.width, game.height ];

				order[ ori.X, ori.Y ] = 1; 

				bool mod = true, modInRad = false; 

				for ( int rad = 1; mod && rad < 3 * game.width; rad ++ ) 
				{ 
					mod = false; 
					modInRad = true; 

					while ( modInRad )
					{
						modInRad = false; 

						for ( int x1 = 0; x1 < game.width; x1 ++ ) 
							for ( int y1 = 0; y1 < game.height; y1 ++ ) 
								if ( order[ x1, y1 ] == rad ) 
								{
									if ( !alreadyWorked[ x1, y1 ] )
									{ 
										alreadyWorked[ x1, y1 ] = true;
										structures.Pnt[] inRange = new structures.Pnt[ 8 ];
										Point[] sqr = game.radius.returnEmptySquare( x1, y1, 1 );
										int pos = 0;
										
										for ( int k = 0; k < sqr.Length; k ++ ) 
											if ( ori.X == sqr[ k ].X && ori.Y == sqr[ k ].Y ) 
											{ 
												inRange[ pos ].X = (int)sqr[ k ].X; 
												inRange[ pos ].Y = (int)sqr[ k ].Y; 
												pos ++; 
											} 
											else if ( dest.X == sqr[ k ].X && dest.Y == sqr[ k ].Y ) 
											{ 
												inRange[ pos ].X = (int)sqr[ k ].X; 
												inRange[ pos ].Y = (int)sqr[ k ].Y; 
												pos ++; 
											} 
											else if ( 
												game.grid[ sqr[ k ].X, sqr[ k ].Y ].continent == game.grid[ ori.X, ori.Y ].continent &&
												(
												game.grid[ sqr[ k ].X, sqr[ k ].Y ].territory - 1 == player || 
												game.grid[ sqr[ k ].X, sqr[ k ].Y ].territory == 0 || 
												(
												onNeutralTerritory && 
												game.grid[ sqr[ k ].X, sqr[ k ].Y ].city == 0 
												) ||
												(
												game.playerList[ player ].foreignRelation[ game.grid[ sqr[ k ].X, sqr[ k ].Y ].territory - 1 ].politic == (byte)Form1.relationPolType.alliance ||
												game.playerList[ player ].foreignRelation[ game.grid[ sqr[ k ].X, sqr[ k ].Y ].territory - 1 ].politic == (byte)Form1.relationPolType.Protected ||
												game.playerList[ player ].foreignRelation[ game.grid[ sqr[ k ].X, sqr[ k ].Y ].territory - 1 ].politic == (byte)Form1.relationPolType.Protector 
												) || 
												(
												attack &&
												game.playerList[ player ].foreignRelation[ game.grid[ sqr[ k ].X, sqr[ k ].Y ].territory - 1 ].politic == (byte)Form1.relationPolType.war 
												)
												) &&
												!caseOccupiedByRelationType( sqr[ k ].X, sqr[ k ].Y, player, pols )
												)
											{
												inRange[ pos ].X = (int)sqr[ k ].X; 
												inRange[ pos ].Y = (int)sqr[ k ].Y; 
												pos ++;
											}

										for ( int k = pos; k < inRange.Length; k ++ )
											inRange[ k ].X = -1;

										for ( int i = 0; i < inRange.Length; i ++ ) 
											if ( 
												inRange[ i ].X != -1 &&
												(
												order[ inRange[ i ].X, inRange[ i ].Y ] == 0  || 
												( 
												order[ inRange[ i ].X, inRange[ i ].Y ] > rad && 
												order[ inRange[ i ].X, inRange[ i ].Y ] > rad + costBetweenOnLand( new Point( x1, y1 ), new Point( inRange[ i ].X, inRange[ i ].Y ) ) 
												) 
												)
												) 
											{ 
												order[ inRange[ i ].X, inRange[ i ].Y ] = (uint)( rad + costBetweenOnLand( new Point( x1, y1 ), new Point( inRange[ i ].X, inRange[ i ].Y ) ) ); 
												prevPnt[ inRange[ i ].X, inRange[ i ].Y ].X = x1; 
												prevPnt[ inRange[ i ].X, inRange[ i ].Y ].Y = y1; 
												mod = true; 
												modInRad = true; 

												if ( inRange[ i ].X == dest.X && inRange[ i ].Y == dest.Y ) 
												{ 
													Point[] way = new Point[ order[ inRange[ i ].X, inRange[ i ].Y ] ]; 
													structures.Pnt[] wayInt = new structures.Pnt[ order[ inRange[ i ].X, inRange[ i ].Y ] ]; 
													way[ 0 ] = dest; 
													wayInt[ 0 ] = inRange[ i ];

													for ( int c = 0; c < order[ inRange[ i ].X, inRange[ i ].Y ] - 1; c ++ ) 
													{ 
														if ( 
															prevPnt[ wayInt[ c ].X, wayInt[ c ].Y ].X == ori.X && 
															prevPnt[ wayInt[ c ].X, wayInt[ c ].Y ].Y == ori.Y
															)
														{
															Point[] finalWay = new Point[ c + 1 ];

															for ( int f = 0; f < finalWay.Length; f ++ ) 
																finalWay[ f ] = way[ finalWay.Length - f - 1 ]; 

															return finalWay;
														}

														wayInt[ c + 1 ] = prevPnt[ wayInt[ c ].X, wayInt[ c ].Y ]; 
														way[ c + 1 ] = new Point( prevPnt[ wayInt[ c ].X, wayInt[ c ].Y ].X,  prevPnt[ wayInt[ c ].X, wayInt[ c ].Y ].Y ); 
													} 
												} 
											} 
									} 
								}
								else if ( order[ x1, y1 ] > rad ) 
									mod = true; 
					} 
				} 

				return new Point[] { new Point( -1, -1 ) };	
			}
		}