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CHECKMATE

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Each square on the board has a Cartesian style coordinate ... restrained to go right! ... Notice here that the king is restrained in a box from the queen. ... – PowerPoint PPT presentation

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Title: CHECKMATE


1
!CHECKMATE!
  • Group Members
  • Ankit Patel
  • Liyoung Hsieh
  • Scott Weaver

2
This is a basic chess board. It is an 8 x 8
board which totals to 64 squares. Each square on
the board has a Cartesian style coordinate
mapping system, as displayed on the left and
bottom side of the chess board.
3
A complete chess game consists of two players
(black and white), each with a king, queen, two
bishops, two knights, two rooks, and eight
pawns. In this presentation, we will be dealing
only with kings and queens.
Black King
White King
Black Queen
4
The most important piece on the board is the
King. Even though the king does not do much
capturing, the fate of the game lies with the
king. Even though the king does not do much
capturing, the king decides the fate of the
game. The king can move one square in any
direction.
5
The king can also capture an opponent's piece,
assuming of course that the opponent is not
defending this piece! The king can NEVER move on
to a Square that the opponent controls. Doing so
would move the king into check.
6
The queen combines the powers of both the rook
and the bishop. As such, it can move
horizontally, vertically, or on the diagonal. In
a sense, it's like the king in that it can move
in any direction. Unlike the king, however, it
can move far in one direction so long as
there are no pieces in its path.
Queen Very Powerful
WATCH OUT!
7
The queen cannot jump over pieces. For example,
if the king was blocking a path of the queen,
that would be the end of queens path. The checks
below are all the spots where the queen can move.
8
Now, lets get to the fun part! In this
presentation, black is going to checkmate white.
Checkmate is when the king has no where to go and
no other moves left. Here is an example. White
cannot take the black queen because it is
guarded by the black king.
9
Here is another version of checkmate. Notice
that the white king has nowhere to go, because
all of his able spots have been dominated by
black. CHECKMATE!
10
Be careful of stalemate (draw). This occurs when
white has no where to move or no other pieces to
move, but the king is NOT in check! In this
situation, if it was blacks turn, he would be
one move from checkmate. But if its whites
turn, its stalemate!
11
What is the most efficient way to get white into
checkmate? What is the best approach? How do we
come across doing it? Is it stalemate proof?
12
First, lets analyze different situations the
king can be in. There are 3 basic situations,
but which one is the best? Which would be the
easiest to checkmate? Which is dangerous for
stalemate?
This is a good situation, but it will be easier
for stalemate.
This would be the ideal situation for
checkmate. The king only has 5 spots to move and
it can be stalemate proof!
Here the king has 8 spots to move to. This
situation would be hard for black to checkmate.
13
The queen adds a great benefit to checkmating and
also preventing stalemate. Since the king is more
vulnerable to checkmate when it is against an
edge, lets see how the black queen can put the
white king in this situation.
Notice here at the king is restrained to go right!
14
Basically, the queen has the ability to force the
king into just one side of the board. The queen
only has to move in when the king has no where
else to go. Notice here that the king is
restrained in a box from the queen. Currently,
the king is on the E column, but when he moves to
the F column, the queen can move also.
15
This process would repeat if until the king is on
one side. If the king moves only up and down the
column (not right), the queen can move vertical
also forcing the king to eventually move
right. Also, if the king is all the way vertical
(top or bottom row), then he is already in the
situation we want him to be (one side).
16
Now, lets say that we move into the situation
which we want the king. The king is only able to
move along the edge until it gets close to
the queen. In this case, it only has two other
spots it can move. Now, How do we get checkmate?
This is where the king comes in!
17
In our algorithm, we will force the white king to
be on the same row as the black king, and then
move the queen on the same column as the white
king. This will result in checkmate with no
chance of stalemate!
18
CHECKMATE! This algorithm is not the FASTEST way
to get checkmate, but the most efficient way
while eliminating the chance of stalemate!
19
DEMO
20
!CHECKMATE!
  • THE END
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