วันพุธที่ 29 กรกฎาคม พ.ศ. 2552

Freecell Solitaire Power Moves Explained

Most people understand the rules of Freecell, but not everyone understands, Freecell Power Moves. Understanding Power Moves is one of the keys to the victory Freecell, and how is the job of your chances of winning Freecell. A Freecell powermove (also called supermove) is simply a link to. You can sort the cards in a train, instead of many elements. It is not a being in motion. It 's just a shortcut for all the cards in order of a train, but as a series of steps, the data available for the free cells and empty columns. The number of cards, you can order supermove depends on the number of free cells and empty columns. Some games free cell fakes, and get an unlimited number of cards in order. But this is false. If you are not the only sequence of movement, so it is impossible to make the order with one or powermove. Freecell supermove using a free columns and empty cells as efficiently as possible to ensure you can use the maximum number of cards. To find the number of cards can be moved, use the following formula: (1 + the number of empty cells free) * 2 ^ (number of empty columns) It 'easier to understand, in the table below ... A: The blank columns B: Free blank cells C: Card Sequence Length A - B - C 0 - 0 - 1 0 - 1-2 0 - 2-3 0 - 3-4 0 - 4-5 1 - 0 - 2 1 - 1-4 1-2 - 6 1 - 3 of 8 1 to 4-10 2 - 0 - 4 2 - 1-8 2 - 2-12 2-3 - 16 2 to 4-20 This will is in motion is the consequence of a non-blank column. If you move into an empty column and the column that moves in steps of column blank. A Freecell powermove always divided into several phases. Suppose you have 1 and 1 empty column empty Freecell. The table above you can see we have a sequence of 4 cards. For example, we want to 9,8,7,6-sequence on 10th The movement should proceed as follows: - Move the 6 Freecell (now an empty column, no free cells empty) - Move the column 7 for the blank (non-empty columns now, and not free empty cells) - Move the 6 to 7 (non-empty columns now, and a vacuum Freecell) - Move 8 Freecell (no empty columns now, and not free empty cells) - Move 9 to 10 (non-empty columns now, and not free empty cells) - Move the 8 and 9 (non-empty columns and empty Freecell) - Move the 6 Freecell (no empty column, no free cells empty) - Move the 7 to 8 (now an empty column, and not empty Freecell) - Move the 6 to 7 (now an empty column, a vacuum and Freecell) So in this example, the registered powermove time for us, allowing us to 1 instead of 9. There are a few things to notice in this example: - The free cells and empty columns temporarily. At the end of powermove, the number of empty cells and columns is the same as the beginning of powermove. - The free cells are empty columns and effectively as possible. There is no possibility of more cards that everyone could have been moved. - Only free blank cells and blank columns were used. The cards in the pile of others have not been considered as storage rooms. This last point is particularly note-worthy. A supermove is that the free cells and empty columns. It is not for the other cards on the table. This means that you travel more often a long sequence, following the same procedures, or more power moves. In the above example, it would be a reserve of 9 in the table on the right color, much more sequence may have been moved. 8,7,6 The order is primarily the 9th Then, the other 4 cards with a normal powermove (We still have an empty column and Freecell). Thus, we now have 9.10, J, Q of a king, and then the 8,7,6 on the new 9th Thus, in the order of 2 to move, we are able, in a series of 7 hours instead of 4. Knowledge of this lack of super moves you can do more sequences, which helps a lot to get some of the most difficult to deal with Freecell. The other thing in mind, with super moves, the importance of empty columns. When you return to the table above, you'll find that empty columns are of great value to Freecell. Four empty cells free you can use a sequence of 5 on the move, while the two empty free cells and empty columns you can use a series of 12! In an attempt to empty the columns, as soon as possible!

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