blendedsuit
09-19-2004, 09:13 PM
In a two table sitngo at stars, if two people get knocked out from your table before one player at the other table, then a player must be moved from the full table( currently 9) to your (curently 7) in order to balance the tables. When this player arrives, lets say that the player has about an average chip stack, just around T1500. Now your table has the original 1500 x 9 + another 1500 chips. So there is 15,000 chips in play around you, and the opposing table is limited to only 12,000.
Before the merge occurs when only 9 players remain overall, the players at the other table will be at a significant disadvantage. With only 12,000 spread amongst them, there is a different type of strategy taht needs to be used at the table with less chips.
Imagaine that the tables are evenly balanced at 8 players apiece. Now at the table with 15,000 two more players are eliminated before one player sitting at the second table. So another player is forced to move. The chip amounts will be even more drastic, 16,500 vs. 10,500 (assuming the random player moved had an avg sized stack).
Any thoughts on this matter are greatly appreciated. =]
Before the merge occurs when only 9 players remain overall, the players at the other table will be at a significant disadvantage. With only 12,000 spread amongst them, there is a different type of strategy taht needs to be used at the table with less chips.
Imagaine that the tables are evenly balanced at 8 players apiece. Now at the table with 15,000 two more players are eliminated before one player sitting at the second table. So another player is forced to move. The chip amounts will be even more drastic, 16,500 vs. 10,500 (assuming the random player moved had an avg sized stack).
Any thoughts on this matter are greatly appreciated. =]