hi,
   
  I was reading about how much cash you need 
  on your account before auto liquidation kicks in at Interactive Brokers when 
  daytrading futures
   
  For instance for ES the Initial Margin  is 
  2813, the maintenance Margin is 2250. From the example they give on their site 
  (see below) I understand that you need at least Initial Margin + Maintenance 
  margin. However, from wikipedia I understand that one only needs 
  the initial margin and if your account drops below the maintenance 
  margin it will liquidate the position. So does anybody know how it works? I 
  can open 1 position ES with 2813$ on my account and it will close this 
  position automatically if the price drops below 2250$?
   
  thanks, Ed
   
   
   
  
   
  
  
  Example: 
  Commodities Margin Example
  The following table shows an 
  example of a typical sequence of trading events involving commodities and how 
  they affect a Reg T Margin Account. Although our Universal Account 
  automatically transfers funds between the securities and commodities segments 
  of the account, to simplify the following example, we will assume that the 
  cash in the account remains in the Commodities segment of the 
  account.
 
  
  
    
    
      | Action | Change 
        in Cash | Resulting 
        Net Liquidation Value | 
    
    
      | 1. Deposit $10,000.00 | + $10,000.00 | $10,000.00 | 
    
      | 2 Buy 1 ES Futures Contract | ($2,813.00) | $7,187.00 | 
    
      | $850.00 * 50 (multiplier) ES Initial Margin 
        Requirement = $2,813.00
 | 
    
      | 3. End of Day: ESprice goes to $860.00 | +$500.00 | $7,687.00 | 
    
      | Gained $10.00 * 50 = $500.00 ES Overnight 
        Maintenance Requirement = $4,500.00
 | 
    
      | Net Liquidation Value > $4,500.00 | No Liquidation. | 
    
      | 4. Next End of Day: ES price drops to 
      $800.00 | ($3,000.00) | $4,687.00 | 
    
      | Lost $60.00 * 50 = $3,000.00 | 
    
      | Net Liquidation Value > $4,500.00 | No Liquidation. | 
    
      | 5. Next End of Day: ES price drops to 
      $785.00 | ($750.00) | $3,387.00 | 
    
      | Lost $15.00 * 50 = $750.00 | 
    
      | Net Liquidation Value < $4,500.00 | Liquidation occurs. |