3 Steps to search for DW41 and other DW in the market which covers underlying on Thai Stock Thai Index Foreign Indices and Foreign stock

Step 1: Input underlying name

Step 2: System will display DW based on criteria, then click "Compare" to display in comparative view for investment planning purpose.

Step 3: Before next search, please click "Reset" to reset existing information

• Understand the structure of DW ticker

  Old ticker format

  UUUU + 41 + C or P + YYMM + A to Z
  UUUU is 4 digits of underlying short name
  41 is J.P. Morgan issuer number
  C or P is Call DW or Put DW
  YYMM is Year and month of last trading day of the product
  A to Z is series of DW which differentiate
  characteristic of the product
  A-F is focus on high gearing
  T-Z is focus on low time decay
  The characteristic will be outstanding during the listing date but it is depended on market movement.

  New ticker format

  UUUUUU + 41 + C or P + YYMM + A to Z

  UUUUUU is 6 digits of underlying short name
  It is the only different between old ticker format and new ticker format

• Effective Gearing is used to explain approximately percentage change of DW when underlying move 1%

• Sensitivity is used to explain the movement of DW compared to the movement of underlying If sensitivity equals to 1, it can be explained as following

  • TH Stock DW: Stock moves 1 tick, DW will move 1 tick.
  • HK Stock DW: Stock moves 5 ticks, DW will move 1 tick.
  • SET50 Index DW : SET50 Futures moves 1 index point, DW will move 1 tick.
  • S&P500 Index DW : S&P500 Futures moves 2.5 index points, DW will move 1 tick.
  • Nasdaq-100 Index DW: Nasdaq-100 Futures moves 10 index points, DW will move 1 tick.
  • Dow Jones Index DW: Dow Jones Futures moves 20 index points, DW will move 1 tick.
  • MSCI China A50 Connect DW: MSCI China A50 Connect Futures move 1 index point, DW will move 1 tick"
• Time Decay (Days) is used to explain average no. of day to lose 1 tick by calculate on calendar day
• Time Decay (%) is used to explain percentage of time decay per day by calculate on calendar day
• Moneyness(%) is used to measure current status of DW whether it is In the money (ITM), At the money (ATM) or Out of the money (OTM)
• Implied Volatility (%) is used to measure how expensive of the product compare on the same underlying, strike price and maturity. The higher Implied volatility, the more expensive of the product
• Last Trading date: Last day that investors can trade DW, on next day, DW will be suspense (SP)
• Maturity Date: Last day that DW is listed on the exchange and DW will be delisted on next day