[Structured Product] Callable ELI
The comparison of Callable ELI vs. actual stock purchase illustrates that:

If Nominal Value (Target Amount) = 200,000
Then
Part I – Traditional ELI performance
Purchase Price (Purchase Amount)
= Nominal Value x Purchase Price %
= 200,000 x 100.00%
= 200,000
Maximum Gain (Max Return Earning)
= Nominal Value - Purchase Price
= 200,000 - 200,000
= 0
Reference Price (Strike Price)
= Closing Price x Reference Price %
= 125.50 x 96.50% #Use latest price as expected closing price
= 121.108
Max. no. of shares (Receivable shares)
= Nominal Value / Reference Price
= 200,000 / 121.108
= 1,651.42
Break Even Price
= Purchase Price / Max. no. of shares
= 200,000 / 1651.42
= 121.108 i.e. Reference Price since Maximum Gain = 0
Part II – Distribution Performance
Min. Total Distribution Rate
= Distribution Rate for 1st period
= 2.00%
Best scenario per distribution period
i. Reference Price <= Daily Closing Price i.e. 121.108 (inclusive) to 125.000 (exclusive)
ii. Days In = Total Days
iii. Daily Closing Price < Call Strike Price (on Call Date)
Max. Distribution Rate per period
= 2.00%
Max. Total Distribution Rate
= No. of periods x Max. Distribution Rate per period
= 8 x 2.00%
= 16.00%
Maximum Gain (Max Return Earning)
= Nominal Value x Max. Total Distribution Rate
= 200,000 x 16.00%
= 32,000
Part I and Part II
Total Max. Gain
= Maximum Gain (Part I) + Maximum Gain (Part II)
= 0 + 32,000
= 32,000
Potential Return (Equivalent Interest)
= (Total Max. Gain / Purchase Price) x (365 / Duration in Days)
= (32,000 / 200,000) x (365 / 731)
= 8.00%
If buying stock directly at Purchase Price (Purchase Amount),
Then
No. of shares
= Purchase Price / Closing Price
= 200,000 / 125.50
= 1,593.625 #Assume odd lots can be purchased
Target Price for same earning
= Closing Price + (Total Maximum Gain / No. of shares)
= 125.50 + (32,000 / 1,593.625)
= 145.580 #Assume no dividend has been paid out
Max Deficit beyond Reference Price
= (Reference Price - Closing Price) x No. of shares - Maximum Gain
= (121.108 - 125.50) x 1,593.625 - 32,000
= -38,999.20
- Return from Callable ELI is obtained by periodic distribution rather than difference between nominal value and purchase price as in traditional ELI.
- The actual return from Callable ELI would vary - it depends whether the ELI would be called at Call Date if the closing price is greater than the Call Strike Price. The return should lie in the region between the best case (max distibution) and worst case (min distribution).

Calculation e.g. Macquarie Callable ELI Term Sheet dated Nov 23, 2005
Series Number 58360 (731 Days)
Issue Date 28-Nov-05
Minimum Application Amount
- HK $100,000 per Single Stock Callable ELI and thereafter
in increments of 100,00
Fixing Date (Maturity Date) 27-Nov-07
Settlement Date (Payment Date) 29-Nov-07
Settlement Currency HKD
Distribution Strike Price 5%
Reference Rate 2.00%
=====================================================================
Share SEHK Board Call Call Reference Max Purchase
Code Lot Strike Value Price % Potential Price %
% % Return
% PA
------------- ------- ----- ------ ----- --------- --------- --------
HSBC HOLDINGS 0005.HK 400 100% 100% 96.50% 8.00% 100.00%
=====================================================================
Distribution Call Date / Distribution Distribution Distribution
Period Distribution Period Period Rate
Valuation Date Start Date End Date
(Inclusive) (Inclusive)
------------ -------------- ------------ ------------ ------------
1 27/02/06 28/11/05 27/02/06 2.00%
2 26/05/06 28/02/06 26/05/06 X%
3 28/08/06 29/05/06 28/08/06 X%
4 28/11/06 29/08/06 28/11/06 X%
5 27/02/07 29/11/06 27/02/07 X%
6 25/05/07 28/02/07 25/05/07 X%
7 27/08/07 28/05/07 27/08/07 X%
8 27/11/07 28/08/07 27/11/07 X%
=====================================================================
X% = Reference Rate % x (Days In / Total Days)HSBC's latest price = 125.50 (as of 2005/11/23 14:15)If Nominal Value (Target Amount) = 200,000
Then
Part I – Traditional ELI performance
Purchase Price (Purchase Amount)
= Nominal Value x Purchase Price %
= 200,000 x 100.00%
= 200,000
Maximum Gain (Max Return Earning)
= Nominal Value - Purchase Price
= 200,000 - 200,000
= 0
Reference Price (Strike Price)
= Closing Price x Reference Price %
= 125.50 x 96.50% #Use latest price as expected closing price
= 121.108
Max. no. of shares (Receivable shares)
= Nominal Value / Reference Price
= 200,000 / 121.108
= 1,651.42
Break Even Price
= Purchase Price / Max. no. of shares
= 200,000 / 1651.42
= 121.108 i.e. Reference Price since Maximum Gain = 0
Part II – Distribution Performance
Min. Total Distribution Rate
= Distribution Rate for 1st period
= 2.00%
Best scenario per distribution period
i. Reference Price <= Daily Closing Price i.e. 121.108 (inclusive) to 125.000 (exclusive)
ii. Days In = Total Days
iii. Daily Closing Price < Call Strike Price (on Call Date)
Max. Distribution Rate per period
= 2.00%
Max. Total Distribution Rate
= No. of periods x Max. Distribution Rate per period
= 8 x 2.00%
= 16.00%
Maximum Gain (Max Return Earning)
= Nominal Value x Max. Total Distribution Rate
= 200,000 x 16.00%
= 32,000
Part I and Part II
Total Max. Gain
= Maximum Gain (Part I) + Maximum Gain (Part II)
= 0 + 32,000
= 32,000
Potential Return (Equivalent Interest)
= (Total Max. Gain / Purchase Price) x (365 / Duration in Days)
= (32,000 / 200,000) x (365 / 731)
= 8.00%
If buying stock directly at Purchase Price (Purchase Amount),
Then
No. of shares
= Purchase Price / Closing Price
= 200,000 / 125.50
= 1,593.625 #Assume odd lots can be purchased
Target Price for same earning
= Closing Price + (Total Maximum Gain / No. of shares)
= 125.50 + (32,000 / 1,593.625)
= 145.580 #Assume no dividend has been paid out
Max Deficit beyond Reference Price
= (Reference Price - Closing Price) x No. of shares - Maximum Gain
= (121.108 - 125.50) x 1,593.625 - 32,000
= -38,999.20
Reference
Macquarie Callable ELI


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