alicrightfit424b3.htm
 
 

 

 
ALLSTATE LIFE INSURANCE COMPANY
 
Supplement, dated April 17, 2012, to
the Allstate© RightFit Prospectus dated March 16, 2012
Issued by

 
This supplement amends the above-referenced prospectus for your annuity contract issued by Allstate Life Insurance Company.

Effective April 17, 2012, the following changes are made to your prospectus.

In the Investment Option Interim Value subsection on page 14, the table detailing the calculation of the Investment Option Interim Value is deleted and replaced with the following table:

Investment Option Interim Value = A × (1+B) × C, where
 
A
=
On the Issue Date, this amount equals the portion of the Purchase Payment allocated to that particular Investment Option.
 
Thereafter this amount equals the Investment Option Maturity Value as of the later of the Issue Date, the last day on which a withdrawal was taken, or the beginning of the current Contract Year.
 
If the valuation date is a Contract Anniversary, this amount equals the Investment Option Maturity Value as of the previous Contract Anniversary.
 
B
=
Investment Option Performance, as described in the “Performance” section.
 
C
=
The Adjustment for changes in the Fair Value Index, calculated as ((1+D)/(1+E))F, where
 
D
=
The Fair Value Index, computed as of the Issue Date, based upon the U.S. Constant Maturity Treasury rate of a length corresponding to the applicable Investment Option Period you selected plus the Option Adjusted Spread of the Barclays Capital U.S. Corporate Investment Grade Index.
 
E
=
The Fair Value Index, computed as of the current date, based upon the U.S. Constant Maturity Treasury rate of a length corresponding to the applicable Investment Option Period you selected plus the Option Adjusted Spread of the Barclays Capital U.S. Corporate Investment Grade Index.
 
F
=
Number of whole and partial years from the current date until the end of the applicable Investment Option Period you selected. If E does not correspond to the length of an observed financial instrument as defined in the Fair Value Index, we will linearly interpolate based on the values of observed financial instruments, of maturities closest to F, to determine D and E above.

An example of this calculation may be found in Appendix A.

 
 

 

Appendix A on page 35 is deleted and replaced with the following appendix:

Appendix A - Determination of Maturity Value and Interim Value for an Investment Option Including Calculation of Fair Value Index

Hypothetical Example illustrating contract values for an Investment Option given fluctuating Fair Value Index rates.

 
Contract
Year 1
Contract
Year 2
 
  Maturity Value calculation
 
Values shown for Year 1 calculations
   
Issue Date
 
1/1/2011
1/1/2011
 
Ending Date
 
1/1/2012
7/1/2012
 
Investment Option Period
 
10
10
 
Years remaining in Investment Option Period
9.0
8.5
 
Purchase Payment
 
$95,000
$95,000
 
Beginning Maturity Value
 
$95,000
$100,000
 
Ceiling Rate
 
20.00%
20.00%
 
Floor Rate
 
-10.00%
-10.00%
 
Beginning Index Value
 
950
1000
 
Ending Index Value
 
1000
1050
 
Index Growth as Percentage
1000/950 – 1 =
5.26%
5.00%
 
 Investment Option Performance Rate
Greater of 5.26% or -10.00%, no more than 20.00% =
  5.26% 5.00%  
         
Investment Option Performance
$95,000 × 5.26% =
$5,000
$5,000
 
Ending Maturity Value
$95,000 + $5,000 =
$100,000
$105,000
 
         
Interim Value calculation
Contract Year 1
Contract Year 2
     
Rising Fair Value Index
Falling Fair Value Index
Beginning Fair Value Index
 
7.00%
7.00%
7.00%
Ending Fair Value Index
 
7.50%
9.00%
5.00%
         
Adjustment for the Change in the Fair Value Index ((1 + 7.00%) / (1 + 7.50%)) 9.0 =  95.89%
85.44%
117.40%
 
 
 
 
Interim Value
$100,000 × 95.89% =
$95,891
$89,707
$123,266
 Maximum Ending Interim Value
$95,000 × (1 + 20.00%) =
$114,000
$120,000
$120,000
     
 
 Ending Interim Value
Lesser of $95,891 or $114,000 =
$95,891
$89,707
$120,000
 
Values are rounded for display purposes only.


 
 

 

Appendix B on page 36 is deleted and replaced with the following appendix:
 
Appendix B - Determination of Maturity Value, Interim Value and Return of Premium (“ROP”) Death Benefit for an Investment Option after a $20,000 withdrawal

Hypothetical example illustrating contract value calculations after a withdrawal given fluctuating Fair Value Index Rates.

Assumptions
 
Contract Year 2
Issue Date
 
1/1/2011
Purchase Payment
 
$95,000
Maturity Value on 1/1/2012 (see Appendix A)
$100,000
Maturity Value on 7/1/2012 (see Appendix A)
$105,000
Preferred Withdrawal Amount Percentage
10%
Withdrawal Date
 
7/1/2012
Withdrawal Amount
 
$20,000
Withdrawal Charge
 
10%
     
Calculation of Preferred Withdrawal Amount
Maturity Value on 1/1/2012
 
$100,000
Preferred Withdrawal Amount Percentage
10%
Preferred Withdrawal Amount
$100,000 × 10% =
$10,000
     
Contract Value Calculations After Preferred Withdrawal Amount
Maturity Value on 7/1/2012
 
$105,000
Preferred Withdrawal Amount
 
$10,000
Maturity Value After Preferred Withdrawal
$105,000 - $10,000 =
$95,000
Maturity Value after Preferred Withdrawal, as Percentage of Maturity Value Prior to Preferred Withdrawal
$95,000 / $105,000 =
90.48%
   
 
ROP Death Benefit (Purchase Payment) on 7/1/2012
$95,000
ROP Death Benefit After Preferred Withdrawal
$95,000 × 90.48% =
$85,952
     
 
Rising Fair Value Index
Falling Fair Value Index
Interim Value on 7/1/2012
 
$89,707
 
$120,000
Interim Value after Preferred Withdrawal
$89,707 × 90.48% =
$81,163
$120,000 × 90.48% =
$108,571
     
Contract Values After Excess Withdrawal Amount, adjustments and Withdrawal Charges
Excess Withdrawal Amount
$20,000 - $10,000 =
$10,000
$20,000 - $10,000 =
$10,000
Interim Value after Excess Withdrawal
$81,163 - $10,000 =
$71,163
$108,571 - $10,000 =
$98,571
       
Interim Value after Excess Withdrawal, as percentage of Interim Value prior to Excess Withdrawal
$71,163 / $81,163 =
87.68%
$98,571 / $108,571 =
90.79%
         
Maturity Value after Excess Withdrawal
$95,000 × 87.68% =
$83,295
$95,000 × 90.79% =
$86,250
ROP Death Benefit after Excess Withdrawal
$85,952 × 87.68% =
$75,362
$85,952 × 90.79% =
$78,036
         
Withdrawal Charges
$10,000 × 10% =
$1,000
$10,000 × 10% =
$1,000
         
Ending Maturity Value
$83,295 - $1,000 =
$82,295
$86,250 - $1,000 =
$85,250
Ending Interim Value
$71,163 - $1,000 =
$70,163
$98,571 - $1,000 =
$97,571
Ending Return of Premium Death Benefit
$75,362 - $1,000 =
$74,362
$78,036 - $1,000 =
$77,036
 
Values are rounded for display purposes only.
 
 
If you have any questions, please contact your financial representative or our Customer Service Center at (800) 457-7617.
Please read the prospectus supplement carefully and then file it with your important papers. No other action is required of you.