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Proposed Response for A5 Compliance – Refunding Debt Which Provides 3% Net Present Value Savings
Proving compliance with the A5 requirement that all outstanding debt that can be refunded to generate 3% net present value savings is a little more difficult then it seems. Changing market conditions (this week you can get 3%; next week you can’t); the significant lead-up time it takes to get ready to do a refunding (Local Finance Board application, preparing the prospectus etc), and structuring your refundings to achieve the maximum savings possible (this sometimes means waiting until you can refund a significant portion of bonds, rather than just a few, or waiting until you can sell them on a bank qualified basis which can provide an additional 10-20 basis points in savings but which requires that you can’t issue more than $10 million in debt in that calendar year, are all factors that need to be considered.
CFA has prepared a tentative model to analyze a Board of Education’s outstanding debt, which examines these factors and provides a written analysis to substantiate A5 compliance. The cover letter template for a typical district would look much like the following:
In response to the requirements of 18A:55-3(e), which requires that as a condition of receiving State aid, a school district shall refinance all outstanding debt for which a 3% net present value savings is achievable, an evaluation was completed as of 6/30/07 which analyzed refunding results of all callable issues for the Colts Neck Board of Education, (the “Board”) based on current market conditions.
Callable Bonds:
|
Bond Series |
Callable Maturities |
Call Date |
Type Refunding Allowed |
Average Coupon |
|
1998 Refunding Bonds |
2009-2015 |
1/1/2008 |
Current or Forward Only |
4.64% |
|
2002 School Bonds |
2020-2027 |
2/1/2019 |
Advance |
5.0% |
|
|
|
|
|
|
Based on market conditions as of June 1, 2007, our projections indicate the following, based on an annual level savings pattern:
Bond Series: 1998 Refunding Bonds Only
|
Bond Maturities to Refund |
$3,165,000 (2009-2015) |
|
Based on Current Rates: |
|
|
Net Present Value % |
.786% |
|
Net Present Value Savings |
$24,886 |
|
Gross Savings |
$26,003 |
|
Needed to Reach Net Present Value Savings Threshold 3% of refunded bonds |
approx. 50 basis points |
|
Other market changes that would accelerate refunding success: |
Reduction of overnight rate by FOMC |
|
Net Present Value Savings at 3% |
approx. $97,000 |
|
Gross Savings |
approx. $106,000 |
Bond Series: 2002 Bonds Only
|
Bond Maturities to Refund |
$11,180,000 (2020-2027) |
|
Based on Current Rates: |
|
|
Net Present Value % |
.715% |
|
Net Present Value Savings |
$79,954 |
|
Gross Savings |
$103,616 |
|
Needed to Reach Net Present Value Savings Threshold 3% of refunded bonds |
approx. 70 basis points |
|
Other market changes that would accelerate refunding success: |
more investor interest in par callable bonds |
|
Net Present Value Savings at 3% |
approx. $335,000 |
|
Gross Savings |
approx. $450,000 |
Bond Series: Partial BQ refunding of 1998 Refunding and 2002 Bonds
(Current Best Case Option)
|
Bond Maturities to Refund |
miscellaneous |
|
Based on Current Rates: |
|
|
Net Present Value % |
.1.46% |
|
Net Present Value Savings |
$136,144 |
|
Gross Savings |
$169,137 |
|
Needed to Reach Net Present Value Savings Threshold 3% of refunded bonds |
approx. 30 basis points |
|
Other market changes that would accelerate refunding success: |
wider BQ spread |
|
Net Present Value Savings at 3% |
approx. $235,000 |
|
Gross Savings |
approx. $310,000 |
Beyond interest rate movement, there are other factors that may improve the efficiency of a refunding:
Conclusion:
Neither a full refunding or a partial refunding of the above listed series, will, at this point in time, generate 3% net present value savings. The best case option which would be a bank qualified partial refunding of the 1998 and 2002 bond series is 30 basis points away from “working”. We will monitor market conditions and alert the Board when conditions change sufficiently to warrant taking those steps necessary to implement such a refunding.