One of the greatest advantages of non-qualified deferred compensation (NQDC) plans is the degree of flexibility they offer the plan sponsor. Take plan funding, for example. There is no single required funding approach. Plans may be unfunded, or they may be funded with mutual funds, other taxable investments, or corporate-owned life insurance (COLI). In fact, the plan sponsor may choose to informally fund the plan, in whole or in part, with life insurance. Using the specifics of the plan sponsor’s proposed plan design, the AFS financial model will measure the efficiency of covering each proposed insured and allocate the insurance coverage to the most efficient lives.
Utilizing Optimization and Guaranteed Issue
What is policy optimization and how is it used within a non-qualified deferred compensation plan? For the purposes of funding a non-qualified plan, policy optimization can be best described as:
“A multi-faceted funding technique that uses the most efficient schedule of death benefits across the defined group of insured participants in order to maximize product efficiency within Corporate Owned Life Insurance policies that are being used to informally fund a non-qualified benefit plan.”
Since liabilities and assets operate independently within an NQDC plan, maintaining an equitable Liability to Asset ratio is much more difficult than in qualified plans. With that in mind, it is incumbent upon the plan sponsor, or their third party administrator (TPA), to monitor this ratio on a regular basis. The goal of any plan sponsor or TPA is to make sure that the assets needed to fund the NQDC plan will be there when needed to meet benefit obligations. Policy Optimization is a funding method used to allow for cash values to grow at the peak efficiency, while maintaining the tax advantages and cost recovery aspects of life insurance funding.
Policy Optimization is a multi-faceted approach to achieving policy efficiency and consists of the following:
- Flexible Participation Minimums, and
- Face Amount or Net Amount at Risk Deviation.
Participation Minimums: As the number of participant lives increases, minimum participation requirements become more liberal. This allows for the plan sponsor and TPA to select younger participants that have lower insurance costs and exclude older participants whose cost of insurance is higher.
Face Amount Deviation: When the participant group is large enough, Face Amount Deviation may also be used to optimize policy efficiency. Face Amount Deviation involves the relationship of face amounts between insured participants. It can be used within a guaranteed issue program and can be combined with the minimum participation factor to boost product efficiency. For instance, a “deviation factor” of 25% would allow for face amounts on younger lives to increase by 25% over the guaranteed issue amount, while decreasing face amounts by 25% on older, more expensive participants.
The chart below illustrates the difference in a 20-life Guaranteed Issue underwritten model versus an 18-life Guaranteed Issue model using a 90% Participation Minimum Percentage and a Standard Deviation of 30%. By eliminating two of the older participants, then using the 30% deviation rate for face amounts on the remaining 18, the product efficiency was enhanced significantly in early years and for the life of the plan.
Criteria |
20 Lives GI w/o Optimization |
18 Lives GI w/ Participation Minimum & 30% Deviation |
Difference |
CSV Year 1 |
$ 734,084 |
$ 740,171 |
$ 6,087 |
CSV Year 5 |
$ 4,221,405 |
$ 4,257,455 |
$ 36,050 |
CSV Year 10 |
$ 9,389,505 |
$ 9,502,141 |
$ 112,636 |
CSV Year 20 |
$ 18,357,595 |
$ 18,809,068 |
$ 451,473 |
Total Plan Impact |
$ 37,259,875 |
$ 38,426,641 |
$ 1,166,766 |
Census & Face Amount Deviations
Participant |
Age |
GI Face Amount |
Face Amount w/ 30% Deviation |
Executive 1 |
46 |
$ 769,600 | $ 1,220,400 |
Executive 2 |
55 |
$ 769,600 | $ 657,200 |
Executive 3 |
43 |
$ 769,600 | $ 1,220,400 |
Executive 4 |
52 |
$ 769,600 | $ 657,200 |
Executive 5 |
39 |
$ 769,600 | $ 1,220,400 |
Executive 6 |
41 |
$ 769,600 | $ 1,220,400 |
Executive 7 |
46 |
$ 769,600 | $ 657,200 |
Executive 8 |
46 |
$ 769,600 | $ 657,200 |
Executive 9 |
41 |
$ 769,600 | $ 1,220,400 |
Executive 10 |
45 |
$ 769,600 | $ 657,200 |
Executive 11 |
59 |
$ 769,600 | $ 0 |
Executive 12 |
56 |
$ 769,600 | $ 0 |
Executive 13 |
56 |
$ 769,600 | $ 657,200 |
Executive 14 |
49 |
$ 769,600 | $ 657,200 |
Executive 15 |
37 |
$ 769,600 | $ 1,220,400 |
Executive 16 |
44 |
$ 769,600 | $ 1,220,400 |
Executive 17 |
49 |
$ 769,600 | $ 657,200 |
Executive 18 |
35 |
$ 769,600 | $ 1,220,400 |
Executive 19 |
47 |
$ 769,600 | $ 1,220,400 |
Executive 20 |
52 |
$ 769,600 | $ 657,200 |
Total | $15,392,200 | $16,242,000 |
Assumptions
No. of Lives |
20 (16m, 4f) |
Salary Def |
10% |
Corp Tax Br |
40% |
Avg. Age |
47 |
Bonus Def |
25% |
EE Tax Br |
35% |
Ret. Age |
65 |
Corp Match |
5% |
Benefit Period |
1 year |
Mort. Age |
80 |
Salary Increase |
3% |
Earnings Rate |
8% net, Not Guaranteed |
We have much more extensive examples that we can walk through to demonstrate the benefit of this approach. In summary, actively measuring the funding efficiency of the census can lead to significant improvements and the lives that the system does not always choose the youngest as you would suspect.
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