Galbraith Tables v2: Why they Have Changed

Published: 01/07/2024 07:00

Some two years have now passed since the First Edition of the Galbraith Tables were published. Much has happened within this intervening period. We, the authors, felt the need to produce a revised edition. This article discusses what has changed and why it has proved necessary for the new version to be produced, with the new full version of the Galbraith Tables being available at https://mcact.co.uk/galbraith-tables/. A simplified version of the Second Edition is shown alongside this article.

It is perhaps something of a cliché to note both that ‘permanence is the illusion of every age’ and that ‘nothing dates faster than a vision of the future’. Alas this is very much the case when it comes to placing a value upon future unknown cashflows such as pensions.

The Galbraith Tables seek to provide the family law practitioner with a means by which an approximate value may be placed upon future pension rights, some of which may be in payment some 30+ years hence, and it follows that the thinking on such matters will change over time. But how often should one seek to update such tables?

We were very much of the opinion that producing a new set of Galbraith Tables every month or every quarter would suit no one: there would be endless competing sets of tables in existence and it might prove just a little time-consuming for us!

However, since the publication of the First Edition, we have seen an inflationary spike that has led to tighter monetary policy being adopted by the Bank of England: in short, interest rates are higher now than the c. 2008–2021 status quo ante. Most economists suggest that it is unlikely that we shall see the return of near-zero interest rates – upon which the First Edition relied – in the foreseeable future and, in turn, we took the view that the time had come to increase the ‘discount rate’ used in our model.

This means that the Second Edition of the Galbraith Tables seeks to place a lower value on future pension rights than did the First Edition. Such a change is in keeping with the reductions that have been seen in the Cash Equivalents of private sector defined benefit pensions since early 2022: the use of higher discount rates means that less monies need now be set aside today to cover the cost of meeting future benefit obligations. (The Second Edition also reflects updates in life expectancies, with post-COVID-19 pandemic data now being available, but such changes make little difference to the overall results.)

This reduction in defined benefit pension Cash Equivalents can be observed from, for example, the ‘Transfer Value Tracker’ produced by actuarial consultancy XPS (www.xpsgroup.com/what-we-do/technology-and-trackers/xps-transfer-watch/xps-transfer-value-tracker/). The chart as at March 2024 shows that Cash Equivalents reduced considerably over 2022 and have remained at a level much lower than was previously the case.

To give an example of how the Galbraith Tables have changed, the First Edition valued a £10,000 per annum pension, payable at age 60 to a man now aged 45, at c. £262k, while the Second Edition tables value the same benefit at just c. £143k. The reduction is both a function of higher expected investment returns assumed over: (1) the 15-year period to age 60; and (2) the period in which the income is in payment.

With regard to this latter point, the Galbraith Tables use an income drawdown model, rather than explicitly seeking to model annuity purchase, but this change is commensurate with the improvements in annuity rates that have been observed in the last c. 18 months, i.e. a £100k notional fund goes further than it used to in providing a fixed income in retirement.

As regards the ‘longevity’ of this Second Edition of the Galbraith Tables, it is to be hoped that the market realignment of late 2022 might be regarded as some form of paradigm shift, rather than being but temporary noise that then gives rise to something else. Such is the challenge in seeking to produce such fixed tables: it is impossible to predict whether they will remain in kilter with the real world for which they are intended to serve as an approximation.

Since the publication of the First Edition, the Galbraith Tables have been featured here in the Financial Remedies Journal, appeared in At A Glance 2023–24, and have also been acknowledged, with a cautious welcome as a useful starting point, within the revised edition of A Guide to the Treatment of Pensions on Divorce, known as the PAG2 guide. We are grateful for the recognition that the tables have received. We hope that this updated edition will continue to prove useful to family law practitioners in the future.

The Second Edition of the Galbraith Tables

Lump sum valuation factors

To be used to value a £1 lump sum (expressed in today's money terms) that is payable at the assumed retirement age

A factor of 1.000 is assumed for all lump sums that are to be taken immediately.

Age at
date of calculation
Assumed retirement age
555657585960616263646566676869
400.6200.5980.5760.5550.5350.5160.4970.4800.4620.4460.4300.4140.3990.3850.371
410.6430.6200.5980.5760.5550.5350.5160.4970.4800.4620.4460.4300.4140.3990.385
420.6670.6430.6200.5980.5760.5550.5350.5160.4970.4800.4620.4460.4300.4140.399
430.6920.6670.6430.6200.5980.5760.5550.5350.5160.4970.4800.4620.4460.4300.414
440.7180.6920.6670.6430.6200.5980.5760.5550.5350.5160.4970.4800.4620.4460.430
450.7450.7180.6920.6670.6430.6200.5980.5760.5550.5350.5160.4970.4800.4620.446
460.7720.7450.7180.6920.6670.6430.6200.5980.5760.5550.5350.5160.4970.4800.462
470.7990.7720.7450.7180.6920.6670.6430.6200.5980.5760.5550.5350.5160.4970.480
480.8270.7990.7720.7450.7180.6920.6670.6430.6200.5980.5760.5550.5350.5160.497
490.8560.8270.7990.7720.7450.7180.6920.6670.6430.6200.5980.5760.5550.5350.516
500.8860.8560.8270.7990.7720.7450.7180.6920.6670.6430.6200.5980.5760.5550.535
510.9180.8860.8560.8270.7990.7720.7450.7180.6920.6670.6430.6200.5980.5760.555
520.9480.9180.8860.8560.8270.7990.7720.7450.7180.6920.6670.6430.6200.5980.576
530.9750.9480.9180.8860.8560.8270.7990.7720.7450.7180.6920.6670.6430.6200.598
540.9990.9750.9480.9180.8860.8560.8270.7990.7720.7450.7180.6920.6670.6430.620
551.0000.9990.9750.9480.9180.8860.8560.8270.7990.7720.7450.7180.6920.6670.643
56 1.0000.9990.9750.9480.9180.8860.8560.8270.7990.7720.7450.7180.6920.667
57  1.0000.9990.9750.9480.9180.8860.8560.8270.7990.7720.7450.7180.692
58   1.0000.9990.9750.9480.9180.8860.8560.8270.7990.7720.7450.718
59    1.0000.9990.9750.9480.9180.8860.8560.8270.7990.7720.745
60     1.0000.9990.9750.9480.9180.8860.8560.8270.7990.772
61      1.0000.9990.9750.9480.9180.8860.8560.8270.799
62       1.0000.9990.9750.9480.9180.8860.8560.827
63        1.0000.9990.9750.9480.9180.8860.856
64         1.0000.9990.9750.9480.9180.886
65          1.0000.9990.9750.9480.918
66           1.0000.9990.9750.948
67            1.0000.9990.975
68             1.0000.999
69              1.000

Assumptions made
(percentages in per annum terms)
Investment returnsTime-dependent distribution
over period to retirement
Rate of assumed price inflation2.0%
No allowance for any pre-retirement mortality

Pension valuation factors: male

To be used to value an index-linked £1 p.a. pension (expressed in today's money terms) that is payable to a male from the assumed retirement age

Age at
date of calculation
Assumed retirement age
555657585960616263646566676869
4016.29015.36414.48113.63912.83612.07011.34010.6449.9839.3538.7548.1857.6457.1326.645
4116.86415.90514.99014.11713.28412.49011.73311.01310.3279.6749.0538.4647.9047.3736.868
4217.46016.46615.51714.61213.74812.92512.14111.39410.68310.0079.3648.7538.1727.6227.100
4318.07817.04716.06315.12514.23013.37712.56411.78911.05210.3519.6859.0528.4507.8807.339
4418.71917.65016.63015.65714.72913.84513.00212.19911.43510.70810.0189.3618.7388.1477.587
4519.38318.27517.21716.20915.24714.33013.45612.62411.83211.07910.3639.6839.0378.4247.843
4620.05118.92317.82716.78115.78414.83313.92713.06512.24311.46310.72010.0159.3468.7118.109
4720.72119.57518.45917.37516.34115.35514.41613.52112.67011.86111.09110.3619.6679.0098.385
4821.41520.22919.09417.99016.91815.89614.92313.99513.11312.27411.47610.71910.0009.3188.671
4922.13320.90519.73118.60917.51716.45815.44814.48713.57212.70211.87511.09010.3459.6388.968
5022.87521.60520.39119.22918.11917.04015.99314.99614.04813.14612.28911.47510.7029.9699.275
5123.64322.32921.07219.87118.72217.62416.55815.52414.54113.60612.71711.87411.07310.3139.593
5224.38623.07821.77720.53419.34518.20917.12416.07115.05214.08313.16212.28711.45710.6709.923
5325.04923.80222.50621.22019.99018.81517.69216.62015.58114.57613.62212.71511.85411.03810.265
5425.62224.44823.21121.92920.65619.44018.27917.17016.11215.08814.09813.15812.26611.42010.619
5525.60725.00523.84022.61421.34520.08718.88517.73816.64415.60014.59113.61712.69211.81610.985
56 24.98924.38123.22422.01020.75519.51218.32517.19316.11315.08514.09113.13312.22411.364
57  24.36323.75022.60221.40020.15818.93117.75916.64315.57914.56713.58912.64711.755
58   23.73123.11221.97420.78319.55618.34517.19016.09015.04214.04613.08512.160
59    23.09122.46721.33920.16018.94917.75516.61715.53314.50213.52312.579
60     22.44621.81620.69819.53318.33817.16116.04014.97413.96112.998
61      21.79321.15920.05218.90117.72316.56415.46114.41313.417
62       21.13520.49719.40118.26517.10415.96414.88013.850
63        20.47219.83018.74717.62616.48415.36314.298
64         19.80519.16018.09016.98515.86114.760
65          19.13418.48717.43116.34215.238
66           18.46017.81216.76915.698
67            17.78417.13516.107
68             17.10616.456
69              16.427

Factors to value benefits in payment
7015.747
7115.066
7214.386
7313.707
7413.032
7512.361
7611.697
7711.043
7810.399
799.767
809.150
818.547
827.961
837.391
846.838
856.303
865.788
875.293
884.822

Assumptions made
(percentages in per annum terms)
Investment returns to retirementTime-dependent distribution
over period to retirement
Rate of assumed price inflation2.0%
Investment return during drawdown4.0%
Increases in drawdown income2.5%
Scaling to apply to life expectancies1.1×
No allowance for any pre-retirement mortality; life expectancy
post retirement based upon CMI_2021_M [1.5%]: 100% S3PMA mortality tables

Pension valuation factors: female

To be used to value an index-linked £1 p.a. pension (expressed in today's money terms) that is payable to a female from the assumed retirement age

Age at
date of calculation
Assumed retirement age
555657585960616263646566676869
4017.27616.31915.40514.53313.69912.90312.14311.41810.72610.0669.4378.8388.2677.7237.206
4117.89116.90015.95315.04814.18413.35912.57211.82011.10310.4199.7689.1468.5557.9927.456
4218.52917.50216.52015.58214.68713.83213.01612.23711.49410.78510.1109.4668.8538.2697.714
4319.19018.12517.10716.13515.20714.32113.47512.66811.89811.16410.4649.7979.1628.5577.982
4419.87518.77117.71616.70815.74614.82813.95113.11412.31611.55510.83010.1399.4818.8548.258
4520.58419.43918.34617.30216.30515.35314.44413.57712.75011.96111.20910.4939.8119.1628.545
4621.29520.13218.99817.91616.88315.89614.95414.05513.19812.38111.60210.86010.1539.4818.841
4722.00820.82719.67418.55217.48116.45915.48214.55113.66312.81612.00811.23910.5079.8109.148
4822.74521.52320.35319.21118.10117.04116.02915.06414.14313.26612.42911.63210.87410.1519.465
4923.50622.24221.03219.87318.74317.64416.59615.59514.64113.73212.86512.03911.25310.5049.793
5024.29322.98521.73320.53519.38718.26917.18216.14515.15614.21413.31512.46011.64510.87010.132
5125.10523.75322.45821.21820.03118.89517.78916.71515.69014.71313.78212.89512.05111.24810.484
5225.89124.54623.20721.92520.69719.52218.39817.30416.24215.22914.26413.34612.47111.63910.847
5326.59125.31323.98022.65421.38520.17019.00717.89416.81315.76414.76413.81212.90512.04311.223
5427.19625.99624.72823.40722.09520.83819.63618.48517.38516.31715.28114.29413.35512.46111.612
5527.17926.58625.39424.13522.82821.52920.28519.09617.95816.87115.81614.79313.82012.89412.014
56 26.56825.96824.78423.53622.24120.95619.72618.55017.42616.35115.31014.30113.34212.430
57  25.94925.34324.16722.93021.64820.37619.16017.99816.88715.82714.79913.80512.860
58   25.32324.71123.54322.31721.04819.79118.58917.44116.34415.29814.28413.305
59    24.69024.07122.91221.69720.44219.19918.01216.87815.79614.76413.766
60     24.04923.42422.27421.07019.82918.60217.43016.31115.24414.227
61      23.40122.77021.62920.43719.21117.99916.84315.74014.688
62       22.74722.11020.97819.79918.58717.39216.25215.165
63        22.08621.44320.32119.15417.95816.78015.656
64         21.41820.77019.65918.50517.32516.164
65          20.74520.09218.99117.85116.688
66           20.06519.40818.31817.193
67            19.38118.71817.641
68             18.69118.025
69              17.996

Factors to value benefits in payment
7017.297
7116.594
7215.889
7315.182
7414.474
7513.768
7613.065
7712.366
7811.673
7910.988
8010.313
819.649
828.999
838.363
847.744
857.144
866.566
876.013
885.487

Assumptions made
(percentages in per annum terms)
Investment returns to retirementTime-dependent distribution
over period to retirement
Rate of assumed price inflation2.0%
Investment return during drawdown4.0%
Increases in drawdown income2.5%
Scaling to apply to life expectancies1.1×
No allowance for any pre-retirement mortality life expectancy
post retirement based upon CMI_2021_F [1.25%]: 100% S3PFA mortality tables
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