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Statement on Equalisation for GMPs AND the application of a ...

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Factors used in <strong>the</strong> <strong>for</strong>m 3(a) <strong>for</strong> Example 1 have been calculated as follows:(Note calculati<strong>on</strong> <strong>of</strong> <strong>the</strong> factors not used in <strong>the</strong> calculati<strong>on</strong> hasn’t been shown.)All factors have been calculated to 4 decimal places.SI DOR:RTIncreases <strong>on</strong> Pre 97 excess pensi<strong>on</strong> from Date <strong>of</strong> Retirement toRelevant Time= 1SI 65:RTIncreases <strong>on</strong> Pre 97 excess pensi<strong>on</strong> from age 65 to Relevant Time= 1GI DOR:RTIncreases <strong>on</strong> post 88 GMP from Date <strong>of</strong> Retirement to Relevant Time= 1.017 x 1.028 x 1.03 x 1.027 x 1.03= 1.1391GI 65:RTIncreases <strong>on</strong> post 88 GMP from age 65 to Relevant Time= 1.03 x 1.027 x 1.03= 1.0895XS_Revs DOL:DORRevaluati<strong>on</strong> <strong>on</strong> excess Pensi<strong>on</strong> from Date <strong>of</strong> Leaving to Date <strong>of</strong>Retirement= 1.2050MGMP_Revs DOL:DORRevaluati<strong>on</strong> <strong>on</strong> male GMP from Date <strong>of</strong> Leaving to Date <strong>of</strong> Retirement= 1.07 8 = 1.7182FGMP_Revs DOL:DORRevaluati<strong>on</strong> <strong>on</strong> female GMP from Date <strong>of</strong> Leaving to Date <strong>of</strong>Retirement= 1.07 4 x FLR 60:DOR= 1.07 4 x 1.2739 = 1.6698FLR 60:DORIncreases <strong>on</strong> female GMP from age 60 to Date <strong>of</strong> Retirement, ifapplicable= [(1 + (2 x 52 + 38)/700) x (1.011 x 1.03 x 1.017)]=1.2739ERFScheme early retirement factor at DOR(3% pa simple, age calculated to <strong>the</strong> nearest m<strong>on</strong>th)= 1 – (0.03 x 2.25) = 0.9325LRFScheme late retirement factor at DOR, not applicable= 1.0112

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