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Glossary of the SCR calculation

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Each term is a component of the calculation: a data item entered by the undertaking, a parameter table of the text, or a calculation whose formula is written with its symbols. The “Mechanisms” column names the modules and variants where it plays.

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Frequently asked questions

What does BSCR mean?

Basic Solvency Capital Requirement: the aggregation, with a correlation matrix, of the market, counterparty default, life, health and non-life underwriting risk modules, to which intangible asset risk is added.

What is the symmetric adjustment of the equity capital charge?

A correction of the equity shock, between −10 % and +10 % (−13 % and +13 % from 30/01/2027), published every month by EIOPA according to the difference between the current level of an equity index and its three-year average (Directive, Article 106; Delegated Regulation, Article 172).

What does LGD mean?

Loss-given-default of a counterparty: for reinsurance, it takes into account the amounts recoverable, the risk-mitigating effect and the collateral (Delegated Regulation, Article 192).

What is the adjustment for the loss-absorbing capacity?

The part of the losses offset by the decrease in future discretionary benefits and in deferred taxes; it reduces the SCR (Delegated Regulation, Articles 205 to 207).

Terms

TermDefinitionMechanisms
Absolute decrease of the rate by maturityb_downParameter table: Interest rate shocks by maturity (Articles 166 and 167)DRMarket
Absolute decrease of the rate of the positionrate × stress(down)rate × stress(down) = if(nil_decrease_if_negative × (rate < 0) ; 0 ; rate − max(rate ⊗ (1 − interp(s_down ; dur)) − interp(b_down ; dur) ; if(PI2 = "yes" ; interp(floor ; dur) ; min(interp(floor ; dur) ; rate))))167, 103(3)(e)Market
Absolute floor of the Minimum Capital RequirementAMCRAMCR = if(type of undertaking = "life" ; AMCRl ; if(type of undertaking = "non-life" ; AMCRnl ; if(type of undertaking = "reinsurance" ; AMCR reinsurance ; if(type of undertaking = "captive reinsurance" ; AMCR captive reinsurance ; if(premiums ≤ 10 % × premiums ; AMCRl ; if(premiums ≤ 10 % × premiums ; if(PI5 = "amount(d)(ii)" ; AMCRl ; AMCRnl) ; AMCRnl + AMCRl))))))248(1), 253MCR
Absolute increase of the rate by maturityb_upParameter table: Interest rate shocks by maturity (Articles 166 and 167)DRMarket
Absolute increase of the rate of the positionrate × stress(up)rate × stress(up) = max(rate ⊗ interp(s_up ; dur) + interp(b_up ; dur) ; minimum_increase)166, 103(2)(e)Market
Accident concentration riskSCRacSCRac = sqrt(sum(SCR(ac,c) ⊗ SCR(ac,c)))162(1)Counterparty default · Health
Accident concentration risk by countrySCR(ac,c)SCR(ac,c) = max(0 ; Cc ⊗ (xe [ evenement_accident = "deces" ] × CE(deces,c) + xe [ evenement_accident = "handicap_permanent" ] × CE(handicap_permanent,c) + xe [ evenement_accident = "handicap_12_mois" ] × CE(handicap_12_mois,c) + xe [ evenement_accident = "traitement" ] × CE(traitement,c)) − recoverables)162(2)Counterparty default · Health
Accident yeariNumbered from 0 for the first accident year.V1 undertaking-specific parameters
Adjustment by the risk-sharing factor of the type A co-reinsurance exposurerisk-share_factorrisk-share_factor = if(type = "A_total" ; if(read(SR ; pool) > 0 ; exp(− 0,15 × (min(read(SR ; pool) ; 196 %) − 1)) ; 1) − 1 ; 0)193(1)Counterparty default
Adjustment factor for non-proportional reinsuranceNPsParameter table: Non-life premium and reserve standard deviationsDRCounterparty default · Non-life · V1 undertaking-specific parameters
Adjustment factor for non-proportional reinsurance in NSLT healthNPParameter table: Standard deviations of NSLT health premium and reserve risk (Annex XIV)DRV1 undertaking-specific parameters
Adjustment for the loss-absorbing capacity of deferred taxesAdjDTAdjDT = − ΔID207(1)Loss absorption
Adjustment for the loss-absorbing capacity of technical provisionsAdjTPAdjTP = − max(min(BSCR − nBSCR ; FDB) ; 0)206(1)Loss absorption
Adjustment for the loss-absorbing capacity of technical provisions and deferred taxesAdjAdj = AdjTP + AdjDT205Loss absorption
Adjustment of the amount of the type B or C co-reinsurance exposurePU ÷ (1 − PC), PC, PUPU ÷ (1 − PC), PC, PU = if(type = "B_total" ; if(simplifications ∋ "109" ; PC ; PU) ÷ (1 + 0 × PU − PC) − 1 ; if(type = "B_part" ; PC − 1 ; if(type = "C" ; if(simplifications ∋ "109" ; 0 ; PU − 1) ; 0)))194, 195, 109 a and bCounterparty default
Aggregate losses of the accident year after the first development yearytIn euros: payments and best estimate of claims outstanding, including expenses, catastrophe claims removed (B(1) and (2)).V1 undertaking-specific parameters
Aggregation type of the equity categoryequity typeParameter table: Equity shocks (Articles 168 and 169)DRMarket
Amount of the positionMVAL / BEIn euros.Market
Amount per vehicle of motor vehicle liability riskamount per vehicleParameter table: Motor vehicle liability (Article 129)DRCounterparty default · Non-life
Amounts recoverable from proportional reinsurance by underwriting riskRecoverablesallRecoverablesall = group(exposure ; j)108 cCounterparty default
Annuity benefits received by the beneficiary during the financial yearA(i,t)In euros, gross of reinsurance, including expenses.V1 undertaking-specific parameters
Article 107a applicable at the valuation datein_force_107aParameter table: Parameters of the simplified counterparty default calculations (Articles 107a, 112)DRCounterparty default
Article 89a applicable at the valuation datein_force_89aParameter table: Parameters of the simplified calculations of Articles 89a and 90cDRCounterparty default · Life · Health · Non-life · Intangible assets
Average benefit per person of the largest concentration: deathCE(deces,c)In euros per person: sum of the benefits of the insured persons of this concentration divided by their number. Empty if none.Counterparty default · Health
Average benefit per person of the largest concentration: disablement lasting 12 monthsCE(handicap_12_mois,c)In euros per person: sum of the benefits of the insured persons of this concentration divided by their number. Empty if none.Counterparty default · Health
Average benefit per person of the largest concentration: medical treatmentCE(traitement,c)In euros per person: sum of the benefits of the insured persons of this concentration divided by their number. Empty if none.Counterparty default · Health
Average benefit per person of the largest concentration: permanent disablementCE(handicap_permanent,c)In euros per person: sum of the benefits of the insured persons of this concentration divided by their number. Empty if none.Counterparty default · Health
Average change in annuity benefits estimated by the undertakingX̄In euros. Read if PI7 = estimate provided by the undertaking.V1 undertaking-specific parameters
Average lapse rate of policies with a negative surrender strain (Article 102(2))ldownAs a decimal.Health
Average lapse rate of policies with a negative surrender strain (Article 95(2))ldownAs a decimal.Life
Average lapse rate of policies with a positive surrender strain (Article 102(1))lupAs a decimal.Health
Average lapse rate of policies with a positive surrender strain (Article 95(1))lupAs a decimal.Life
Average modified duration of securitisation positionsdurIn years. Average modified duration of the positions of the category, weighted by their value; a duration lower than 1 year counts as 1 year.Market
Average modified duration of the specific exposuresdurIn years. Average modified duration of the securities of the category, weighted by their value; a duration lower than 1 year counts as 1 year.Market
Average mortality rate over the next 12 months, weighted by the sum insured (Article 92)qAs a decimal (0.01 for 1 %).Life
Average mortality rate over the next 12 months, weighted by the sum insured (Article 98)qAs a decimal.Health
Average number of annuity increases per financial year estimated by the undertakingN̄Read if PI7 = estimate provided by the undertaking.V1 undertaking-specific parameters
Average period over which policies with a negative surrender strain run off (Article 102(2))ndownIn years.Health
Average period over which policies with a negative surrender strain run off (Article 95(2))ndownIn years.Life
Average period over which policies with a positive surrender strain run off (Article 102(1))nupIn years.Health
Average period over which policies with a positive surrender strain run off (Article 95(1))nupIn years.Life
Average sum insured of residential property (Article 90c(6))SIavIn euros.Counterparty default · Non-life
Aviation riskSCRaviationSCRaviation = SIa131Counterparty default · Non-life
Base equity shockbase shockParameter table: Equity shocks (Articles 168 and 169)DRMarket
Basic capital requirement for operational riskOpOp = max(Oppremiums ; Opprovisions)204(2)Operational risk
Basic own funds after the decrease in the term structure of interest rates (Article 167)BOF after decreaseIn euros. Basic own funds recalculated by the undertaking after applying the downward shocked term structure of interest rates to assets and liabilities (Article 167).SCR and ratio · Market · V2 transitional interest rates · V3 transitional provisions · V4 extrapolation
Basic own funds after the increase in the term structure of interest rates (Article 166)BOF after increaseIn euros. Basic own funds recalculated by the undertaking after applying the upward shocked term structure of interest rates to assets and liabilities (Article 166).SCR and ratio · Market · V2 transitional interest rates · V3 transitional provisions · V4 extrapolation
Basic own funds before the shockBOFIn euros. Basic own funds (excess of assets over liabilities less deducted items) at the valuation date, before any shock.Market · V2 transitional interest rates · V3 transitional provisions · V4 extrapolation
Basic Solvency Capital RequirementBSCRBSCR = assumption(nBSCR ; "gross")Dir. 103(a)SCR and ratio
BeneficiaryiData entered by the undertaking.V1 undertaking-specific parameters
Benefits in a mass accident: death, by country of residenceE(deces,s)In euros. Sum of the benefits of the insured persons resident in the country (income protection and workers' compensation contracts, and medical expenses for treatment), annuities at their best estimate (Article 161(3)). Empty if none.Counterparty default · Health
Benefits in a mass accident: disablement lasting 12 months, by country of residenceE(handicap_12_mois,s)In euros. Sum of the benefits of the insured persons resident in the country (income protection and workers' compensation contracts, and medical expenses for treatment), annuities at their best estimate (Article 161(3)). Empty if none.Counterparty default · Health
Benefits in a mass accident: medical treatment, by country of residenceE(traitement,s)In euros. Sum of the benefits of the insured persons resident in the country (income protection and workers' compensation contracts, and medical expenses for treatment), annuities at their best estimate (Article 161(3)). Empty if none.Counterparty default · Health
Benefits in a mass accident: permanent disablement, by country of residenceE(handicap_permanent,s)In euros. Sum of the benefits of the insured persons resident in the country (income protection and workers' compensation contracts, and medical expenses for treatment), annuities at their best estimate (Article 161(3)). Empty if none.Counterparty default · Health
Best estimate at the end of the financial year of the claims outstanding at its beginning, plus the payments of the year on these claimsytIn euros, net of reinsurance, including expenses.V1 undertaking-specific parameters
Best estimate for provisions for claims outstanding of the health segmentV(res,s)In euros, net of reinsurance. Empty if none.Health
Best estimate for provisions for claims outstanding, net of reinsuranceBE claimsIn euros, net of reinsurance. Best estimate for provisions for claims outstanding of the segment (Solvency II balance sheet, template S.17.01).Non-life
Best estimate of claims outstanding at the beginning of the financial yearxtIn euros, net of reinsurance, including expenses.V1 undertaking-specific parameters
Best estimate of health obligations subject to longevity riskBElongIn euros.Health · V2 transitional interest rates · V4 extrapolation
Best estimate of income protection obligations subject to disability-morbidity riskBEdisIn euros.Health · V2 transitional interest rates · V4 extrapolation
Best estimate of obligations subject to disability-morbidity riskBEdisIn euros.Life · V2 transitional interest rates · V4 extrapolation
Best estimate of obligations subject to longevity riskBElongIn euros. Contracts of Article 138(2).Life · V2 transitional interest rates · V4 extrapolation
Best estimate of the obligations, net of amounts recoverable, of the underwriting riskBEIn euros (Article 108(a)).Counterparty default · V2 transitional interest rates · V4 extrapolation
Calculation base of the market risk concentrations sub-moduleAssetsAssets = value of assets − excluded assets184(2)Market
Cap of the combined MCR as a share of the SCR45 %Parameter table: Corridor of the combined MCR (Article 248(2)) and Tier 2 share (Article 82(2))DRMCR
Cap on operational risk as a share of the BSCRcap as a share of the BSCRParameter table: Operational risk (Article 204)DROperational risk
Capital at risk after twelve months (Article 100)CAR2In euros. Same definition as CAR1, in twelve months.Health · V2 transitional interest rates · V4 extrapolation
Capital at risk after twelve months (Article 93)CAR2In euros. Same definition as CAR1, in twelve months.Life · V2 transitional interest rates · V4 extrapolation
Capital at risk of year k (Article 91)CARkIn euros. For each year k up to the duration n: sum, over the contracts with a positive capital at risk, of the amount paid during year k on death and the present value of the amounts paid after year k on immediate death, less the best estimate of year k, net of reinsurance; at least 0 per contract.Life · V2 transitional interest rates · V4 extrapolation
Capital at risk of year k (Article 97)CARkIn euros. Sum, over the contracts with a positive capital at risk, of the amount paid during year k on death and the present value of the future amounts on immediate death, less the best estimate of year k, net of reinsurance; at least 0 per contract. For each year k up to the duration n.Health · V2 transitional interest rates · V4 extrapolation
Capital at risk on death or disability (Article 100)CAR1In euros. Sum, over the contracts with a positive capital at risk, of the amount currently paid on death or disability and the present value of the future amounts on immediate death or disability, less the best estimate, net of reinsurance; at least 0 per contract.Health · V2 transitional interest rates · V4 extrapolation
Capital at risk on death or disability (Article 93)CAR1In euros. Sum, over the contracts with a positive capital at risk, of the amount currently paid on death or disability and the present value of the future amounts on immediate death or disability, less the best estimate, net of reinsurance.Life · V2 transitional interest rates · V4 extrapolation
Capital at risk relating to non-life activitiesCAR non-life activitiesIn euros. Part of the capital at risk entered relating to non-life activities. 0 if none.V2 transitional interest rates · V4 extrapolation
Capital requirement by health scenarioSCRchocSCRchoc = max(0 ; BOF − BOF after shock)150, 152 to 159Health
Capital requirement by life scenarioSCRchocSCRchoc = max(0 ; BOF − BOF after shock)137 to 143Life
Capital requirement by natural perilSCRperilSCRperil = sqrt(SCR(peril,regions) ⊗ SCR(peril,regions) + SCR(peril,other) ⊗ SCR(peril,other))121(1), 122(1), 123(1), 124(1), 125(1)Counterparty default · Non-life
Capital requirement for earthquake by regionSCR(earthquake,r)SCR(earthquake,r) = max(max(0 ; (share A1 [ peril_nat = "seisme" ] + share A2 [ peril_nat = "seisme" ]) × L(earthquake,r) − recoverables) ; max(0 ; (share B1 [ peril_nat = "seisme" ] + share B2 [ peril_nat = "seisme" ]) × L(earthquake,r) − recoverables))122(2) to (4)Counterparty default · Non-life
Capital requirement for earthquake in the regions of Annex XIIISCR(earthquake,regions)SCR(earthquake,regions) = aggregate(Corr(r,s) [ peril_nat = "seisme" ] ; SCR(earthquake,r))122(1)Counterparty default · Non-life
Capital requirement for flood by regionSCR(flood,r)SCR(flood,r) = max(max(0 ; (share A1 [ peril_nat = "inondation" ] + share A2 [ peril_nat = "inondation" ]) × L(flood,r) − recoverables) ; max(0 ; (share B1 [ peril_nat = "inondation" ] + share B2 [ peril_nat = "inondation" ]) × L(flood,r) − recoverables))123(2) to (4)Counterparty default · Non-life
Capital requirement for flood in the regions of Annex XIIISCR(flood,regions)SCR(flood,regions) = aggregate(Corr(r,s) [ peril_nat = "inondation" ] ; SCR(flood,r))123(1)Counterparty default · Non-life
Capital requirement for hail by regionSCR(hail,r)SCR(hail,r) = max(max(0 ; (share A1 [ peril_nat = "grele" ] + share A2 [ peril_nat = "grele" ]) × L(hail,r) − recoverables) ; max(0 ; (share B1 [ peril_nat = "grele" ] + share B2 [ peril_nat = "grele" ]) × L(hail,r) − recoverables))124(2) to (4)Counterparty default · Non-life
Capital requirement for hail in the regions of Annex XIIISCR(hail,regions)SCR(hail,regions) = aggregate(Corr(r,s) [ peril_nat = "grele" ] ; SCR(hail,r))124(1)Counterparty default · Non-life
Capital requirement for qualifying infrastructure corporate equity investmentsSCRquinfcSCRquinfc = max(0 ; sum(value ⊗ (base shock + SA share × SA) ⊗ (equity type = 4)) − sum(TP decrease ⊗ keyed(equity type ; 4 : 1)))169Market
Capital requirement for qualifying infrastructure equity investmentsSCRquinfSCRquinf = max(0 ; sum(value ⊗ (base shock + SA share × SA) ⊗ (equity type = 3)) − sum(TP decrease ⊗ keyed(equity type ; 3 : 1)))169Market
Capital requirement for subsidence by regionSCR(subsidence,r)SCR(subsidence,r) = max(max(0 ; (share A1 [ peril_nat = "affaissement" ] + share A2 [ peril_nat = "affaissement" ]) × L(subsidence,r) − recoverables) ; max(0 ; (share B1 [ peril_nat = "affaissement" ] + share B2 [ peril_nat = "affaissement" ]) × L(subsidence,r) − recoverables))125(2) to (4)Counterparty default · Non-life
Capital requirement for subsidence in the regions of Annex XIIISCR(subsidence,regions)SCR(subsidence,regions) = aggregate(Corr(r,s) [ peril_nat = "affaissement" ] ; SCR(subsidence,r))125(1)Counterparty default · Non-life
Capital requirement for type 1 equitiesSCRequ1SCRequ1 = max(0 ; sum(value ⊗ (base shock + SA share × SA) ⊗ (equity type = 1)) − sum(TP decrease ⊗ keyed(equity type ; 1 : 1)))169Market
Capital requirement for type 1 exposuresSCRdef,1SCRdef,1 = max(0 ; (if(simplifications ∋ "112b" and σ ≤ threshold 2 × sum LGD ; high multiplier × σ ; if(σ ≤ threshold 1 × sum LGD ; multiplier × σ ; if(σ ≤ threshold 2 × sum LGD ; high multiplier × σ ; sum LGD)))) − ΔFDB [ ΔFDB = "def1" ])200, 112b, 206(2)Counterparty default
Capital requirement for type 2 equitiesSCRequ2SCRequ2 = max(0 ; sum(value ⊗ (base shock + SA share × SA) ⊗ (equity type = 2)) − sum(TP decrease ⊗ keyed(equity type ; 2 : 1)))169Market
Capital requirement for type 2 exposuresSCRdef,2SCRdef,2 = max(0 ; 90 % × LGDreceivables>3months + default factor × LGDdefaulted/forborne + 15 % × (LGD other + LGD mortgages) − TP decrease)202Counterparty default
Capital requirement for windstorm by regionSCR(windstorm,r)SCR(windstorm,r) = max(max(0 ; (share A1 [ peril_nat = "tempete" ] + share A2 [ peril_nat = "tempete" ]) × L(windstorm,r) − recoverables) ; max(0 ; (share B1 [ peril_nat = "tempete" ] + share B2 [ peril_nat = "tempete" ]) × L(windstorm,r) − recoverables))121(2) to (4)Counterparty default · Non-life
Capital requirement for windstorm in the regions of Annex XIIISCR(windstorm,regions)SCR(windstorm,regions) = aggregate(Corr(r,s) [ peril_nat = "tempete" ] ; SCR(windstorm,r))121(1)Counterparty default · Non-life
Capital requirement of the module at the date of the full calculation (Article 89a(1))SCRk0In euros. Result of the full calculation of the module or sub-module at the reference date at which it was established that it meets the conditions of Article 109(2) and (3) of the Directive; this calculation is no more than three years old. Fill in only the modules concerned.Counterparty default · Life · Health · Non-life · Intangible assets
Capital requirement of the underwriting riskSCRjSCRj = keyed(module_souscription ; non_vie : SCRnon-life ; vie : SCRlife ; sante : SCRhealth)108 dCounterparty default
Captive reinsurance absolute floorAMCR captive reinsuranceParameter table: Absolute floors (Directive, Article 129(1)(d); Article 253)DRMCR
Captive undertaking meeting the conditions of Article 89, demonstratedcaptivecaptive = Art. 89 = "yes"89Market · Non-life
Catastrophe risk of non-proportional property reinsuranceSCRnppropertySCRnpproperty = max(0 ; 2,5 × (diversified share × DIVnpproperty + fixed share) × Pnpproperty − recoverables [ scenario_cat = "np_dommages" ])127Counterparty default · Non-life
Change in deferred taxes after an instantaneous loss (positive amount)ΔIDIn euros, positive amount. Decrease in net deferred taxes after an instantaneous loss equal to BSCR + adjustment for technical provisions + operational risk (Article 207). 0 if none.Loss absorption
Class without a credit assessment in the simplified calculationunratedunrated = read_group(if(Art. 105 ; unrated_105 ; if(105a ; unrated ; unrated_fallback)) ; MV)104(1)(d)Market
Co-reinsurance arrangement of the exposurepoolName of the arrangement, identical to that of the members entered. Empty outside co-reinsurance.Counterparty default
Co-reinsurance arrangement of the memberpoolName of the arrangement, identical to that of the exposures.Counterparty default
Coefficient of the cross term (Article 111a)1,5Parameter table: Coefficients of the simplified calculation of the risk-mitigating effect (Article 111a)111aCounterparty default
Coefficient of the inter variance1,25Parameter table: Type 1 exposures (Articles 200, 201)DRCounterparty default
Coefficient of the intra variance1,5Parameter table: Type 1 exposures (Articles 200, 201)DRCounterparty default
Collateral case (Article 112)case 112Article 112 used: the “collateral” cell receives the value of the assets held as collateral; the calculation uses 85 % or 75 % of it depending on the case. Empty: the collateral is not used.Counterparty default
Combined Minimum Capital RequirementMCRcombinedMCRcombined = min(max(MCRlinear ; 25 % × SCR) ; 45 % × SCR)248(2)MCR
Concentration capital requirement on the central governmentConcConc = max(0 ; XS ⊗ interp(g sovereign ; average credit quality step) − TP decrease)183(2), 187(4)Market
Concentration capital requirement on the covered bondsConcConc = max(0 ; XS ⊗ interp(g ; average credit quality step) − TP decrease)183(2), 186Market
Concentration capital requirement on the immovable propertyConcConc = max(0 ; XS × g property − TP decrease)183(2), 187(2)Market
Concentration capital requirement on the single nameConcConc = max(0 ; XS ⊗ interp(g ; average credit quality step) − TP decrease)183(2), 186Market
Concentration risk factor by credit quality stepgParameter table: Concentration: relative excess exposure threshold and risk factor by credit quality step (Articles 185, 186, 187(4))DRMarket
Concentration risk factor of the central governments of Article 187(4)g sovereignParameter table: Concentration: relative excess exposure threshold and risk factor by credit quality step (Articles 185, 186, 187(4))DRMarket
Correlation between health sub-modulesCorrH(i,j)Parameter table: Correlations between health sub-modules (Article 144(3))DRHealth
Correlation between life sub-modulesCorr(i,j)Parameter table: Correlations between life sub-modules (Article 136(3))DRLife
Correlation between NSLT health segmentsCorrHS(s,t)Parameter table: Correlations between NSLT health segments (Annex XV)DRHealth
Correlation between SLT health sub-modulesCorrSLTH(i,j)Parameter table: Correlations between SLT health sub-modules (Article 151(3))DRHealth
Correlation between type 1 and type 2 equitiescorrelation type 1 / type 2Parameter table: Equity aggregationDRMarket
Correlation of liability risk groupsCorr(liability,i,j)Parameter table: Liability: correlations between groups (Annex XI)DRCounterparty default · Non-life
Correlation of type 1 and type 2 exposures1,5Parameter table: Aggregation of exposure types (Article 189(1))DRCounterparty default
Correlations between BSCR modulesCorr(i,j)Parameter table: Correlations between BSCR modules (Directive, Annex IV)DIRSCR and ratio
Correlations between non-life segmentsCorrS(s,t)Parameter table: Correlations between non-life segments (Annex IV)DRNon-life
Correlations between non-life sub-modulesCorrNL(i,j)Parameter table: Correlations between non-life sub-modules (Article 114)DRNon-life
Counterparty default risk moduleSCRdefaultSCRdefault = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_default" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_default" ] ; SCRk0 [ module_89bis = "SCR_default" ] ÷ Volumek0 [ module_89bis = "SCR_default" ] × Volumekt [ module_89bis = "SCR_default" ]) ; sqrt(SCRdef,1 ^ 2 + 1,5 × SCRdef,1 × SCRdef,2 + SCRdef,2 ^ 2))189(1), 89aCounterparty default
Credibility factorcParameter table: Credibility factor (Annex XVII G)Annex XVIIV1 undertaking-specific parameters
Credibility factor table of the non-life segmenttableParameter table: Credibility factor table of non-life segments (Annex XVII G)Annex XVIIV1 undertaking-specific parameters
Credibility factor table of the NSLT health segmenttableParameter table: Credibility factor table of NSLT health segments (Annex XVII G(2))Annex XVIIV1 undertaking-specific parameters
Credibility factor, non-proportional reinsurance (non-life)cc = interp2(c ; table ; length)Annex XVII GV1 undertaking-specific parameters
Credibility factor, non-proportional reinsurance (NSLT health)cc = interp2(c ; table ; length)Annex XVII GV1 undertaking-specific parameters
Credibility factor, premium risk method (non-life)cc = interp2(c ; table ; T)Annex XVII GV1 undertaking-specific parameters
Credibility factor, premium risk method (NSLT health)cc = interp2(c ; table ; T)Annex XVII GV1 undertaking-specific parameters
Credibility factor, reserve risk method 1 (non-life)cc = interp2(c ; table ; T)Annex XVII GV1 undertaking-specific parameters
Credibility factor, reserve risk method 1 (NSLT health)cc = interp2(c ; table ; T)Annex XVII GV1 undertaking-specific parameters
Credibility factor, reserve risk method 2 (non-life)cc = interp2(c ; table ; I + 1)Annex XVII GV1 undertaking-specific parameters
Credibility factor, reserve risk method 2 (NSLT health)cc = interp2(c ; table ; I + 1)Annex XVII GV1 undertaking-specific parameters
Credit and suretyship riskSCRcreditSCRcredit = sqrt(SCRdefault ^ 2 + SCRrecession ^ 2)134(1)Counterparty default · Non-life
Credit quality of the counterpartyqualityCredit quality step, or situation of the unrated counterparty (Article 199); a fully guaranteed exposure (Articles 209 to 215) takes the quality of the guarantor.Counterparty default
Credit quality of the memberqualityData entered by the undertaking.Counterparty default
Credit quality step 3 assigned to eligible unrated bonds (Article 105a)105a105a = simplifications ∋ "105a" and rated share ≥ 80 %105aMarket
Credit quality step of the central governmentcredit quality stepWeighted average of the credit quality steps; from 30/01/2027, moved back one step for exposures in the national currency whose step is 2 or more (Article 182(5)).Market
Credit quality step of the covered bondscredit quality stepWeighted average of the credit quality steps of the issuer's covered bonds; threshold of 15 % at steps 0 and 1, ordinary threshold and factor beyond.Market
Credit quality step treated as without a credit assessmentunratedParameter table: Simplified calculation of spread risk on bonds and loans (Article 104(2)) and credit quality steps of Article 105aDRMarket
Credit quality step treated as without a credit assessment without Article 105aunrated_fallbackParameter table: Simplified calculation of spread risk on bonds and loans (Article 104(2)) and credit quality steps of Article 105aDRMarket
Credit quality step with a credit assessmentratedParameter table: Simplified calculation of spread risk on bonds and loans (Article 104(2)) and credit quality steps of Article 105aDRMarket
Cumulative payments of the accident year up to the development yearC(i,j)In euros, net of reinsurance, including expenses.V1 undertaking-specific parameters
Currency risk sub-moduleSCRcurrencySCRcurrency = sum(max(loss up ; loss down))188Market
Currency shock by currency paircurrency shockParameter table: Currency shock, local currency × foreign currency (Article 188, Implementing Regulation (EU) 2015/2017)DRMarket
Currency shock of each foreign currency against the local currencyshockshock = currency shock [ monnaie = local currency ]188Market
Date of the last published value of the symmetric adjustmentlast SA publicationParameter table: Symmetric adjustment of the equity capital charge (daily value published by EIOPA)EIOPA_SAMarket
Decrease in technical provisions and other offsetting effects under the concentration shock of the central governmentTP decreaseIn euros. Decrease in technical provisions caused by the loss on this name (profit participation). 0 if not applicable. Includes the other effects of the shock that offset the loss: decrease in other liabilities, gain on hedging instruments (Articles 196, 208 to 210). The part due to the decrease in future discretionary benefits is also entered separately (Article 206).SCR and ratio · Market · V2 transitional interest rates · V4 extrapolation
Decrease in technical provisions and other offsetting effects under the concentration shock of the covered bondsTP decreaseIn euros. Decrease in technical provisions caused by the loss on this name (profit participation). 0 if not applicable. Includes the other effects of the shock that offset the loss: decrease in other liabilities, gain on hedging instruments (Articles 196, 208 to 210). The part due to the decrease in future discretionary benefits is also entered separately (Article 206).SCR and ratio · Market · V2 transitional interest rates · V4 extrapolation
Decrease in technical provisions and other offsetting effects under the concentration shock of the immovable propertyTP decreaseIn euros. Decrease in technical provisions caused by the loss on this name (profit participation). 0 if not applicable. Includes the other effects of the shock that offset the loss: decrease in other liabilities, gain on hedging instruments (Articles 196, 208 to 210). The part due to the decrease in future discretionary benefits is also entered separately (Article 206).SCR and ratio · Market · V2 transitional interest rates · V4 extrapolation
Decrease in technical provisions and other offsetting effects under the concentration shock of the single nameTP decreaseIn euros. Decrease in technical provisions caused by the loss on this name (profit participation). 0 if not applicable. Includes the other effects of the shock that offset the loss: decrease in other liabilities, gain on hedging instruments (Articles 196, 208 to 210). The part due to the decrease in future discretionary benefits is also entered separately (Article 206).SCR and ratio · Market · V2 transitional interest rates · V4 extrapolation
Decrease in technical provisions and other offsetting effects under the equity shockTP decreaseIn euros. Decrease in technical provisions caused by the equity shock (profit participation). Empty if not applicable. Includes the other effects of the shock that offset the loss: decrease in other liabilities, gain on hedging instruments (Articles 196, 208 to 210). The part due to the decrease in future discretionary benefits is also entered separately (Article 206).SCR and ratio · Market · V2 transitional interest rates · V4 extrapolation
Decrease in technical provisions and other offsetting effects under the fall of the currencyTP decrease downIn euros. Decrease in technical provisions caused by the fall of the currency against the local currency. Empty if not applicable. Includes the other effects of the shock that offset the loss: decrease in other liabilities, gain on hedging instruments (Articles 196, 208 to 210). The part due to the decrease in future discretionary benefits is also entered separately (Article 206).SCR and ratio · Market · V2 transitional interest rates · V4 extrapolation
Decrease in technical provisions and other offsetting effects under the property shockTP decrease propertyIn euros. Decrease in technical provisions caused by the property shock (profit participation). 0 if not applicable. Includes the other effects of the shock that offset the loss: decrease in other liabilities, gain on hedging instruments (Articles 196, 208 to 210). The part due to the decrease in future discretionary benefits is also entered separately (Article 206).SCR and ratio · Market · V2 transitional interest rates · V4 extrapolation
Decrease in technical provisions and other offsetting effects under the rise of the currencyTP decrease upIn euros. Decrease in technical provisions caused by the rise of the currency against the local currency (profit participation). Empty if not applicable. Includes the other effects of the shock that offset the loss: decrease in other liabilities, gain on hedging instruments (Articles 196, 208 to 210). The part due to the decrease in future discretionary benefits is also entered separately (Article 206).SCR and ratio · Market · V2 transitional interest rates · V4 extrapolation
Decrease in technical provisions and other offsetting effects under the shock on type 2 exposuresTP decreaseIn euros. 0 if not applicable. Includes the other effects of the shock that offset the loss: decrease in other liabilities, gain on hedging instruments (Articles 196, 208 to 210). The part due to the decrease in future discretionary benefits is also entered separately (Article 206).SCR and ratio · Counterparty default · V2 transitional interest rates · V4 extrapolation
Decrease in technical provisions and other offsetting effects under the spread shockTP decrease spreadIn euros. Decrease in technical provisions caused by the spread shock on bonds and loans, including the exposures of Article 180 (profit participation). 0 if not applicable. Not read if the simplified calculation of Article 104 is used. Includes the other effects of the shock that offset the loss: decrease in other liabilities, gain on hedging instruments (Articles 196, 208 to 210). The part due to the decrease in future discretionary benefits is also entered separately (Article 206).SCR and ratio · Market · V2 transitional interest rates · V4 extrapolation
Decrease in technical provisions and other offsetting effects under the spread shock on securitisationsTP decrease securitisationIn euros. Decrease in technical provisions caused by the shock on securitisation positions (profit participation). 0 if not applicable. Includes the other effects of the shock that offset the loss: decrease in other liabilities, gain on hedging instruments (Articles 196, 208 to 210). The part due to the decrease in future discretionary benefits is also entered separately (Article 206).SCR and ratio · Market · V2 transitional interest rates · V4 extrapolation
Decrease in the value of bonds and loans in the simplified calculationMVbonds × (somme(%MVi × stressi) + %MVnorating × min(durnorating × 3 % ; 1))MVbonds × (somme(%MVi × stressi) + %MVnorating × min(durnorating × 3 % ; 1)) = max(0 ; (sum(MV ⊗ max(dur ; minimum duration) ⊗ bi) + MVbonds × %MVnorating × min(durnorating × 3 % ; 1)) − ΔFDB [ ΔFDB = "104" ])104(1) and (2), 206(2)Market
Deferred taxes relating to the transitional deductionDT deductionIn euros, positive for a deferred tax liability arising from the deduction. 0 if none.V3 transitional provisions
Denominator of the intra variance2,5Parameter table: Type 1 exposures (Articles 200, 201)DRCounterparty default
Development yearj0 for the accident year.V1 undertaking-specific parameters
Difference between the technical provisions under the current regime and under the previous regimespreadspread = TP 01/01/2016 − TP previous regimeDir. 308d(2)V3 transitional provisions
Difference in the catastrophe capital requirement due to the contractSCRCAThyp − SCRCATwithoutSCRCAThyp − SCRCATwithout = SCRCAThyp − (s ≠ "") ⊗ SCRnl CAT − (s ≠ "") ⊗ SCRhealthCAT111a a, bCounterparty default
Difference in the weighted premium volume due to the contractσs × (Pshyp − Pswithout + Recoverables)σs × (Pshyp − Pswithout + Recoverables) = (read(σ(prem,s) ; s) + read(σ(prem,s) ; s)) ⊗ (Pshyp − read(V(prem,s) ; s) − read(V(prem,s) ; s) + exposure)111a c to fCounterparty default
Disability-morbidity rate over the following 12 months (Article 100)d2As a decimal. Weighted by the sum insured.Health
Disability-morbidity rate over the following 12 months (Article 93)d2As a decimal. Weighted by the sum insured.Life
Disability-morbidity rate over the next 12 months (Article 100)d1As a decimal. Weighted by the sum insured.Health
Disability-morbidity rate over the next 12 months (Article 93)d1As a decimal. Weighted by the sum insured.Life
Diversification factor by peril calculated according to Annex IIIDIV[peril]DIV[peril] = herfindahl(P used ; region ; peril)Annex IIICounterparty default · Non-life
Diversification factor of non-proportional property reinsuranceDIVnppropertyDIVnpproperty = if(DIV = "yes" ; if(DIV[peril] [ groupe = "np_dommages" ] > 0 ; DIV[peril] [ groupe = "np_dommages" ] ; 1) ; 1)127(2)(a), Annex IIICounterparty default · Non-life
Diversified share of catastrophe losses on premiumsdiversified shareParameter table: Catastrophe: losses proportional to premiums (Articles 121(8), 127, 134)DRCounterparty default · Non-life
Diversified share of the volume measurediversified shareParameter table: Non-life premium and reserveDRNon-life
Diversified share of the volume measure in NSLT health0,25Parameter table: NSLT health premium and reserve (Articles 146, 147)DRHealth
Duration band bound at credit quality step 3 (Article 105)bound_105Parameter table: Spread factors of bonds and loans (Article 176(3) and (4))DRMarket
Duration band bound of securitisation positionsboundParameter table: Spread factors of securitisation positions (Article 178(3) to (9))DRMarket
Duration band bound of the specific exposuresboundParameter table: Spread factors of specific exposures (Article 180(1), (3), (5), (11) and (14))DRMarket
Duration band bound without Article 105abound_fallbackParameter table: Spread factors of bonds and loans (Article 176(3) and (4))DRMarket
Duration of the positiondurdur = if(type = "actif" ; read(duri ; interval) ; durlob)103(2)(c),(h)Market
Earned premium during the last 12 monthsP(last,s)In euros, net of reinsurance. Premiums earned during the 12 months before the valuation date.Counterparty default · Non-life
Earned premiums during the last 12 months of the health segmentP(last,s)In euros, net of reinsurance. Empty if none.Counterparty default · Health
Earned premiums of the accident yearxtIn euros; net or gross of reinsurance depending on the parameter replaced (Annex XVII B(2)(c) and (d)).V1 undertaking-specific parameters
Eligible own funds of the member within the scope of the DirectiveEOFiIn euros. Members i.Counterparty default
Eligible own funds to meet the SCREOF(SCR)EOF(SCR) = T1 + min(T2 + min(T3 ; maximum share of Tier 3 × SCR) ; maximum share of Tiers 2 and 3 × SCR ; if(PI3 and T1 < minimum share of Tier 1 × SCR ; T1 ; maximum share of Tiers 2 and 3 × SCR))82(1),(3)Own funds
Equity risk sub-moduleSCRequitySCRequity = sqrt(SCRequ1 ^ 2 + 2 × correlation type 1 / type 2 × SCRequ1 × (SCRequ2 + SCRquinf + SCRquinfc) + (SCRequ2 + SCRquinf + SCRquinfc) ^ 2)168(4)Market
Estimated adjustment factor by homogeneous risk group (non-life)NP′(h)NP′(h) = np_estimate(h ; Yi ; b1 ; b2 ; read(NP ; s) ; PI10 ; PI11)Annex XVII F1(5) and (6), F2(3) and (4)V1 undertaking-specific parameters
Estimated adjustment factor by homogeneous risk group (NSLT health)NP′(h)NP′(h) = np_estimate(h ; Yi ; b1 ; b2 ; read(NP ; s) ; PI10 ; PI11)Annex XVII F1(5) and (6), F2(3) and (4)V1 undertaking-specific parameters
Estimated adjustment factor of the segment (non-life)NP′NP′ = reread(group(V(prem,h) ⊗ NP′(h) ; s) ÷ group(V(prem,h) ⊗ (NP′(h) > 0) ; s) ; σ(prem,s) gross)Annex XVII F1(7), F2(5)V1 undertaking-specific parameters
Estimated adjustment factor of the segment (NSLT health)NP′NP′ = reread(group(V(prem,h) ⊗ NP′(h) ; s) ÷ group(V(prem,h) ⊗ (NP′(h) > 0) ; s) ; σ(prem,s))Annex XVII F1(7), F2(5)V1 undertaking-specific parameters
Estimated standard deviation, premium risk method (non-life)σ̂ × racine((T + 1) ÷ (T − 1))σ̂ × racine((T + 1) ÷ (T − 1)) = reread(usp_lognormal(s ; xt ; yt) ; σ(prem,s) gross) ⊗ sqrt(max(T + 1 ; 0) ÷ max(T − 1 ; 1))Annex XVII B(4) to (6)V1 undertaking-specific parameters
Estimated standard deviation, premium risk method (NSLT health)σ̂ × racine((T + 1) ÷ (T − 1))σ̂ × racine((T + 1) ÷ (T − 1)) = reread(usp_lognormal(s ; xt ; yt) ; σ(prem,s)) ⊗ sqrt(max(T + 1 ; 0) ÷ max(T − 1 ; 1))Annex XVII B(4) to (6)V1 undertaking-specific parameters
Estimated standard deviation, reserve risk method 1 (non-life)σ̂ × racine((T + 1) ÷ (T − 1))σ̂ × racine((T + 1) ÷ (T − 1)) = reread(usp_lognormal(s ; xt ; yt) ; σ(prem,s) gross) ⊗ sqrt(max(T + 1 ; 0) ÷ max(T − 1 ; 1))Annex XVII C(4) to (6)V1 undertaking-specific parameters
Estimated standard deviation, reserve risk method 1 (NSLT health)σ̂ × racine((T + 1) ÷ (T − 1))σ̂ × racine((T + 1) ÷ (T − 1)) = reread(usp_lognormal(s ; xt ; yt) ; σ(prem,s)) ⊗ sqrt(max(T + 1 ; 0) ÷ max(T − 1 ; 1))Annex XVII C(4) to (6)V1 undertaking-specific parameters
Estimated standard deviation, reserve risk method 2 (non-life)racine(MSEP) ÷ PCOracine(MSEP) ÷ PCO = reread(usp_triangle(s ; i ; j ; C(i,j)) ; σ(prem,s) gross)Annex XVII D(4) and (5)V1 undertaking-specific parameters
Estimated standard deviation, reserve risk method 2 (NSLT health)racine(MSEP) ÷ PCOracine(MSEP) ÷ PCO = reread(usp_triangle(s ; i ; j ; C(i,j)) ; σ(prem,s))Annex XVII D(4) and (5)V1 undertaking-specific parameters
Excess exposure to the central governmentXSXS = max(0 ; E − interp(CT ; average credit quality step) × Assets)184(1), 185Market
Excess exposure to the covered bondsXSXS = max(0 ; E − if(average credit quality step ≤ maximum credit quality step ; CT covered bonds ; interp(CT ; average credit quality step)) × Assets)184(1), 187(1)Market
Excess exposure to the immovable propertyXSXS = max(0 ; E − CT property × Assets)184(1), 187(2)Market
Excess exposure to the single nameXSXS = max(0 ; E − if(Art. 106 × (average credit quality step = 2) × (read(eligible ; Art. 106) > 0) ; concentration_threshold_106 ; interp(CT ; average credit quality step)) × Assets)182, 106Market
Expected average amount per insured person in a pandemic, by countryMcMc = Hh [ soins_pandemie = "hospitalisation" ] × CH(hospitalisation,c) + Hh [ soins_pandemie = "consultation" ] × CH(consultation,c) + Hh [ soins_pandemie = "aucun" ] × CH(aucun,c)163(3)Counterparty default · Health
Expected average mortality rate, weighted by the sum insured (Article 91)qAs a decimal (0.005 for 0.5 %). Average for all insured persons and all future years, weighted by the sum insured.Life
Expected average mortality rate, weighted by the sum insured (Article 97)qAs a decimal (0.005 for 0.5 %). Average for all insured persons and all future years, weighted by the sum insured.Health
Expected cost per insured person in a pandemic: hospitalisationCH(hospitalisation,c)In euros: expected number of treatments per insured person × average cost of a treatment, including medical inflation (1 treatment by default for hospitalisation, 2 for consultation). Empty if none.Counterparty default · Health
Expected cost per insured person in a pandemic: medical practitioner consultationCH(consultation,c)In euros: expected number of treatments per insured person × average cost of a treatment, including medical inflation (1 treatment by default for hospitalisation, 2 for consultation). Empty if none.Counterparty default · Health
Expected cost per insured person in a pandemic: no formal medical careCH(aucun,c)In euros: expected number of treatments per insured person × average cost of a treatment, including medical inflation (1 treatment by default for hospitalisation, 2 for consultation). Empty if none.Counterparty default · Health
Expected earned premium for the following 12 monthsPsIn euros, net of reinsurance. Premiums the undertaking expects to earn during the 12 months after the valuation date (Article 116).Counterparty default · Non-life
Expected termination rates over the next 12 months (Article 100)tAs a decimal.Health
Expected termination rates over the next 12 months (Article 93)tAs a decimal.Life
Expenses incurred in respect of unit-linked business during the last 12 monthsExpulIn euros. Expenses of the last 12 months relating to unit-linked contracts.Operational risk
Expenses incurred in servicing health obligations during the last year (Article 101)EIIn euros.Health · V2 transitional interest rates · V4 extrapolation
Expenses incurred in servicing life obligations other than health during the last year (Article 94)EIIn euros.Life · V2 transitional interest rates · V4 extrapolation
Exposure at default to the central government or central bankEIn euros. Non-Union central governments and central banks (or outside their national currency for Union ones, which then go to the single name table), denominated and funded in their national currency (Article 187(4)).Market
Exposure at default to the issuer's covered bondsEIn euros. Covered bonds (Directive (EU) 2019/2162) of the same issuer: a name separate from the other exposures to this issuer.Market
Exposure at default to the single nameEIn euros. Exposure at default: sum of the exposures to all counterparties of the single name (undertakings of the same group = one name), within the calculation base, excluding exposures with a nil risk factor (Article 184(3): ECB, Union central governments and central banks in their currency, multilateral development banks, international organisations, guarantees from them, guaranteed deposits of Article 187(5)). Covered bonds, immovable property and the central governments of Article 187(4) are entered in their own tables.Market
Exposure eligible for the 15 % threshold (Article 106)Art. 106Captive, Article 106 used: credit institution outside the group or group entity managing the cash, with credit quality step 2. Empty otherwise.Market
Exposure eligible for the threshold of Article 106eligibleParameter table: Exposures eligible for the threshold of Article 106(2)DRMarket
Exposure whose risk-mitigating effect is allocated (Articles 107, 107a)scope 107scope 107 = if((simplifications ∋ "107a") × in_force_107a ; read(scope_107a ; type) ; if(simplifications ∋ "107" ; read(scope_107 ; type) ⊗ (exposure ≥ 0) ; 0 × exposure))107(1), 107a(1)Counterparty default
Factor ai at credit quality step 3 (Article 105)ai_105Parameter table: Spread factors of bonds and loans (Article 176(3) and (4))DRMarket
Factor ai of securitisation positionsaiParameter table: Spread factors of securitisation positions (Article 178(3) to (9))DRMarket
Factor ai of the specific exposuresaiParameter table: Spread factors of specific exposures (Article 180(1), (3), (5), (11) and (14))DRMarket
Factor ai without Article 105aai_fallbackParameter table: Spread factors of bonds and loans (Article 176(3) and (4))DRMarket
Factor bi at credit quality step 3 (Article 105)bi_105Parameter table: Spread factors of bonds and loans (Article 176(3) and (4))DRMarket
Factor bi by credit quality step without Article 105ab_fallbackParameter table: Simplified calculation of spread risk on bonds and loans (Article 104(2)) and credit quality steps of Article 105aDRMarket
Factor bi of credit quality step 3 for all classes (Article 105)b_105Parameter table: Simplified calculation of spread risk on bonds and loans (Article 104(2)) and credit quality steps of Article 105aDRMarket
Factor bi of each class in the simplified calculationbibi = read_group(if(Art. 105 ; b_105 ; if(105a ; b ; b_fallback)) ; MV)104(2)Market
Factor bi of securitisation positionsbiParameter table: Spread factors of securitisation positions (Article 178(3) to (9))DRMarket
Factor bi of the simplified calculation by credit quality stepbParameter table: Simplified calculation of spread risk on bonds and loans (Article 104(2)) and credit quality steps of Article 105aDRMarket
Factor bi of the specific exposuresbiParameter table: Spread factors of specific exposures (Article 180(1), (3), (5), (11) and (14))DRMarket
Factor bi without Article 105abi_fallbackParameter table: Spread factors of bonds and loans (Article 176(3) and (4))DRMarket
Factor F when the insolvency estate disregards collateralF = 100 %Parameter table: Factors F when the insolvency estate disregards collateral (Article 197(7))DRCounterparty default
Factor for the economic effect of the collateralFParameter table: Loss-given-default by type of exposure (Articles 192, 197(7))DRCounterparty default
Factor of bonds without a credit assessment by durationstressi (4)Parameter table: Spread factor of bonds and loans without a credit assessment by duration (Article 176(4))DRMarket
Factor of bonds without a credit assessment in the simplified calculation3 %Parameter table: Spread risk: minimum duration (Article 176(2))DRMarket
Factor of defaulted and renegotiated loansdefault factorParameter table: Type 2 exposures (Article 192(4) and (4a), Article 202)DRCounterparty default
Factor of healthcare costs in a pandemic0,4Parameter table: Pandemic risk (Article 163(1))DRCounterparty default · Health
Factor of non-proportional property reinsurance2,5Parameter table: Catastrophe: losses proportional to premiums (Articles 121(8), 127, 134)DRCounterparty default · Non-life
Factor of other catastrophe riskscParameter table: Other catastrophe risks: factors by group (Annex XII)DRCounterparty default · Non-life
Factor of other type 2 exposures15 %Parameter table: Type 2 exposures (Article 192(4) and (4a), Article 202)DRCounterparty default
Factor of receivables from intermediaries due for more than three months90 %Parameter table: Type 2 exposures (Article 192(4) and (4a), Article 202)DRCounterparty default
Factor of the first vehicles below the deemed policy limit threshold0,95Parameter table: Motor vehicle liability (Article 129)DRCounterparty default · Non-life
Factor of the income protection exposure0,000075Parameter table: Pandemic risk (Article 163(1))DRCounterparty default · Health
Factor of the secured bond without the collateralstressi (4)stressi (4) = interp(stressi(4) ; max(dur ; minimum duration))176(4)Market
Factor of vehicles below the deemed policy limit threshold0,05Parameter table: Motor vehicle liability (Article 129)DRCounterparty default · Non-life
Financial yeartNumbered from 1.V1 undertaking-specific parameters
Fire riskSCRfireSCRfire = if(simplifications ∋ "90c" ; max(SCRfire[type] [ type_incendie = "industriel" ] ; SCRfire[type] [ type_incendie = "commercial" ] ; SCRfire[type] [ type_incendie = "residentiel" ] ; θ) ; sum insured)132, 90cCounterparty default · Non-life
First threshold of the standard deviation relative to lossesthreshold 1Parameter table: Type 1 exposures (Articles 200, 201)DRCounterparty default
Fixed share of catastrophe losses on premiumsfixed shareParameter table: Catastrophe: losses proportional to premiums (Articles 121(8), 127, 134)DRCounterparty default · Non-life
Fixed share of the volume measurefixed shareParameter table: Non-life premium and reserveDRNon-life
Fixed share of the volume measure in NSLT health0,75Parameter table: NSLT health premium and reserve (Articles 146, 147)DRHealth
Floor of the combined MCR as a share of the SCR25 %Parameter table: Corridor of the combined MCR (Article 248(2)) and Tier 2 share (Article 82(2))DRMCR
Floor of the reduced rate by maturityfloorParameter table: Interest rate shocks by maturity (Articles 166 and 167)DRMarket
Future premiums of contracts to be written (beyond 12 months)FP(future,s)In euros, net of reinsurance. Present value of the premiums, to be earned after the following 12 months, of contracts to be written in the following 12 months. Usually empty.Counterparty default · Non-life
Future premiums of contracts to be written beyond 12 months, health segmentFP(future,s)In euros: expected present value after the first 12 months (contracts of one year or less) or 30 % of it (contracts of more than one year). Empty if none.Counterparty default · Health
Future premiums of existing contracts (beyond 12 months)FP(existing,s)In euros, net of reinsurance. Present value of the premiums of existing contracts to be earned after the following 12 months. Empty if no multi-year contract.Counterparty default · Non-life
Future premiums of existing contracts beyond 12 months, health segmentFP(existing,s)In euros, expected present value. Empty if none.Counterparty default · Health
Geographical diversification factor in NSLT healthDIVsDIVs = if(DIV = "yes" ; if(DIVs = 1 ; 1 ; if(reread(herfindahl(V(prem,r,s) + V(res,r,s) ; region ; segment) ; DIVs = 1) > 0 ; reread(herfindahl(V(prem,r,s) + V(res,r,s) ; region ; segment) ; DIVs = 1) ; 1)) ; 1)147, Annex IIIHealth · V1 undertaking-specific parameters
Geographical diversification factor of catastrophe losses on premiumsDIVDIV = if(DIV = "yes" ; if(reread(DIV[peril] ; factor) > 0 ; reread(DIV[peril] ; factor) ; 1) ; 1)121 to 124(9)(a), Annex IIICounterparty default · Non-life
Geographical diversification factor of the segmentDIVsDIVs = if(DIV = "yes" ; if(DIVs = 1 ; 1 ; if(reread(herfindahl(V(prem,r,s) + V(res,r,s) ; region ; segment) ; DIVs = 1) > 0 ; reread(herfindahl(V(prem,r,s) + V(res,r,s) ; region ; segment) ; DIVs = 1) ; 1)) ; 1)116(7), Annex IIINon-life · V1 undertaking-specific parameters
Gross written premiums in lifepremiumsIn euros, last financial year. 0 if none.MCR
Gross written premiums of non-life classes 1 (accident) and 2 (sickness)premiumsIn euros, last financial year. 0 if none.MCR
Gross written premiums of the undertakingpremiumsIn euros, last financial year. 0 if none.MCR
Guarantee recognised on the loanGuaranteeIn euros. Amount the guarantor would pay (Article 192(4)). Empty if none.Counterparty default
Health catastrophe riskSCRhealthCATSCRhealthCAT = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_h_cat" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_h_cat" ] ; SCRk0 [ module_89bis = "SCR_h_cat" ] ÷ Volumek0 [ module_89bis = "SCR_h_cat" ] × Volumekt [ module_89bis = "SCR_h_cat" ]) ; sqrt(SCRma ^ 2 + SCRac ^ 2 + SCRp ^ 2))160(1), 89aCounterparty default · Health
Health disability-morbidity riskSCRhealth-disabilitySCRhealth-disability = SCRmedical expense + SCRincome-protection-disability-morbidity154Health
Health expense riskSCRhealth-expenseSCRhealth-expense = if(simplifications ∋ "101" ; SCRhealth-expense ; SCRchoc [ choc_sante = "depenses" ])101, 157Health
Health expense risk, simplified calculationSCRhealth-expenseSCRhealth-expense = max(0 ; (expense × EI × n + EI × (((1 + i + inflation_shock) ^ n − 1) ÷ (i + inflation_shock) − if(i = 0 ; n ; ((1 + i) ^ n − 1) ÷ i))) − ΔFDB [ ΔFDB = "101" ])101, 206(2)Health
Health longevity riskSCRhealth-longevitySCRhealth-longevity = if(simplifications ∋ "98" ; SCRhealth-longevity ; SCRchoc [ choc_sante = "longevite" ])98, 153Health
Health longevity risk, simplified calculationSCRhealth-longevitySCRhealth-longevity = longevity × q × n × progression ^ ((n − 1) ÷ 2) × BElong98Health
Health mortality riskSCRhealth-mortalitySCRhealth-mortality = if(simplifications ∋ "97" ; SCRhealth-mortality ; SCRchoc [ choc_sante = "mortalite" ])97, 152Health
Health mortality risk, simplified calculationSCRhealth-mortalitySCRhealth-mortality = mortality × q × sum(if(value(CARk) ≤ if(PI16 = "next whole year up" ; round_up(n) ; − round_up(− n)) ; CARk ⊗ (1 − q) ^ (value(CARk) − 1) ÷ (1 + ik) ^ (value(CARk) − discounting_lag) ; 0))97Health
Health segment whose diversification factor equals 1DIVs = 1Parameter table: Geographical diversification factor in NSLT health (Annex III)DRHealth
Health underwriting risk moduleSCRhealthSCRhealth = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_health" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_health" ] ; SCRk0 [ module_89bis = "SCR_health" ] ÷ Volumek0 [ module_89bis = "SCR_health" ] × Volumekt [ module_89bis = "SCR_health" ]) ; aggregate(CorrH(i,j) ; keyed(sous_module_sante ; non_slt : SCRNSLTh ; slt : SCRSLTh ; catastrophe : SCRhealthCAT)))144, 89aHealth
High standard deviation multiplierhigh multiplierParameter table: Type 1 exposures (Articles 200, 201)DRCounterparty default
Homogeneous risk grouphName of a row of the table of excess of loss contracts.V1 undertaking-specific parameters
Income protection disability-morbidity riskSCRincome-protection-disability-morbiditySCRincome-protection-disability-morbidity = if(simplifications ∋ "100" ; SCRincome-protection-disability-morbidity ; SCRchoc [ choc_sante = "revenu" ])100, 156Health
Income protection disability-morbidity risk, simplified calculationSCRincome-protection-disability-morbiditySCRincome-protection-disability-morbidity = disability_1 × CAR1 × d1 + disability_2 × progression ^ ((n − 3) ÷ 2) × (n − 1) × CAR2 × d2 + disability_3 × progression ^ ((n − 1) ÷ 2) × t × n × BEdis100Health
Income protection exposure in a pandemicEIn euros. Sum, over the income protection insured persons (excluding workers' compensation), of the benefits payable in case of permanent disability caused by an infectious disease (Article 163(2)). 0 if none.Counterparty default · Health
Increase in technical provisions of unit-linked contracts with options and guarantees (Article 104)ΔLiabulIn euros. Increase in technical provisions, excluding the risk margin, of contracts where policyholders bear the investment risk with embedded options and guarantees, under the decrease in value of the simplified calculation for bonds and loans. 0 if not applicable.Market
Insolvency estate disregarding collateralArt. 197(7)Choose if, in case of insolvency of the counterparty, the share of the undertaking in the estate does not take into account the collateral it receives (factors F at 100 %). Empty: factors of 50 %, 18 %, 16 % or 90 %.Counterparty default
Intangible asset factorintangible factorParameter table: Intangible asset risk (Article 203)DRIntangible assets
Intangible asset riskSCRintangibleSCRintangible = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_intangible" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_intangible" ] ; SCRk0 [ module_89bis = "SCR_intangible" ] ÷ Volumek0 [ module_89bis = "SCR_intangible" ] × Volumekt [ module_89bis = "SCR_intangible" ]) ; intangible factor × Vintangible)203, 89aIntangible assets
Inter variance of the losses of type 1 exposuresVinterVinter = cross(PD ; LGD ; j × (1 − j) × k × (1 − k) ÷ (1,25 × (j + k) − j × k))201(2)Counterparty default
Interest rate decrease capital requirement, simplified calculation for captivesIRdownIRdown = (− sum(sign ⊗ MVAL / BE ⊗ dur ⊗ rate × stress(down))) − ΔFDB [ ΔFDB = "103_b" ]103(1)(b),(3), 206(2)Market
Interest rate increase capital requirement, simplified calculation for captivesIRupIRup = (sum(sign ⊗ MVAL / BE ⊗ dur ⊗ rate × stress(up))) − ΔFDB [ ΔFDB = "103_a" ]103(1)(a),(2), 206(2)Market
Interest rate risk sub-moduleSCRinterestSCRinterest = max(SCRup ; SCRdown)165Market
Intra variance of the losses of type 1 exposuresVintraVintra = sum(1,5 × PD ⊗ (1 − PD) ÷ (2,5 − PD) ⊗ LGD ⊗ LGD)201(3)Counterparty default
Lapse riskSCRlapseSCRlapse = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_lapse" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_lapse" ] ; SCRk0 [ module_89bis = "SCR_lapse" ] ÷ Volumek0 [ module_89bis = "SCR_lapse" ] × Volumekt [ module_89bis = "SCR_lapse" ]) ; max(if(simplifications ∋ "95" ; Lapseup ; SCRchoc [ choc_vie = "cessation_hausse" ]) ; if(simplifications ∋ "95" ; Lapsedown ; SCRchoc [ choc_vie = "cessation_baisse" ]) ; SCRchoc [ choc_vie = "cessation_masse" ]))142(1), 95, 89aLife
Largest market share by country in residential fire (Article 90c(6))max marketSharecAs a decimal (0.03 for 3 %). Highest of the market shares of the undertaking, country by country, on the obligations of lines 7 and 19 covering residential property.Counterparty default · Non-life
Largest net sum insured on a shipSI(hull,v) + SI(liab,v) + SI(pollution,v)In euros. For ships with an insured value of at least EUR 250 000 (EUR 337 500 from 30/01/2027), lines 6, 18 and 27: hull + liability + oil pollution, net of only the treaties that would pay on this ship; the highest. 0 if none.Counterparty default · Non-life
Largest net sum insured on an aircraftSIaIn euros. Hull and liability of the aircraft, lines 6, 18 and 27, net of only the treaties that would pay on this aircraft; the highest. 0 if none.Counterparty default · Non-life
Largest net sum insured on an oil or gas offshore platformSIpIn euros. Property damage, removal of wreckage, loss of production income, capping of the well and liability, net of only the treaties that would pay on this platform; the highest. 0 if none.Counterparty default · Non-life
Largest of the five total exposures of the type (Article 90c(2) to (5))SCRfire[type]In euros. For each of the five largest net sums insured of the type, sum insured of all buildings located at least partly within a radius of 200 metres (lines 7 and 19, fire or explosion, including terrorist attack); enter the highest of the five.Counterparty default · Non-life
Last available solvency ratio of the unrated memberSRIn %.Counterparty default
Liability riskSCRliabilitySCRliability = aggregate(Corr(liability,i,j) ; SCR(liability,i))133(1)Counterparty default · Non-life
Liability risk by groupSCR(liability,i)SCR(liability,i) = max(0 ; f(liability,i) ⊗ P(liability,i) − recoverables)133(2)Counterparty default · Non-life
Liability risk factorf(liability,i)Parameter table: Liability: factors by group (Annex XI)DRCounterparty default · Non-life
Life absolute floorAMCRlParameter table: Absolute floors (Directive, Article 129(1)(d); Article 253)DRMCR
Life catastrophe riskSCRlife-catastropheSCRlife-catastrophe = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_life_cat" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_life_cat" ] ; SCRk0 [ module_89bis = "SCR_life_cat" ] ÷ Volumek0 [ module_89bis = "SCR_life_cat" ] × Volumekt [ module_89bis = "SCR_life_cat" ]) ; if(simplifications ∋ "96" ; SCRlife-catastrophe ; SCRchoc [ choc_vie = "catastrophe" ]))96, 143, 89aLife
Life catastrophe risk, simplified calculationSCRlife-catastropheSCRlife-catastrophe = max(0 ; (catastrophe × sum CARi) − ΔFDB [ ΔFDB = "96" ])96, 206(2)Life
Life disability-morbidity riskSCRdisability-morbiditySCRdisability-morbidity = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_disability" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_disability" ] ; SCRk0 [ module_89bis = "SCR_disability" ] ÷ Volumek0 [ module_89bis = "SCR_disability" ] × Volumekt [ module_89bis = "SCR_disability" ]) ; if(simplifications ∋ "93" ; SCRdisability-morbidity ; SCRchoc [ choc_vie = "invalidite" ]))93, 139, 89aLife
Life disability-morbidity risk, simplified calculationSCRdisability-morbiditySCRdisability-morbidity = max(0 ; (disability_1 × CAR1 × d1 + disability_2 × progression ^ ((n − 3) ÷ 2) × (n − 1) × CAR2 × d2 + disability_3 × progression ^ ((n − 1) ÷ 2) × t × n × BEdis) − ΔFDB [ ΔFDB = "93" ])93, 206(2)Life
Life earned premiums during the 12 months prior to the last 12 monthspEarnlifeIn euros, gross of reinsurance. Life earned premiums during the 12 months prior to the last 12 months.Operational risk
Life earned premiums during the last 12 monthsEarnlifeIn euros, gross of reinsurance. Life earned premiums during the last 12 months.Operational risk
Life expense riskSCRexpensesSCRexpenses = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_life_expense" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_life_expense" ] ; SCRk0 [ module_89bis = "SCR_life_expense" ] ÷ Volumek0 [ module_89bis = "SCR_life_expense" ] × Volumekt [ module_89bis = "SCR_life_expense" ]) ; if(simplifications ∋ "94" ; SCRexpenses ; SCRchoc [ choc_vie = "depenses" ]))94, 140, 89aLife
Life expense risk, simplified calculationSCRexpensesSCRexpenses = max(0 ; (expense × EI × n + EI × (((1 + i + inflation_shock) ^ n − 1) ÷ (i + inflation_shock) − if(i = 0 ; n ; ((1 + i) ^ n − 1) ÷ i))) − ΔFDB [ ΔFDB = "94" ])94, 206(2)Life
Life longevity riskSCRlongevitySCRlongevity = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_longevity" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_longevity" ] ; SCRk0 [ module_89bis = "SCR_longevity" ] ÷ Volumek0 [ module_89bis = "SCR_longevity" ] × Volumekt [ module_89bis = "SCR_longevity" ]) ; if(simplifications ∋ "92" ; SCRlongevity ; SCRchoc [ choc_vie = "longevite" ]))92, 138, 89aLife
Life longevity risk, simplified calculationSCRlongevitySCRlongevity = max(0 ; (longevity × q × n × progression ^ ((n − 1) ÷ 2) × BElong) − ΔFDB [ ΔFDB = "92" ])92, 206(2)Life
Life mortality riskSCRmortalitySCRmortality = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_mortality" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_mortality" ] ; SCRk0 [ module_89bis = "SCR_mortality" ] ÷ Volumek0 [ module_89bis = "SCR_mortality" ] × Volumekt [ module_89bis = "SCR_mortality" ]) ; if(simplifications ∋ "91" ; SCRmortality ; SCRchoc [ choc_vie = "mortalite" ]))91, 137, 89aLife
Life mortality risk, simplified calculationSCRmortalitySCRmortality = max(0 ; (mortality × q × sum(if(value(CARk) ≤ if(PI16 = "next whole year up" ; round_up(n) ; − round_up(− n)) ; CARk ⊗ (1 − q) ^ (value(CARk) − 1) ÷ (1 + ik) ^ (value(CARk) − discounting_lag) ; 0))) − ΔFDB [ ΔFDB = "91" ])91, 206(2)Life
Life premium factorlife premium factorParameter table: Operational risk (Article 204)DROperational risk
Life technical provisionsTPlifeIn euros, without risk margin and without deduction of the amounts recoverable from reinsurance. Life technical provisions.Operational risk · V2 transitional interest rates · V3 transitional provisions · V4 extrapolation
Life technical provisions factorlife provisions factorParameter table: Operational risk (Article 204)DROperational risk
Life technical provisions relating to non-life activitiesTP(life,i) non-life activitiesIn euros. Part of the life technical provisions (already entered in total) relating to non-life insurance activities (classes of Annex I of the Directive), for example non-life annuities. Empty if none.V2 transitional interest rates · V4 extrapolation
Life technical provisions without a risk margin, net of reinsurance, by categoryTP(life,i)In euros, floor 0 per category; before the transitional deduction (variant V3). Empty if none.MCR · V2 transitional interest rates · V3 transitional provisions · V4 extrapolation
Life term of the linear formulaMCR(linear,l)MCR(linear,l) = sum(factor ⊗ max(0 ; TP(life,i) × TP factor)) + 0,07 % × max(0 ; CAR)251(1)MCR
Life underwriting risk moduleSCRlifeSCRlife = read(scope [ module_bscr = "vie" ] ; type of undertaking) × (if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_life" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_life" ] ; SCRk0 [ module_89bis = "SCR_life" ] ÷ Volumek0 [ module_89bis = "SCR_life" ] × Volumekt [ module_89bis = "SCR_life" ]) ; aggregate(Corr(i,j) ; keyed(sous_module_vie ; mortalite : SCRmortality ; longevite : SCRlongevity ; invalidite : SCRdisability-morbidity ; depenses : SCRexpenses ; revision : SCRchoc [ choc_vie = "revision" ] ; cessation : SCRlapse ; catastrophe : SCRlife-catastrophe))))136, 89a, Dir. 105Life
Limit of indemnity of the contractb2In euros. Empty: no limit.V1 undertaking-specific parameters
Limit of the deduction set by the supervisory authoritylimitIn euros (Directive, Article 308d(3)). Empty if none.V3 transitional provisions
Linear Minimum Capital RequirementMCRlinearMCRlinear = MCR(linear,nl) + MCR(linear,l)249MCR
Loss in basic own funds under the health revision scenario recalculated with the specific increaserevision lossIn euros. Specific increase shown in a warning after a first calculation. Empty: loss of the standard calculation.V1 undertaking-specific parameters
Loss in basic own funds under the health scenarioBOF − BOF after shockIn euros. Basic own funds before the shock less basic own funds recalculated after the shock, including technical provisions, the shock being applied only to the contracts whose technical provisions it increases (excluding the risk margin). Empty if not applicable.SCR and ratio · Health · V1 undertaking-specific parameters · V2 transitional interest rates · V4 extrapolation
Loss in basic own funds under the increase in the credit spread of the underlying instrumentsloss spread upIn euros. Increase in percentage points of the credit spread of the underlying instruments according to their credit quality step (parameter table chocs_ecart_cd) or of 5 points if they are unrated (Article 179(1)(a) and (2)). Excluding derivatives of the risk-mitigation policy (paragraph 3) and derivatives on the exposures of Article 180(2) (paragraph 9). 0 if a gain.SCR and ratio · Market · V2 transitional interest rates · V4 extrapolation
Loss in basic own funds under the life revision scenario recalculated with the specific increaserevision lossIn euros. Specific increase shown in a warning after a first calculation. Empty: loss of the standard calculation.V1 undertaking-specific parameters
Loss in basic own funds under the life scenarioBOF − BOF after shockIn euros. Basic own funds before the shock less basic own funds recalculated after the shock, including technical provisions, the shock being applied only to the contracts whose technical provisions it increases (excluding the risk margin). Empty if not applicable; a gain is entered as a negative amount or left empty.SCR and ratio · Life · V1 undertaking-specific parameters · V2 transitional interest rates · V4 extrapolation
Loss in basic own funds under the non-life lapse scenarioBOF − BOF after shockIn euros. Discontinuance of 40 % of the policies whose discontinuance would increase technical provisions, and decrease of 40 % of the future contracts covered by reinsurance (Article 118). 0 if not applicable.Non-life · V2 transitional interest rates · V4 extrapolation
Loss in basic own funds under the relative decrease of 75 % in the credit spread of the underlying instrumentsloss spread downIn euros. Sudden relative decrease in the credit spread of the underlying instruments (Article 179(1)(b)), same scope as the increase. 0 if a gain.SCR and ratio · Market · V2 transitional interest rates · V4 extrapolation
Loss of motor vehicle liability riskLmotorLmotor = max(minimum loss ; amount per vehicle × sqrt(Na + 0,05 × Nb + 0,95 × min(Nb ; 20 000)))129(1)Counterparty default · Non-life
Loss of other catastrophe risksLotherLother = sqrt((ci × Pi [ groupe_autres_cat = "g1" ] + ci × Pi [ groupe_autres_cat = "g2" ]) ^ 2 + ci × Pi [ groupe_autres_cat = "g3" ] ^ 2 + ci × Pi [ groupe_autres_cat = "g4" ] ^ 2 + ci × Pi [ groupe_autres_cat = "g5" ] ^ 2)135Counterparty default · Non-life
Loss of other catastrophe risks by groupci × Pici × Pi = c ⊗ P135Counterparty default · Non-life
Loss under the fall of the foreign currencyloss downloss down = max(0 ; shock ⊗ (assets − liabilities) − TP decrease down)188Market
Loss under the rise of the foreign currencyloss uploss up = max(0 ; shock ⊗ (liabilities − assets) − TP decrease up)188Market
Loss-absorbing capacity of future discretionary benefits for the instantaneous loss of the amount of the capital requirementΔFDBIn euros, positive. Decrease in future discretionary benefits that would result from the instantaneous loss of the amount of the calculated capital requirement, the loss being due to the risk it reflects (management actions of Article 23, restrictions of Article 206(3)). Empty if none.SCR and ratio · Market · Counterparty default · Life · Health · V2 transitional interest rates · V4 extrapolation
Loss-absorbing capacity of future discretionary benefits under the health scenarioΔFDBIn euros, positive. Part of the loss entered absorbed by the decrease in future discretionary benefits (management actions of Article 23, restrictions of Article 206(3)): loss before absorption less loss entered. Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Loss-absorbing capacity of future discretionary benefits under the life scenarioΔFDBIn euros, positive. Part of the loss entered absorbed by the decrease in future discretionary benefits (management actions of Article 23, restrictions of Article 206(3)): loss before absorption less loss entered. Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Loss-absorbing capacity of future discretionary benefits under the scenarioΔFDBIn euros, positive. Part of the loss entered absorbed by the decrease in future discretionary benefits (management actions of Article 23, restrictions of Article 206(3)): loss before absorption less loss entered. Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Loss-given-default by single name exposureLGDLGD = group(LGD ; single name)192(1)Counterparty default
Loss-given-default of the exposureLGDLGD = LGD + LGD ⊗ risk-share_factor192, 193 to 195Counterparty default
Loss-given-default on defaulted and renegotiated loansLGDdefaulted/forborneLGDdefaulted/forborne = max(Loan default − Recoverables default ; minimum share × Loan default)192(4a)Counterparty default
Loss-given-default on mortgage loansLGD mortgagesLGD mortgages = sum(max(Loan − (80 % × Mortgage + Guarantee) ; minimum share × max(0 ; Loan − Guarantee)))192(4)Counterparty default
Loss-given-default on the exposure according to Article 192LGDLGD = max(share of the exposure ⊗ (exposure + exposure ⊗ PU ÷ (1 − PC), PC, PU + read(share of the mitigating effect ; type) ⊗ RM) − read(share of the collateral ; type) ⊗ if(read(F = 100 % ; Art. 197(7)) > 0 ; read(F = 100 % ; Art. 197(7)) ; read(F ; type)) ⊗ Collateral ; 0)192, 112a, 197(7), 194, 195Counterparty default
Lower amount of the weighted sum insured (earthquake)lower amountIn euros. Sum, gross of reinsurance, of the potential losses of the zone taking into account the terms of the contracts (contractual limits of payment); used when it is lower than the weighted sum insured (Article 122(3)). Empty: weighted sum insured of the formula.Counterparty default · Non-life
Lower amount of the weighted sum insured (flood)lower amountIn euros. Sum, gross of reinsurance, of the potential losses of the zone taking into account the terms of the contracts (contractual limits of payment); used when it is lower than the weighted sum insured (Article 123(6)). Empty: weighted sum insured of the formula.Counterparty default · Non-life
Lower amount of the weighted sum insured (hail)lower amountIn euros. Sum, gross of reinsurance, of the potential losses of the zone taking into account the terms of the contracts (contractual limits of payment); used when it is lower than the weighted sum insured (Article 124(6)). Empty: weighted sum insured of the formula.Counterparty default · Non-life
Lower amount of the weighted sum insured (subsidence)lower amountIn euros. Sum, gross of reinsurance, of the potential losses of the zone taking into account the terms of the contracts (contractual limits of payment); used when it is lower than the weighted sum insured (Article 125(2)). Empty: weighted sum insured of the formula.Counterparty default · Non-life
Lower amount of the weighted sum insured (windstorm)lower amountIn euros. Sum, gross of reinsurance, of the potential losses of the zone taking into account the terms of the contracts (contractual limits of payment); used when it is lower than the weighted sum insured (Article 121(6)). Empty: weighted sum insured of the formula.Counterparty default · Non-life
Lower bound of the duration bandlower boundParameter table: Spread factors of bonds and loans (Article 176(3) and (4))DRMarket
Lower bound of the symmetric adjustmentSA minParameter table: Symmetric adjustment of the equity capital charge (daily value published by EIOPA)EIOPA_SAMarket
Man-made catastrophe riskSCRmmCATSCRmmCAT = sqrt(SCRmotor ^ 2 + SCRmarine ^ 2 + SCRaviation ^ 2 + SCRfire ^ 2 + SCRliability ^ 2 + SCRcredit ^ 2)128(2)Counterparty default · Non-life
Marine riskSCRmarineSCRmarine = sqrt(SI(hull,v) + SI(liab,v) + SI(pollution,v) ^ 2 + SIp ^ 2)130Counterparty default · Non-life
Market correlations, interest rate decrease usedCorr(i,j) downParameter table: Correlations between market risk sub-modules (Article 164(3))DRMarket
Market correlations, interest rate increase usedCorr(i,j) upParameter table: Correlations between market risk sub-modules (Article 164(3))DRMarket
Market risk concentrations sub-moduleSCRconcSCRconc = sqrt(sum(Conc ⊗ Conc) + sum(Conc ⊗ Conc) + sum(Conc ⊗ Conc) + sum(Conc ⊗ Conc))183(1)Market
Market risk moduleSCRmarketSCRmarket = if(SCRup > SCRdown ; SCRmarket(up) ; if(SCRup < SCRdown ; SCRmarket(down) ; if(PI1 = "highest requirement" ; max(SCRmarket(up) ; SCRmarket(down)) ; min(SCRmarket(up) ; SCRmarket(down)))))164(2)Market
Market risk, interest rate decrease usedSCRmarket (down)SCRmarket (down) = aggregate(Corr(i,j) down ; keyed(sous_module_marche ; taux : SCRinterest ; actions : SCRequity ; immobilier : SCRproperty ; spread : SCRspread ; concentration : SCRconc ; change : SCRcurrency))164(2)Market
Market risk, interest rate increase usedSCRmarket (up)SCRmarket (up) = aggregate(Corr(i,j) up ; keyed(sous_module_marche ; taux : SCRinterest ; actions : SCRequity ; immobilier : SCRproperty ; spread : SCRspread ; concentration : SCRconc ; change : SCRcurrency))164(2)Market
Mass accident riskSCRmaSCRma = sqrt(sum(SCR(ma,s) ⊗ SCR(ma,s)))161(1)Counterparty default · Health
Mass accident risk by countrySCR(ma,s)SCR(ma,s) = max(0 ; rs ⊗ (xe [ evenement_accident = "deces" ] × E(deces,s) + xe [ evenement_accident = "handicap_permanent" ] × E(handicap_permanent,s) + xe [ evenement_accident = "handicap_12_mois" ] × E(handicap_12_mois,s) + xe [ evenement_accident = "traitement" ] × E(traitement,s)) − recoverables)161(2)Counterparty default · Health
Maturity interval (assets)intervalFor an asset row: its maturity interval, which sets the simple duration.Market
Maximum credit quality step of covered bonds at the specific thresholdmaximum credit quality stepParameter table: Concentration: specific exposures (Article 187(1) and (2))DRMarket
Maximum share of restricted items in Tier 120 %Parameter table: Eligibility limits of own funds (Article 82)DROwn funds
Maximum share of Tier 2 and Tier 3 in the SCRmaximum share of Tiers 2 and 3Parameter table: Eligibility limits of own funds (Article 82)DROwn funds
Maximum share of Tier 3 in the SCRmaximum share of Tier 3Parameter table: Eligibility limits of own funds (Article 82)DROwn funds
MCR factor on life technical provisionsfactorParameter table: Life MCR factors (Article 251(1))DRMCR
MCR factor on the capital at risk0,07 %Parameter table: Corridor of the combined MCR (Article 248(2)) and Tier 2 share (Article 82(2))DRMCR
MCR factor on the technical provisions of the segmentαsParameter table: Non-life and NSLT health MCR factors (Annex XIX)DRMCR
MCR factor on the written premiums of the segmentβsParameter table: Non-life and NSLT health MCR factors (Annex XIX)DRMCR
Medical expense disability-morbidity riskSCRmedical expenseSCRmedical expense = if(simplifications ∋ "99" ; SCRmedical expense ; max(SCRchoc [ choc_sante = "frais_hausse" ] ; SCRchoc [ choc_sante = "frais_baisse" ]))155, 99Health
Medical expense disability-morbidity risk, simplified calculationSCRmedical expenseSCRmedical expense = medical_expense × MP × n + MP × (((1 + i + inflation_shock) ^ n − 1) ÷ (i + inflation_shock) − if(i = 0 ; n ; ((1 + i) ^ n − 1) ÷ i))99Health
Medical payments during the last year (Article 99)MPIn euros. Payments in respect of medical expense insurance or reinsurance obligations.Health
Member within or outside the scope of Article 2 of the Directivei / jData entered by the undertaking.Counterparty default
Method for the non-proportional reinsurance factor (non-life)NPRecognisable excess of loss contract on claims (method 1) or on losses (method 2) (Article 218(2)). Empty: standard parameter.V1 undertaking-specific parameters
Method for the non-proportional reinsurance factor (NSLT health)NPRecognisable excess of loss contract on claims (method 1) or on losses (method 2) (Article 218(2)). Empty: standard parameter.V1 undertaking-specific parameters
Minimum Capital RequirementMCRMCR = max(MCRcombined ; AMCR)248(1)MCR
Minimum duration (Article 176(2))minimum durationParameter table: Spread risk: minimum duration (Article 176(2))DRMarket
Minimum increase of the rateminimum_increaseParameter table: Parameters of the interest rate shocks (Articles 166 and 167)DRMarket
Minimum length of the historyminimum lengthParameter table: Parameters of the standardised methods (Annex XVII)Annex XVIIV1 undertaking-specific parameters
Minimum loss of motor vehicle liability riskminimum lossParameter table: Motor vehicle liability (Article 129)DRCounterparty default · Non-life
Minimum market shareminimum_market_shareParameter table: Parameters of the simplified calculations of Articles 89a and 90cDRCounterparty default · Non-life
Minimum share of bonds with a credit assessment (Article 105a)80 %Parameter table: Spread risk: minimum duration (Article 176(2))DRMarket
Minimum share of the loss on a defaulted loanminimum shareParameter table: Type 2 exposures (Article 192(4) and (4a), Article 202)DRCounterparty default
Minimum share of the loss on a mortgage loanminimum shareParameter table: Type 2 exposures (Article 192(4) and (4a), Article 202)DRCounterparty default
Minimum share of Tier 1 in the SCRminimum share of Tier 1Parameter table: Eligibility limits of own funds (Article 82)DROwn funds
Modified duration (best estimate)durlobIn years. For a best estimate row.Market
Modified duration of bonds and loans on the insurance undertakingdurIn years. Value-weighted average modified duration; a duration lower than 1 year counts as 1 year.Market
Modified duration of bonds and loans without a credit assessmentdurnoratingdurnorating = sum(MV ⊗ max(dur ; minimum duration) ⊗ unrated) ÷ MVbonds × %MVnorating104(1)(e),(3)Market
Modified duration of payments on death (Article 91)nIn years. Modified duration of the payments on death included in the best estimate.Life
Modified duration of payments on death (Article 97)nIn years.Health
Modified duration of payments on disability-morbidity (Article 100)nIn years.Health
Modified duration of payments on disability-morbidity (Article 93)nIn years.Life
Modified duration of payments to beneficiaries (Article 92)nIn years.Life
Modified duration of payments to beneficiaries (Article 98)nIn years.Health
Modified duration of the cash flows of the best estimate of medical expenses (Article 99)nIn years.Health
Modified duration of the cash flows of the best estimate of these obligations (Article 101)nIn years.Health
Modified duration of the cash flows of the best estimate of these obligations (Article 94)nIn years.Life
Modified duration of the secured bond or loandurIn years; a duration lower than 1 year counts as 1 year.Market
Module applied according to the type of undertaking (1 = applied)scopeParameter table: BSCR modules applied according to the type of undertakingDIRLife · Non-life
Motor vehicle liability riskSCRmotorSCRmotor = max(0 ; Lmotor − recoverables [ scenario_cat = "rc_auto" ])129Counterparty default · Non-life
Multiplier of the average residential sum insuredfire_multiplierParameter table: Parameters of the simplified calculations of Articles 89a and 90cDRCounterparty default · Non-life
Natural catastrophe correlation between regionsCorr(r,s)Parameter table: Natural catastrophe correlations between regions (Annexes V to VIIIa)DRCounterparty default · Non-life
Natural catastrophe correlation between zones of a regionCorr(peril,r,i,j)Parameter table: Natural catastrophe correlations between zones of a region (Annexes XXII to XXVI)DRCounterparty default · Non-life
Natural catastrophe factor outside the regions of Annex XIIIfactorParameter table: Natural catastrophe outside the regions of Annex XIII (Articles 121(8), 122(5), 123(8), 124(8))DRCounterparty default · Non-life
Natural catastrophe riskSCRnatCATSCRnatCAT = sqrt(sum(SCRperil ⊗ SCRperil))120(2)Counterparty default · Non-life
Natural catastrophe risk factor of the regionQ(peril,r)Parameter table: Natural catastrophe risk factors by region (Annexes V to VIIIa)DRCounterparty default · Non-life
Natural catastrophe risk in the regions of Annex XIIISCR(peril,regions)SCR(peril,regions) = keyed(peril_nat ; tempete : SCR(windstorm,regions) ; seisme : SCR(earthquake,regions) ; inondation : SCR(flood,regions) ; grele : SCR(hail,regions) ; affaissement : SCR(subsidence,regions))121 to 125Counterparty default · Non-life
Natural catastrophe risk outside the regions of Annex XIII, by perilSCR(peril,other)SCR(peril,other) = max(0 ; factor ⊗ P × (diversified share × DIV + fixed share) − recoverables)121(8), 122(5), 123(8), 124(8)Counterparty default · Non-life
Natural catastrophe risk weight of the zoneW(peril,r,i)Parameter table: Natural catastrophe risk weights by risk zone (Annex X)DRCounterparty default · Non-life
Nature of the positiontypeAssets minus liabilities other than technical provisions of a maturity interval, or best estimate of a line of business, for a currency.Market
Net Basic Solvency Capital Requirement (loss-absorbing capacity of future discretionary benefits)nBSCRnBSCR = aggregate(Corr(i,j) ; keyed(module_bscr ; marche : SCRmarket ; defaut : SCRdefault ; vie : SCRlife ; sante : SCRhealth ; non_vie : SCRnon-life)) + SCRintangible206(2)SCR and ratio
Net recoverables for natural catastrophe outside the regions of Annex XIIIrecoverablesIn euros. Amounts recoverable from reinsurance and special purpose vehicles for this scenario, net of reinstatement premiums. Empty if none.Counterparty default · Non-life
Net recoverables in the region: earthquakerecoverablesIn euros. Amounts recoverable from reinsurance and special purpose vehicles on the sequence of events of the scenario in the region, net of reinstatement premiums. Empty if none.Counterparty default · Non-life
Net recoverables in the region: flood, scenario ArecoverablesIn euros. Amounts recoverable from reinsurance and special purpose vehicles on the sequence of events of the scenario in the region, net of reinstatement premiums. Empty if none.Counterparty default · Non-life
Net recoverables in the region: flood, scenario BrecoverablesIn euros. Amounts recoverable from reinsurance and special purpose vehicles on the sequence of events of the scenario in the region, net of reinstatement premiums. Empty if none.Counterparty default · Non-life
Net recoverables in the region: hail, scenario ArecoverablesIn euros. Amounts recoverable from reinsurance and special purpose vehicles on the sequence of events of the scenario in the region, net of reinstatement premiums. Empty if none.Counterparty default · Non-life
Net recoverables in the region: hail, scenario BrecoverablesIn euros. Amounts recoverable from reinsurance and special purpose vehicles on the sequence of events of the scenario in the region, net of reinstatement premiums. Empty if none.Counterparty default · Non-life
Net recoverables in the region: subsidencerecoverablesIn euros. Amounts recoverable from reinsurance and special purpose vehicles on the sequence of events of the scenario in the region, net of reinstatement premiums. Empty if none.Counterparty default · Non-life
Net recoverables in the region: windstorm, scenario ArecoverablesIn euros. Amounts recoverable from reinsurance and special purpose vehicles on the sequence of events of the scenario in the region, net of reinstatement premiums. Empty if none.Counterparty default · Non-life
Net recoverables in the region: windstorm, scenario BrecoverablesIn euros. Amounts recoverable from reinsurance and special purpose vehicles on the sequence of events of the scenario in the region, net of reinstatement premiums. Empty if none.Counterparty default · Non-life
Net recoverables of the catastrophe scenariorecoverablesIn euros. Amounts recoverable from reinsurance and special purpose vehicles for this scenario, net of reinstatement premiums. Empty if none.Counterparty default · Non-life
Net recoverables of the liability scenario of the grouprecoverablesIn euros. Empty if none.Counterparty default · Non-life
Net recoverables on the accident concentration of the countryrecoverablesIn euros. Empty if none.Counterparty default · Health
Net recoverables on the default of the credit and suretyship exposurerecoverablesIn euros. Empty if none.Counterparty default · Non-life
Net recoverables on the mass accident of the countryrecoverablesIn euros. Empty if none.Counterparty default · Health
Net recoverables on the pandemicrecoverablesIn euros. 0 if none.Counterparty default · Health
Net sum insured of the largest fire risk concentrationsum insuredIn euros. Set of buildings located at least partly within a radius of 200 metres, covered for fire or explosion (including terrorist attack) under lines 7 and 19, net of only the treaties that would pay on this set; the highest. 0 if none.Counterparty default · Non-life
Nil decrease for a negative ratenil_decrease_if_negativeParameter table: Parameters of the interest rate shocks (Articles 166 and 167)DRMarket
No class without a credit assessment (Article 105)unrated_105Parameter table: Simplified calculation of spread risk on bonds and loans (Article 104(2)) and credit quality steps of Article 105aDRMarket
Non-life absolute floorAMCRnlParameter table: Absolute floors (Directive, Article 129(1)(d); Article 253)DRMCR
Non-life absolute floor usedAMCRnlAMCRnl = if(classes 10 to 15 ; AMCRnl(classes 10 to 15) ; AMCRnl)Dir. 129(1)(d)(i)MCR
Non-life absolute floor when classes 10 to 15 are coveredAMCRnl (classes 10 to 15)Parameter table: Absolute floors (Directive, Article 129(1)(d); Article 253)DRMCR
Non-life and NSLT health earned premiums during the last 12 monthsEarnnon-lifeIn euros, gross of reinsurance. Non-life earned premiums during the last 12 months.Operational risk
Non-life catastrophe riskSCRnl CATSCRnl CAT = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_nl_cat" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_nl_cat" ] ; SCRk0 [ module_89bis = "SCR_nl_cat" ] ÷ Volumek0 [ module_89bis = "SCR_nl_cat" ] × Volumekt [ module_89bis = "SCR_nl_cat" ]) ; sqrt((SCRnatCAT + SCRnpproperty) ^ 2 + SCRmmCAT ^ 2 + SCRCATother ^ 2))119(2), 89aCounterparty default · Non-life
Non-life earned premiums during the 12 months prior to the last 12 monthspEarnnon-lifeIn euros, gross of reinsurance. Non-life earned premiums during the 12 months prior to the last 12 months.Operational risk
Non-life lapse riskSCRnl lapseSCRnl lapse = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_nl_lapse" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_nl_lapse" ] ; SCRk0 [ module_89bis = "SCR_nl_lapse" ] ÷ Volumek0 [ module_89bis = "SCR_nl_lapse" ] × Volumekt [ module_89bis = "SCR_nl_lapse" ]) ; max(0 ; BOF − BOF after shock))118, 89aNon-life
Non-life or health catastrophe capital requirement without the contractSCRCAThypIn euros (Article 119(2) or Article 160).Counterparty default
Non-life premium and reserve riskSCRnl prem resSCRnl prem res = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_nl_prem_res" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_nl_prem_res" ] ; SCRk0 [ module_89bis = "SCR_nl_prem_res" ] ÷ Volumek0 [ module_89bis = "SCR_nl_prem_res" ] × Volumekt [ module_89bis = "SCR_nl_prem_res" ]) ; if(Art. 90 ; sqrt(share_sum_squares × sum(NL(pr,s) ⊗ NL(pr,s)) + share_squared_sum × sum(NL(pr,s)) ^ 2) ; multiplier × σnl × Vnl))115, 90, 89aNon-life
Non-life premium factornon-life premium factorParameter table: Operational risk (Article 204)DROperational risk
Non-life segmentsChoose the non-life segment or the health segment of the row.V1 undertaking-specific parameters
Non-life segmentsData entered by the undertaking.V1 undertaking-specific parameters
Non-life segmentsData entered by the undertaking.V1 undertaking-specific parameters
Non-life segmentsData entered by the undertaking.V1 undertaking-specific parameters
Non-life technical provisionsTPnon-lifeIn euros, without risk margin and without deduction of the amounts recoverable from reinsurance. Non-life technical provisions.Operational risk · V2 transitional interest rates · V3 transitional provisions · V4 extrapolation
Non-life technical provisions factornon-life provisions factorParameter table: Operational risk (Article 204)DROperational risk
Non-life technical provisions of the segment relating to life activitiesTP(nl,s) life activitiesIn euros. Part of the non-life technical provisions of the segment (already entered in total) relating to life insurance activities (classes of Annex II of the Directive). Empty if none.V2 transitional interest rates · V4 extrapolation
Non-life term of the linear formulaMCR(linear,nl)MCR(linear,nl) = sum(αs ⊗ max(0 ; TP(nl,s) × TP factor) + βs ⊗ max(0 ; Ps))250(1)MCR
Non-life underwriting risk moduleSCRnon-lifeSCRnon-life = read(scope [ module_bscr = "non_vie" ] ; type of undertaking) × (if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_non_life" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_non_life" ] ; SCRk0 [ module_89bis = "SCR_non_life" ] ÷ Volumek0 [ module_89bis = "SCR_non_life" ] × Volumekt [ module_89bis = "SCR_non_life" ]) ; aggregate(CorrNL(i,j) ; keyed(sous_module_nv ; primes_reserve : SCRnl prem res ; catastrophe : SCRnl CAT ; cessation : SCRnl lapse))))114(2), 89a, Dir. 105Non-life
Non-life volume measureVnlVnl = sum(Vs)116(1)Non-life
Non-proportional reinsurance on the segment (1 = yes)NP reins.From 30/01/2027: 1 if the segment is protected by non-proportional reinsurance (excess of loss), otherwise empty (the 80% factor of segments 1, 4 and 5 then applies only in that case). Before that date, it applies unconditionally.Counterparty default · Non-life · V1 undertaking-specific parameters
NSLT health premium and reserve riskSCR(NSLTh,pr)SCR(NSLTh,pr) = 3 × σNSLTh × VNSLTh146Health
NSLT health premium and reserve risk multiplier3Parameter table: NSLT health premium and reserve (Articles 146, 147)DRHealth
NSLT health segmentsData entered by the undertaking.V1 undertaking-specific parameters
NSLT health segmentsData entered by the undertaking.V1 undertaking-specific parameters
NSLT health segmentsData entered by the undertaking.V1 undertaking-specific parameters
NSLT health segmentsData entered by the undertaking.V1 undertaking-specific parameters
NSLT health underwriting riskSCRNSLThSCRNSLTh = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_NSLT" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_NSLT" ] ; SCRk0 [ module_89bis = "SCR_NSLT" ] ÷ Volumek0 [ module_89bis = "SCR_NSLT" ] × Volumekt [ module_89bis = "SCR_NSLT" ]) ; sqrt(SCR(NSLTh,pr) ^ 2 + SCRchoc [ choc_sante = "cessation_nslt" ] ^ 2))145(2), 150, 89aHealth
Number of accident years of the premium history (non-life)TT = reread(group(xt ⊗ yt > 0 ; s) ; σ(prem,s) gross)Annex XVII B(3), G(3) aV1 undertaking-specific parameters
Number of accident years of the premium history (NSLT health)TT = reread(group(xt ⊗ yt > 0 ; s) ; σ(prem,s))Annex XVII B(3), G(3) aV1 undertaking-specific parameters
Number of accident years of the triangle (non-life)I + 1I + 1 = reread(group_max(i ; s) ; σ(prem,s) gross) + 1Annex XVII D(3), G(3) cV1 undertaking-specific parameters
Number of accident years of the triangle (NSLT health)I + 1I + 1 = reread(group_max(i ; s) ; σ(prem,s)) + 1Annex XVII D(3), G(3) cV1 undertaking-specific parameters
Number of financial years of the annuity history (health)TT = read(revision_stats(sous-module ; i ; t ; A(i,t) ; "T") ; "sante")Annex XVII E(3), G(3) dV1 undertaking-specific parameters
Number of financial years of the annuity history (life)TT = read(revision_stats(sous-module ; i ; t ; A(i,t) ; "T") ; "vie")Annex XVII E(3), G(3) dV1 undertaking-specific parameters
Number of financial years of the reserve history (non-life)TT = reread(group(xt ⊗ yt > 0 ; s) ; σ(prem,s) gross)Annex XVII C(3), G(3) bV1 undertaking-specific parameters
Number of financial years of the reserve history (NSLT health)TT = reread(group(xt ⊗ yt > 0 ; s) ; σ(prem,s))Annex XVII C(3), G(3) bV1 undertaking-specific parameters
Number of insured persons with medical expense insurance covering infectious diseases, by countryNcInsured persons resident in the country, excluding workers' compensation. Empty if none.Counterparty default · Health
Number of persons in the largest accident risk concentration of the countryCcNumber of insured persons working in the same building (income protection, workers' compensation), the highest in the country (Article 162(3)). Empty if none.Counterparty default · Health
Number of reporting years of the historylengthData entered by the undertaking.V1 undertaking-specific parameters
Number of reporting years of the history (non-life)lengthlength = reread(− group_max(− length ; s) ; σ(prem,s) gross)Annex XVII G(3) eV1 undertaking-specific parameters
Number of reporting years of the history (NSLT health)lengthlength = reread(− group_max(− length ; s) ; σ(prem,s))Annex XVII G(3) eV1 undertaking-specific parameters
Number of vehicles insured above the deemed policy limit thresholdNaVehicles of lines 4 and 16 whose deemed policy limit exceeds EUR 24 000 000 (EUR 32 400 000 from 30/01/2027): overall limit, otherwise sum of the property damage and bodily injury limits, limit per victim × 10. Proportional reinsurance: weighted by the share of the undertaking. 0 if none.Counterparty default · Non-life
Number of vehicles insured at or below the deemed policy limit thresholdNbVehicles of lines 4 and 16 whose deemed policy limit is at most equal to the threshold. 0 if none.Counterparty default · Non-life
Number of vehicles of the factor 0.9520 000Parameter table: Motor vehicle liability (Article 129)DRCounterparty default · Non-life
Of which decrease in future discretionary benefits under the concentration shock of the central governmentof which ΔFDBIn euros, positive. Part of the decrease entered that is due to the decrease in future discretionary benefits (Article 206). Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Of which decrease in future discretionary benefits under the concentration shock of the covered bondsof which ΔFDBIn euros, positive. Part of the decrease entered that is due to the decrease in future discretionary benefits (Article 206). Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Of which decrease in future discretionary benefits under the concentration shock of the immovable propertyof which ΔFDBIn euros, positive. Part of the decrease entered that is due to the decrease in future discretionary benefits (Article 206). Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Of which decrease in future discretionary benefits under the concentration shock of the single nameof which ΔFDBIn euros, positive. Part of the decrease entered that is due to the decrease in future discretionary benefits (Article 206). Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Of which decrease in future discretionary benefits under the equity shockof which ΔFDBIn euros, positive. Part of the decrease entered that is due to the decrease in future discretionary benefits (Article 206). Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Of which decrease in future discretionary benefits under the fall of the currencyof which ΔFDBIn euros, positive. Part of the decrease entered that is due to the decrease in future discretionary benefits (Article 206). Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Of which decrease in future discretionary benefits under the property shockof which ΔFDBIn euros, positive. Part of the decrease entered that is due to the decrease in future discretionary benefits (Article 206). Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Of which decrease in future discretionary benefits under the rise of the currencyof which ΔFDBIn euros, positive. Part of the decrease entered that is due to the decrease in future discretionary benefits (Article 206). Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Of which decrease in future discretionary benefits under the shock on type 2 exposuresof which ΔFDBIn euros, positive. Part of the decrease entered that is due to the decrease in future discretionary benefits (Article 206). Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Of which decrease in future discretionary benefits under the spread shockof which ΔFDBIn euros, positive. Part of the decrease entered that is due to the decrease in future discretionary benefits (Article 206). Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Of which decrease in future discretionary benefits under the spread shock on securitisationsof which ΔFDBIn euros, positive. Part of the decrease entered that is due to the decrease in future discretionary benefits (Article 206). Empty if none.SCR and ratio · V2 transitional interest rates · V4 extrapolation
Of which unit-linkedEarnlife-ulIn euros, gross of reinsurance. Part of these premiums relating to unit-linked contracts.Operational risk
Of which unit-linkedpEarnlife-ulIn euros, gross of reinsurance. Part of these premiums relating to unit-linked contracts.Operational risk
Of which unit-linkedTPlife-ulIn euros, same rules. Part of the life technical provisions relating to unit-linked contracts.Operational risk · V2 transitional interest rates · V4 extrapolation
Only non-life segment covered by the contractsArticle 111a: contract covering only one segment of Annex II. Empty otherwise.Counterparty default
Only NSLT health segment covered by the contractsArticle 111a: contract covering only one segment of Annex XIV. Empty otherwise.Counterparty default
Operational risk based on earned premiumsOppremiumsOppremiums = life premium factor × (Earnlife − Earnlife-ul) + non-life premium factor × Earnnon-life + max(0 ; life premium factor × (Earnlife − growth threshold × pEarnlife − (Earnlife-ul − growth threshold × pEarnlife-ul))) + max(0 ; non-life premium factor × (Earnnon-life − growth threshold × pEarnnon-life))204(3)Operational risk
Operational risk based on technical provisionsOpprovisionsOpprovisions = life provisions factor × max(0 ; (TPlife − TPlife-ul) × TP factor) + non-life provisions factor × max(0 ; TPnon-life × TP factor)204(4)Operational risk
Operational risk moduleSCROperationalSCROperational = min(cap as a share of the BSCR × BSCR ; Op) + unit-linked expense share × Expul204(1)Operational risk
Other non-life catastrophe risksSCRCATotherSCRCATother = max(0 ; Lother − recoverables [ scenario_cat = "autres_cat" ])135Counterparty default · Non-life
Own funds of the members i by poolΣ EOFiΣ EOFi = group(EOFi ⊗ (i / j = "i") ; pool)193(1) aCounterparty default
Own funds of the members i divided by their ratio, by poolΣ EOFi ÷ SRiΣ EOFi ÷ SRi = group(EOFi ⊗ (i / j = "i") ÷ SRi, SRj ; pool)193(1) aCounterparty default
Pandemic riskSCRpSCRp = max(0 ; 0,000075 × E + 0,4 × sum(Nc ⊗ Mc) − recoverables)163(1)Counterparty default · Health
Parameter replaced by the premium risk method (non-life)premiumsNet standard deviation: data net of reinsurance; gross: gross data, the adjustment factor for non-proportional reinsurance applies (Article 218(1); the gross standard deviation and the specific factor are not replaced together). Empty: standard parameter.V1 undertaking-specific parameters
Parameter replaced by the premium risk method (NSLT health)premiumsNet standard deviation: data net of reinsurance; gross: gross data, the adjustment factor for non-proportional reinsurance applies (Article 218(1); the gross standard deviation and the specific factor are not replaced together). Empty: standard parameter.V1 undertaking-specific parameters
Percentage points per unit (input in %)% per 1Parameter table: Symmetric adjustment of the equity capital charge (daily value published by EIOPA)EIOPA_SAMarket
Peril or non-proportional property reinsuranceperilData entered by the undertaking.Counterparty default · Non-life
Premium and reserve capital requirement of the segment, simplified calculation for captivesNL(pr,s)NL(pr,s) = sqrt(premium_share × V(prem,s) ⊗ V(prem,s) + V(prem,s) ⊗ V(res,s) + V(res,s) ⊗ V(res,s))90(2)Non-life
Premium and reserve risk multipliermultiplierParameter table: Non-life premium and reserveDRNon-life
Premium growth thresholdgrowth thresholdParameter table: Operational risk (Article 204)DROperational risk
Premium risk coefficient (Article 111a)3Parameter table: Coefficients of the simplified calculation of the risk-mitigating effect (Article 111a)111aCounterparty default
Premium risk method used and sufficient history (non-life)method usedmethod used = (T ≥ minimum length) ⊗ ((premiums ≠ "") + 0 ⊗ σ(prem,s) gross)Annex XVII B(2) bV1 undertaking-specific parameters
Premium risk method used and sufficient history (NSLT health)method usedmethod used = (T ≥ minimum length) ⊗ ((premiums ≠ "") + 0 ⊗ σ(prem,s))Annex XVII B(2) bV1 undertaking-specific parameters
Premium share threshold for the absolute floor of a life and non-life undertaking10 %Parameter table: Absolute floors (Directive, Article 129(1)(d); Article 253)DRMCR
Premium volume of the segment in the regionV(prem,r,s)In euros. Volume measure for premium risk of the segment calculated as in Article 116, on the obligations whose risk is situated in the region only (criteria of Article 13, points 13 and 14, of the Directive applied to regions).Non-life
Premium volume of the segment in the regionV(prem,r,s)In euros. Volume measure for premium risk of the segment calculated as in Article 147, on the obligations whose risk is situated in the region only (criteria of Article 13, points 13 and 14, of the Directive applied to regions).Health
Premiums of the regionPIn euros. Natural catastrophe: premiums relating to the obligations of the peril in regions outside Annex XIII. Non-proportional property reinsurance: earned premiums of line 28, excluding lines 9 and 21.Counterparty default · Non-life
Premiums to be earned in non-proportional property reinsurancePnppropertyIn euros. Gross premiums to be earned over 12 months of line 28, excluding reinsurance of lines 9 and 21. 0 if none.Counterparty default · Non-life
Premiums to be earned of the credit and suretyship linesP lines 9 and 21In euros. Gross premiums to be earned over 12 months of lines 9 and 21. 0 if none.Counterparty default · Non-life
Premiums to be earned of the group of other catastrophe risksPIn euros. Gross premiums to be earned over 12 months. Empty if none.Counterparty default · Non-life
Premiums to be earned of the liability risk groupP(liability,i)In euros. Gross premiums to be earned over 12 months; multi-risk contracts split by cover. Empty if none.Counterparty default · Non-life
Premiums to be earned on contracts covering the peril outside the regions of Annex XIIIPIn euros. Gross premiums to be earned over 12 months of the contracts of lines 7, 19 (and 5, 17 for flood and hail) covering the peril in regions outside the European Economic Area, Monaco, Andorra, San Marino, the Vatican and Switzerland. Empty if none.Counterparty default · Non-life
Premiums to be earned over 12 months of the health segmentPsIn euros, net of reinsurance (Article 147(5)). Empty if none.Counterparty default · Health
Premiums used by line for the catastrophe diversification factorP usedP used = P ⊗ if(peril = "np_dommages" ; 1 ; read(regions 5 to 18 ; region))121 to 124(9)(a), 127(2)(a)Counterparty default · Non-life
Present value of recoveries on defaulted and renegotiated loansRecoverables defaultIn euros. Read from 30/01/2027. 0 if none.Counterparty default
Probability of default by credit qualityPDParameter table: Probabilities of default by credit quality (Article 199)DRCounterparty default
Probability of default by single name exposurePDPD = if(simplifications ∋ "110" ; group_max(PD ; single name) ; group(LGD ⊗ PD ; single name) ÷ LGD)199(1), 110Counterparty default
Probability of default by solvency ratioPD(ratio)Parameter table: Probabilities of default by solvency ratio (Article 199(3))DRCounterparty default
Probability of default of the counterparty of the exposurePDPD = if(quality = "assureur_ratio" ; interp(PD(ratio) ; ratio + 0 × (quality = "assureur_ratio")) ; read(PD ; quality))199Counterparty default
Property risk sub-moduleSCRpropertySCRproperty = max(0 ; property shock × property value − TP decrease property)174Market
Property shockproperty shockParameter table: Property shock (Article 174)DRMarket
Ratio of eligible own funds to SCRratioratio = EOF(SCR) ÷ SCRDir. 100SCR and ratio
Ratio of healthcare use in a pandemicHhParameter table: Ratio of healthcare use in a pandemic (Annex XVI)DRCounterparty default · Health
Ratio of persons affected by the mass accidentrsParameter table: Ratio of persons affected by the mass accident (Annex XVI)DRCounterparty default · Health
Ratio of persons affected by type of eventxeParameter table: Ratio of persons affected by type of event (Annex XVI)DRCounterparty default · Health
Receivables from intermediaries due for more than three monthsLGDreceivables>3monthsIn euros. Balance sheet value of the arrears of more than three months. 0 if none.Counterparty default
Recession riskSCRrecessionSCRrecession = max(0 ; 100 % × P lines 9 and 21 − recoverables [ scenario_cat = "recession" ])134(4)Counterparty default · Non-life
Region of Annex IIIregionOnly one row per segment and region.Non-life
Region of Annex IIIregionOnly one row per segment and region.Health
Region of Annex IIIregionNatural catastrophe: regions 5 to 18 only (the others are not read). Non-proportional property reinsurance: all regions.Counterparty default · Non-life
Region used for natural catastrophe losses on premiumsregions 5 to 18Parameter table: Regions used for the diversification factor of natural catastrophe losses calculated on premiumsDRCounterparty default · Non-life
Reinsurance absolute floorAMCR reinsuranceParameter table: Absolute floors (Directive, Article 129(1)(d); Article 253)DRMCR
Relative decrease of the rate by maturitys_downParameter table: Interest rate shocks by maturity (Articles 166 and 167)DRMarket
Relative excess exposure threshold by credit quality stepCTParameter table: Concentration: relative excess exposure threshold and risk factor by credit quality step (Articles 185, 186, 187(4))DRMarket
Relative increase of the rate by maturitys_upParameter table: Interest rate shocks by maturity (Articles 166 and 167)DRMarket
Relative threshold of a single immovable propertyCT propertyParameter table: Concentration: specific exposures (Article 187(1) and (2))DRMarket
Relative threshold of covered bondsCT covered bondsParameter table: Concentration: specific exposures (Article 187(1) and (2))DRMarket
Relevant risk-free interest rate at this durationrateAs a decimal (0.025 for 2.5 %). Risk-free rate of the currency of the row at the simple duration (assets) or modified duration (best estimate).Market
Reserve risk method (non-life)reserveEmpty: standard parameter.V1 undertaking-specific parameters
Reserve risk method (NSLT health)reserveEmpty: standard parameter.V1 undertaking-specific parameters
Reserve risk method 1 used and sufficient history (non-life)method usedmethod used = (T ≥ minimum length) ⊗ ((reserve = "m1") + 0 ⊗ σ(prem,s) gross)Annex XVII C(2) bV1 undertaking-specific parameters
Reserve risk method 1 used and sufficient history (NSLT health)method usedmethod used = (T ≥ minimum length) ⊗ ((reserve = "m1") + 0 ⊗ σ(prem,s))Annex XVII C(2) bV1 undertaking-specific parameters
Reserve risk method 2 used and sufficient history (non-life)method usedmethod used = (I + 1 ≥ minimum length) ⊗ (racine(MSEP) ÷ PCO > 0) ⊗ ((reserve = "m2") + 0 ⊗ σ(prem,s) gross)Annex XVII D(2) b and cV1 undertaking-specific parameters
Reserve risk method 2 used and sufficient history (NSLT health)method usedmethod used = (I + 1 ≥ minimum length) ⊗ (racine(MSEP) ÷ PCO > 0) ⊗ ((reserve = "m2") + 0 ⊗ σ(prem,s))Annex XVII D(2) b and cV1 undertaking-specific parameters
Reserve volume of the segment in the regionV(res,r,s)In euros. Best estimate for claims provisions of the segment, net of reinsurance, for the obligations whose risk is situated in the region.Non-life
Reserve volume of the segment in the regionV(res,r,s)In euros. Best estimate for claims provisions of the segment, net of reinsurance, for the obligations whose risk is situated in the region.Health
Residential fire risk exposure according to the market shareθθ = SIav × fire_multiplier × max(minimum_market_share ; max marketSharec)90c(6)Counterparty default · Non-life
Restricted items used in Tier 1T1 restricted eligibleT1 restricted eligible = min(T1 restricted ; 20 % ÷ (1 − 20 %) × (T1 − T1 restricted))82(3)Own funds
Restricted Tier 1 items, included in the Tier 1 enteredT1 restrictedIn euros. Items of Article 69(a)(iii) and (v) and (b), and items included in Tier 1 under the transitional provision of Article 308b(9) of the Directive. 0 if none.Own funds · V2 transitional interest rates · V4 extrapolation
Retention of the contractb1In euros.V1 undertaking-specific parameters
Revision risk sub-modulesous-moduleData entered by the undertaking.V1 undertaking-specific parameters
Risk factor of a single immovable propertyg propertyParameter table: Concentration: specific exposures (Article 187(1) and (2))DRMarket
Risk marginRMIn euros. Risk margin of technical provisions (Article 37), before the transitional deduction.V3 transitional provisions
Risk of a decrease in the term structure of interest ratesSCRdownSCRdown = if(Art. 103 ; max(0 ; IRdown) ; max(0 ; BOF − BOF after decrease))165, 103Market
Risk of a large credit defaultSCRdefaultSCRdefault = sum(max(0 ; 10 % × sum insured − recoverables))134(2)Counterparty default · Non-life
Risk of a permanent decrease in lapse rates, simplified calculationLapsedownLapsedown = max(0 ; (lapse × max(ldown ; lapse_rate_down) × ndown × Sdown) − ΔFDB [ ΔFDB = "95_2" ])95(2), 206(2)Life
Risk of a permanent decrease in SLT health lapse rates, simplified calculationLapsedownLapsedown = lapse × ldown × ndown × Sdown102(2)Health
Risk of a permanent increase in lapse rates, simplified calculationLapseupLapseup = max(0 ; (lapse × max(lup ; lapse_rate_up) × nup × Sup) − ΔFDB [ ΔFDB = "95_1" ])95(1), 206(2)Life
Risk of a permanent increase in SLT health lapse rates, simplified calculationLapseupLapseup = lapse × max(lup ; lapse_rate_up) × nup × Sup102(1)Health
Risk of an increase in the term structure of interest ratesSCRupSCRup = if(Art. 103 ; max(0 ; IRup) ; max(0 ; BOF − BOF after increase))165, 103Market
Risk-adjusted value of collateralcollateralIn euros. Reinsurance, other derivative, repurchase agreement: risk-adjusted value of collateral (Article 197); cleared or compliant derivative: value of the assets held as collateral. Empty if none. Article 112 used: value of the assets held as collateral.Counterparty default
Risk-adjusted value of collateral used by exposureCollateralCollateral = if(simplifications ∋ "112" ; collateral ⊗ read(share ; case 112) ; collateral)197, 112Counterparty default
Risk-adjusted value of the collateralrisk-adjusted collateralIn euros. Risk-adjusted value according to Articles 112, 197 and 198.Market
Risk-adjusted value of the mortgageMortgageIn euros. Value of the mortgaged property reduced by the adjustment for market risk (Article 198).Counterparty default
Risk-free spot rate for maturity k (Article 91)ikAs a decimal (0.025 for 2.5 %). Annualised spot rate for maturity k of the relevant risk-free interest rate term structure (Article 43). Empty: 0.Life
Risk-free spot rate for maturity k (Article 97)ikAs a decimal (0.025 for 2.5 %). Relevant risk-free interest rate term structure (Article 43). Empty: 0.Health
Risk-mitigating effectRMIn euros. Reinsurance, securitisation, derivative: underwriting or market capital requirement without the contract less the requirement with the contract, at least 0 (Article 196). Empty otherwise. Not read for reinsurance, securitisations and derivatives if Article 107 or 107a is used: the total effect is allocated.Counterparty default
Risk-mitigating effect of proportional reinsurance (simplified calculation)RMRM = max(exposure ; 0) ⊗ (j ≠ "") ÷ (read(BE ; j) − read(Recoverablesall ; j)) ⊗ read(SCRj ; j)108Counterparty default
Risk-mitigating effect of the exposure outside the allocation of Articles 107 and 107aRMRM = if(simplifications ∋ "111a" ; if((s ≠ "") + (s ≠ "") > 0 ; RM ; if(simplifications ∋ "108" ; if(j ≠ "" ; RM ; RM) ; RM)) ; if(simplifications ∋ "108" ; if(j ≠ "" ; RM ; RM) ; RM))196, 108, 111aCounterparty default
Risk-mitigating effect on a single segment (simplified calculation)RMRM = sqrt(max(SCRCAThyp − SCRCATwithout ^ 2 + (3 × σs × (Pshyp − Pswithout + Recoverables)) ^ 2 + 1,5 × σs × (Pshyp − Pswithout + Recoverables) ⊗ SCRCAThyp − SCRCATwithout ; 0))111aCounterparty default
Risk-mitigating effect used by exposureRMRM = if(sum(abs(exposure) ⊗ scope 107) > 0 ; if(scope 107 ; RMre,all / RMtotal × abs(exposure) ÷ sum(abs(exposure) ⊗ scope 107) ; RM) ; RM)196, 107, 107a, 108, 111aCounterparty default
Risk-sharing factor: cap196 %Parameter table: Risk-sharing factor (Article 193(1))193(1)Counterparty default
Risk-sharing factor: coefficient0,15Parameter table: Risk-sharing factor (Article 193(1))193(1)Counterparty default
Risk-sharing factor: pivot1Parameter table: Risk-sharing factor (Article 193(1))193(1)Counterparty default
Rounded average credit quality step of the central governmentaverage credit quality stepaverage credit quality step = round_up(credit quality step)182(4)Market
Rounded average credit quality step of the covered bondsaverage credit quality stepaverage credit quality step = round_up(credit quality step)182(4)Market
Rounded average credit quality step of the single nameaverage credit quality stepaverage credit quality step = round_up(credit quality step)182(4)Market
Second threshold of the standard deviation relative to lossesthreshold 2Parameter table: Type 1 exposures (Articles 200, 201)DRCounterparty default
SegmentsegmentSegment of Annex II.Non-life
SegmentsegmentSegment of Annex XIV.Health
Segment whose diversification factor equals 1DIVs = 1Parameter table: Geographical diversification factor (Annex III)DRNon-life
Share of bonds and loans with a credit assessment (Article 105a(a))rated sharerated share = sum(MV ⊗ read_group(rated ; MV)) ÷ sum(MV)105a(a)Market
Share of premiums lost in a recession100 %Parameter table: Catastrophe: losses proportional to premiums (Articles 121(8), 127, 134)DRCounterparty default · Non-life
Share of the amounts recoverable of Article 112aexposure_share_112aParameter table: Simplified counterparty default calculations by type of exposure (Articles 107, 107a, 112a)DRCounterparty default
Share of the collateral usedshare of the collateralParameter table: Loss-given-default by type of exposure (Articles 192, 197(7))DRCounterparty default
Share of the deduction applied by the undertakingshare appliedAs a decimal. Empty: transitional share of the year (Directive, Article 308d(2)).V3 transitional provisions
Share of the exposure in the loss-given-defaultshare of the exposureshare of the exposure = if((simplifications ∋ "112a") × (read(exposure_share_112a ; type) > 0) ; read(exposure_share_112a ; type) ; read(share of the exposure ; type))192, 112aCounterparty default
Share of the exposure used in the loss-given-defaultshare of the exposureParameter table: Loss-given-default by type of exposure (Articles 192, 197(7))DRCounterparty default
Share of the risk of the member counterparty under the co-reinsurance arrangementPCAs a decimal. Type B.Counterparty default
Share of the risk of the members j by poolPP = group(Pj ⊗ (i / j = "j") ; pool)193(1) cCounterparty default
Share of the risk of the undertaking under the co-reinsurance arrangementPUAs a decimal. Types B (194(1)) and C.Counterparty default
Share of the risk-adjusted value of the mortgage80 %Parameter table: Type 2 exposures (Article 192(4) and (4a), Article 202)DRCounterparty default
Share of the risk-mitigating effect usedshare of the mitigating effectParameter table: Loss-given-default by type of exposure (Articles 192, 197(7))DRCounterparty default
Share of the specified loss in the first event of scenario Ashare A1Parameter table: Shares of the specified loss by scenario (Articles 121 to 125)DRCounterparty default · Non-life
Share of the specified loss in the first event of scenario Bshare B1Parameter table: Shares of the specified loss by scenario (Articles 121 to 125)DRCounterparty default · Non-life
Share of the specified loss in the second event of scenario Ashare A2Parameter table: Shares of the specified loss by scenario (Articles 121 to 125)DRCounterparty default · Non-life
Share of the specified loss in the second event of scenario Bshare B2Parameter table: Shares of the specified loss by scenario (Articles 121 to 125)DRCounterparty default · Non-life
Share of the sum insured lost on the default of a credit and suretyship exposure10 %Parameter table: Catastrophe: losses proportional to premiums (Articles 121(8), 127, 134)DRCounterparty default · Non-life
Share of the symmetric adjustmentSA shareParameter table: Equity shocks (Articles 168 and 169)DRMarket
Share of the total risk of the pool borne by the member outside the scope of the DirectivePjAs a decimal. Members j.Counterparty default
Share of the transitional deduction exceeding the risk marginexcessexcess = max(0 ; transitional deduction − RM)204, 251 (orientations EIOPA)V3 transitional provisions
Share of the value of the assets held as collateralshareParameter table: Share of the value of the assets held as collateral used (Article 112)DRCounterparty default
Share of unit-linked expensesunit-linked expense shareParameter table: Operational risk (Article 204)DROperational risk
Shares of the members j weighted by their ratio, by poolΣ Pj × SRjΣ Pj × SRj = group(Pj ⊗ (i / j = "j") ⊗ SRi, SRj ; pool)193(1) aCounterparty default
Sign of the position (assets +, best estimate −)signsign = if(type = "actif" ; 1 ; − 1)103(2)Market
Simple duration of the maturity intervalduriParameter table: Simple duration of the maturity intervals (Article 103(4))DRMarket
Simplified calculation of Article 103 used by a captiveArt. 103Art. 103 = captive and simplifications ∋ "103"103Market
Simplified calculation of Article 105 used by a captiveArt. 105Art. 105 = captive and simplifications ∋ "105"105Market
Simplified calculation of Article 106 used by a captiveArt. 106Art. 106 = captive and simplifications ∋ "106"106Market
Simplified calculation of Article 90 used by a captiveArt. 90Art. 90 = captive and simplifications ∋ "90"90Non-life
Single name of the exposuresingle nameName common to all exposures to the same group (Article 190); an exposure alone on its counterparty takes its own name.Counterparty default
Single zone of its regionsingle zoneParameter table: Single zones of natural catastrophe regions (Annex IX)DRCounterparty default · Non-life
SLT health lapse riskSCRhealth-lapseSCRhealth-lapse = max(if(simplifications ∋ "102" ; Lapseup ; SCRchoc [ choc_sante = "cessation_hausse" ]) ; if(simplifications ∋ "102" ; Lapsedown ; SCRchoc [ choc_sante = "cessation_baisse" ]) ; SCRchoc [ choc_sante = "cessation_masse" ])159, 102Health
SLT health underwriting riskSCRSLThSCRSLTh = if((simplifications ∋ "89a") × in_force_89a × (Volumek0 [ module_89bis = "SCR_SLT" ] > 0) ; max(SCRk0 [ module_89bis = "SCR_SLT" ] ; SCRk0 [ module_89bis = "SCR_SLT" ] ÷ Volumek0 [ module_89bis = "SCR_SLT" ] × Volumekt [ module_89bis = "SCR_SLT" ]) ; aggregate(CorrSLTH(i,j) ; keyed(sous_module_slt ; mortalite : SCRhealth-mortality ; longevite : SCRhealth-longevity ; invalidite : SCRhealth-disability ; depenses : SCRhealth-expense ; revision : SCRchoc [ choc_sante = "revision" ] ; cessation : SCRhealth-lapse)))151(2), 89aHealth
Solvency Capital RequirementSCRSCR = BSCR + SCROperational + AdjDir. 103SCR and ratio
Solvency ratio of a pool member by its qualitySRiParameter table: Solvency ratios of rated or third-country pool members (Article 193(1)(e) and (g))193(1)Counterparty default
Solvency ratio of the counterparty, in %ratioFor an unrated insurer covering its MCR: last published ratio (eligible own funds ÷ SCR), in %. Left empty, it counts as 0 %: highest probability of default.Counterparty default
Solvency ratio of the insurance undertaking, in %ratioIn %. Eligible own funds ÷ SCR, latest available values. Enter 100 if the undertaking has not yet published its solvency and financial condition report (paragraph 6), if it is an insurer of an equivalent third country meeting its requirements (paragraph 7), or for an unrated credit or financial institution (paragraph 8).Market
Solvency ratio of the poolSRSR = (1 − P) ⊗ Σ EOFi ÷ Σ EOFi ÷ SRi + Σ Pj × SRj193(1) aCounterparty default
Solvency ratio of the pool memberSRi, SRjSRi, SRj = if(quality = "ratio" ; SR ; read(SRi ; quality))193(1) e to gCounterparty default
Specific factor used, sufficient history, gross not replaced (non-life)method usedmethod used = (length ≥ minimum length) ⊗ (NP′ > 0) ⊗ ((NP ≠ "") + 0 ⊗ σ(prem,s) gross) ⊗ (1 − ((premiums = "gross") + 0 ⊗ σ(prem,s) gross))Art. 218(1), Annex XVII F1, F2V1 undertaking-specific parameters
Specific factor used, sufficient history, gross not replaced (NSLT health)method usedmethod used = (length ≥ minimum length) ⊗ (NP′ > 0) ⊗ ((NP ≠ "") + 0 ⊗ σ(prem,s)) ⊗ (1 − ((premiums = "gross") + 0 ⊗ σ(prem,s)))Art. 218(1), Annex XVII F1, F2V1 undertaking-specific parameters
Specific increase in the amount of annuity benefits usedrevisionAnnuities not exposed to any material inflation risk (Article 218(1)(b) and (d)).V1 undertaking-specific parameters
Specific increase used and sufficient history (health)method usedmethod used = (read(revision ; "sante") = "yes") × (T ≥ minimum length)Annex XVII E(2) bV1 undertaking-specific parameters
Specific increase used and sufficient history (life)method usedmethod used = (read(revision ; "vie") = "yes") × (T ≥ minimum length)Annex XVII E(2) bV1 undertaking-specific parameters
Specified loss for earthquake by regionL(earthquake,r)L(earthquake,r) = aggregate_group(Corr(peril,r,i,j) [ peril_nat = "seisme" ] ; WSI(earthquake,r,i))122(2) and (5)Counterparty default · Non-life
Specified loss for flood by regionL(flood,r)L(flood,r) = aggregate_group(Corr(peril,r,i,j) [ peril_nat = "inondation" ] ; WSI(flood,r,i))123(2) and (5)Counterparty default · Non-life
Specified loss for hail by regionL(hail,r)L(hail,r) = aggregate_group(Corr(peril,r,i,j) [ peril_nat = "grele" ] ; WSI(hail,r,i))124(2) and (5)Counterparty default · Non-life
Specified loss for subsidence by regionL(subsidence,r)L(subsidence,r) = aggregate_group(Corr(peril,r,i,j) [ peril_nat = "affaissement" ] ; WSI(subsidence,r,i))125(2) and (5)Counterparty default · Non-life
Specified loss for windstorm by regionL(windstorm,r)L(windstorm,r) = aggregate_group(Corr(peril,r,i,j) [ peril_nat = "tempete" ] ; WSI(windstorm,r,i))121(2) and (5)Counterparty default · Non-life
Spread factor aiaiParameter table: Spread factors of bonds and loans (Article 176(3) and (4))DRMarket
Spread factor bibiParameter table: Spread factors of bonds and loans (Article 176(3) and (4))DRMarket
Spread factor by solvency ratio and durationstressParameter table: Spread factors of unrated insurance undertakings by solvency ratio (Article 180(4), table of Article 176(3))DRMarket
Spread factor of bonds and loans on unrated insurance undertakingsstressistressi = interp2(stress ; ratio ; max(dur ; minimum duration))180(4)Market
Spread factor of securitisation positionsstressistressi = min(ai + bi ⊗ (max(dur ; max(bound ; minimum duration)) − bound) ; 1)178Market
Spread factor of the specific exposuresstressistressi = min(ai + bi ⊗ (max(dur ; max(bound ; minimum duration)) − bound) ; 1)180(1), 3, 5, 11, 14Market
Spread factor of the unrated bond secured by collateralstressistressi = if(risk-adjusted collateral ≥ MV ; stressi(4) ÷ 2 ; if(MV ⊗ (1 − stressi(4)) < risk-adjusted collateral ; (stressi(4) + (MV − risk-adjusted collateral) ÷ MV) ÷ 2 ; stressi(4)))176(5)Market
Spread risk on bonds and loans, including the exposures of Article 180SCRbondsSCRbonds = if(simplifications ∋ "104" ; MVbonds × (somme(%MVi × stressi) + %MVnorating × min(durnorating × 3 % ; 1)) + ΔLiabul + sum(MV ⊗ stressi) + sum(MV ⊗ stressi) + sum(MV ⊗ stressi) ; max(0 ; sum(MV ⊗ stress) + sum(MV ⊗ stressi) + sum(MV ⊗ stressi) + sum(MV ⊗ stressi) − TP decrease spread))176, 180, 104, 176(5)Market
Spread risk on credit derivativesSCRcdSCRcd = max(0 ; loss spread up ; loss spread down)179Market
Spread risk on securitisation positionsSCRsecuritisationSCRsecuritisation = max(0 ; sum(MV ⊗ stressi) − TP decrease securitisation)178Market
Spread risk sub-moduleSCRspreadSCRspread = SCRbonds + SCRsecuritisation + SCRcd175Market
Spread shock factor of the classstressstress = if(Art. 105 ; min(ai_105 + bi_105 ⊗ (max(dur ; max(bound_105 ; minimum duration)) − bound_105) ; 1) ; if(105a ; min(ai + bi ⊗ (max(dur ; max(lower bound ; minimum duration)) − lower bound) ; 1) ; min(ai_fallback + bi_fallback ⊗ (max(dur ; max(bound_fallback ; minimum duration)) − bound_fallback) ; 1)))176, 105, 105aMarket
Standard deviation by NSLT health segmentσsσs = sqrt(σ(prem,s) ^ 2 ⊗ V(prem,s) ^ 2 + σ(prem,s) ⊗ V(prem,s) ⊗ σ(res,s) ⊗ V(res,s) + σ(res,s) ^ 2 ⊗ V(res,s) ^ 2) ÷ (V(prem,s) + V(res,s))148(2)Health
Standard deviation for non-life premium and reserve riskσnlσnl = aggregate(CorrS(s,t) ; σs ⊗ Vs) ÷ Vnl117(1)Non-life
Standard deviation for NSLT health premium and reserve riskσNSLThσNSLTh = aggregate(CorrHS(s,t) ; σs ⊗ Vs) ÷ VNSLTh148(1)Health
Standard deviation for NSLT health premium riskσ(prem,s)Parameter table: Standard deviations of NSLT health premium and reserve risk (Annex XIV)DRCounterparty default · Health · V1 undertaking-specific parameters
Standard deviation for NSLT health premium risk usedσ(prem,s)σ(prem,s) = if(V(prem,s) > 0 ; (σ(prem,s,HRES) ⊗ V(prem,s,HRES) + σ(prem,s) ⊗ (V(prem,s) − V(prem,s,HRES))) ÷ V(prem,s) ; σ(prem,s))148, 149(3)Counterparty default · Health
Standard deviation for NSLT health reserve riskσ(res,s)Parameter table: Standard deviations of NSLT health premium and reserve risk (Annex XIV)DRHealth · V1 undertaking-specific parameters
Standard deviation for NSLT health reserve risk usedσ(res,s)σ(res,s) = if(V(res,s) > 0 ; (σ(res,s,HRES) ⊗ V(res,s,HRES) + σ(res,s) ⊗ (V(res,s) − V(res,s,HRES))) ÷ V(res,s) ; σ(res,s))148, 149(4)Health
Standard deviation for premium and reserve risk of the segmentσsσs = sqrt(σ(prem,s) ^ 2 ⊗ V(prem,s) ^ 2 + σ(prem,s) ⊗ V(prem,s) ⊗ σ(res,s) ⊗ V(res,s) + σ(res,s) ^ 2 ⊗ V(res,s) ^ 2) ÷ (V(prem,s) + V(res,s))117(2)Non-life
Standard deviation for premium risk of business subject to the equalisation systemσ(prem,s,HRES)Parameter table: Standard deviations of business subject to the health risk equalisation system of the Netherlands (Implementing Regulation 2015/2013)DRCounterparty default · Health
Standard deviation for premium risk of the segmentσ(prem,s)σ(prem,s) = σ(prem,s) gross ⊗ NPs117(3)Counterparty default · Non-life · V1 undertaking-specific parameters
Standard deviation for premium risk of the segment, grossσ(prem,s) grossParameter table: Non-life premium and reserve standard deviationsDRCounterparty default · Non-life · V1 undertaking-specific parameters
Standard deviation for reserve risk of business subject to the equalisation systemσ(res,s,HRES)Parameter table: Standard deviations of business subject to the health risk equalisation system of the Netherlands (Implementing Regulation 2015/2013)DRHealth
Standard deviation for reserve risk of the segmentσ(res,s)Parameter table: Non-life premium and reserve standard deviationsDRNon-life · V1 undertaking-specific parameters
Standard deviation multipliermultiplierParameter table: Type 1 exposures (Articles 200, 201)DRCounterparty default
Standard deviation of the losses of type 1 exposuresσσ = sqrt(Vinter + Vintra)200(4)Counterparty default
Standard deviation of the number of annuity increases entered by the undertakingσNRead if PI8 = standard deviation entered by the undertaking, when the estimated standard deviation does not exceed the square root of the average number.V1 undertaking-specific parameters
Sum insured for earthquakeSI(seisme)In euros. Sum insured of the contracts of lines 7 and 19 (property damage) and 6 and 18 (onshore property in marine, aviation and transport) covering earthquake in the zone. Zone: first two digits of the postal code (département in France; Monaco = 06, Andorra = 09), unless Annex IX sets a specific division. Empty if none. Simplified calculation of Article 90b: the sum insured of a group of zones of the same region is entered on the zone of the group with the highest risk weight.Counterparty default · Non-life
Sum insured for floodSI(inondation)In euros. Sum insured of the contracts of lines 7 and 19 (property damage) and 6 and 18 (onshore property in marine, aviation and transport) covering flood in the zone. Zone: first two digits of the postal code (département in France; Monaco = 06, Andorra = 09), unless Annex IX sets a specific division. Empty if none. Simplified calculation of Article 90b: the sum insured of a group of zones of the same region is entered on the zone of the group with the highest risk weight.Counterparty default · Non-life
Sum insured for hailSI(grele)In euros. Sum insured of the contracts of lines 7 and 19 (property damage) and 6 and 18 (onshore property in marine, aviation and transport) covering hail in the zone. Zone: first two digits of the postal code (département in France; Monaco = 06, Andorra = 09), unless Annex IX sets a specific division. Empty if none. Simplified calculation of Article 90b: the sum insured of a group of zones of the same region is entered on the zone of the group with the highest risk weight.Counterparty default · Non-life
Sum insured for subsidenceSI(affaissement)In euros. Sum insured of the contracts of lines 7 and 19 covering subsidence of residential buildings in the zone. Empty if none. Simplified calculation of Article 90b: the sum insured of a group of zones of the same region is entered on the zone of the group with the highest risk weight.Counterparty default · Non-life
Sum insured for windstormSI(tempete)In euros. Sum insured of the contracts of lines 7 and 19 (property damage) and 6 and 18 (onshore property in marine, aviation and transport) covering windstorm in the zone. Zone: first two digits of the postal code (département in France; Monaco = 06, Andorra = 09), unless Annex IX sets a specific division. Empty if none. Simplified calculation of Article 90b: the sum insured of a group of zones of the same region is entered on the zone of the group with the highest risk weight.Counterparty default · Non-life
Sum insured of the credit and suretyship exposuresum insuredIn euros. The two exposures of lines 9 and 21 with the largest net loss (10 % of the sum insured less recoverables), aggregated by group of entities. Empty if none.Counterparty default · Non-life
Sum insured of vehicles for flood and hailSI(motor)In euros. Sum insured of the contracts of lines 5 and 17 (motor vehicle damage) covering flood or hail in the zone; weighted by the calculation (× 1.5 for flood, × 5 then × 10 for hail). Empty if none.Counterparty default · Non-life
Sum of negative surrender strains, in absolute value (Article 102(2))SdownIn euros, entered as a positive amount.Health · V2 transitional interest rates · V4 extrapolation
Sum of negative surrender strains, in absolute value (Article 95(2))SdownIn euros, entered as a positive amount.Life · V2 transitional interest rates · V4 extrapolation
Sum of positive surrender strains (Article 102(1))SupIn euros. Surrender strain: amount payable on lapse, net of amounts recoverable from policyholders or intermediaries, less the technical provisions without a risk margin (paragraph 3).Health · V2 transitional interest rates · V4 extrapolation
Sum of positive surrender strains (Article 95(1))SupIn euros. Surrender strain: amount payable on lapse, net of amounts recoverable from policyholders or intermediaries, less the technical provisions without a risk margin (paragraph 3).Life · V2 transitional interest rates · V4 extrapolation
Symmetric adjustment assumed by the undertaking at the valuation date, not yet published by EIOPASA assumptionIn %, within the bounds of the text (−10 and +10; −13 and +13 from 30/01/2027). Market assumption for a valuation after the last EIOPA publication (projection, plan); brought within the bounds. Empty: last published value.Market
Symmetric adjustment of the equity capital charge published by EIOPASAParameter table: Symmetric adjustment of the equity capital charge (daily value published by EIOPA)EIOPA_SAMarket
Symmetric adjustment used for the equity shockSASA = if((valuation date > last SA publication) × entered(SA assumption) ; min(max(SA assumption ÷ % per 1 ; SA min) ; SA max) ; SA)172(2)Market
Technical provisions at 01/01/2016 under the current regimeTP 01/01/2016In euros. Technical provisions, net of the amounts recoverable from reinsurance and special purpose vehicles, calculated at 01/01/2016 according to Article 76 of the Directive (or recalculated at the date of the last recalculation allowed by the supervisory authority).V3 transitional provisions
Technical provisions factor of operational risk after the transitional deductionTP factorTP factor = 1204Operational risk · V3 transitional provisions
Technical provisions factor of the MCR after the transitional deductionTP factorTP factor = 1250, 251MCR · V3 transitional provisions
Technical provisions on the day before 01/01/2016 under the previous regimeTP previous regimeIn euros. Technical provisions net of reinsurance calculated according to the provisions in force on the day before the application of the Directive (or at the date of the last recalculation).V3 transitional provisions
Technical provisions without a risk margin of the segment, net of reinsuranceTP(nl,s)In euros. Best estimate net of the amounts recoverable from reinsurance and special purpose vehicles (excluding those of Article 41(3) and (5)), floor 0; before the transitional deduction (variant V3). Empty if none.MCR · V2 transitional interest rates · V3 transitional provisions · V4 extrapolation
Technical provisions without risk margin in relation to future discretionary benefitsFDBIn euros. Cap of the adjustment for the loss-absorbing capacity of technical provisions (Article 206(1)(c)). 0 if none.Loss absorption · V2 transitional interest rates · V4 extrapolation
Tier 1 basic own fundsT1In euros. Basic own funds classified in Tier 1, including restricted items (template S.23.01).Own funds · V2 transitional interest rates · V3 transitional provisions · V4 extrapolation
Tier 1 usedT1T1 = T1 − T1 restricted + T1 restricted eligible82(3)Own funds
Tier 2 basic own fundsT2In euros. Basic own funds classified in Tier 2 (template S.23.01).Own funds · V2 transitional interest rates · V4 extrapolation
Tier 2 including the excess of restricted Tier 1 itemsT2T2 = T2 + T1 restricted − T1 restricted eligible72(j)Own funds
Tier 3 basic own fundsT3In euros. Basic own funds classified in Tier 3 (template S.23.01).Own funds · V2 transitional interest rates · V4 extrapolation
Total capital at risk of life contractsCARIn euros. Sum over life contracts of: amount payable on death or disability (plus present value of future payments not covered), net of reinsurance, less the net best estimate, floor 0 per contract. 0 if none.MCR · V2 transitional interest rates · V4 extrapolation
Total capital at risk of policies with a positive capital at risk (Article 96)sum CARiIn euros. Sum, over the contracts with a positive capital at risk, of the amount currently paid on death and the present value of the future amounts on immediate death, less the best estimate, net of reinsurance.Life · V2 transitional interest rates · V4 extrapolation
Total losses-given-default of type 1 exposuressum LGDsum LGD = sum(LGD)200Counterparty default
Total risk-mitigating effect to be allocated (Articles 107, 107a)RMre,all / RMtotalIn euros. Article 107: underwriting capital requirement without any reinsurance arrangement or securitisation less the underwriting capital requirement (RMre,all). Article 107a, from 30/01/2027: hypothetical Basic SCR, with nil counterparty default, without the reinsurance arrangements, securitisations and derivatives concerned, less the hypothetical Basic SCR with them, nil default (RMtotal). Allocated between the exposures in proportion to the value of the exposure.Counterparty default
Transitional deduction from technical provisionstransitional deductiontransitional deduction = sum(deduction)Dir. 308d(1)V3 transitional provisions
Transitional deduction of the risk groupdeductiondeduction = if(limit + 0 × spread > 0 ; min(if(share applied + 0 × spread > 0 ; min(share applied ; transitional share) ; transitional share) ⊗ if(PI12 = "yes" ; spread ; max(spread ; 0)) ; limit) ; if(share applied + 0 × spread > 0 ; min(share applied ; transitional share) ; transitional share) ⊗ if(PI12 = "yes" ; spread ; max(spread ; 0)))Dir. 308d(2) and (3)V3 transitional provisions
Transitional share of the yeartransitional shareParameter table: Transitional share of the interest rate adjustment and of the deduction from technical provisionsDir. 308c(2), 308d(2)V3 transitional provisions
Type covered by Article 107scope_107Parameter table: Simplified counterparty default calculations by type of exposure (Articles 107, 107a, 112a)DRCounterparty default
Type covered by Article 107ascope_107aParameter table: Simplified counterparty default calculations by type of exposure (Articles 107, 107a, 112a)DRCounterparty default
Type of the co-reinsurance exposuretypeA: reinsurance ceded to a pool, amount entered according to Article 192; B: amount ceded to the member (194(1), BEC; with Article 109, amount ceded to the pool BEU) or to the pool (194(2), BEU); C: amount ceded by the pool to the external counterparty (BECE; with Article 109, share of the undertaking BECEP). Type: reinsurance (192(2)), the recovery rate depends on the encumbered assets.Counterparty default
Type of the exposuretypeSelects the formula of the loss-given-default (Article 192).Counterparty default
Ultimate claim amount (method 1) or aggregate annual losses (method 2)YiIn euros, estimated in the reporting year, without the expenses incurred in servicing (F1(2), F2(2)).V1 undertaking-specific parameters
Underwriting risk covered by the proportional reinsurancejArticle 108: proportional reinsurance whose amounts recoverable are not negative; the risk-mitigating effect is calculated. Empty: effect entered.Counterparty default
Upper bound of the symmetric adjustmentSA maxParameter table: Symmetric adjustment of the equity capital charge (daily value published by EIOPA)EIOPA_SAMarket
Value of all assets heldvalue of assetsIn euros. Total assets of the prudential balance sheet.Market
Value of assets sensitive to the currencyassetsIn euros. Value of assets whose value depends on the exchange rate of the currency: securities and deposits denominated in the currency, and the currency part of funds looked through. Leave empty the currencies without exposure; the row of the local currency is ignored.Market
Value of bonds and loansMVIn euros. Market value of bonds and loans (including bank deposits, excluding the mortgage loans of Article 191) of the class: credit quality step and modified duration band. The exposures of Article 180 are entered separately; those of paragraph 2 (ECB, Member States, multilateral development banks, international organisations, and exposures guaranteed by them) have a nil factor and are not entered.Market
Value of bonds and loans on the insurance undertakingMVIn euros. Bonds and loans on an insurance or reinsurance undertaking without a credit assessment that covers its MCR (Article 180(4)).Market
Value of bonds and loans without a credit assessmentMVbonds × %MVnoratingMVbonds × %MVnorating = sum(MV ⊗ unrated)104(1)(d)Market
Value of defaulted and renegotiated loansLoan defaultIn euros. 0 if none.Counterparty default
Value of equitiesvalueIn euros. Market value of the equities held, by category (Solvency II balance sheet, template S.06.02).Market
Value of intangible assetsVintangibleIn euros. Value of intangible assets in the Solvency II balance sheet (often nil).Intangible assets
Value of liabilities sensitive to the currencyliabilitiesIn euros. Value of liabilities, including technical provisions, whose value depends on the exchange rate of the currency.Market
Value of other type 2 exposuresLGD otherIn euros. Receivables from intermediaries due for three months or less, policyholder debtors, and, beyond 15 names, deposits with ceding undertakings and called but unpaid commitments (Article 189(3)). 0 if none.Counterparty default
Value of property assetsproperty valueIn euros. Land, buildings, immovable-property rights, and property held for own use (Article 174). Property funds and securities looked through count for their property part. 0 if none.Market
Value of securitisation positionsMVIn euros. Value of securitisation positions by category (STS within the meaning of Article 243 of Regulation (EU) No 575/2013, resecuritisation, other; “senior”: senior positions), credit quality step and duration band. Do not enter the positions of Article 180(10) and (10a) (nil factor). The type 1 securitisations before 2019 of Article 178a(1) go to rated senior STS.Market
Value of the assets excluded from the calculation base for concentrationexcluded assetsIn euros. Assets held in respect of unit-linked contracts, intra-group exposures of Article 184(2)(b), participations deducted from own funds (Article 68), exposures of the counterparty default module, deferred tax assets, intangible assets, equities with a negative value. Captive, Article 106 used: add the intra-group asset pooling arrangements covered by legally binding netting agreements.Market
Value of the exposureexposureIn euros. Reinsurance: best estimate of the amounts recoverable and corresponding debts; derivative: value of the derivative; repurchase agreement and securities lending: value of the securities or cash lent; commitment given: nominal value less its balance sheet value; contribution: its amount; others: balance sheet value. Net of the liabilities that may be set off (Article 192(1)).Counterparty default
Value of the immovable propertyEIn euros. The same building forms a single property (Article 182(1)).Market
Value of the mortgage loanLoanIn euros. Retail loan meeting the requirements of Article 191(2) to (13); one row per loan or per group of loans with identical characteristics.Counterparty default
Value of the secured bond or loanMVIn euros. Bond or loan without a credit assessment whose debtor has provided collateral meeting Article 214; not to be entered also in the classes without a credit assessment.Market
Value of the specific exposuresMVIn euros. Market value of the bonds and loans of Article 180 by category: covered bonds with credit quality step 0 or 1 (paragraph 1); non-EU central governments and central banks in their currency, rated (paragraph 3), regional governments and local authorities of Member States not treated as the central government going to credit quality step 2 (paragraphs 3a and 3b); qualifying infrastructure investments (paragraph 11, step 3 if unrated, paragraph 13) and qualifying infrastructure corporate investments (paragraph 14, step 3 if the entity is unrated, paragraph 16); unrated insurance and reinsurance undertakings not covering their MCR (paragraph 5).Market
Value-weighted average modified durationdurIn years. Average modified duration of the securities of the class, weighted by their value; a duration lower than 1 year counts as 1 year.Market
Volume measure by NSLT health segmentVsVs = (V(prem,s) + V(res,s)) ⊗ (0,75 + 0,25 × DIVs)147(2)Health
Volume measure for NSLT health premium and reserve riskVNSLThVNSLTh = sum(Vs)147(1)Health
Volume measure for NSLT health premium riskV(prem,s)V(prem,s) = if(Art. 116(4) ; Ps ; max(Ps ; P(last,s))) + FP(existing,s) + FP(future,s)147(3) and (4)Counterparty default · Health
Volume measure for NSLT health reserve riskV(res,s)V(res,s) = V(res,s)147(6)Health
Volume measure for premium risk of business subject to the equalisation systemV(prem,s,HRES)In euros. Part of the volume measure for premium risk of the segment subject to the equalisation system, calculated as in Article 147. Only the medical expense segment has a set standard deviation (Implementing Regulation 2015/2013); elsewhere the input has no effect.Counterparty default · Health
Volume measure for premium risk of the homogeneous risk groupV(prem,h)In euros (Article 116(3)). Empty: weight 1.V1 undertaking-specific parameters
Volume measure for premium risk of the segmentV(prem,s)V(prem,s) = if(Art. 116(4) ; Ps ; max(Ps ; P(last,s))) + FP(existing,s) + FP(future,s)116(3)Counterparty default · Non-life
Volume measure for premium risk of the segment without the contractPshypIn euros (Article 116(3) or (4), Article 147(3) or (4)).Counterparty default
Volume measure for premium risk subject to the equalisation systemV(prem,s,HRES)V(prem,s,HRES) = if(σ(prem,s,HRES) > 0 ; min(V(prem,s,HRES) ; V(prem,s)) ; 0)149(3)Counterparty default · Health
Volume measure for reserve risk of business subject to the equalisation systemV(res,s,HRES)In euros. Part of the best estimate for claims provisions of the segment subject to the equalisation system (Article 147).Health
Volume measure for reserve risk of the segmentV(res,s)V(res,s) = BE claims116(5)Non-life
Volume measure for reserve risk subject to the equalisation systemV(res,s,HRES)V(res,s,HRES) = if(σ(res,s,HRES) > 0 ; min(V(res,s,HRES) ; V(res,s)) ; 0)149(4)Health
Volume measure of the module at the date of the full calculationVolumek0In euros. Volume measure specific to the undertaking, justified to the supervisory authority.Counterparty default · Life · Health · Non-life · Intangible assets
Volume measure of the module at the valuation dateVolumektIn euros. Same volume measure, at the valuation date.Counterparty default · Life · Health · Non-life · Intangible assets
Volume measure of the segmentVsVs = (V(prem,s) + V(res,s)) ⊗ (fixed share + diversified share × DIVs)116(2)Non-life
Weighted average credit quality step of the single namecredit quality stepAverage of the credit quality steps of the exposures of the name, weighted by their value (Article 182(4) to (11)); the calculation rounds it up to the next integer. Without a credit assessment: insurer according to its solvency ratio (196 % → 1, 175 % → 2, 122 % → 3, 100 % → 3.82, 95 % → 5, interpolated; 6 if it does not cover its MCR; 3.82 before its first public report), compliant credit institution 3.82, others 5. Simplified calculation of Article 105a used: the eligible unrated bonds count at credit quality step 3.Market
Weighted average inflation rate of medical payments (Article 99)iAs a decimal. Weighted by the present value of the medical payments of the best estimate.Health
Weighted average inflation rate of the best estimate (Article 101)iAs a decimal. Weighted by the present value of the expenses incurred in servicing existing health obligations.Health
Weighted average inflation rate of the best estimate (Article 94)iAs a decimal (0.02 for 2 %). Weighted by the present value of the expenses incurred in servicing existing life obligations.Life
Weighted sum insured for earthquake by zoneWSI(earthquake,r,i)WSI(earthquake,r,i) = if(lower cat losses = "yes" ; if(lower amount > 0 ; min(lower amount ; read_group(Q(peril,r) [ peril_nat = "seisme" ] ; (W(peril,r,i) [ peril_nat = "seisme" ] + PI14 × single zone [ peril_nat = "seisme" ])) ⊗ (W(peril,r,i) [ peril_nat = "seisme" ] + PI14 × single zone [ peril_nat = "seisme" ]) ⊗ (SI(seisme))) ; read_group(Q(peril,r) [ peril_nat = "seisme" ] ; (W(peril,r,i) [ peril_nat = "seisme" ] + PI14 × single zone [ peril_nat = "seisme" ])) ⊗ (W(peril,r,i) [ peril_nat = "seisme" ] + PI14 × single zone [ peril_nat = "seisme" ]) ⊗ (SI(seisme))) ; read_group(Q(peril,r) [ peril_nat = "seisme" ] ; (W(peril,r,i) [ peril_nat = "seisme" ] + PI14 × single zone [ peril_nat = "seisme" ])) ⊗ (W(peril,r,i) [ peril_nat = "seisme" ] + PI14 × single zone [ peril_nat = "seisme" ]) ⊗ (SI(seisme)))122(3) to (7), 122(3)Counterparty default · Non-life
Weighted sum insured for flood by zoneWSI(flood,r,i)WSI(flood,r,i) = if(lower cat losses = "yes" ; if(lower amount > 0 ; min(lower amount ; read_group(Q(peril,r) [ peril_nat = "inondation" ] ; (W(peril,r,i) [ peril_nat = "inondation" ] + PI14 × single zone [ peril_nat = "inondation" ])) ⊗ (W(peril,r,i) [ peril_nat = "inondation" ] + PI14 × single zone [ peril_nat = "inondation" ]) ⊗ (SI(inondation) + motor weighting [ peril_nat = "inondation" ] × SI(motor))) ; read_group(Q(peril,r) [ peril_nat = "inondation" ] ; (W(peril,r,i) [ peril_nat = "inondation" ] + PI14 × single zone [ peril_nat = "inondation" ])) ⊗ (W(peril,r,i) [ peril_nat = "inondation" ] + PI14 × single zone [ peril_nat = "inondation" ]) ⊗ (SI(inondation) + motor weighting [ peril_nat = "inondation" ] × SI(motor))) ; read_group(Q(peril,r) [ peril_nat = "inondation" ] ; (W(peril,r,i) [ peril_nat = "inondation" ] + PI14 × single zone [ peril_nat = "inondation" ])) ⊗ (W(peril,r,i) [ peril_nat = "inondation" ] + PI14 × single zone [ peril_nat = "inondation" ]) ⊗ (SI(inondation) + motor weighting [ peril_nat = "inondation" ] × SI(motor)))123(3) to (7), 123(6)Counterparty default · Non-life
Weighted sum insured for hail by zoneWSI(hail,r,i)WSI(hail,r,i) = if(lower cat losses = "yes" ; if(lower amount > 0 ; min(lower amount ; read_group(Q(peril,r) [ peril_nat = "grele" ] ; (W(peril,r,i) [ peril_nat = "grele" ] + PI14 × single zone [ peril_nat = "grele" ])) ⊗ (W(peril,r,i) [ peril_nat = "grele" ] + PI14 × single zone [ peril_nat = "grele" ]) ⊗ (SI(grele) + motor weighting [ peril_nat = "grele" ] × SI(motor))) ; read_group(Q(peril,r) [ peril_nat = "grele" ] ; (W(peril,r,i) [ peril_nat = "grele" ] + PI14 × single zone [ peril_nat = "grele" ])) ⊗ (W(peril,r,i) [ peril_nat = "grele" ] + PI14 × single zone [ peril_nat = "grele" ]) ⊗ (SI(grele) + motor weighting [ peril_nat = "grele" ] × SI(motor))) ; read_group(Q(peril,r) [ peril_nat = "grele" ] ; (W(peril,r,i) [ peril_nat = "grele" ] + PI14 × single zone [ peril_nat = "grele" ])) ⊗ (W(peril,r,i) [ peril_nat = "grele" ] + PI14 × single zone [ peril_nat = "grele" ]) ⊗ (SI(grele) + motor weighting [ peril_nat = "grele" ] × SI(motor)))124(3) to (7), 124(6)Counterparty default · Non-life
Weighted sum insured for subsidence by zoneWSI(subsidence,r,i)WSI(subsidence,r,i) = if(lower cat losses = "yes" ; if(lower amount > 0 ; min(lower amount ; read_group(Q(peril,r) [ peril_nat = "affaissement" ] ; (W(peril,r,i) [ peril_nat = "affaissement" ] + PI14 × single zone [ peril_nat = "affaissement" ])) ⊗ (W(peril,r,i) [ peril_nat = "affaissement" ] + PI14 × single zone [ peril_nat = "affaissement" ]) ⊗ (SI(affaissement))) ; read_group(Q(peril,r) [ peril_nat = "affaissement" ] ; (W(peril,r,i) [ peril_nat = "affaissement" ] + PI14 × single zone [ peril_nat = "affaissement" ])) ⊗ (W(peril,r,i) [ peril_nat = "affaissement" ] + PI14 × single zone [ peril_nat = "affaissement" ]) ⊗ (SI(affaissement))) ; read_group(Q(peril,r) [ peril_nat = "affaissement" ] ; (W(peril,r,i) [ peril_nat = "affaissement" ] + PI14 × single zone [ peril_nat = "affaissement" ])) ⊗ (W(peril,r,i) [ peril_nat = "affaissement" ] + PI14 × single zone [ peril_nat = "affaissement" ]) ⊗ (SI(affaissement)))125(3) to (7), 125(2)Counterparty default · Non-life
Weighted sum insured for windstorm by zoneWSI(windstorm,r,i)WSI(windstorm,r,i) = if(lower cat losses = "yes" ; if(lower amount > 0 ; min(lower amount ; read_group(Q(peril,r) [ peril_nat = "tempete" ] ; (W(peril,r,i) [ peril_nat = "tempete" ] + PI14 × single zone [ peril_nat = "tempete" ])) ⊗ (W(peril,r,i) [ peril_nat = "tempete" ] + PI14 × single zone [ peril_nat = "tempete" ]) ⊗ (SI(tempete))) ; read_group(Q(peril,r) [ peril_nat = "tempete" ] ; (W(peril,r,i) [ peril_nat = "tempete" ] + PI14 × single zone [ peril_nat = "tempete" ])) ⊗ (W(peril,r,i) [ peril_nat = "tempete" ] + PI14 × single zone [ peril_nat = "tempete" ]) ⊗ (SI(tempete))) ; read_group(Q(peril,r) [ peril_nat = "tempete" ] ; (W(peril,r,i) [ peril_nat = "tempete" ] + PI14 × single zone [ peril_nat = "tempete" ])) ⊗ (W(peril,r,i) [ peril_nat = "tempete" ] + PI14 × single zone [ peril_nat = "tempete" ]) ⊗ (SI(tempete)))121(3) to (7), 121(6)Counterparty default · Non-life
Weighting of motor sums insuredmotor weightingParameter table: Weighting of motor sums insured (Articles 123(7), 124(7))DRCounterparty default · Non-life
Weights of the homogeneous risk groups (non-life)V(prem,h)V(prem,h) = V(prem,h) + 0 ⊗ b1 + (V(prem,h) + 0 ⊗ b1 = 0)Annex XVII F1(7), F2(5)V1 undertaking-specific parameters
Weights of the homogeneous risk groups (NSLT health)V(prem,h)V(prem,h) = V(prem,h) + 0 ⊗ b1 + (V(prem,h) + 0 ⊗ b1 = 0)Annex XVII F1(7), F2(5)V1 undertaking-specific parameters
Written premiums, net of reinsurance, during the last 12 months of the segmentPsIn euros, floor 0. Empty if none.MCR
“catastrophe” factor of the life simplified calculationscatastropheParameter table: Factors of the simplified calculations of life underwriting risk (Articles 91 to 96)DRLife
“concentration threshold 106” factor of the simplified calculations for captivesconcentration_threshold_106Parameter table: Factors of the simplified calculation for captives (Articles 90, 106)DRMarket
“disability 1” factor of the life simplified calculationsdisability_1Parameter table: Factors of the simplified calculations of life underwriting risk (Articles 91 to 96)DRLife
“disability 1” factor of the SLT health simplified calculationsdisability_1Parameter table: Factors of the simplified calculations of SLT health underwriting risk (Articles 97 to 102)DRHealth
“disability 2” factor of the life simplified calculationsdisability_2Parameter table: Factors of the simplified calculations of life underwriting risk (Articles 91 to 96)DRLife
“disability 2” factor of the SLT health simplified calculationsdisability_2Parameter table: Factors of the simplified calculations of SLT health underwriting risk (Articles 97 to 102)DRHealth
“disability 3” factor of the life simplified calculationsdisability_3Parameter table: Factors of the simplified calculations of life underwriting risk (Articles 91 to 96)DRLife
“disability 3” factor of the SLT health simplified calculationsdisability_3Parameter table: Factors of the simplified calculations of SLT health underwriting risk (Articles 97 to 102)DRHealth
“discounting lag” factor of the life simplified calculationsdiscounting_lagParameter table: Factors of the simplified calculations of life underwriting risk (Articles 91 to 96)DRLife
“discounting lag” factor of the SLT health simplified calculationsdiscounting_lagParameter table: Factors of the simplified calculations of SLT health underwriting risk (Articles 97 to 102)DRHealth
“expense” factor of the life simplified calculationsexpenseParameter table: Factors of the simplified calculations of life underwriting risk (Articles 91 to 96)DRLife
“expense” factor of the SLT health simplified calculationsexpenseParameter table: Factors of the simplified calculations of SLT health underwriting risk (Articles 97 to 102)DRHealth
“inflation shock” factor of the life simplified calculationsinflation_shockParameter table: Factors of the simplified calculations of life underwriting risk (Articles 91 to 96)DRLife
“inflation shock” factor of the SLT health simplified calculationsinflation_shockParameter table: Factors of the simplified calculations of SLT health underwriting risk (Articles 97 to 102)DRHealth
“lapse rate decrease” factor of the life simplified calculationslapse_rate_downParameter table: Factors of the simplified calculations of life underwriting risk (Articles 91 to 96)DRLife
“lapse rate increase” factor of the life simplified calculationslapse_rate_upParameter table: Factors of the simplified calculations of life underwriting risk (Articles 91 to 96)DRLife
“lapse rate increase” factor of the SLT health simplified calculationslapse_rate_upParameter table: Factors of the simplified calculations of SLT health underwriting risk (Articles 97 to 102)DRHealth
“lapse” factor of the life simplified calculationslapseParameter table: Factors of the simplified calculations of life underwriting risk (Articles 91 to 96)DRLife
“lapse” factor of the SLT health simplified calculationslapseParameter table: Factors of the simplified calculations of SLT health underwriting risk (Articles 97 to 102)DRHealth
“longevity” factor of the life simplified calculationslongevityParameter table: Factors of the simplified calculations of life underwriting risk (Articles 91 to 96)DRLife
“longevity” factor of the SLT health simplified calculationslongevityParameter table: Factors of the simplified calculations of SLT health underwriting risk (Articles 97 to 102)DRHealth
“medical expense” factor of the SLT health simplified calculationsmedical_expenseParameter table: Factors of the simplified calculations of SLT health underwriting risk (Articles 97 to 102)DRHealth
“mortality” factor of the life simplified calculationsmortalityParameter table: Factors of the simplified calculations of life underwriting risk (Articles 91 to 96)DRLife
“mortality” factor of the SLT health simplified calculationsmortalityParameter table: Factors of the simplified calculations of SLT health underwriting risk (Articles 97 to 102)DRHealth
“premium share” factor of the simplified calculations for captivespremium_shareParameter table: Factors of the simplified calculation for captives (Articles 90, 106)DRNon-life
“progression” factor of the life simplified calculationsprogressionParameter table: Factors of the simplified calculations of life underwriting risk (Articles 91 to 96)DRLife
“progression” factor of the SLT health simplified calculationsprogressionParameter table: Factors of the simplified calculations of SLT health underwriting risk (Articles 97 to 102)DRHealth
“share of the squared sum” factor of the simplified calculations for captivesshare_squared_sumParameter table: Factors of the simplified calculation for captives (Articles 90, 106)DRNon-life
“share of the sum of squares” factor of the simplified calculations for captivesshare_sum_squaresParameter table: Factors of the simplified calculation for captives (Articles 90, 106)DRNon-life