Die nachfolgende Grafik zeigt die Entwicklung der durch die Libera ermittelten Diskontierungsfaktoren der letzten zwölf Monate auf der Basis eines repräsentativen Cash-Flows für die Durationen von 10, 15 und 20 Jahren.
Bestimmen Sie selbst den passenden Diskontierungsfaktor per 31. Januar 2026 für die gewünschte Duration!
Die Duration entspricht der cashflow-gewichteten Laufzeit aller Verpflichtungen.
Sie finden die Zahl in den Resultaten der letzten Berechnungen der Pensionsverpflichtungen.
Passender Diskontierungsfaktor (linear interpoliert):
| 0 | 0.0746% |
| 0.1 | 0.1043% |
| 0.2 | 0.1339% |
| 0.3 | 0.1636% |
| 0.4 | 0.1933% |
| 0.5 | 0.2230% |
| 0.6 | 0.2527% |
| 0.7 | 0.2823% |
| 0.8 | 0.3120% |
| 0.9 | 0.3417% |
| 1 | 0.3714% |
| 1.1 | 0.3776% |
| 1.2 | 0.3837% |
| 1.3 | 0.3899% |
| 1.4 | 0.3961% |
| 1.5 | 0.4022% |
| 1.6 | 0.4084% |
| 1.7 | 0.4146% |
| 1.8 | 0.4208% |
| 1.9 | 0.4269% |
| 2 | 0.4331% |
| 2.1 | 0.4434% |
| 2.2 | 0.4536% |
| 2.3 | 0.4639% |
| 2.4 | 0.4741% |
| 2.5 | 0.4843% |
| 2.6 | 0.4946% |
| 2.7 | 0.5048% |
| 2.8 | 0.5151% |
| 2.9 | 0.5253% |
| 3 | 0.5356% |
| 3.1 | 0.5467% |
| 3.2 | 0.5577% |
| 3.3 | 0.5688% |
| 3.4 | 0.5799% |
| 3.5 | 0.5909% |
| 3.6 | 0.6020% |
| 3.7 | 0.6131% |
| 3.8 | 0.6242% |
| 3.9 | 0.6352% |
| 4 | 0.6463% |
| 4.1 | 0.6567% |
| 4.2 | 0.6672% |
| 4.3 | 0.6776% |
| 4.4 | 0.6881% |
| 4.5 | 0.6985% |
| 4.6 | 0.7090% |
| 4.7 | 0.7194% |
| 4.8 | 0.7299% |
| 4.9 | 0.7403% |
| 5 | 0.7508% |
| 5.1 | 0.7600% |
| 5.2 | 0.7693% |
| 5.3 | 0.7786% |
| 5.4 | 0.7879% |
| 5.5 | 0.7971% |
| 5.6 | 0.8064% |
| 5.7 | 0.8157% |
| 5.8 | 0.8250% |
| 5.9 | 0.8343% |
| 6 | 0.8435% |
| 6.1 | 0.8515% |
| 6.2 | 0.8595% |
| 6.3 | 0.8675% |
| 6.4 | 0.8755% |
| 6.5 | 0.8835% |
| 6.6 | 0.8915% |
| 6.7 | 0.8995% |
| 6.8 | 0.9075% |
| 6.9 | 0.9155% |
| 7 | 0.9235% |
| 7.1 | 0.9303% |
| 7.2 | 0.9371% |
| 7.3 | 0.9439% |
| 7.4 | 0.9508% |
| 7.5 | 0.9576% |
| 7.6 | 0.9644% |
| 7.7 | 0.9712% |
| 7.8 | 0.9780% |
| 7.9 | 0.9848% |
| 8 | 0.9916% |
| 8.1 | 0.9973% |
| 8.2 | 1.0031% |
| 8.3 | 1.0088% |
| 8.4 | 1.0146% |
| 8.5 | 1.0204% |
| 8.6 | 1.0261% |
| 8.7 | 1.0319% |
| 8.8 | 1.0376% |
| 8.9 | 1.0434% |
| 9 | 1.0491% |
| 9.1 | 1.0540% |
| 9.2 | 1.0589% |
| 9.3 | 1.0638% |
| 9.4 | 1.0686% |
| 9.5 | 1.0735% |
| 9.6 | 1.0784% |
| 9.7 | 1.0833% |
| 9.8 | 1.0881% |
| 9.9 | 1.0930% |
| 10 | 1.0979% |
| 10.1 | 1.1014% |
| 10.2 | 1.1050% |
| 10.3 | 1.1085% |
| 10.4 | 1.1121% |
| 10.5 | 1.1157% |
| 10.6 | 1.1192% |
| 10.7 | 1.1228% |
| 10.8 | 1.1263% |
| 10.9 | 1.1299% |
| 11 | 1.1334% |
| 11.1 | 1.1364% |
| 11.2 | 1.1393% |
| 11.3 | 1.1423% |
| 11.4 | 1.1452% |
| 11.5 | 1.1482% |
| 11.6 | 1.1511% |
| 11.7 | 1.1541% |
| 11.8 | 1.1570% |
| 11.9 | 1.1600% |
| 12 | 1.1630% |
| 12.1 | 1.1654% |
| 12.2 | 1.1679% |
| 12.3 | 1.1703% |
| 12.4 | 1.1728% |
| 12.5 | 1.1752% |
| 12.6 | 1.1777% |
| 12.7 | 1.1802% |
| 12.8 | 1.1826% |
| 12.9 | 1.1851% |
| 13 | 1.1875% |
| 13.1 | 1.1896% |
| 13.2 | 1.1916% |
| 13.3 | 1.1937% |
| 13.4 | 1.1957% |
| 13.5 | 1.1978% |
| 13.6 | 1.1998% |
| 13.7 | 1.2019% |
| 13.8 | 1.2039% |
| 13.9 | 1.2060% |
| 14 | 1.2081% |
| 14.1 | 1.2098% |
| 14.2 | 1.2115% |
| 14.3 | 1.2132% |
| 14.4 | 1.2149% |
| 14.5 | 1.2166% |
| 14.6 | 1.2183% |
| 14.7 | 1.2201% |
| 14.8 | 1.2218% |
| 14.9 | 1.2235% |
| 15 | 1.2252% |
| 15.1 | 1.2266% |
| 15.2 | 1.2281% |
| 15.3 | 1.2295% |
| 15.4 | 1.2310% |
| 15.5 | 1.2324% |
| 15.6 | 1.2338% |
| 15.7 | 1.2353% |
| 15.8 | 1.2367% |
| 15.9 | 1.2381% |
| 16 | 1.2396% |
| 16.1 | 1.2408% |
| 16.2 | 1.2420% |
| 16.3 | 1.2432% |
| 16.4 | 1.2444% |
| 16.5 | 1.2456% |
| 16.6 | 1.2468% |
| 16.7 | 1.2480% |
| 16.8 | 1.2492% |
| 16.9 | 1.2504% |
| 17 | 1.2516% |
| 17.1 | 1.2526% |
| 17.2 | 1.2536% |
| 17.3 | 1.2547% |
| 17.4 | 1.2557% |
| 17.5 | 1.2567% |
| 17.6 | 1.2577% |
| 17.7 | 1.2587% |
| 17.8 | 1.2597% |
| 17.9 | 1.2607% |
| 18 | 1.2617% |
| 18.1 | 1.2626% |
| 18.2 | 1.2634% |
| 18.3 | 1.2642% |
| 18.4 | 1.2651% |
| 18.5 | 1.2659% |
| 18.6 | 1.2668% |
| 18.7 | 1.2676% |
| 18.8 | 1.2685% |
| 18.9 | 1.2693% |
| 19 | 1.2701% |
| 19.1 | 1.2708% |
| 19.2 | 1.2715% |
| 19.3 | 1.2722% |
| 19.4 | 1.2729% |
| 19.5 | 1.2736% |
| 19.6 | 1.2743% |
| 19.7 | 1.2750% |
| 19.8 | 1.2757% |
| 19.9 | 1.2764% |
| 20 | 1.2771% |
| 20.1 | 1.2783% |
| 20.2 | 1.2795% |
| 20.3 | 1.2806% |
| 20.4 | 1.2818% |
| 20.5 | 1.2830% |
| 20.6 | 1.2841% |
| 20.7 | 1.2853% |
| 20.8 | 1.2865% |
| 20.9 | 1.2876% |
| 21 | 1.2888% |
| 21.1 | 1.2898% |
| 21.2 | 1.2909% |
| 21.3 | 1.2920% |
| 21.4 | 1.2930% |
| 21.5 | 1.2941% |
| 21.6 | 1.2951% |
| 21.7 | 1.2962% |
| 21.8 | 1.2973% |
| 21.9 | 1.2983% |
| 22 | 1.2994% |
| 22.1 | 1.3004% |
| 22.2 | 1.3013% |
| 22.3 | 1.3023% |
| 22.4 | 1.3033% |
| 22.5 | 1.3042% |
| 22.6 | 1.3052% |
| 22.7 | 1.3062% |
| 22.8 | 1.3071% |
| 22.9 | 1.3081% |
| 23 | 1.3091% |
| 23.1 | 1.3100% |
| 23.2 | 1.3108% |
| 23.3 | 1.3117% |
| 23.4 | 1.3126% |
| 23.5 | 1.3135% |
| 23.6 | 1.3144% |
| 23.7 | 1.3153% |
| 23.8 | 1.3162% |
| 23.9 | 1.3170% |
| 24 | 1.3179% |
| 24.1 | 1.3188% |
| 24.2 | 1.3196% |
| 24.3 | 1.3204% |
| 24.4 | 1.3212% |
| 24.5 | 1.3220% |
| 24.6 | 1.3228% |
| 24.7 | 1.3236% |
| 24.8 | 1.3245% |
| 24.9 | 1.3253% |
| 25 | 1.3261% |
| 25.1 | 1.3269% |
| 25.2 | 1.3276% |
| 25.3 | 1.3284% |
| 25.4 | 1.3291% |
| 25.5 | 1.3299% |
| 25.6 | 1.3306% |
| 25.7 | 1.3314% |
| 25.8 | 1.3321% |
| 25.9 | 1.3329% |
| 26 | 1.3336% |
| 26.1 | 1.3343% |
| 26.2 | 1.3350% |
| 26.3 | 1.3357% |
| 26.4 | 1.3364% |
| 26.5 | 1.3371% |
| 26.6 | 1.3378% |
| 26.7 | 1.3385% |
| 26.8 | 1.3392% |
| 26.9 | 1.3399% |
| 27 | 1.3406% |
| 27.1 | 1.3413% |
| 27.2 | 1.3419% |
| 27.3 | 1.3426% |
| 27.4 | 1.3432% |
| 27.5 | 1.3438% |
| 27.6 | 1.3445% |
| 27.7 | 1.3451% |
| 27.8 | 1.3458% |
| 27.9 | 1.3464% |
| 28 | 1.3471% |
| 28.1 | 1.3477% |
| 28.2 | 1.3483% |
| 28.3 | 1.3489% |
| 28.4 | 1.3495% |
| 28.5 | 1.3501% |
| 28.6 | 1.3507% |
| 28.7 | 1.3513% |
| 28.8 | 1.3519% |
| 28.9 | 1.3525% |
| 29 | 1.3531% |
| 29.1 | 1.3537% |
| 29.2 | 1.3542% |
| 29.3 | 1.3548% |
| 29.4 | 1.3554% |
| 29.5 | 1.3559% |
| 29.6 | 1.3565% |
| 29.7 | 1.3571% |
| 29.8 | 1.3576% |
| 29.9 | 1.3582% |
| 30 | 1.3588% |
| 30.1 | 1.3593% |
| 30.2 | 1.3598% |
| 30.3 | 1.3603% |
| 30.4 | 1.3609% |
| 30.5 | 1.3614% |
| 30.6 | 1.3619% |
| 30.7 | 1.3624% |
| 30.8 | 1.3630% |
| 30.9 | 1.3635% |
| 31 | 1.3640% |
| 31.1 | 1.3645% |
| 31.2 | 1.3650% |
| 31.3 | 1.3655% |
| 31.4 | 1.3660% |
| 31.5 | 1.3665% |
| 31.6 | 1.3670% |
| 31.7 | 1.3675% |
| 31.8 | 1.3680% |
| 31.9 | 1.3685% |
| 32 | 1.3690% |
| 32.1 | 1.3694% |
| 32.2 | 1.3699% |
| 32.3 | 1.3703% |
| 32.4 | 1.3708% |
| 32.5 | 1.3713% |
| 32.6 | 1.3717% |
| 32.7 | 1.3722% |
| 32.8 | 1.3727% |
| 32.9 | 1.3731% |
| 33 | 1.3736% |
| 33.1 | 1.3740% |
| 33.2 | 1.3745% |
| 33.3 | 1.3749% |
| 33.4 | 1.3753% |
| 33.5 | 1.3758% |
| 33.6 | 1.3762% |
| 33.7 | 1.3766% |
| 33.8 | 1.3771% |
| 33.9 | 1.3775% |
| 34 | 1.3780% |
| 34.1 | 1.3784% |
| 34.2 | 1.3788% |
| 34.3 | 1.3792% |
| 34.4 | 1.3796% |
| 34.5 | 1.3800% |
| 34.6 | 1.3804% |
| 34.7 | 1.3808% |
| 34.8 | 1.3813% |
| 34.9 | 1.3817% |
| 35 | 1.3821% |
| 35.1 | 1.3825% |
| 35.2 | 1.3829% |
| 35.3 | 1.3832% |
| 35.4 | 1.3836% |
| 35.5 | 1.3840% |
| 35.6 | 1.3844% |
| 35.7 | 1.3848% |
| 35.8 | 1.3852% |
| 35.9 | 1.3856% |
| 36 | 1.3860% |
| 36.1 | 1.3863% |
| 36.2 | 1.3867% |
| 36.3 | 1.3871% |
| 36.4 | 1.3874% |
| 36.5 | 1.3878% |
| 36.6 | 1.3882% |
| 36.7 | 1.3885% |
| 36.8 | 1.3889% |
| 36.9 | 1.3893% |
| 37 | 1.3896% |
| 37.1 | 1.3900% |
| 37.2 | 1.3903% |
| 37.3 | 1.3907% |
| 37.4 | 1.3910% |
| 37.5 | 1.3914% |
| 37.6 | 1.3917% |
| 37.7 | 1.3921% |
| 37.8 | 1.3924% |
| 37.9 | 1.3928% |
| 38 | 1.3931% |
| 38.1 | 1.3935% |
| 38.2 | 1.3938% |
| 38.3 | 1.3941% |
| 38.4 | 1.3944% |
| 38.5 | 1.3948% |
| 38.6 | 1.3951% |
| 38.7 | 1.3954% |
| 38.8 | 1.3958% |
| 38.9 | 1.3961% |
| 39 | 1.3964% |
| 39.1 | 1.3967% |
| 39.2 | 1.3971% |
| 39.3 | 1.3974% |
| 39.4 | 1.3977% |
| 39.5 | 1.3980% |
| 39.6 | 1.3983% |
| 39.7 | 1.3986% |
| 39.8 | 1.3989% |
| 39.9 | 1.3993% |
| 40 | 1.3996% |
| 40.1 | 1.3999% |
| 40.2 | 1.4002% |
| 40.3 | 1.4005% |
| 40.4 | 1.4008% |
| 40.5 | 1.4011% |
| 40.6 | 1.4014% |
| 40.7 | 1.4017% |
| 40.8 | 1.4020% |
| 40.9 | 1.4023% |
| 41 | 1.4026% |
| 41.1 | 1.4028% |
| 41.2 | 1.4031% |
| 41.3 | 1.4034% |
| 41.4 | 1.4037% |
| 41.5 | 1.4040% |
| 41.6 | 1.4043% |
| 41.7 | 1.4045% |
| 41.8 | 1.4048% |
| 41.9 | 1.4051% |
| 42 | 1.4054% |
| 42.1 | 1.4057% |
| 42.2 | 1.4059% |
| 42.3 | 1.4062% |
| 42.4 | 1.4065% |
| 42.5 | 1.4068% |
| 42.6 | 1.4070% |
| 42.7 | 1.4073% |
| 42.8 | 1.4076% |
| 42.9 | 1.4078% |
| 43 | 1.4081% |
| 43.1 | 1.4084% |
| 43.2 | 1.4086% |
| 43.3 | 1.4089% |
| 43.4 | 1.4091% |
| 43.5 | 1.4094% |
| 43.6 | 1.4097% |
| 43.7 | 1.4099% |
| 43.8 | 1.4102% |
| 43.9 | 1.4104% |
| 44 | 1.4107% |
| 44.1 | 1.4109% |
| 44.2 | 1.4112% |
| 44.3 | 1.4114% |
| 44.4 | 1.4117% |
| 44.5 | 1.4119% |
| 44.6 | 1.4122% |
| 44.7 | 1.4124% |
| 44.8 | 1.4127% |
| 44.9 | 1.4129% |
| 45 | 1.4132% |
| 45.1 | 1.4134% |
| 45.2 | 1.4136% |
| 45.3 | 1.4139% |
| 45.4 | 1.4141% |
| 45.5 | 1.4144% |
| 45.6 | 1.4146% |
| 45.7 | 1.4148% |
| 45.8 | 1.4151% |
| 45.9 | 1.4153% |
| 46 | 1.4155% |
| 46.1 | 1.4158% |
| 46.2 | 1.4160% |
| 46.3 | 1.4162% |
| 46.4 | 1.4164% |
| 46.5 | 1.4167% |
| 46.6 | 1.4169% |
| 46.7 | 1.4171% |
| 46.8 | 1.4174% |
| 46.9 | 1.4176% |
| 47 | 1.4178% |
| 47.1 | 1.4180% |
| 47.2 | 1.4182% |
| 47.3 | 1.4185% |
| 47.4 | 1.4187% |
| 47.5 | 1.4189% |
| 47.6 | 1.4191% |
| 47.7 | 1.4193% |
| 47.8 | 1.4195% |
| 47.9 | 1.4198% |
| 48 | 1.4200% |
| 48.1 | 1.4202% |
| 48.2 | 1.4204% |
| 48.3 | 1.4206% |
| 48.4 | 1.4208% |
| 48.5 | 1.4210% |
| 48.6 | 1.4212% |
| 48.7 | 1.4214% |
| 48.8 | 1.4216% |
| 48.9 | 1.4218% |
| 49 | 1.4221% |
| 49.1 | 1.4223% |
| 49.2 | 1.4225% |
| 49.3 | 1.4227% |
| 49.4 | 1.4229% |
| 49.5 | 1.4231% |
| 49.6 | 1.4233% |
| 49.7 | 1.4235% |
| 49.8 | 1.4237% |
| 49.9 | 1.4239% |
| 50 | 1.4241% |
| 50.1 | 1.4242% |
| 50.2 | 1.4244% |
| 50.3 | 1.4246% |
| 50.4 | 1.4248% |
| 50.5 | 1.4250% |
| 50.6 | 1.4252% |
| 50.7 | 1.4254% |
| 50.8 | 1.4256% |
| 50.9 | 1.4258% |
| 51 | 1.4260% |
| 51.1 | 1.4262% |
| 51.2 | 1.4263% |
| 51.3 | 1.4265% |
| 51.4 | 1.4267% |
| 51.5 | 1.4269% |
| 51.6 | 1.4271% |
| 51.7 | 1.4273% |
| 51.8 | 1.4275% |
| 51.9 | 1.4276% |
| 52 | 1.4278% |
| 52.1 | 1.4280% |
| 52.2 | 1.4282% |
| 52.3 | 1.4284% |
| 52.4 | 1.4285% |
| 52.5 | 1.4287% |
| 52.6 | 1.4289% |
| 52.7 | 1.4291% |
| 52.8 | 1.4292% |
| 52.9 | 1.4294% |
| 53 | 1.4296% |
| 53.1 | 1.4298% |
| 53.2 | 1.4299% |
| 53.3 | 1.4301% |
| 53.4 | 1.4303% |
| 53.5 | 1.4305% |
| 53.6 | 1.4306% |
| 53.7 | 1.4308% |
| 53.8 | 1.4310% |
| 53.9 | 1.4311% |
| 54 | 1.4313% |
| 54.1 | 1.4315% |
| 54.2 | 1.4316% |
| 54.3 | 1.4318% |
| 54.4 | 1.4320% |
| 54.5 | 1.4321% |
| 54.6 | 1.4323% |
| 54.7 | 1.4325% |
| 54.8 | 1.4326% |
| 54.9 | 1.4328% |
| 55 | 1.4330% |
| 55.1 | 1.4331% |
| 55.2 | 1.4333% |
| 55.3 | 1.4334% |
| 55.4 | 1.4336% |
| 55.5 | 1.4338% |
| 55.6 | 1.4339% |
| 55.7 | 1.4341% |
| 55.8 | 1.4342% |
| 55.9 | 1.4344% |
| 56 | 1.4346% |
| 56.1 | 1.4347% |
| 56.2 | 1.4349% |
| 56.3 | 1.4350% |
| 56.4 | 1.4352% |
| 56.5 | 1.4353% |
| 56.6 | 1.4355% |
| 56.7 | 1.4356% |
| 56.8 | 1.4358% |
| 56.9 | 1.4359% |
| 57 | 1.4361% |
| 57.1 | 1.4362% |
| 57.2 | 1.4364% |
| 57.3 | 1.4365% |
| 57.4 | 1.4367% |
| 57.5 | 1.4368% |
| 57.6 | 1.4370% |
| 57.7 | 1.4371% |
| 57.8 | 1.4373% |
| 57.9 | 1.4374% |
| 58 | 1.4376% |
| 58.1 | 1.4377% |
| 58.2 | 1.4379% |
| 58.3 | 1.4380% |
| 58.4 | 1.4381% |
| 58.5 | 1.4383% |
| 58.6 | 1.4384% |
| 58.7 | 1.4386% |
| 58.8 | 1.4387% |
| 58.9 | 1.4389% |
| 59 | 1.4390% |
| 59.1 | 1.4391% |
| 59.2 | 1.4393% |
| 59.3 | 1.4394% |
| 59.4 | 1.4396% |
| 59.5 | 1.4397% |
| 59.6 | 1.4398% |
| 59.7 | 1.4400% |
| 59.8 | 1.4401% |
| 59.9 | 1.4402% |
| 60 | 1.4404% |
| 60.1 | 1.4405% |
| 60.2 | 1.4407% |
| 60.3 | 1.4408% |
| 60.4 | 1.4409% |
| 60.5 | 1.4411% |
| 60.6 | 1.4412% |
| 60.7 | 1.4413% |
| 60.8 | 1.4415% |
| 60.9 | 1.4416% |
| 61 | 1.4417% |
| 61.1 | 1.4419% |
| 61.2 | 1.4420% |
| 61.3 | 1.4421% |
| 61.4 | 1.4422% |
| 61.5 | 1.4424% |
| 61.6 | 1.4425% |
| 61.7 | 1.4426% |
| 61.8 | 1.4428% |
| 61.9 | 1.4429% |
| 62 | 1.4430% |
| 62.1 | 1.4431% |
| 62.2 | 1.4433% |
| 62.3 | 1.4434% |
| 62.4 | 1.4435% |
| 62.5 | 1.4436% |
| 62.6 | 1.4438% |
| 62.7 | 1.4439% |
| 62.8 | 1.4440% |
| 62.9 | 1.4441% |
| 63 | 1.4443% |
| 63.1 | 1.4444% |
| 63.2 | 1.4445% |
| 63.3 | 1.4446% |
| 63.4 | 1.4448% |
| 63.5 | 1.4449% |
| 63.6 | 1.4450% |
| 63.7 | 1.4451% |
| 63.8 | 1.4452% |
| 63.9 | 1.4454% |
| 64 | 1.4455% |
| 64.1 | 1.4456% |
| 64.2 | 1.4457% |
| 64.3 | 1.4458% |
| 64.4 | 1.4460% |
| 64.5 | 1.4461% |
| 64.6 | 1.4462% |
| 64.7 | 1.4463% |
| 64.8 | 1.4464% |
| 64.9 | 1.4465% |
| 65 | 1.4467% |
| 65.1 | 1.4468% |
| 65.2 | 1.4469% |
| 65.3 | 1.4470% |
| 65.4 | 1.4471% |
| 65.5 | 1.4472% |
| 65.6 | 1.4473% |
| 65.7 | 1.4475% |
| 65.8 | 1.4476% |
| 65.9 | 1.4477% |
| 66 | 1.4478% |
| 66.1 | 1.4479% |
| 66.2 | 1.4480% |
| 66.3 | 1.4481% |
| 66.4 | 1.4482% |
| 66.5 | 1.4484% |
| 66.6 | 1.4485% |
| 66.7 | 1.4486% |
| 66.8 | 1.4487% |
| 66.9 | 1.4488% |
| 67 | 1.4489% |
| 67.1 | 1.4490% |
| 67.2 | 1.4491% |
| 67.3 | 1.4492% |
| 67.4 | 1.4493% |
| 67.5 | 1.4495% |
| 67.6 | 1.4496% |
| 67.7 | 1.4497% |
| 67.8 | 1.4498% |
| 67.9 | 1.4499% |
| 68 | 1.4500% |
| 68.1 | 1.4501% |
| 68.2 | 1.4502% |
| 68.3 | 1.4503% |
| 68.4 | 1.4504% |
| 68.5 | 1.4505% |
| 68.6 | 1.4506% |
| 68.7 | 1.4507% |
| 68.8 | 1.4508% |
| 68.9 | 1.4509% |
| 69 | 1.4510% |
| 69.1 | 1.4511% |
| 69.2 | 1.4512% |
| 69.3 | 1.4513% |
| 69.4 | 1.4514% |
| 69.5 | 1.4515% |
| 69.6 | 1.4516% |
| 69.7 | 1.4517% |
| 69.8 | 1.4518% |
| 69.9 | 1.4519% |
| 70 | 1.4520% |
| 70.1 | 1.4521% |
| 70.2 | 1.4522% |
| 70.3 | 1.4523% |
| 70.4 | 1.4524% |
| 70.5 | 1.4525% |
| 70.6 | 1.4526% |
| 70.7 | 1.4527% |
| 70.8 | 1.4528% |
| 70.9 | 1.4529% |
| 71 | 1.4530% |
| 71.1 | 1.4531% |
| 71.2 | 1.4532% |
| 71.3 | 1.4533% |
| 71.4 | 1.4534% |
| 71.5 | 1.4535% |
| 71.6 | 1.4536% |
| 71.7 | 1.4537% |
| 71.8 | 1.4538% |
| 71.9 | 1.4539% |
| 72 | 1.4540% |
| 72.1 | 1.4541% |
| 72.2 | 1.4542% |
| 72.3 | 1.4543% |
| 72.4 | 1.4544% |
| 72.5 | 1.4545% |
| 72.6 | 1.4545% |
| 72.7 | 1.4546% |
| 72.8 | 1.4547% |
| 72.9 | 1.4548% |
| 73 | 1.4549% |
| 73.1 | 1.4550% |
| 73.2 | 1.4551% |
| 73.3 | 1.4552% |
| 73.4 | 1.4553% |
| 73.5 | 1.4554% |
| 73.6 | 1.4555% |
| 73.7 | 1.4556% |
| 73.8 | 1.4556% |
| 73.9 | 1.4557% |
| 74 | 1.4558% |
| 74.1 | 1.4559% |
| 74.2 | 1.4560% |
| 74.3 | 1.4561% |
| 74.4 | 1.4562% |
| 74.5 | 1.4563% |
| 74.6 | 1.4564% |
| 74.7 | 1.4564% |
| 74.8 | 1.4565% |
| 74.9 | 1.4566% |
| 75 | 1.4567% |
| 75.1 | 1.4568% |
| 75.2 | 1.4569% |
| 75.3 | 1.4570% |
| 75.4 | 1.4571% |
| 75.5 | 1.4571% |
| 75.6 | 1.4572% |
| 75.7 | 1.4573% |
| 75.8 | 1.4574% |
| 75.9 | 1.4575% |
| 76 | 1.4576% |
| 76.1 | 1.4577% |
| 76.2 | 1.4577% |
| 76.3 | 1.4578% |
| 76.4 | 1.4579% |
| 76.5 | 1.4580% |
| 76.6 | 1.4581% |
| 76.7 | 1.4582% |
| 76.8 | 1.4582% |
| 76.9 | 1.4583% |
| 77 | 1.4584% |
| 77.1 | 1.4585% |
| 77.2 | 1.4586% |
| 77.3 | 1.4587% |
| 77.4 | 1.4587% |
| 77.5 | 1.4588% |
| 77.6 | 1.4589% |
| 77.7 | 1.4590% |
| 77.8 | 1.4591% |
| 77.9 | 1.4591% |
| 78 | 1.4592% |
| 78.1 | 1.4593% |
| 78.2 | 1.4594% |
| 78.3 | 1.4595% |
| 78.4 | 1.4595% |
| 78.5 | 1.4596% |
| 78.6 | 1.4597% |
| 78.7 | 1.4598% |
| 78.8 | 1.4599% |
| 78.9 | 1.4599% |
| 79 | 1.4600% |
| 79.1 | 1.4601% |
| 79.2 | 1.4602% |
| 79.3 | 1.4602% |
| 79.4 | 1.4603% |
| 79.5 | 1.4604% |
| 79.6 | 1.4605% |
| 79.7 | 1.4606% |
| 79.8 | 1.4606% |
| 79.9 | 1.4607% |
| 80 | 1.4608% |
| 80.1 | 1.4609% |
| 80.2 | 1.4609% |
| 80.3 | 1.4610% |
| 80.4 | 1.4611% |
| 80.5 | 1.4612% |
| 80.6 | 1.4612% |
| 80.7 | 1.4613% |
| 80.8 | 1.4614% |
| 80.9 | 1.4615% |
| 81 | 1.4615% |
| 81.1 | 1.4616% |
| 81.2 | 1.4617% |
| 81.3 | 1.4618% |
| 81.4 | 1.4618% |
| 81.5 | 1.4619% |
| 81.6 | 1.4620% |
| 81.7 | 1.4621% |
| 81.8 | 1.4621% |
| 81.9 | 1.4622% |
| 82 | 1.4623% |
| 82.1 | 1.4624% |
| 82.2 | 1.4624% |
| 82.3 | 1.4625% |
| 82.4 | 1.4626% |
| 82.5 | 1.4626% |
| 82.6 | 1.4627% |
| 82.7 | 1.4628% |
| 82.8 | 1.4629% |
| 82.9 | 1.4629% |
| 83 | 1.4630% |
| 83.1 | 1.4631% |
| 83.2 | 1.4631% |
| 83.3 | 1.4632% |
| 83.4 | 1.4633% |
| 83.5 | 1.4634% |
| 83.6 | 1.4634% |
| 83.7 | 1.4635% |
| 83.8 | 1.4636% |
| 83.9 | 1.4636% |
| 84 | 1.4637% |
| 84.1 | 1.4638% |
| 84.2 | 1.4638% |
| 84.3 | 1.4639% |
| 84.4 | 1.4640% |
| 84.5 | 1.4641% |
| 84.6 | 1.4641% |
| 84.7 | 1.4642% |
| 84.8 | 1.4643% |
| 84.9 | 1.4643% |
| 85 | 1.4644% |
| 85.1 | 1.4645% |
| 85.2 | 1.4645% |
| 85.3 | 1.4646% |
| 85.4 | 1.4647% |
| 85.5 | 1.4647% |
| 85.6 | 1.4648% |
| 85.7 | 1.4649% |
| 85.8 | 1.4649% |
| 85.9 | 1.4650% |
| 86 | 1.4651% |
| 86.1 | 1.4651% |
| 86.2 | 1.4652% |
| 86.3 | 1.4653% |
| 86.4 | 1.4653% |
| 86.5 | 1.4654% |
| 86.6 | 1.4655% |
| 86.7 | 1.4655% |
| 86.8 | 1.4656% |
| 86.9 | 1.4657% |
| 87 | 1.4657% |
| 87.1 | 1.4658% |
| 87.2 | 1.4658% |
| 87.3 | 1.4659% |
| 87.4 | 1.4660% |
| 87.5 | 1.4660% |
| 87.6 | 1.4661% |
| 87.7 | 1.4662% |
| 87.8 | 1.4662% |
| 87.9 | 1.4663% |
| 88 | 1.4664% |
| 88.1 | 1.4664% |
| 88.2 | 1.4665% |
| 88.3 | 1.4665% |
| 88.4 | 1.4666% |
| 88.5 | 1.4667% |
| 88.6 | 1.4667% |
| 88.7 | 1.4668% |
| 88.8 | 1.4669% |
| 88.9 | 1.4669% |
| 89 | 1.4670% |
| 89.1 | 1.4670% |
| 89.2 | 1.4671% |
| 89.3 | 1.4672% |
| 89.4 | 1.4672% |
| 89.5 | 1.4673% |
| 89.6 | 1.4674% |
| 89.7 | 1.4674% |
| 89.8 | 1.4675% |
| 89.9 | 1.4675% |
| 90 | 1.4676% |
| 90.1 | 1.4676% |
| 90.2 | 1.4676% |
| 90.3 | 1.4676% |
| 90.4 | 1.4676% |
| 90.5 | 1.4676% |
| 90.6 | 1.4676% |
| 90.7 | 1.4676% |
| 90.8 | 1.4676% |
| 90.9 | 1.4676% |
| 91 | 1.4676% |
| 91.1 | 1.4676% |
| 91.2 | 1.4676% |
| 91.3 | 1.4676% |
| 91.4 | 1.4676% |
| 91.5 | 1.4676% |
| 91.6 | 1.4676% |
| 91.7 | 1.4676% |
| 91.8 | 1.4676% |
| 91.9 | 1.4676% |
| 92 | 1.4676% |
| 92.1 | 1.4676% |
| 92.2 | 1.4676% |
| 92.3 | 1.4676% |
| 92.4 | 1.4676% |
| 92.5 | 1.4676% |
| 92.6 | 1.4676% |
| 92.7 | 1.4676% |
| 92.8 | 1.4676% |
| 92.9 | 1.4676% |
| 93 | 1.4676% |
| 93.1 | 1.4676% |
| 93.2 | 1.4676% |
| 93.3 | 1.4676% |
| 93.4 | 1.4676% |
| 93.5 | 1.4676% |
| 93.6 | 1.4676% |
| 93.7 | 1.4676% |
| 93.8 | 1.4676% |
| 93.9 | 1.4676% |
| 94 | 1.4676% |
| 94.1 | 1.4676% |
| 94.2 | 1.4676% |
| 94.3 | 1.4676% |
| 94.4 | 1.4676% |
| 94.5 | 1.4676% |
| 94.6 | 1.4676% |
| 94.7 | 1.4676% |
| 94.8 | 1.4676% |
| 94.9 | 1.4676% |
| 95 | 1.4676% |
| 95.1 | 1.4676% |
| 95.2 | 1.4676% |
| 95.3 | 1.4676% |
| 95.4 | 1.4676% |
| 95.5 | 1.4676% |
| 95.6 | 1.4676% |
| 95.7 | 1.4676% |
| 95.8 | 1.4676% |
| 95.9 | 1.4676% |
| 96 | 1.4676% |
| 96.1 | 1.4676% |
| 96.2 | 1.4676% |
| 96.3 | 1.4676% |
| 96.4 | 1.4676% |
| 96.5 | 1.4676% |
| 96.6 | 1.4676% |
| 96.7 | 1.4676% |
| 96.8 | 1.4676% |
| 96.9 | 1.4676% |
| 97 | 1.4676% |
| 97.1 | 1.4676% |
| 97.2 | 1.4676% |
| 97.3 | 1.4676% |
| 97.4 | 1.4676% |
| 97.5 | 1.4676% |
| 97.6 | 1.4676% |
| 97.7 | 1.4676% |
| 97.8 | 1.4676% |
| 97.9 | 1.4676% |
| 98 | 1.4676% |
| 98.1 | 1.4676% |
| 98.2 | 1.4676% |
| 98.3 | 1.4676% |
| 98.4 | 1.4676% |
| 98.5 | 1.4676% |
| 98.6 | 1.4676% |
| 98.7 | 1.4676% |
| 98.8 | 1.4676% |
| 98.9 | 1.4676% |
| 99 | 1.4676% |
| 99.1 | 1.4676% |
| 99.2 | 1.4676% |
| 99.3 | 1.4676% |
| 99.4 | 1.4676% |
| 99.5 | 1.4676% |
| 99.6 | 1.4676% |
| 99.7 | 1.4676% |
| 99.8 | 1.4676% |
| 99.9 | 1.4676% |
| 100 | 1.4676% |
| 100.1 | 1.4676% |
| 100.2 | 1.4676% |
| 100.3 | 1.4676% |
| 100.4 | 1.4676% |
| 100.5 | 1.4676% |
| 100.6 | 1.4676% |
| 100.7 | 1.4676% |
| 100.8 | 1.4676% |
| 100.9 | 1.4676% |
| 101 | 1.4676% |
| 101.1 | 1.4676% |
| 101.2 | 1.4676% |
| 101.3 | 1.4676% |
| 101.4 | 1.4676% |
| 101.5 | 1.4676% |
| 101.6 | 1.4676% |
| 101.7 | 1.4676% |
| 101.8 | 1.4676% |
| 101.9 | 1.4676% |
| 102 | 1.4676% |
| 102.1 | 1.4676% |
| 102.2 | 1.4676% |
| 102.3 | 1.4676% |
| 102.4 | 1.4676% |
| 102.5 | 1.4676% |
| 102.6 | 1.4676% |
| 102.7 | 1.4676% |
| 102.8 | 1.4676% |
| 102.9 | 1.4676% |
| 103 | 1.4676% |
| 103.1 | 1.4676% |
| 103.2 | 1.4676% |
| 103.3 | 1.4676% |
| 103.4 | 1.4676% |
| 103.5 | 1.4676% |
| 103.6 | 1.4676% |
| 103.7 | 1.4676% |
| 103.8 | 1.4676% |
| 103.9 | 1.4676% |
| 104 | 1.4676% |
| 104.1 | 1.4676% |
| 104.2 | 1.4676% |
| 104.3 | 1.4676% |
| 104.4 | 1.4676% |
| 104.5 | 1.4676% |
| 104.6 | 1.4676% |
| 104.7 | 1.4676% |
| 104.8 | 1.4676% |
| 104.9 | 1.4676% |
| 105 | 1.4676% |
| 105.1 | 1.4676% |
| 105.2 | 1.4676% |
| 105.3 | 1.4676% |
| 105.4 | 1.4676% |
| 105.5 | 1.4676% |
| 105.6 | 1.4676% |
| 105.7 | 1.4676% |
| 105.8 | 1.4676% |
| 105.9 | 1.4676% |
| 106 | 1.4676% |
| 106.1 | 1.4676% |
| 106.2 | 1.4676% |
| 106.3 | 1.4676% |
| 106.4 | 1.4676% |
| 106.5 | 1.4676% |
| 106.6 | 1.4676% |
| 106.7 | 1.4676% |
| 106.8 | 1.4676% |
| 106.9 | 1.4676% |
| 107 | 1.4676% |
| 107.1 | 1.4676% |
| 107.2 | 1.4676% |
| 107.3 | 1.4676% |
| 107.4 | 1.4676% |
| 107.5 | 1.4676% |
| 107.6 | 1.4676% |
| 107.7 | 1.4676% |
| 107.8 | 1.4676% |
| 107.9 | 1.4676% |
| 108 | 1.4676% |
| 108.1 | 1.4676% |
| 108.2 | 1.4676% |
| 108.3 | 1.4676% |
| 108.4 | 1.4676% |
| 108.5 | 1.4676% |
| 108.6 | 1.4676% |
| 108.7 | 1.4676% |
| 108.8 | 1.4676% |
| 108.9 | 1.4676% |
| 109 | 1.4676% |
| 109.1 | 1.4676% |
| 109.2 | 1.4676% |
| 109.3 | 1.4676% |
| 109.4 | 1.4676% |
| 109.5 | 1.4676% |
| 109.6 | 1.4676% |
| 109.7 | 1.4676% |
| 109.8 | 1.4676% |
| 109.9 | 1.4676% |
| 110 | 1.4676% |
| 110.1 | 1.4676% |
| 110.2 | 1.4676% |
| 110.3 | 1.4676% |
| 110.4 | 1.4676% |
| 110.5 | 1.4676% |
| 110.6 | 1.4676% |
| 110.7 | 1.4676% |
| 110.8 | 1.4676% |
| 110.9 | 1.4676% |
| 111 | 1.4676% |
| 111.1 | 1.4676% |
| 111.2 | 1.4676% |
| 111.3 | 1.4676% |
| 111.4 | 1.4676% |
| 111.5 | 1.4676% |
| 111.6 | 1.4676% |
| 111.7 | 1.4676% |
| 111.8 | 1.4676% |
| 111.9 | 1.4676% |
| 112 | 1.4676% |
| 112.1 | 1.4676% |
| 112.2 | 1.4676% |
| 112.3 | 1.4676% |
| 112.4 | 1.4676% |
| 112.5 | 1.4676% |
| 112.6 | 1.4676% |
| 112.7 | 1.4676% |
| 112.8 | 1.4676% |
| 112.9 | 1.4676% |
| 113 | 1.4676% |
| 113.1 | 1.4676% |
| 113.2 | 1.4676% |
| 113.3 | 1.4676% |
| 113.4 | 1.4676% |
| 113.5 | 1.4676% |
| 113.6 | 1.4676% |
| 113.7 | 1.4676% |
| 113.8 | 1.4676% |
| 113.9 | 1.4676% |
| 114 | 1.4676% |
| 114.1 | 1.4676% |
| 114.2 | 1.4676% |
| 114.3 | 1.4676% |
| 114.4 | 1.4676% |
| 114.5 | 1.4676% |
| 114.6 | 1.4676% |
| 114.7 | 1.4676% |
| 114.8 | 1.4676% |
| 114.9 | 1.4676% |
| 115 | 1.4676% |
| 115.1 | 1.4676% |
| 115.2 | 1.4676% |
| 115.3 | 1.4676% |
| 115.4 | 1.4676% |
| 115.5 | 1.4676% |
| 115.6 | 1.4676% |
| 115.7 | 1.4676% |
| 115.8 | 1.4676% |
| 115.9 | 1.4676% |
| 116 | 1.4676% |
| 116.1 | 1.4676% |
| 116.2 | 1.4676% |
| 116.3 | 1.4676% |
| 116.4 | 1.4676% |
| 116.5 | 1.4676% |
| 116.6 | 1.4676% |
| 116.7 | 1.4676% |
| 116.8 | 1.4676% |
| 116.9 | 1.4676% |
| 117 | 1.4676% |
| 117.1 | 1.4676% |
| 117.2 | 1.4676% |
| 117.3 | 1.4676% |
| 117.4 | 1.4676% |
| 117.5 | 1.4676% |
| 117.6 | 1.4676% |
| 117.7 | 1.4676% |
| 117.8 | 1.4676% |
| 117.9 | 1.4676% |
| 118 | 1.4676% |
| 118.1 | 1.4676% |
| 118.2 | 1.4676% |
| 118.3 | 1.4676% |
| 118.4 | 1.4676% |
| 118.5 | 1.4676% |
| 118.6 | 1.4676% |
| 118.7 | 1.4676% |
| 118.8 | 1.4676% |
| 118.9 | 1.4676% |
| 119 | 1.4676% |
