Mortality Objects

The decline in a population through death is described by an object of type MORTALITY. The body of the object has three mandatory properties: Date, Population, and BuildMethod. Date specifies the date of the mortality readings, Population is a user-specified string unique to the population, and BuildMethod determines how a continuous mortality curve is built from a finite number of mortality data points. Mortality data is specified either in a DeathRates, SurvivalFractions, DeathProbabilities, Parameters or LifeTable subtable. In a multiple decrement mortality object the underlying causes of death can be specified by the addition of a DeathRatios subtable.

Age-Specific Death Rates

When mortality is specified by ASDRs then these are specified in a DeathRates subtable. There are two mandatory columns: Age and Rates. The Rate column specifies the ASDR in absolute units (not per 1000). The Age column specifies the age range for each rate. For all but the last rate the age range is from the age on the same row to the age on the next row. For the last rate the range is from the age on the same row to infinity. There is an optional Use column which specifies which rates will be used to build the curve. A positive Use value specifies that a rate should be used. A zero or negative value specifies that the rate should not be used.

ASDR Mortality
         
Handle AUS-M_ASDR5Y_2011:3      
Name AUS-M_ASDR5Y_2011      
TypeThe object type. Must be MORTALITY
 MORTALITY      
         
PopulationA string uniquely identifying a population
 AUS-M      
DateThe date of the mortality rates
 20110601      
BuildMethodThe method used to build a complete mortality curve from observed death rates
 HYBRID_FORCE      
         
DeathRatesThe DeathRates subtable has three columns: Age, Rate and [Use].
        
 
AgeThe start age for the death rate and the end age of the previous death rate. For the last age in the table the end age is infinity.
RateThe age specific death rate per person.
UseA flag indicating whether or not a rate is used to build the mortality object. Use >0 means the rate is used. Use <= 0 means the rate is not used, but the age will still be used to determine the end age of the previous row. This column is optional. If not specified then defaults to 1 for all rows.
  
  0 0.004211 1  
  1 0.000201 1  
  5 9.65E-05 1  
  10 0.000109 1  
  15 0.000413 1  
  20 0.000632 1  
  25 0.000719 1  
  30 0.000867 1  
  35 0.00112 1  
  40 0.001545 1  
  45 0.002281 1  
  50 0.00347 1  
  55 0.005287 1  
  60 0.008179 1  
  65 0.012921 1  
  70 0.021098 1  
  75 0.037021 1  
  80 0.066824 1  
  85 0.164902 1  
         

Survival Fractions

When mortality is specified by survival fractions then these are specified in a SurvivalFractions subtable. There are two mandatory columns: Age and SurvivalFraction. SurvivalFraction specifies the number of persons alive as a fraction of the cohort's population at birth. There is an optional Use column which specifies which survival fractions will be used to build the curve. A positive Use value specifies that a survival fraction should be used. A zero or negative value specifies that the rate should not be used. The life expectancy at the last age can be specified by the optional body property OpenLifeExp.

Survival Fraction Mortality
         
Handle AUS-M_SF_5Y_2011:1      
Name AUS-M_SF_5Y_2011      
TypeThe object type. Must be MORTALITY
 MORTALITY      
         
PopulationA string uniquely identifying a population
 AUS-M      
DateThe date of the survival fractions
 20110601      
BuildMethodThe method used to build a complete mortality curve from observed survival fractions
 HYBRID_FORCE      
         
SurvivalFractionsThe SurvivalFractions subtable has three columns: Age, SurvivalFraction, and [Use]
        
 
AgeThe age of the survival fraction
SurvivalFractionThe survival fraction per person
UseA flag indicating whether or not a survival fraction is used to build the mortality object. Use >0 means it is used. Use <= 0 means it is not used. This column is optional. If not specified then it defaults to 1 for all rows.
  
  1 0.99580 1  
  5 0.99500 1  
  10 0.99452 1  
  15 0.99398 1  
  20 0.99193 1  
  25 0.98880 1  
  30 0.98525 1  
  35 0.98099 1  
  40 0.97551 1  
  45 0.96800 1  
  50 0.95702 1  
  55 0.94055 1  
  60 0.91599 1  
  65 0.87923 1  
  70 0.82409 1  
  75 0.74122 1  
  80 0.61492 1  
  85 0.43775 1  
  90 0.23431 1  
         

Age-Specific Death Probabilities

When mortality is specified by age-specific death probabilities then these are specified in a DeathProbabilities subtable. There are two mandatory columns: Age and Probability. The Probability column specifies the probability. The Age column specifies the age range for each probability. For all but the last probability the age range is from the age on the same row to the age on the next row. For the last probability the range is from the age on the same row to the age plus one if the probability is not one. If the probability is one then the interval extends to age infinity. There is an optional Use column which specifies which probabilities will be used to build the curve. A positive Use value specifies that a probability should be used. A zero or negative value specifies that the probability should not be used. The life expectancy at the finite end age can be specified by the optional body property OpenLifeExp.

ASDP Mortality
       
Handle UNLA-F_e75:0    
Name UNLA-F_e75    
Type MORTALITY    
       
Population UNLA-F    
Date 30-04-18    
BuildMethod HYBRID_FORCE    
       
DeathProbabilitiesThe DeathProbabilities subtable has three columns: Age, Probability and [Use]
      
 
Age The start age for the death probability and the end age of the previous death probability. For the last age in the table the end age is infinity if the death probability is 1 otherwise it is Age+1
ProbabilityThe age specific death probability.
  
  0 0.031926869  
  1 0.005681998  
  2 0.002794004  
  3 0.001725049  
  4 0.001187871  
  5 0.000851653  
  6 0.000663327  
  7 0.000532226  
  8 0.000441511  
  9 0.000379271  
  10 0.000330979  
  11 0.000305393  
  12 0.000294513  
  13 0.000298787  
  14 0.000315436  
  15 0.000340673  
  16 0.000366804  
  17 0.000392016  
  18 0.000417952  
  19 0.000446817  
  20 0.000478928  
  21 0.000513225  
  22 0.00054811  
  23 0.000583324  
  24 0.000619328  
  25 0.000657051  
  26 0.000696456  
  27 0.000737168  
  28 0.000777946  
  29 0.000818469  
  30 0.000859916  
  31 0.00090757  
  32 0.000964172  
  33 0.001031876  
  34 0.001110607  
  35 0.001199234  
  36 0.001292537  
  37 0.001389051  
  38 0.00148805  
  39 0.001590839  
  40 0.001699338  
  41 0.001819068  
  42 0.001951855  
  43 0.002099358  
  44 0.002261896  
  45 0.002440665  
  46 0.00263222  
  47 0.002835798  
  48 0.003048855  
  49 0.003272275  
  50 0.003510881  
  51 0.003783917  
  52 0.004099149  
  53 0.004462842  
  54 0.004876459  
  55 0.00534481  
  56 0.005862542  
  57 0.006432351  
  58 0.007049777  
  59 0.007717263  
  60 0.008447522  
  61 0.009294966  
  62 0.010293351  
  63 0.011472868  
  64 0.012840096  
  65 0.01437866  
  66 0.016051713  
  67 0.017849877  
  68 0.019802392  
  69 0.021942423  
  70 0.024303209  
  71 0.026802695  
  72 0.029398955  
  73 0.031993882  
  74 0.034572578  
  75 0.037221198  
  76 0.040407547  
  77 0.044378515  
  78 0.049350968  
  79 0.055322529  
  80 0.063039201  
  81 0.069143998  
  82 0.075764533  
  83 0.082929375  
  84 0.090665707  
  85 0.098998631  
  86 0.107950397  
  87 0.117539549  
  88 0.12778002  
  89 0.138680193  
  90 0.150241952  
  91 0.162459774  
  92 0.175319904  
  93 0.188799657  
  94 0.202866903  
  95 0.217479802  
  96 0.23258681  
  97 0.248127017  
  98 0.264030825  
  99 0.28022098  
  100 0.296613928  
  101 0.313121468  
  102 0.329652618  
  103 0.346115639  
  104 0.362420096  
  105 0.378478877  
  106 0.394210058  
  107 0.409538542  
  108 0.424397395  
  109 0.438728838  
  110 0.452484872  
  111 0.465627543  
  112 0.478128864  
  113 0.489970447  
  114 0.501142884  
  115 0.51164495  
  116 0.521482671  
  117 0.530668334  
  118 0.539219463  
  119 0.547157831  
  120 0.554508508  
  121 0.561298998  
  122 0.567558459  
  123 0.573317025  
  124 0.578605216  
  125 0.583453462  
  126 0.587891701  
  127 0.591949067  
  128 0.595653651  
  129 0.599032326  
  130 1  
       

Parameters

For parametric build methods such as HELIGMAN_POLLARD a mortality object can be specified by listing the parameters in a Parameters subtable.

Parametric Mortality
                     
Handle AUS-M_PARA_1971:1                  
Name AUS-M_PARA_1971                  
Type MORTALITY                  
                     
Population AUS-M                  
Date 19710601                  
BuildMethod HELIGMAN_POLLARD                  
                     
ParametersThe names of the columns in the Parameters subtable must match the names of the parameters output by GetMortParams
                    
  A B C D E F G H K  
  0.0016 0.00112 0.1112 0.00163 16.71 20.03 5.02E-05 1.1074 2.416  
                     

Life Tables

When mortality is specified by a life table then it is given in a LifeTable subtable. The life table must have an Age column and at least one of the following frequency columns: DeathRate, DeathProb, SurvivalFraction, and Deaths. The life table can also have one or more of the following optional duration columns: SeparationFactor, YearsLived, YearsLivedAfter and LifeExp. There is an optional Use column which specifies which rows of the table will be used to build the curve. A positive Use value specifies that a row should be used. A zero or negative value specifies that the row should not be used. There are three optional body properties: LTFrequency, LTDuration, and OpenLifeExp. LTFrequency specifies the preference order of frequency measures as a string using at least one of the following letters: M (death rate), L (survival fraction), D (deaths), and Q (death probability). For example a LTFrequency value LDQ specifies that if survival fractions are given in the table they will be used otherwise if deaths are present they will be used otherwise if death probabilities are present they will be used. If none of these three measures exist the mortality object will not be built. The default value for LTFrequency is MLDQ. Similarly LTDuration specifies the preference order of duration measures as a string using at least one of the following letters: A (separation factor), L (years lived), T (years lived after), and E (life expectancy). The default value is ALTE.

LifeTable Mortality
                       
Handle AUS-F_LT_1Y_1921:39                    
Name AUS-F_LT_1Y_1921                    
TypeThe type of the object. Must be MORTALITY
 MORTALITY                    
                       
PopulationA string uniquely identifying the population
 AUS-F                    
DateThe date of the lifetable
 19210630                    
BuildMethodThe method used to build a complete mortality curve from lifetable data
 HERMITE_SF                    
LTFrequencyCode specifying how the frequency measure used to build the mortality curve is selected from the table. Can be any sequence of the following: M (death rate), Q (death prob), L (survival fraction) or D (deaths). Optional. Defaults to MLDQ.
 MLDQ                    
LTDurationCode specifying how the duration measure used to build the mortality curve is selected from the table. Can be any sequence of the following: A (separation factor), L (years lived), T (years lived after), E (life expectancy). Optional. Defaults to ALTE.
 ALTE                    
OpenLifeExpSpecifies the life expectancy at the beginning of the open interval for death prob, survival fraction, and deaths frequency measures.
 -1                    
Source HMD                    
                       
LifeTableLifeTable has an Age column at least one of the following frequency columns: DeathRate, DeathProb, SurvivalFraction and Deaths. The following duration columns are optional: SeparationFactor, YearsLived, YearsLivedAfter, and LifeExp
                      
  Age
DeathRateDeath rate, m(x)
DeathProbDeath probability q(x). Final entry must be 1
SeparationFactorSeparation factor, a(x).
SurvivalFractionSurvival fraction l(x) perperson
DeathsDeaths, d(x).
YearsLivedYears lived, L(x), per-person.
YearsLivedAfterYears lived after age x, T(x).
LifeExpLife expectancy at at x, e(x).
UseIf Use > 0 the row is used. If Use <= 0 the row is not used. Optional. Defaults to a column of ones.
  
  0 0.05999 0.05731 0.22 1 0.05731 0.95535 63.18513 63.19 1  
  1 0.01206 0.01199 0.5 0.94269 0.0113 0.93704 62.22978 66.01 1  
  2 0.00578 0.00576 0.5 0.93139 0.00537 0.9287 61.29274 65.81 1  
  3 0.00289 0.00288 0.5 0.92602 0.00267 0.92468 60.36403 65.19 1  
  4 0.00325 0.00325 0.5 0.92335 0.003 0.92185 59.43935 64.37 1  
  5 0.00252 0.00251 0.5 0.92035 0.00231 0.91919 58.5175 63.58 1  
  6 0.00248 0.00248 0.5 0.91804 0.00228 0.9169 57.59831 62.74 1  
  7 0.00181 0.00181 0.5 0.91576 0.00166 0.91493 56.68141 61.9 1  
  8 0.00138 0.00138 0.5 0.9141 0.00126 0.91347 55.76648 61.01 1  
  9 0.00137 0.00137 0.5 0.91283 0.00125 0.91221 54.85302 60.09 1  
  10 0.00125 0.00125 0.5 0.91158 0.00114 0.91102 53.94081 59.17 1  
  11 0.00116 0.00116 0.5 0.91045 0.00105 0.90992 53.02979 58.25 1  
  12 0.00113 0.00113 0.5 0.90939 0.00103 0.90888 52.11987 57.31 1  
  13 0.00142 0.00142 0.5 0.90837 0.00129 0.90772 51.211 56.38 1  
  14 0.00144 0.00143 0.5 0.90708 0.0013 0.90643 50.30327 55.46 1  
  15 0.0016 0.0016 0.5 0.90578 0.00145 0.90505 49.39684 54.54 1  
  16 0.00181 0.00181 0.5 0.90433 0.00164 0.90351 48.49179 53.62 1  
  17 0.00217 0.00216 0.5 0.90269 0.00195 0.90172 47.58828 52.72 1  
  18 0.00248 0.00247 0.5 0.90074 0.00223 0.89963 46.68656 51.83 1  
  19 0.0022 0.0022 0.5 0.89851 0.00198 0.89752 45.78694 50.96 1  
  20 0.00298 0.00297 0.5 0.89654 0.00266 0.8952 44.88941 50.07 1  
  21 0.00254 0.00254 0.5 0.89387 0.00227 0.89274 43.99421 49.22 1  
  22 0.00254 0.00253 0.5 0.8916 0.00226 0.89047 43.10147 48.34 1  
  23 0.00326 0.00325 0.5 0.88934 0.00289 0.8879 42.211 47.46 1  
  24 0.00314 0.00313 0.5 0.88645 0.00278 0.88506 41.3231 46.62 1  
  25 0.00353 0.00352 0.5 0.88367 0.00311 0.88212 40.43804 45.76 1  
  26 0.00342 0.00342 0.5 0.88056 0.00301 0.87906 39.55592 44.92 1  
  27 0.00397 0.00396 0.5 0.87755 0.00348 0.87581 38.67687 44.07 1  
  28 0.00383 0.00383 0.5 0.87407 0.00334 0.8724 37.80105 43.25 1  
  29 0.00409 0.00408 0.5 0.87073 0.00356 0.86895 36.92865 42.41 1  
  30 0.00395 0.00394 0.5 0.86717 0.00342 0.86546 36.05971 41.58 1  
  31 0.00327 0.00327 0.5 0.86375 0.00282 0.86234 35.19425 40.75 1  
  32 0.00442 0.00441 0.5 0.86093 0.0038 0.85903 34.33191 39.88 1  
  33 0.00489 0.00487 0.5 0.85713 0.00418 0.85504 33.47288 39.05 1  
  34 0.00476 0.00474 0.5 0.85295 0.00405 0.85093 32.61783 38.24 1  
  35 0.00438 0.00437 0.5 0.84891 0.00371 0.84705 31.76691 37.42 1  
  36 0.00498 0.00497 0.5 0.8452 0.0042 0.8431 30.91985 36.58 1  
  37 0.00555 0.00554 0.5 0.841 0.00466 0.83867 30.07675 35.76 1  
  38 0.00649 0.00647 0.5 0.83634 0.00541 0.83363 29.23809 34.96 1  
  39 0.00544 0.00542 0.5 0.83093 0.00451 0.82867 28.40445 34.18 1  
  40 0.00561 0.00559 0.5 0.82642 0.00462 0.82411 27.57578 33.37 1  
  41 0.00483 0.00482 0.5 0.8218 0.00396 0.81982 26.75167 32.55 1  
  42 0.00588 0.00586 0.5 0.81784 0.00479 0.81544 25.93185 31.71 1  
  43 0.00587 0.00585 0.5 0.81305 0.00476 0.81067 25.11641 30.89 1  
  44 0.00602 0.006 0.5 0.80829 0.00485 0.80586 24.30574 30.07 1  
  45 0.00673 0.00671 0.5 0.80344 0.00539 0.80074 23.49988 29.25 1  
  46 0.00617 0.00615 0.5 0.79805 0.00491 0.79559 22.69913 28.44 1  
  47 0.00685 0.00682 0.5 0.79314 0.00541 0.79043 21.90354 27.62 1  
  48 0.00717 0.00715 0.5 0.78773 0.00563 0.78491 21.11311 26.8 1  
  49 0.00758 0.00755 0.5 0.7821 0.00591 0.77914 20.3282 25.99 1  
  50 0.00912 0.00908 0.5 0.77619 0.00705 0.77267 19.54906 25.19 1  
  51 0.00738 0.00735 0.5 0.76914 0.00565 0.76632 18.77639 24.41 1  
  52 0.00982 0.00977 0.5 0.76349 0.00746 0.75976 18.01007 23.59 1  
  53 0.00917 0.00913 0.5 0.75603 0.0069 0.75258 17.25031 22.82 1  
  54 0.01188 0.01181 0.5 0.74912 0.00885 0.7447 16.49774 22.02 1  
  55 0.01134 0.01128 0.5 0.74027 0.00835 0.7361 15.75304 21.28 1  
  56 0.01312 0.01304 0.5 0.73192 0.00954 0.72715 15.01694 20.52 1  
  57 0.01246 0.01239 0.5 0.72238 0.00895 0.71791 14.28979 19.78 1  
  58 0.01376 0.01366 0.5 0.71343 0.00975 0.70856 13.57188 19.02 1  
  59 0.01375 0.01366 0.5 0.70369 0.00961 0.69888 12.86332 18.28 1  
  60 0.01683 0.01669 0.5 0.69408 0.01158 0.68828 12.16444 17.53 1  
  61 0.01518 0.01507 0.5 0.68249 0.01028 0.67735 11.47615 16.82 1  
  62 0.01923 0.01904 0.5 0.67221 0.0128 0.66581 10.7988 16.06 1  
  63 0.02264 0.02239 0.5 0.65941 0.01476 0.65203 10.13299 15.37 1  
  64 0.02293 0.02267 0.5 0.64465 0.01461 0.63734 9.48097 14.71 1  
  65 0.02916 0.02874 0.5 0.63003 0.01811 0.62098 8.84363 14.04 1  
  66 0.02579 0.02546 0.5 0.61192 0.01558 0.60413 8.22265 13.44 1  
  67 0.02999 0.02955 0.5 0.59635 0.01762 0.58754 7.61852 12.78 1  
  68 0.03723 0.03655 0.5 0.57873 0.02115 0.56815 7.03098 12.15 1  
  69 0.03532 0.03471 0.5 0.55757 0.01935 0.5479 6.46283 11.59 1  
  70 0.04604 0.04501 0.5 0.53822 0.02422 0.52611 5.91493 10.99 1  
  71 0.03873 0.038 0.5 0.514 0.01953 0.50423 5.38882 10.48 1  
  72 0.05107 0.0498 0.5 0.49447 0.02462 0.48216 4.88459 9.88 1  
  73 0.05821 0.05657 0.5 0.46984 0.02658 0.45655 4.40243 9.37 1  
  74 0.0613 0.05947 0.5 0.44327 0.02636 0.43008 3.94588 8.9 1  
  75 0.06811 0.06587 0.5 0.4169 0.02746 0.40317 3.5158 8.43 1  
  76 0.08071 0.07758 0.5 0.38944 0.03021 0.37434 3.11262 7.99 1  
  77 0.07744 0.07455 0.5 0.35923 0.02678 0.34584 2.73829 7.62 1  
  78 0.10185 0.09691 0.5 0.33245 0.03222 0.31634 2.39245 7.2 1  
  79 0.09312 0.08898 0.5 0.30023 0.02671 0.28687 2.07611 6.92 1  
  80 0.11446 0.10826 0.5 0.27352 0.02961 0.25871 1.78923 6.54 1  
  81 0.08959 0.08575 0.5 0.2439 0.02091 0.23345 1.53052 6.28 1  
  82 0.1141 0.10794 0.5 0.22299 0.02407 0.21096 1.29708 5.82 1  
  83 0.13637 0.12766 0.5 0.19892 0.02539 0.18622 1.08612 5.46 1  
  84 0.14535 0.1355 0.5 0.17353 0.02351 0.16177 0.8999 5.19 1  
  85 0.16571 0.15303 0.5 0.15001 0.02296 0.13853 0.73813 4.92 1  
  86 0.16247 0.15027 0.5 0.12706 0.01909 0.11751 0.5996 4.72 1  
  87 0.18456 0.16897 0.5 0.10796 0.01824 0.09884 0.48209 4.47 1  
  88 0.19573 0.17828 0.5 0.08972 0.016 0.08172 0.38324 4.27 1  
  89 0.19861 0.18067 0.5 0.07373 0.01332 0.06707 0.30152 4.09 1  
  90 0.21241 0.19201 0.5 0.06041 0.0116 0.05461 0.23446 3.88 1  
  91 0.22688 0.20377 0.5 0.04881 0.00995 0.04383 0.17985 3.68 1  
  92 0.24205 0.21592 0.5 0.03886 0.00839 0.03467 0.13601 3.5 1  
  93 0.25789 0.22843 0.5 0.03047 0.00696 0.02699 0.10135 3.33 1  
  94 0.27439 0.24128 0.5 0.02351 0.00567 0.02067 0.07436 3.16 1  
  95 0.29153 0.25444 0.5 0.01784 0.00454 0.01557 0.05368 3.01 1  
  96 0.30928 0.26786 0.5 0.0133 0.00356 0.01152 0.03812 2.87 1  
  97 0.32762 0.28151 0.5 0.00974 0.00274 0.00837 0.0266 2.73 1  
  98 0.3465 0.29533 0.5 0.007 0.00207 0.00596 0.01823 2.61 1  
  99 0.36587 0.30929 0.5 0.00493 0.00152 0.00417 0.01227 2.49 1  
  100 0.38569 0.32334 0.5 0.0034 0.0011 0.00285 0.0081 2.38 1  
  101 0.4059 0.33742 0.5 0.0023 0.00078 0.00192 0.00525 2.28 1  
  102 0.42642 0.35148 0.5 0.00153 0.00054 0.00126 0.00333 2.18 1  
  103 0.44721 0.36548 0.5 0.00099 0.00036 0.00081 0.00207 2.09 1  
  104 0.46818 0.37937 0.5 0.00063 0.00024 0.00051 0.00126 2.01 1  
  105 0.48926 0.3931 0.5 0.00039 0.00015 0.00031 0.00076 1.94 1  
  106 0.51039 0.40662 0.5 0.00024 0.0001 0.00019 0.00044 1.87 1  
  107 0.53147 0.41989 0.5 0.00014 0.00006 0.00011 0.00025 1.81 1  
  108 0.55245 0.43288 0.5 0.00008 0.00004 0.00006 0.00014 1.75 1  
  109 0.57323 0.44554 0.5 0.00005 0.00002 0.00004 0.00008 1.71 1  
  110 0.59377 1 1.68 0.00003 0.00003 0.00004 0.00004 1.68 1  
                       

DeathRatios

When there is additional information on the underlying cause of death then this can be added to a mortality object in a DeathRatios subtable. The DeathRatios subtable specifies age-cause-specific death ratios. It has one Age column and one or more columns for each underlying cause of death. The body property MultiDecBuildMethod determines how cause-specific survival fractions are are built from a finite number of death ratios.

Multiple Decrement Mortality
             
Handle USD-W-M_ASDR_1970:6          
Name USD-W-M_ASDR_1970          
Type MORTALITY          
             
Population USD-W-M          
Date 19700630          
BuildMethod HYBRID_FORCE          
MultiDecBuildMethodThe method used to build cause-specific survival fractions from death ratios
 HYBRID_RATIO          
             
DeathRates            
  Age Rate        
  0 0.02113239        
  1 0.000836017        
  5 0.000474801        
  10 0.000485071        
  15 0.001471427        
  20 0.001989967        
  25 0.001691855        
  30 0.001853781        
  35 0.002604102        
  40 0.004200407        
  45 0.006845684        
  50 0.010986321        
  55 0.017746092        
  60 0.027083745        
  65 0.040461201        
  70 0.058280413        
  75 0.086934172        
  80 0.126068196        
  85 0.185517407        
             
DeathRatiosThe DeathRatios has an Age column and one column for each underlying cause of death.
            
 
AgeThe start age for the death ratio and the end date for the previous death ratio
CANThe age-cause-specific death ratio. Death ratios will be automatically normalized so that the sum across columns equals one.
 CIR ACC OTH  
  0 65 267 935 30458  
  1 501 163 2119 2127  
  5 708 134 2119 1138  
  10 526 163 2708 985  
  15 742 319 9628 1511  
  20 867 443 10834 1668  
  25 800 595 7051 1451  
  30 941 1202 5246 1741  
  35 1608 3104 5059 2688  
  40 3392 7848 5608 4971  
  45 6463 15817 5955 7757  
  50 10893 25843 5782 10574  
  55 17133 38853 5791 14725  
  60 22505 52365 5145 18766  
  65 24691 63340 4404 21179  
  70 24317 72177 3890 22445  
  75 21468 77556 3495 22460  
  80 14260 67265 2746 17285  
  85 8630 63998 2469 15242