<?xml version="1.0" encoding="UTF-8"?>
<XTbML>
  <ContentClassification>
    <TableIdentity>801</TableIdentity>
    <ProviderDomain>soa.org</ProviderDomain>
    <ProviderName>Roger Scott Lumsden  75147,2620</ProviderName>
    <TableReference>The Mortality of Annuitants 1900-1920, p.75
W.Palin Elderton and H.J.P.Oakley
The Institute and the Faculty of Actuaries
Charles and Edwin Layton, London 1924</TableReference>
    <ContentType tc="1">Mortality Healthy</ContentType>
    <TableName>1924 UK a(f) ult, Age Nearest, Female</TableName>
    <TableDescription>|TM-Country: UK
Source of data: Single life annuitants in 49 UK offices, excluding first 5 years from issue
Volume of data: 18,250 deaths, 355,221 years exposed (for Ultimate)
Observation period: 1900 to 1920
Unit of observation: Number of lives
Construction method: Two separate Makeham curves 40 to 85 and 85 on
Minimum age: 40
Maximum age: 116
Number of decimal places: 5
Hash value: -1242879660
</TableDescription>
    <Comments>There were separate tables for select and ultimate
Only the ultimate (after 1 year) is shown here
Duration 1 values were 63% of Ultimate for same attained age
Values have not been proofread. If you find any errors
please report them to Actuaries On Line</Comments>
    <KeyWord>Aggregate</KeyWord>
    <KeyWord>Annuitant mortality</KeyWord>
    <KeyWord>United Kingdom</KeyWord>
  </ContentClassification>
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      <TableDescription>1924 UK a(f) ult, Age Nearest, Female-Aggregate</TableDescription>
      <Nation tc="44">United Kingdom</Nation>
      <ScalingFactor>0</ScalingFactor>
      <DataType tc="2">Floating Point</DataType>
      <AxisDef id="Age">
        <ScaleType tc="3">Age</ScaleType>
        <AxisName>Age</AxisName>
        <MinScaleValue>40</MinScaleValue>
        <MaxScaleValue>116</MaxScaleValue>
        <Increment>1</Increment>
      </AxisDef>
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    <Values>
      <Axis>
        <Y t="40">0.00716</Y>
        <Y t="41">0.00723</Y>
        <Y t="42">0.00731</Y>
        <Y t="43">0.00740</Y>
        <Y t="44">0.00750</Y>
        <Y t="45">0.00762</Y>
        <Y t="46">0.00775</Y>
        <Y t="47">0.00790</Y>
        <Y t="48">0.00807</Y>
        <Y t="49">0.00825</Y>
        <Y t="50">0.00846</Y>
        <Y t="51">0.00871</Y>
        <Y t="52">0.00899</Y>
        <Y t="53">0.00928</Y>
        <Y t="54">0.00965</Y>
        <Y t="55">0.01003</Y>
        <Y t="56">0.01047</Y>
        <Y t="57">0.01097</Y>
        <Y t="58">0.01154</Y>
        <Y t="59">0.01217</Y>
        <Y t="60">0.01288</Y>
        <Y t="61">0.01370</Y>
        <Y t="62">0.01461</Y>
        <Y t="63">0.01565</Y>
        <Y t="64">0.01683</Y>
        <Y t="65">0.01814</Y>
        <Y t="66">0.01961</Y>
        <Y t="67">0.02130</Y>
        <Y t="68">0.02317</Y>
        <Y t="69">0.02530</Y>
        <Y t="70">0.02770</Y>
        <Y t="71">0.03041</Y>
        <Y t="72">0.03346</Y>
        <Y t="73">0.03688</Y>
        <Y t="74">0.04073</Y>
        <Y t="75">0.04507</Y>
        <Y t="76">0.04996</Y>
        <Y t="77">0.05544</Y>
        <Y t="78">0.06160</Y>
        <Y t="79">0.06851</Y>
        <Y t="80">0.07624</Y>
        <Y t="81">0.08507</Y>
        <Y t="82">0.09546</Y>
        <Y t="83">0.10686</Y>
        <Y t="84">0.11896</Y>
        <Y t="85">0.13150</Y>
        <Y t="86">0.14466</Y>
        <Y t="87">0.15851</Y>
        <Y t="88">0.17311</Y>
        <Y t="89">0.18846</Y>
        <Y t="90">0.20461</Y>
        <Y t="91">0.22155</Y>
        <Y t="92">0.23929</Y>
        <Y t="93">0.25785</Y>
        <Y t="94">0.27725</Y>
        <Y t="95">0.29746</Y>
        <Y t="96">0.31849</Y>
        <Y t="97">0.34032</Y>
        <Y t="98">0.36296</Y>
        <Y t="99">0.38632</Y>
        <Y t="100">0.41042</Y>
        <Y t="101">0.43519</Y>
        <Y t="102">0.46056</Y>
        <Y t="103">0.48650</Y>
        <Y t="104">0.51300</Y>
        <Y t="105">0.54000</Y>
        <Y t="106">0.56700</Y>
        <Y t="107">0.59400</Y>
        <Y t="108">0.62100</Y>
        <Y t="109">0.64800</Y>
        <Y t="110">0.67500</Y>
        <Y t="111">0.70500</Y>
        <Y t="112">0.74000</Y>
        <Y t="113">0.79000</Y>
        <Y t="114">0.85000</Y>
        <Y t="115">0.92000</Y>
        <Y t="116">1.00000</Y>
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    </Values>
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