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authorTimothy Pearson <kb9vqf@pearsoncomputing.net>2011-12-03 11:05:10 -0600
committerTimothy Pearson <kb9vqf@pearsoncomputing.net>2011-12-03 11:05:10 -0600
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tree1f78ef53b206c6b4e4efc88c4849aa9f686a094d /tde-i18n-en_GB/docs/kdeedu/klatin/numbers.docbook
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-<!-- Please don't translate Latin words -->
-<!-- Please translate -->
-<sect1 id="numbers">
-<title
->KLatin Notes - Numbers </title>
-
-<para
->The Romans had a particular set of numerals and had names for each of their numbers. In this section are listed some numbers and their corresponding symbol. </para>
-<table frame="none">
-<title
->Numbers</title>
-<!-- translators: don't translate the following -->
-<tgroup cols="3" colsep="1" rowsep="1">
-<colspec colname="c1"/>
-<tbody>
-<row>
-<entry
->1</entry>
-<entry
->I</entry>
-<entry
->unus</entry>
-</row>
-<row>
-<entry
->2</entry>
-<entry
->II</entry>
-<entry
->duo</entry>
-</row>
-<row>
-<entry
->3</entry>
-<entry
->III</entry>
-<entry
->tres</entry>
-</row>
-<row>
-<entry
->4</entry>
-<entry
->IV</entry>
-<entry
->quattuor</entry>
-</row>
-<row>
-<entry
->5</entry>
-<entry
->V</entry>
-<entry
->quinque</entry>
-</row>
-<row>
-<entry
->6</entry>
-<entry
->VI</entry>
-<entry
->sex</entry>
-</row>
-<row>
-<entry
->7</entry>
-<entry
->VII</entry>
-<entry
->septem</entry>
-</row>
-<row>
-<entry
->8</entry>
-<entry
->VIII</entry>
-<entry
->octo</entry>
-</row>
-<row>
-<entry
->9</entry>
-<entry
->IX</entry>
-<entry
->novem</entry>
-</row>
-<row>
-<entry
->10</entry>
-<entry
->X</entry>
-<entry
->decem</entry>
-</row>
-<row>
-<entry
->11</entry>
-<entry
->XI</entry>
-<entry
->undecim</entry>
-</row>
-<row>
-<entry
->12</entry>
-<entry
->XII</entry>
-<entry
->duodecim</entry>
-</row>
-<row>
-<entry
->13</entry>
-<entry
->XIII</entry>
-<entry
->tredecim</entry>
-</row>
-<row>
-<entry
->14</entry>
-<entry
->XIV</entry>
-<entry
->quattuordecim</entry>
-</row>
-<row>
-<entry
->15</entry>
-<entry
->XV</entry>
-<entry
->quindecim</entry>
-</row>
-<row>
-<entry
->16</entry>
-<entry
->XVI</entry>
-<entry
->sedecim</entry>
-</row>
-<row>
-<entry
->17</entry>
-<entry
->XVII</entry>
-<entry
->septendecim</entry>
-</row>
-<row>
-<entry
->18</entry>
-<entry
->XVIII</entry>
-<entry
->duodeviginti</entry>
-</row>
-<row>
-<entry
->19</entry>
-<entry
->XIX</entry>
-<entry
->undeviginti</entry>
-</row>
-<row>
-<entry
->20</entry>
-<entry
->XX</entry>
-<entry
->viginti</entry>
-</row>
-<row>
-<entry
->21</entry>
-<entry
->XXI</entry>
-<entry
->vigintiunus</entry>
-</row>
-<row>
-<entry
->22</entry>
-<entry
->XXII</entry>
-<entry
->vigintiduo</entry>
-</row>
-<row>
-<entry
->30</entry>
-<entry
->XXX</entry>
-<entry
->triginta</entry>
-</row>
-<row>
-<entry
->40</entry>
-<entry
->XL</entry>
-<entry
->quadraginta</entry>
-</row>
-<row>
-<entry
->50</entry>
-<entry
->L</entry>
-<entry
->quinquaginta</entry>
-</row>
-<row>
-<entry
->60</entry>
-<entry
->LX</entry>
-<entry
->sexaginta</entry>
-</row>
-<row>
-<entry
->70</entry>
-<entry
->LXX</entry>
-<entry
->septuaginta</entry>
-</row>
-<row>
-<entry
->80</entry>
-<entry
->LXXX</entry>
-<entry
->octoginta</entry>
-</row>
-<row>
-<entry
->90</entry>
-<entry
->XC</entry>
-<entry
->nonaginta</entry>
-</row>
-<row>
-<entry
->100</entry>
-<entry
->C</entry>
-<entry
->centum</entry>
-</row>
-<row>
-<entry
->200</entry>
-<entry
->CC</entry>
-<entry
->ducenti</entry>
-</row>
-<row>
-<entry
->300</entry>
-<entry
->CCC</entry>
-<entry
->trecenti</entry>
-</row>
-<row>
-<entry
->400</entry>
-<entry
->CD</entry>
-<entry
->quadrigenti</entry>
-</row>
-<row>
-<entry
->500</entry>
-<entry
->D</entry>
-<entry
->quingenti</entry>
-</row>
-<row>
-<entry
->600</entry>
-<entry
->DC</entry>
-<entry
->sescenti</entry>
-</row>
-<row>
-<entry
->700</entry>
-<entry
->DCC</entry>
-<entry
->septigenti</entry>
-</row>
-<row>
-<entry
->800</entry>
-<entry
->DCCC</entry>
-<entry
->octigenti</entry>
-</row>
-<row>
-<entry
->900</entry>
-<entry
->CM</entry>
-<entry
->nongenti</entry>
-</row>
-<row>
-<entry
->1000</entry>
-<entry
->M</entry>
-<entry
->mille</entry>
-</row>
-<row>
-<entry
->2000</entry>
-<entry
->MM</entry>
-<entry
->duo milia</entry>
-</row>
-</tbody>
-</tgroup>
-</table>
-
-</sect1>