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244048.xml
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<?xml version="1.0" encoding="UTF-8"?>
<?xml-model href="https://epidoc.stoa.org/schema/8.23/tei-epidoc.rng" type="application/xml" schematypens="http://relaxng.org/ns/structure/1.0"?>
<TEI xmlns="http://www.tei-c.org/ns/1.0" xml:id="m244048" xml:lang="en">
<teiHeader>
<fileDesc>
<titleStmt>
<title>An addition and multiplication table</title>
</titleStmt>
<publicationStmt>
<authority>Digital Corpus of Literary Papyri</authority>
<idno type="dclp">244048</idno>
<idno type="TM">244048</idno>
<idno type="LDAB">244048</idno>
<idno type="filename">244048</idno>
<idno type="dclp-hybrid">tm;;244048</idno>
<idno type="MP3">02311.010</idno>
<availability>
<p>
© Digital Corpus of Literary Papyri. This work is licensed under a
<ref type="license" target="http://creativecommons.org/licenses/by/3.0/">Creative Commons Attribution 3.0 License</ref>
.
</p>
</availability>
</publicationStmt>
<sourceDesc>
<msDesc>
<msIdentifier>
<idno type="invNo">Ann Arbor, Michigan University, Library P. 4435 a</idno>
</msIdentifier>
<physDesc>
<objectDesc form="sheet">
<supportDesc>
<support>
<material>papyrus</material>
<dimensions>
<width unit="cm">12.9</width>
<height unit="cm">8</height>
</dimensions>
</support>
</supportDesc>
<layoutDesc>
<layout>
<p>papyrus sheet</p>
</layout>
</layoutDesc>
</objectDesc>
</physDesc>
<history>
<origin>
<origPlace>erworben: Egypt - 1925; Schreibort: Egypt</origPlace>
<origDate notBefore="0175" notAfter="0325">175 - 325</origDate>
</origin>
<provenance n="1" type="acquired" when="1925">
<p>
<placeName type="ancient" subtype="region">Egypt</placeName>
</p>
</provenance>
<provenance n="2" type="composed">
<p>
<placeName type="ancient" subtype="region">Egypt</placeName>
</p>
</provenance>
</history>
</msDesc>
</sourceDesc>
</fileDesc>
<encodingDesc>
<p>
This file encoded to comply with EpiDoc Guidelines and Schema version 8
<ref>http://www.stoa.org/epidoc/gl/5/</ref>
</p>
</encodingDesc>
<profileDesc>
<textClass>
<keywords>
<term n="1" type="culture">science</term>
<term n="2">mathematics</term>
</keywords>
</textClass>
<langUsage>
<language ident="en">English</language>
<language ident="grc">Greek</language>
</langUsage>
</profileDesc>
<revisionDesc>
<change when="2020-05-07T20:14:58-04:00"
who="http://papyri.info/users/Mike%20Sampson">Finalized - This is good to go.</change>
<change when="2020-05-07T20:14:57-04:00"
who="http://papyri.info/users/Mike%20Sampson">Finalized - This is good to go.</change>
<change when="2020-05-07T20:06:44-04:00"
who="http://papyri.info/users/Mike%20Sampson">Vote - Accept-Straight-to-Finalization - This is fine.</change>
<change when="2020-05-07T20:06:44-04:00"
who="http://papyri.info/users/Mike%20Sampson">Vote - Accept-Straight-to-Finalization - This is fine.</change>
<change when="2020-05-07T17:44:41-04:00"
who="http://papyri.info/users/Mike%20Sampson">Submit - Initial entry of TM 244048 into DCLP, from ed. pr.</change>
<change when="2020-05-07T17:44:41-04:00"
who="http://papyri.info/users/Mike%20Sampson">Submit - Initial entry of TM 244048 into DCLP, from ed. pr.</change>
<change when="2014-12-10" who="DCLP">Crosswalked to EpiDoc XML</change>
</revisionDesc>
</teiHeader>
<text>
<body>
<div type="commentary" subtype="frontmatter" xml:space="preserve"><p>The papyrus consists of a table which records simple mathematical operations (addition and multiplication). The third item in each line is the sum or product of the previous two items.</p></div>
<div xml:lang="grc" type="edition" xml:space="preserve">
<div n="i" subtype="column" type="textpart"><ab>
<lb n="1"/><supplied reason="lost"><num value="5">ε</num> <num value="6">ϛ</num> <num value="11">ια</num></supplied>
<lb n="2"/><supplied reason="lost"><num value="6">ϛ</num> <num value="5">ε</num> <num value="11">ια</num></supplied>
<lb n="3"/><supplied reason="lost"><num value="5">ε</num> <num value="7">ζ</num> <num value="12">ιβ</num></supplied>
<lb n="4"/><supplied reason="lost"><num value="7">ζ</num> <num value="5">ε</num> <num value="12">ιβ</num></supplied>
<lb n="5"/><supplied reason="lost"><num value="5">ε</num> <num value="8">η</num> <num value="13">ιγ</num></supplied>
<lb n="6"/><supplied reason="lost"><num value="8">η</num> <num value="5">ε</num> <num value="13">ιγ</num></supplied>
<lb n="7"/><supplied reason="lost"><num value="5">ε</num> <num value="9">θ</num></supplied> <num value="14"><unclear>ι</unclear><supplied reason="lost">δ</supplied></num>
<lb n="8"/><supplied reason="lost"><num value="9">θ</num> <num value="5">ε</num></supplied> <num value="14"><supplied reason="lost">ι</supplied><unclear>δ</unclear></num>
<lb n="9"/><supplied reason="lost"><num value="6">ϛ</num> <num value="6">ϛ</num></supplied> <num value="12">ιβ</num>
<lb n="10"/><supplied reason="lost">δὶς <num value="6">ϛ</num></supplied> <num value="12"><unclear>ιβ</unclear></num>
<lb n="11"/><supplied reason="lost"><num value="6">ϛ</num> <num value="7">ζ</num></supplied> <num value="13">ιγ</num>
<lb n="12"/><supplied reason="lost"><num value="7">ζ</num> <num value="6">ϛ</num></supplied> <num value="13">ιγ</num>
<lb n="13"/><supplied reason="lost"><num value="6">ϛ</num> <num value="8">η</num></supplied> <num value="14">ι<unclear>δ</unclear></num>
<lb n="14"/><supplied reason="lost"><num value="8">η</num> <num value="6">ϛ</num></supplied> <num value="14"><unclear>ιδ</unclear></num>
<lb n="15"/><supplied reason="lost"><num value="6">ϛ</num> <num value="9">θ</num></supplied> <num value="15">ι<unclear>ε</unclear></num>
</ab></div>
<div n="ii" subtype="column" type="textpart"><ab>
<lb n="1"/><supplied reason="lost"><num value="9">θ</num> <num value="6">ϛ</num> <num value="15">ιε</num></supplied>
<lb n="2"/><num value="7">ζ</num> <num value="7"><unclear>ζ</unclear></num> <num value="14">ι<supplied reason="lost">δ</supplied></num>
<lb n="3"/>δὶς <num value="7">ζ</num> <num value="14"><unclear>ιδ</unclear></num>
<lb n="4"/><num value="7">ζ</num> <num value="8"><unclear>η</unclear></num> <num value="15"><unclear>ιε</unclear></num>
<lb n="5"/><num value="8"><unclear>η</unclear></num> <num value="7"><unclear>ζ</unclear></num> <num value="15"><unclear>ιε</unclear></num>
<lb n="6"/><num value="7">ζ</num> <num value="9">θ</num> <num value="16">ιϛ</num>
<lb n="7"/><num value="9">θ</num> <num value="7">ζ</num> <num value="16">ιϛ</num>
<lb n="8"/><num value="8">η</num> <num value="8">η</num> <num value="16">ιϛ</num>
<lb n="9"/>δὶς <num value="8">η</num> <num value="16">ιϛ</num>
<lb n="10"/><num value="8">η</num> <num value="9">θ</num> <num value="17">ιζ</num>
<lb n="11"/><num value="9">θ</num> <num value="8">η</num> <num value="17">ιζ</num>
<lb n="12"/><num value="9">θ</num> <num value="9">θ</num> <num value="18">ιη</num>
<lb n="13"/>δὶς <num value="9">θ</num> <num value="18">ιη</num>
<lb n="14"/><num value="10">ι</num> <num value="10">ι</num> <num value="20">κ</num>
<lb n="15"/>δὶς <num value="10">ι</num> <num value="20">κ</num>
</ab></div>
<div n="iii" subtype="column" type="textpart"><ab>
<lb n="1"/><num value="10"><unclear>ι</unclear></num> <num value="20"><unclear>κ</unclear></num> <num value="30"><unclear>λ</unclear></num>
<lb n="2"/><num value="20">κ</num> <num value="10"><unclear>ι</unclear></num> <num value="30"><unclear>λ</unclear></num>
<lb n="3"/><supplied reason="lost"><num value="10">ι</num> <num value="30">λ</num> <num value="40">μ</num></supplied>
<lb n="4"/><num value="30"><unclear>λ</unclear></num> <num value="10">ι</num> <num value="40"><unclear>μ</unclear></num>
<lb n="5"/><num value="10"><unclear>ι</unclear></num> <num value="40"><unclear>μ</unclear></num> <num value="50">ν</num>
<lb n="6"/><num value="40"><unclear>μ</unclear></num> <num value="10"><unclear>ι</unclear></num> <num value="50">ν</num>
<lb n="7"/><num value="10">ι</num> <num value="50">ν</num> <num value="60">ξ</num>
<lb n="8"/><num value="50">ν</num> <num value="10">ι</num> <num value="60">ξ</num>
<lb n="9"/><num value="10">ι</num> <num value="60">ξ</num> <num value="70">ο</num>
<lb n="10"/><num value="60">ξ</num> <num value="10">ι</num> <num value="70">ο</num>
<lb n="11"/><num value="10">ι</num> <num value="70">ο</num> <num value="80">π</num>
<lb n="12"/><num value="70">ο</num> <num value="10">ι</num> <num value="80">π</num>
<lb n="13"/><num value="10">ι</num> <num value="80">π</num> <num value="90">ϙ</num>
<lb n="14"/><num value="80">π</num> <num value="10">ι</num> <num value="90">ϙ</num>
<lb n="15"/><num value="10">ι</num> <num value="90">ϙ</num> <num value="100">ρ</num>
</ab></div>
<div n="iv" subtype="column" type="textpart"><ab>
<lb n="1"/><num value="90">ϙ</num> <num value="10">ι</num> <num value="100">ρ</num>
<lb n="2"/><num value="20"><unclear>κ</unclear></num> <num value="20"><unclear>κ</unclear></num> <num value="40"><unclear>μ</unclear></num>
<lb n="3"/><unclear>δὶ</unclear>ς <num value="20"><unclear>κ</unclear></num> <num value="40">μ</num>
<lb n="4"/><num value="20">κ</num> <num value="30">λ</num> <num value="50">ν</num>
<lb n="5"/><num value="30">λ</num> <num value="20">κ</num> <num value="50">ν</num>
<lb n="6"/><num value="20">κ</num> <num value="40">μ</num> <num value="60">ξ</num>
<lb n="7"/><num value="40">μ</num> <num value="20">κ</num> <num value="60">ξ</num>
<lb n="8"/><num value="20">κ</num> <num value="50">ν</num> <num value="70">ο</num>
<lb n="9"/><num value="50">ν</num> <num value="20">κ</num> <num value="70">ο</num>
<lb n="10"/><num value="20">κ</num> <num value="60">ξ</num> <num value="80">π</num>
<lb n="11"/><num value="60">ξ</num> <num value="20">κ</num> <num value="80">π</num>
<lb n="12"/><num value="20">κ</num> <num value="70">ο</num> <num value="90">ϙ</num>
<lb n="13"/><num value="70">ο</num> <num value="20">κ</num> <num value="90">ϙ</num>
<lb n="14"/><num value="20">κ</num> <num value="80">π</num> <num value="100">ρ</num>
<lb n="15"/><num value="80">π</num> <num value="20">κ</num> <num value="100">ρ</num>
</ab></div>
<div n="v" subtype="column" type="textpart"><ab>
<lb n="1"/><num value="20"><unclear>κ</unclear></num> <num value="90"><unclear>ϙ</unclear></num> <num value="110"><unclear>ρι</unclear></num>
<lb n="2"/><num value="90"><unclear>ϙ</unclear></num> <num value="20"><unclear>κ</unclear></num> <num value="110"><unclear>ρι</unclear></num>
<lb n="3"/><num value="30">λ</num> <num value="30">λ</num> <num value="60">ξ</num>
<lb n="4"/>δὶς <num value="30">λ</num> <num value="60">ξ</num>
<lb n="5"/><num value="30">λ</num> <num value="40">μ</num> <num value="70">ο</num>
<lb n="6"/><num value="40">μ</num> <num value="30">λ</num> <num value="70">ο</num>
<lb n="7"/><num value="30">λ</num> <num value="50">ν</num> <num value="80">π</num>
<lb n="8"/><num value="50">ν</num> <num value="30">λ</num> <num value="80"><unclear>π</unclear></num>
<lb n="9"/><num value="30">λ</num> <num value="60">ξ</num> <num value="90"><unclear>ϙ</unclear></num>
<lb n="10"/><num value="60">ξ</num> <num value="30">λ</num> <num value="90"><unclear>ϙ</unclear></num>
<lb n="11"/><num value="30">λ</num> <num value="70">ο</num> <num value="100">ρ</num>
<lb n="12"/><num value="70">ο</num> <num value="30">λ</num> <num value="100">ρ</num>
<lb n="13"/><num value="30">λ</num> <num value="80">π</num> <num value="110">ρι</num>
<lb n="14"/><num value="80">π</num> <num value="30">λ</num> <num value="110">ρι</num>
<lb n="15"/><num value="30">λ</num> <num value="90">ϙ</num> <num value="120">ρκ</num>
<lb n="16"/><num value="90">ϙ</num> <num value="30">λ</num> <num value="120"><unclear>ρκ</unclear></num>
</ab></div>
<div n="vi" subtype="column" type="textpart"><ab>
<lb n="1"/><num value="40"><unclear>μ</unclear></num> <supplied reason="lost"><num value="40">μ</num> <num value="80">π</num></supplied>
<lb n="2"/><supplied reason="lost">δὶς <num value="40">μ</num> <num value="80">π</num></supplied>
<lb n="3"/><num value="40">μ</num> <num value="50">ν</num> <supplied reason="lost"><num value="90">ϙ</num></supplied>
<lb n="4"/><num value="50">ν</num> <num value="40">μ</num> <supplied reason="lost"><num value="90">ϙ</num></supplied>
<lb n="5"/><num value="40">μ</num> <num value="60">ξ</num> <supplied reason="lost"><num value="100">ρ</num></supplied>
<lb n="6"/><num value="60">ξ</num> <num value="40">μ</num> <supplied reason="lost"><num value="100">ρ</num></supplied>
<lb n="7"/><num value="40">μ</num> <num value="70">ο</num> <supplied reason="lost"><num value="110">ρι</num></supplied>
<lb n="8"/><num value="70">ο</num> <num value="40">μ</num> <supplied reason="lost"><num value="110">ρι</num></supplied>
<lb n="9"/><num value="40">μ</num> <num value="80">π</num> <supplied reason="lost"><num value="120">ρκ</num></supplied>
<lb n="10"/><num value="80">π</num> <num value="40">μ</num> <num value="120"><unclear>ρ</unclear><supplied reason="lost">κ</supplied></num>
<lb n="11"/><num value="40">μ</num> <num value="90">ϙ</num> <num value="130">ρ<supplied reason="lost">λ</supplied></num>
<lb n="12"/><num value="90">ϙ</num> <num value="40">μ</num> <num value="130">ρ<supplied reason="lost">λ</supplied></num>
<lb n="13"/><num value="50">ν</num> <num value="50">ν</num> <num value="100">ρ</num>
<lb n="14"/>δὶς <num value="50">ν</num> <num value="100">ρ</num>
<lb n="15"/><num value="50"><unclear>ν</unclear></num> <num value="60">ξ</num> <num value="110">ρ<supplied reason="lost">ι</supplied></num>
<lb n="16"/><num value="60">ξ</num> <num value="50"><unclear>ν</unclear></num> <num value="110"><unclear>ρ</unclear><supplied reason="lost">ι</supplied></num>
</ab></div></div>
<div type="bibliography" subtype="illustrations">
<listBibl>
<bibl type="printed">BASP 49 (2012), p. 18</bibl>
<bibl type="online">
<ptr target="https://quod.lib.umich.edu/a/apis/x-12862/4435AR.TIF"/>
</bibl>
</listBibl>
</div>
<div type="bibliography" subtype="principalEdition">
<listBibl>
<bibl type="publication" subtype="principal">
<!-- ignore - start, i.e. SoSOL users may not edit this -->
<!-- ignore - stop -->
<ptr target="http://papyri.info/biblio/86457"/>
</bibl>
</listBibl>
</div>
</body>
</text>
</TEI>