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				<title>Transcription of folios 027r-022v of the Archimedes Palimpsest. (= Archimedes folio Arch01r,
					Planes In Equilibrium)</title>
				<author>Archimedes</author>
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					<name>Reviel Netz</name>
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					<resp>Responsible for primary transcription (Dublin Core creator)</resp>
					<name>Nigel Wilson</name>
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					<name>Mike Toth</name>
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					<name>William Noel</name>
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					<resp>Contributor</resp>
					<name>Doug Emery</name>
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					<name>Alexander Lee</name>
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					<name>Neel Smith</name>
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					<name>Christopher Blackwell</name>
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					<name>Jennifer Adams</name>
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					<name>Jennifer Curtin</name>
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					<name>Christopher D'Alessandro</name>
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					<name>William Dolan</name>
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					<name>Scott Dubè</name>
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					<name>Michael Kinney</name>
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					<name>Bryan Alton Keller</name>
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					<name>Claire Chamberlyn Kitchens</name>
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					<resp>Contributor</resp>
					<name>Adam Charles Race</name>
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				<publisher>Owner of the Archimedes Palimpsest</publisher>
				<date>2008</date>
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					<p>Licensed for use under Creative Commons Attribution 3.0 Unported, license
						http://creativecommons.org/licenses/by/3.0/legalcode.</p>
					<p>It is requested that copies of any published articles based on the information in this data set
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					<bibl>Heiberg, J. L., Archimedis Opera omnia cum commentariis Eutocii (Leipzig: Teubner, 1910–15;
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					<bibl>Christie’s New York, 29th October 1998 Sale, no. 9058, The Archimedes Palimpsest. </bibl>
					<bibl>A. Papadopoulos-Kerameus, Hierosolymitike Bibliotheke, vol. 4 (St Petersburg, 1899), 329–331,
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					<supplied reason="lost">ποτὶ</supplied>
					<supplied reason="lost">τὰ</supplied>
					<w part="I">τρί</w>
					<lb n="5" facs="#zArch01r_27r1_05"/><w part="F"><unclear>α</unclear></w>
					<num>Ε</num>
					<w><supplied reason="lost">τᾶ</supplied>ς</w> ΑΔ<pc>,</pc>
					<supplied reason="lost">ὃν</supplied>
					<supplied reason="lost">δὲ</supplied>
					<supplied reason="lost">λόγον</supplied>
					<supplied reason="lost">ἔχει</supplied>
					<supplied reason="lost">ἁ</supplied>
					<w part="I"><supplied reason="lost">ἴ</supplied></w>
					<lb n="6" facs="#zArch01r_27r1_06"/><w part="F">σα</w>
					<w>τ<supplied reason="lost">ᾶ</supplied></w>
					<supplied reason="lost"><num>Β</num></supplied> τᾶς ΑΒ <supplied reason="lost">καὶ</supplied>
					<supplied reason="lost"><num>Δ</num></supplied>
					<supplied reason="lost">τᾶς</supplied>
					<supplied reason="lost">ΒΓ</supplied>
					<choice>
						<abbr><am><g/></am></abbr>
						<expan><ex>καὶ</ex></expan>
					</choice>
					<num>Ϛ</num>
					<lb n="7" facs="#zArch01r_27r1_07"/>τᾶς ΒΔ <choice>
						<abbr>κ<am><g/></am></abbr>
						<expan>κ<ex>αὶ</ex></expan>
					</choice>
					<num>Γ</num> τᾶς <supplied reason="lost">ΒΕ</supplied>
					<supplied reason="lost">ποτὶ</supplied> τὰν <supplied reason="lost">ἴσαν</supplied>
					<lb n="8" facs="#zArch01r_27r1_08"/>τᾶ <num>Ε</num> τᾶς ΑΒ καὶ <num>Ι</num> τᾶς ΓΒ καὶ
							<num><unclear>Ι</unclear></num>
					<w><unclear>τ</unclear><supplied reason="lost">ᾶς</supplied></w>
					<lb n="9" facs="#zArch01r_27r1_09"/><w>Β<unclear>Δ</unclear></w>
					<supplied reason="lost">καὶ</supplied>
					<num>Ε</num> τᾶς ΒΕ<pc>,</pc> τοῦτον ἐχέτω <choice>
						<abbr>τὸ<am><g/></am></abbr>
						<expan>τὸ<ex>ν</ex></expan>
					</choice>
					<lb n="10" facs="#zArch01r_27r1_10"/><w><unclear>λ</unclear>όγο<supplied reason="lost"
						>ν</supplied></w>
					<supplied reason="lost">ἁ</supplied>
					<w><supplied reason="lost">Η</supplied>Ε</w> ποτὶ τὰν ΑΔ<pc>.</pc>
					<choice>
						<abbr>δεικτ<am><g/></am></abbr>
						<expan>δεικτ<ex>έον</ex></expan>
					</choice><pc>,</pc>
					<lb n="11" facs="#zArch01r_27r1_11"/><choice>
						<abbr><am><g/></am></abbr>
						<expan><ex>ὅτι</ex></expan>
					</choice> τὰ ΑΖΕ <w>δ<unclear>ύο</unclear></w> πεμπταμόριά <w part="I">ἐν</w>
					<lb n="12" facs="#zArch01r_27r1_12"/><w part="F">τι</w> τᾶς ΑΒ<pc>.</pc>
					<w><unclear>ἐ</unclear>πεὶ</w> γὰρ ἀνάλογόν <w>ἐντ<supplied reason="lost">ι</supplied></w>
					<lb n="13" facs="#zArch01r_27r1_13"/><w>α<supplied reason="lost">ἱ</supplied></w> ΑΒ ΒΓ ΒΔ ΔΕ <choice>
						<abbr><am><g/></am></abbr>
						<expan><ex>καὶ</ex></expan>
					</choice> αἱ ΑΓ ΓΔ ΔΕ <lb n="14" facs="#zArch01r_27r1_14"/>ἐν τῶι αὐτῶι λόγωι ἐντί<pc>,</pc> καὶ <w
						part="I">συνα<supplied reason="lost">μ</supplied></w>
					<lb n="15" facs="#zArch01r_27r1_15"/><w part="F">φότερος</w> ἁ ΑΒ ΒΓ πρὸς τὰν <num>Β</num>
					<choice>
						<abbr>τ<am><g/></am></abbr>
						<expan>τ<ex>ᾶς</ex></expan>
					</choice>
					<lb n="16" facs="#zArch01r_27r1_16"/>ΒΔ<pc>,</pc> ἔχει τὸν αὐτὸν λόγον<pc>,</pc> ὃν ἁ ΑΔ <lb n="17"
						facs="#zArch01r_27r1_17"/>ποτὶ τὰν ΔΕ<pc>,</pc> καὶ συναμφότερος <lb n="18"
						facs="#zArch01r_27r1_18"/>ἁ ΔΒ ΒΓ ποτὶ τὰν Ε<pc>,</pc> καὶ πάντα <lb n="19"
						facs="#zArch01r_27r1_19"/>πρὸς πάντα<pc>·</pc> τὸν αὐτὸν ἄρα <choice>
						<abbr>λόγο<am><g/></am></abbr>
						<expan>λόγο<ex>ν</ex></expan>
					</choice>
					<milestone n="22v1" unit="folio"/>
					<lb n="20" facs="#zArch01r_22v1_20"/>ἔχει ἁ ΑΔ ποτὶ τὰν ΔΕ<pc>,</pc> ὃν ἁ ἴσα τᾶ <lb n="21"
						facs="#zArch01r_22v1_21"/>τε <num>Β</num> τᾶς ΑΒ καὶ τᾶ <num>Γ</num> τᾶς ΓΒ καὶ <lb n="22"
						facs="#zArch01r_22v1_22"/>ἁ ΔΒ καὶ ἁ ΔΒ ποτὶ <w>τὰ<unclear>ν</unclear></w> ἴσαν τᾶ <lb n="23"
						facs="#zArch01r_22v1_23"/>τε <num>Β</num>
					<supplied reason="lost">τᾶς</supplied>
					<w><supplied reason="lost">Β</supplied>Δ</w> καὶ τὰν ΒΕ<pc>,</pc> ὃν δὲ <lb n="24"
						facs="#zArch01r_22v1_24"/><w><unclear>λ</unclear>όγο<supplied reason="lost">ν</supplied></w>
					<supplied reason="lost">ἔχει</supplied> ἁ ἴσα τᾶ τε <supplied reason="lost"><num>Β</num></supplied>
					τᾶς Β <lb n="25" facs="#zArch01r_22v1_25"/><choice>
						<abbr><am><g/></am></abbr>
						<expan><ex>καὶ</ex></expan>
					</choice>
					<supplied reason="lost">τᾶ</supplied>
					<supplied reason="lost"><num>Δ</num></supplied>
					<w><supplied reason="lost">κ</supplied>α<supplied reason="lost">ὶ</supplied></w>
					<w><supplied reason="lost">τ</supplied>ᾶ</w>
					<num>Δ</num> τᾶς ΒΓ <choice>
						<abbr><am><g/></am></abbr>
						<expan><ex>καὶ</ex></expan>
					</choice> τᾶ <lb n="26" facs="#zArch01r_22v1_26"/><supplied reason="lost"><num>Δ</num></supplied>
					<w><supplied reason="lost">τ</supplied>ᾶ<supplied reason="lost">ς</supplied></w>
					<supplied reason="lost">ΒΔ</supplied>
					<supplied reason="lost">καὶ</supplied> τᾶ <num>Β</num> τᾶς ΒΕ <w part="I">πο</w>
					<lb n="27" facs="#zArch01r_22v1_27"/><w part="F">τὶ</w> τὰν <w>ἴσ<supplied reason="lost"
							>α</supplied>ν</w> τᾶ τε <num>Β</num> τᾶς ΔΒ <choice>
						<abbr><am><g/></am></abbr>
						<expan><ex>καὶ</ex></expan>
					</choice>
					<lb n="28" facs="#zArch01r_22v1_28"/>τὰν ΕΒ<pc>,</pc> τοῦτον ἕξει ἁ ΔΑ πρὸς <lb n="29"
						facs="#zArch01r_22v1_29"/><w><unclear>ἐ</unclear><supplied reason="lost"
							>λάσ</supplied>σον<supplied reason="lost">α</supplied></w> τᾶς ΔΕ<pc>.</pc>
					<w>ἐχέτ<supplied reason="lost">ω</supplied></w> οὖν <choice>
						<abbr><am><g/></am></abbr>
						<expan><ex>πρὸς</ex></expan>
					</choice>
					<lb n="30" facs="#zArch01r_22v1_30"/><supplied reason="lost">ΔΘ</supplied><pc>.</pc>
					<supplied reason="lost">καὶ</supplied>
					<w><supplied reason="lost">ἀμ</supplied>φό<supplied reason="lost">τε</supplied>ραι</w> ποτὶ τὰς <w
						part="I">πρώ</w>
					<lb n="31" facs="#zArch01r_22v1_31"/><w part="F">τ<unclear>ας</unclear></w>
					<w>τὸ<supplied reason="lost">ν</supplied></w>
					<w><supplied reason="lost">αὐ</supplied>τὸν</w>
					<w><supplied reason="lost">ἑξ</supplied>οῦντι</w> λόγον<pc>·</pc>
					<w><supplied reason="lost">ἕξ</supplied>ει</w>
					<lb n="32" facs="#zArch01r_22v1_32"/><w>ο<supplied reason="lost">ὖν</supplied></w>
					<supplied reason="lost">ἁ</supplied>
					<supplied reason="lost">ΕΑ</supplied>
					<supplied reason="lost">ποτὶ</supplied>
					<supplied reason="lost">ΑΔ</supplied> τὸν αὐτὸν λόγον<pc>,</pc>
					<lb n="33" facs="#zArch01r_22v1_33"/><supplied reason="lost">ὃν</supplied>
					<supplied reason="lost">ἁ</supplied>
					<supplied reason="lost">ἴσα</supplied>
					<supplied reason="lost">τᾶ</supplied>
					<w><supplied reason="lost">τ</supplied>ε</w>
					<num>Β</num>
					<w>τᾶ<supplied reason="lost">ς</supplied></w>
					<w><supplied reason="lost">Α</supplied>Β</w>
					<choice>
						<abbr><am><g/></am></abbr>
						<expan><ex>καὶ</ex></expan>
					</choice>
					<num>Ϛ</num>
					<lb n="34" facs="#zArch01r_22v1_34"/><supplied reason="lost">τᾶς</supplied>
					<supplied reason="lost">ΒΔ</supplied>
					<supplied reason="lost">καὶ</supplied>
					<num><unclear>Γ</unclear></num>
					<w><unclear>τ</unclear><supplied reason="lost">ᾶ</supplied>ς</w> ΒΕ πρὸς <w>τὰ<supplied
							reason="lost">ν</supplied></w>
					<lb n="35" facs="#zArch01r_22v1_35"/><w><supplied reason="lost">συγκειμέν</supplied>αν</w> ἔκ τε
							<w>τ<supplied reason="lost">ᾶ</supplied><unclear>ς</unclear></w>
					<num>Β</num>
					<w part="I"><supplied reason="lost">συ</supplied>ν<supplied reason="lost">αμ</supplied></w>
					<lb n="36" facs="#zArch01r_22v1_36"/><w part="F"><supplied reason="lost">φοτέρας</supplied></w>
					<supplied reason="lost">τᾶς</supplied> ΑΒ <supplied reason="lost">ΕΒ</supplied> καὶ <supplied
						reason="lost"><num>Δ</num></supplied>
					<w part="I"><supplied reason="lost">συναμ</supplied></w>
					<lb n="37" facs="#zArch01r_22v1_37"/><w part="F"><supplied reason="lost">φοτέρου</supplied></w>
					<w><unclear>τᾶ</unclear>ς</w> ΓΒ ΒΔ<pc>.</pc> ἔχει <supplied reason="lost">δὲ</supplied>
					<supplied reason="lost">καὶ</supplied>
					<supplied reason="lost">ἁ</supplied>
					<milestone n="27r2" unit="folio"/>
					<lb n="1" facs="#zArch01r_27r2_01"/>ΑΔ <choice>
						<abbr>πρ<am><g/></am></abbr>
						<expan>πρ<ex>ὸς</ex></expan>
					</choice> ΗΘ τὸν αὐτὸν λόγον<pc>,</pc> ὃν Α <num>Ε</num>
					<lb n="2" facs="#zArch01r_27r2_02"/>συναμφοτέρου τᾶς ΑΒ ΒΕ μετὰ <choice>
						<abbr>τ<am><g/></am></abbr>
						<expan>τ<ex>ᾶς</ex></expan>
					</choice>
					<lb n="3" facs="#zArch01r_27r2_03"/><num>Ι</num> συναμφοτέρου τᾶς ΓΒ ΒΔ πρὸς <lb n="4"
						facs="#zArch01r_27r2_04"/><supplied reason="lost">τὰν</supplied> συγκειμέναν ἔκ τε τᾶς
						<num>Β</num> τὰς <lb n="5" facs="#zArch01r_27r2_05"/><supplied reason="lost">ΑΒ</supplied> καὶ
					τᾶς <num>Δ</num> τᾶς <w><supplied reason="lost">Γ</supplied>Β</w> καὶ τᾶς <num>Γ</num> τᾶς <lb n="6"
						facs="#zArch01r_27r2_06"/><supplied reason="lost">ΕΒ</supplied>
					<w><unclear>κ</unclear>αὶ</w>
					<num>Ϛ</num> τᾶς ΒΔ<pc>·</pc> ἀνομοίως δὲ τῶν <choice>
						<abbr>λόγ<am><g/></am></abbr>
						<expan>λόγ<ex>ων</ex></expan>
					</choice>
					<lb n="7" facs="#zArch01r_27r2_07"/><w><supplied reason="lost">τ</supplied>ετ<supplied reason="lost"
							>αγ</supplied>μέν<unclear>ω</unclear>ν</w><pc>,</pc> τουτέστιν ἐν <w part="I"
							>τεταραγ<unclear>μέ</unclear></w>
					<lb n="8" facs="#zArch01r_27r2_08"/><w part="F"><supplied reason="lost">να</supplied></w>
					<w>ἀ<supplied reason="lost">ν</supplied>αλογία</w><pc>,</pc> δι’ ἴσου τὸν αὐτὸν <w part="I">ἔ</w>
					<lb n="9" facs="#zArch01r_27r2_09"/><w part="F">χει</w> λόγον ὁ Α <w><supplied reason="lost"
							>πρὸ</supplied>ς</w> ΗΘ<pc>,</pc> ὃν ΑΕ <sic>
						<w part="I">σιναμ</w>
					</sic>
					<lb n="10" facs="#zArch01r_27r2_10"/><sic><w part="F">φοτέρου</w></sic>
					<w>τᾶ<supplied reason="lost">ς</supplied></w>
					<supplied reason="lost">ΑΒ</supplied> ΒΕ μετὰ τᾶς <num>Ι</num> τᾶς <lb n="11"
						facs="#zArch01r_27r2_11"/>ΓΒ ΒΔ πρὸς τὰν κειμέναν ἔκ τε τᾶς <lb n="12" facs="#zArch01r_27r2_12"
						/><num>Β</num> συναμφοτέρου τᾶς ΑΒ ΒΕ καὶ τᾶς <lb n="13" facs="#zArch01r_27r2_13"/><num>Δ</num>
					συναμφοτέρου τᾶς <supplied reason="lost">ΓΒ</supplied> ΒΔ<pc>.</pc> ἀλλὰ <lb n="14"
						facs="#zArch01r_27r2_14"/>ἁ συγκειμένα ἔκ τε τᾶς <num>Ε</num>
					<w part="I">συναμφο</w>
					<lb n="15" facs="#zArch01r_27r2_15"/><w part="F">τέρου</w> τᾶς ΑΒ ΒΕ μετὰ τᾶς <num>Ι</num>
					<w part="I">συναμφο</w>
					<lb n="16" facs="#zArch01r_27r2_16"/><w part="F">τέρου</w> τᾶς ΓΒ ΒΔ <choice>
						<abbr>πρ<am><g/></am></abbr>
						<expan>πρ<ex>ὸς</ex></expan>
					</choice> τὰν <choice>
						<abbr>συγκειμένα<am><g/></am></abbr>
						<expan>συγκειμένα<ex>ν</ex></expan>
					</choice>
					<lb n="17" facs="#zArch01r_27r2_17"/>ἔκ τε τᾶς <num>Β</num> συναμφοτέρου τᾶς ΑΒ <lb n="18"
						facs="#zArch01r_27r2_18"/>ΒΕ <choice>
						<abbr><am><g/></am></abbr>
						<expan><ex>καὶ</ex></expan>
					</choice>
					<num>Δ</num> συναμφοτέρου τᾶς ΓΒ ΒΔ <lb n="19" facs="#zArch01r_27r2_19"/>λόγον ἔχει<pc>,</pc> ὃν
					πέντε πρὸς δύο<pc>·</pc> καὶ ἁ <lb n="20" facs="#zArch01r_27r2_20"/>ΑΟ ἄρα πρὸς ΗΘ λόγον
						ἔχει<pc>,</pc> ὃν <w part="I">πέν</w>
					<lb n="21" facs="#zArch01r_27r2_21"/><w part="F">τε</w> πρὸς δύο<pc>.</pc> πάλιν<pc>,</pc> ἐπεὶ ἁ ΟΔ
					πρὸς <milestone n="22v2" unit="folio"/>
					<lb n="22" facs="#zArch01r_22v2_22"/>ΔΑ τὸν αὐτὸν ἔχει λόγον<pc>,</pc> ὃν ἁ
							<w><unclear>Ε</unclear><supplied reason="lost">Β</supplied></w>
					<w part="I"><supplied reason="lost">μ</supplied><unclear>ε</unclear></w>
					<lb n="23" facs="#zArch01r_22v2_23"/><w part="F">τὰ</w> τᾶς <num>Β</num> τᾶς ΒΔ πρὸς τὰν ἴσαν <choice>
						<abbr>τὰ<am><g/></am></abbr>
						<expan>τὰ<ex>ν</ex></expan>
					</choice>
					<lb n="24" facs="#zArch01r_22v2_24"/>συγκειμέναν ἔκ τε τᾶς <num>Β</num>
					<w part="I">συναμφο</w>
					<lb n="25" facs="#zArch01r_22v2_25"/><w part="F">τέρου</w> τᾶς ΑΒ ΒΕ μετὰ τᾶς <num>Δ</num>
					<w part="I"><supplied reason="lost">συ</supplied>ναμ</w>
					<lb n="26" facs="#zArch01r_22v2_26"/><w part="F">φοτέρου</w> τᾶς ΓΒ ΒΔ<pc>,</pc> ἔστιν δὲ καὶ ὡς <lb
						n="27" facs="#zArch01r_22v2_27"/>ἁ ΔΒ πρὸς ΔΕ<pc>,</pc> οὕτως ἁ συγκειμένα <lb n="28"
						facs="#zArch01r_22v2_28"/>ἔκ τε τᾶς <num>Β</num> τᾶς ΑΒ καὶ <num>Γ</num> τᾶς ΓΒ <lb n="29"
						facs="#zArch01r_22v2_29"/>καὶ τᾶς ΒΔ ποτὶ τὰν ἴσαν <w><supplied reason="lost">τ</supplied>ᾶ</w>
					τε ΕΒ <lb n="30" facs="#zArch01r_22v2_30"/>καὶ τᾶ <num>Β</num> τᾶς ΗΒΔ<pc>,</pc> ἀνομοίως οὖν <lb
						n="31" facs="#zArch01r_22v2_31"/>τῶν λόγων τετμημένων<pc>,</pc>
					<w>τουτ<supplied reason="lost">έστιν</supplied></w>
					<lb n="32" facs="#zArch01r_22v2_32"/><w>τετα<supplied reason="lost">ραγ</supplied>μένας</w> οὔσας
							<w>τ<unclear>ᾶ</unclear>ς</w>
					<w part="I">ἀ<supplied reason="lost">να</supplied></w>
					<lb n="33" facs="#zArch01r_22v2_33"/><w part="F">λ<supplied reason="lost"
						>ο</supplied>γίας</w><pc>,</pc> δι’ ἴσου ὡς ἁ ΟΔ πρὸς ΔΕ<pc>,</pc>
					<lb n="34" facs="#zArch01r_22v2_34"/>οὕτως ἁ ΑΒ τᾶς ΑΒ μετὰ τᾶς <num>Γ</num>
					<choice>
						<abbr>τ<am><g/></am></abbr>
						<expan>τ<ex>ᾶς</ex></expan>
					</choice>
					<lb n="35" facs="#zArch01r_22v2_35"/>ΒΓ <choice>
						<abbr><am><g/></am></abbr>
						<expan><ex>καὶ</ex></expan>
					</choice> ἁ ΒΔ πρὸς τὰν συγκειμέναν <lb n="36" facs="#zArch01r_22v2_36"/>ἐκ τᾶς <num>Β</num>
					<w>συν<supplied reason="lost">α</supplied>μφοτέρου</w> τᾶς ΑΒ <lb n="37" facs="#zArch01r_22v2_37"
							/><w>Β<unclear>Ε</unclear></w> καὶ τᾶς <num>Δ</num>
					<w>τᾶ<unclear>ς</unclear></w> ΓΒ ΒΔ<pc>·</pc> ὥστε <w>κ<supplied reason="lost">αὶ</supplied></w>
					<lb n="38" facs="#zArch01r_22v2_38"/>ὡς ἁ ΟΕ πρὸς ΕΔ ἐστίν<pc>,</pc> ὡς ἁ ΓΒ <w part="I">με</w>
					<lb n="39" facs="#zArch01r_22v2_39"/><w part="F"><supplied reason="lost">τὰ</supplied></w> τᾶς
						<num>Γ</num>
					<w>τᾶ<unclear>ς</unclear></w> ΒΔ καὶ <num>Β</num> τᾶς <w><unclear>Ε</unclear>Β</w>
					<w>πρ<supplied reason="lost">ὸς</supplied></w>
				</ab>
			</div>
		</body>
	</text>
</TEI>

