Title | Platon et Plotin sur la doctrine des parties de l'autre |
Type | Article |
Language | French |
Date | 1991 |
Journal | Revue Philosophique de la France et de l'Étranger |
Volume | 181 |
Issue | 4 |
Pages | 501-512 |
Categories | no categories |
Author(s) | O'Brien, Denis |
Editor(s) | |
Translator(s) |
La matière est-elle identique à V alterile ? » Plotin se pose cette question au commencement du dernier chapitre de son traité Sur la matière (Enn., II 4 [12] 16). « Plutôt non », répond-il. « Elle est en revanche identique à cette partie de Valtérité qui s'oppose aux êtres proprement dits. » En s'exprimant de la sorte, Plotin fait allusion à un passage du Sophiste (258 E 2-3). Son allusion suppose pourtant l'existence d'un texte qui n'est pas attesté dans les manuscrits. Cette différence textuelle implique un changement fonda- mental de doctrine, dont les éditeurs modernes ne se sont pas avisés. [Author's abstract] |
Online Resources | https://uni-koeln.sciebo.de/s/pBX2hcvJiK520pk |
{"_index":"sire","_id":"418","_score":null,"_source":{"id":418,"authors_free":[{"id":558,"entry_id":418,"agent_type":null,"is_normalised":null,"person_id":144,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"O'Brien, Denis","free_first_name":"Denis","free_last_name":"O'Brien","norm_person":{"id":144,"first_name":"Denis","last_name":"O'Brien","full_name":"O'Brien, Denis","short_ident":"","is_classical_name":null,"dnb_url":"http:\/\/d-nb.info\/gnd\/134134079","viaf_url":"","db_url":"","from_claudius":null}}],"entry_title":"Platon et Plotin sur la doctrine des parties de l'autre","main_title":{"title":"Platon et Plotin sur la doctrine des parties de l'autre"},"abstract":"La mati\u00e8re est-elle identique \u00e0 V alterile ? \u00bb Plotin se pose cette question au commencement du dernier chapitre de son trait\u00e9 Sur la mati\u00e8re (Enn., II 4 [12] 16). \u00ab Plut\u00f4t non \u00bb, r\u00e9pond-il. \u00ab Elle est en revanche identique \u00e0 cette partie de Valt\u00e9rit\u00e9 qui s'oppose aux \u00eatres proprement dits. \u00bb En s'exprimant de la sorte, Plotin fait allusion \u00e0 un passage du Sophiste (258 E 2-3). Son allusion suppose pourtant l'existence d'un texte qui n'est pas attest\u00e9 dans les manuscrits. Cette diff\u00e9rence textuelle implique un changement fonda- mental de doctrine, dont les \u00e9diteurs modernes ne se sont pas avis\u00e9s. [Author's abstract]","btype":3,"date":"1991","language":"French","online_url":"","online_resources":"https:\/\/uni-koeln.sciebo.de\/s\/pBX2hcvJiK520pk","doi_url":null,"categories":[],"authors":[{"id":144,"full_name":"O'Brien, Denis","role":{"id":1,"role_name":"author"}}],"book":null,"booksection":null,"article":{"id":418,"journal_id":null,"journal_name":"Revue Philosophique de la France et de l'\u00c9tranger","volume":"181","issue":"4","pages":"501-512"}},"sort":[1991]}
Title | La taille et la forme des atomes dans les systèmes de Démocrite et d'Épicure («Préjugé» et «présupposé» en histoire de la philosophie) |
Type | Article |
Language | French |
Date | 1982 |
Journal | Revue Philosophique de la France et de l'Étranger |
Volume | 172 |
Issue | 2 |
Pages | 187-203 |
Categories | no categories |
Author(s) | O'Brien, Denis |
Editor(s) | |
Translator(s) |
Qu'on n'aille pas en conclure que nous suivons aveuglément tout propos du Stagirite. Une observation permettra d'atténuer la valeur de son témoignage et de nuancer la conclusion à laquelle nous sommes arrivés jusqu'ici. Selon l'hypothèse élaborée ci-dessus, Démocrite et Épicure ne se seraient pas opposés sur la question de la grandeur des atomes. Pour l'un et l'autre philosophe, la gamme des grandeurs aura été en effet finie. Mais scrutons de plus près les deux thèses concernant la forme des atomes. Épicure précise que les variétés de forme sont, non pas « infinies », mais « insaisissables » (ἀπερίληπτοι). Quant à Démocrite et à Leucippe, Aristote affirme deux fois que les variétés de forme sont « infinies », d'une part en parlant de la multiplicité « infinie » des atomes, d'autre part en opposant la théorie de Leucippe à celle de Platon. En revanche, lorsqu'il présente le système atomiste dans le fragment Sur Démocrite, les différences de forme sont dites, non plus « infinies », mais « innombrables » (ἀναρίθμητος). À en juger d'après l'Index de Bonitz, ce dernier terme est un hapax dans l'œuvre d'Aristote. S'ensuit-il qu'il soit, sinon un vocable d'emprunt, du moins un terme transposé, plus proche de l'expression originale de Démocrite ? Mais qu'est-ce qui sépare alors la doctrine des Abdéritains et celle d'Épicure ? Où passe la distinction entre différences « innombrables » (Démocrite) et différences « insaisissables » (Épicure) ? Un dernier paradoxe semble poindre : on peut en effet se demander si, en refusant l'hypothèse d'une variété infinie de formes, Épicure ne s'opposait pas à la formulation qu'en avait donnée Aristote, bien plus qu'il ne songeait à rectifier la théorie de Démocrite. Mais nous effleurons ici un problème nouveau, celui de l'élaboration progressive des notions d'infini et de fini ; impossible de l'approfondir sans balayer les « préjugés » et les « présupposés » qui, sur ce point aussi, nous séparent des notions primitives par une proximité illusoire. Problème trop vaste pour qu'on puisse l'aborder dans cet article. [conclusion 201-203] |
Online Resources | https://uni-koeln.sciebo.de/s/AhK7pfqowUhUex4 |
{"_index":"sire","_id":"1101","_score":null,"_source":{"id":1101,"authors_free":[{"id":1664,"entry_id":1101,"agent_type":null,"is_normalised":null,"person_id":144,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"O'Brien, Denis","free_first_name":"Denis","free_last_name":"O'Brien","norm_person":{"id":144,"first_name":"Denis","last_name":"O'Brien","full_name":"O'Brien, Denis","short_ident":"","is_classical_name":null,"dnb_url":"http:\/\/d-nb.info\/gnd\/134134079","viaf_url":"","db_url":"","from_claudius":null}}],"entry_title":"La taille et la forme des atomes dans les syst\u00e8mes de D\u00e9mocrite et d'\u00c9picure (\u00abPr\u00e9jug\u00e9\u00bb et \u00abpr\u00e9suppos\u00e9\u00bb en histoire de la philosophie)","main_title":{"title":"La taille et la forme des atomes dans les syst\u00e8mes de D\u00e9mocrite et d'\u00c9picure (\u00abPr\u00e9jug\u00e9\u00bb et \u00abpr\u00e9suppos\u00e9\u00bb en histoire de la philosophie)"},"abstract":"Qu'on n'aille pas en conclure que nous suivons aveugl\u00e9ment tout propos du Stagirite. Une observation permettra d'att\u00e9nuer la valeur de son t\u00e9moignage et de nuancer la conclusion \u00e0 laquelle nous sommes arriv\u00e9s jusqu'ici.\r\n\r\nSelon l'hypoth\u00e8se \u00e9labor\u00e9e ci-dessus, D\u00e9mocrite et \u00c9picure ne se seraient pas oppos\u00e9s sur la question de la grandeur des atomes. Pour l'un et l'autre philosophe, la gamme des grandeurs aura \u00e9t\u00e9 en effet finie. Mais scrutons de plus pr\u00e8s les deux th\u00e8ses concernant la forme des atomes. \u00c9picure pr\u00e9cise que les vari\u00e9t\u00e9s de forme sont, non pas \u00ab infinies \u00bb, mais \u00ab insaisissables \u00bb (\u1f00\u03c0\u03b5\u03c1\u03af\u03bb\u03b7\u03c0\u03c4\u03bf\u03b9). Quant \u00e0 D\u00e9mocrite et \u00e0 Leucippe, Aristote affirme deux fois que les vari\u00e9t\u00e9s de forme sont \u00ab infinies \u00bb, d'une part en parlant de la multiplicit\u00e9 \u00ab infinie \u00bb des atomes, d'autre part en opposant la th\u00e9orie de Leucippe \u00e0 celle de Platon.\r\n\r\nEn revanche, lorsqu'il pr\u00e9sente le syst\u00e8me atomiste dans le fragment Sur D\u00e9mocrite, les diff\u00e9rences de forme sont dites, non plus \u00ab infinies \u00bb, mais \u00ab innombrables \u00bb (\u1f00\u03bd\u03b1\u03c1\u03af\u03b8\u03bc\u03b7\u03c4\u03bf\u03c2).\r\n\r\n\u00c0 en juger d'apr\u00e8s l'Index de Bonitz, ce dernier terme est un hapax dans l'\u0153uvre d'Aristote. S'ensuit-il qu'il soit, sinon un vocable d'emprunt, du moins un terme transpos\u00e9, plus proche de l'expression originale de D\u00e9mocrite ?\r\n\r\nMais qu'est-ce qui s\u00e9pare alors la doctrine des Abd\u00e9ritains et celle d'\u00c9picure ? O\u00f9 passe la distinction entre diff\u00e9rences \u00ab innombrables \u00bb (D\u00e9mocrite) et diff\u00e9rences \u00ab insaisissables \u00bb (\u00c9picure) ?\r\n\r\nUn dernier paradoxe semble poindre : on peut en effet se demander si, en refusant l'hypoth\u00e8se d'une vari\u00e9t\u00e9 infinie de formes, \u00c9picure ne s'opposait pas \u00e0 la formulation qu'en avait donn\u00e9e Aristote, bien plus qu'il ne songeait \u00e0 rectifier la th\u00e9orie de D\u00e9mocrite.\r\n\r\nMais nous effleurons ici un probl\u00e8me nouveau, celui de l'\u00e9laboration progressive des notions d'infini et de fini ; impossible de l'approfondir sans balayer les \u00ab pr\u00e9jug\u00e9s \u00bb et les \u00ab pr\u00e9suppos\u00e9s \u00bb qui, sur ce point aussi, nous s\u00e9parent des notions primitives par une proximit\u00e9 illusoire.\r\n\r\nProbl\u00e8me trop vaste pour qu'on puisse l'aborder dans cet article. [conclusion 201-203]","btype":3,"date":"1982","language":"French","online_url":"","online_resources":"https:\/\/uni-koeln.sciebo.de\/s\/AhK7pfqowUhUex4","doi_url":null,"categories":[],"authors":[{"id":144,"full_name":"O'Brien, Denis","role":{"id":1,"role_name":"author"}}],"book":null,"booksection":null,"article":{"id":1101,"journal_id":null,"journal_name":"Revue Philosophique de la France et de l'\u00c9tranger","volume":"172","issue":"2","pages":"187-203"}},"sort":[1982]}
Title | Anaximander and Dr Dicks |
Type | Article |
Language | English |
Date | 1970 |
Journal | The Journal of Hellenic Studies |
Volume | 90 |
Pages | 198-199 |
Categories | no categories |
Author(s) | O'Brien, Denis |
Editor(s) | |
Translator(s) |
I am sorry to have annoyed Dr. Dicks by criticizing two articles of his in one of my footnotes (D. R. Dicks, On Anaximander's Figures, JHS LXXXIX [1969] 120: the offending footnote is in JHS LXXXVIII [1968] 120 n. 44, referring to Dicks, CQ n.s. IX [1959] 294-309, especially 299 and 301, and JHS LXXXVI [1966] 26-40, especially 30 and 36). I limit myself to the four specific points raised, in the hope that Dr. Dicks may one day be kind enough to substantiate his more general criticisms. Pseudo-Galen Five separate doxographical sources attribute to Anaxagoras the statement that the sun is larger, or many times larger, than the Peloponnese. Galen, or pseudo-Galen, notes that Anaxagoras' sun is larger than the earth. I suggested that this second formula, although it may not misrepresent the substance of Anaxagoras' theory, was "probably in Galen simply a random error, arising from the fact that the preceding sentence, on Anaximander, twice makes a comparison of sun and earth" (JHS LXXXVIII [1968] 124 n. 62). It is hard to know what motivates Dr. Dicks to omit my reasoning and to stigmatize my conclusion as "curious" and "eccentric." Tannery Tannery offered three pairs of figures for the distances of the inner and outer diameters of the wheels of stars, moon, and sun in Anaximander's universe: 9 and 10, 18 and 19, 27 and 28 (Science Hellène 94-5). Of these, the figures 19, 27, and 28 are given in doxographical sources. The remaining figures, 9, 10, and 18, are conjectural. If one wishes to criticize Tannery's reconstruction, it makes little sense to isolate one half only of this series. It makes still less sense to isolate the half for which there is less evidence: 9, 18, and 27. But only by doing so is Dr. Dicks able to justify the sentence which I quoted from him: "only 27 in the series has any textual authority." I am sorry if the manner in which I quoted this sentence made it appear that Dr. Dicks had never even heard of the other two figures which appear in the sources, 19 and 28. But Dr. Dicks is wrong to criticize Tannery as though he had generated a single series of numbers from the one figure, 27, which would have been a very dubious procedure. Tannery produced a double series of numbers from the three figures, 19, 27, and 28. This is a very different argument, which has won the support of several scholars and which has recently fallen into disfavour only as the result of a number of misunderstandings, which I have tried to dispel in an article in The Classical Quarterly (n.s. XVII [1967] 423-32). Simplicius In these, and in other doxographical passages, statements are attributed to Anaximander about the sizes and distances of earth, stars, moon, and sun. In Simplicius, mention of megethê kai apostêmata is restricted, albeit loosely, to ta planômena: that the restriction in the context is a loose one anyone may verify who cares to turn up the original passage (De Caelo 470.29 ff = DK 12A19 in part). Because I suggest that Simplicius here may misrepresent Eudemus, whom Simplicius refers to at this point, Dr. Dicks attributes to me the principle that "Simplicius' words may be altered, excised, or transposed at will." In fact, my interpretation of this passage in Simplicius is no different from that implied by Zeller in his great work (Philosophie der Griechen I 1, 298-301) and in part by Tannery (Science Hellène 91). Theophrastus Finally, Dr. Dicks objects to my quotation of two claims: "The chances that the original works of the earlier Pre-Socratics were still readily available to his (sc. Aristotle's) pupils, such as Theophrastus and Eudemus... are extremely small." "There is, therefore, no justification whatsoever for supposing that very late commentators, such as Proclus (5th century A.D.) and Simplicius (6th century A.D.), can possibly possess more authentic information about the Pre-Socratics than the earlier epitomators and excerptors..." It was these two sentences which occasioned my footnote: for here an important principle is at stake. Dr. Dicks now explains that his remarks were intended to be limited to Thales, Anaximander, and Anaximenes. The reader could not have guessed that this was so: for the very paragraphs from which Dr. Dicks' judgment is quoted include references to Xenophanes and (indirectly) Heraclitus, while the paragraph immediately following the second sentence which I quoted (CQ n.s. IX [1959] 301) lists "Thales, Pythagoras, Heraclitus, and Empedocles" as "these early figures." Nonetheless, even if we restrict ourselves to Dr. Dicks' chosen trio, my point remains: there is evidence that Anaximander's work was known both to Apollodorus and to Theophrastus. (N.B. "Known to": for, as I remarked in my note, "I would not claim to distinguish between 'available' and 'readily available' in the case of Theophrastus and Eudemus".) Dr. Dicks ignores this simple refutation of both his earlier and his emended thesis. [the entire note] |
Online Resources | https://uni-koeln.sciebo.de/s/YpWmO3Tof91Vb3y |
{"_index":"sire","_id":"1102","_score":null,"_source":{"id":1102,"authors_free":[{"id":1665,"entry_id":1102,"agent_type":null,"is_normalised":null,"person_id":144,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"O'Brien, Denis","free_first_name":"Denis","free_last_name":"O'Brien","norm_person":{"id":144,"first_name":"Denis","last_name":"O'Brien","full_name":"O'Brien, Denis","short_ident":"","is_classical_name":null,"dnb_url":"http:\/\/d-nb.info\/gnd\/134134079","viaf_url":"","db_url":"","from_claudius":null}}],"entry_title":"Anaximander and Dr Dicks","main_title":{"title":"Anaximander and Dr Dicks"},"abstract":"I am sorry to have annoyed Dr. Dicks by criticizing two articles of his in one of my footnotes (D. R. Dicks, On Anaximander's Figures, JHS LXXXIX [1969] 120: the offending footnote is in JHS LXXXVIII [1968] 120 n. 44, referring to Dicks, CQ n.s. IX [1959] 294-309, especially 299 and 301, and JHS LXXXVI [1966] 26-40, especially 30 and 36). I limit myself to the four specific points raised, in the hope that Dr. Dicks may one day be kind enough to substantiate his more general criticisms.\r\nPseudo-Galen\r\n\r\nFive separate doxographical sources attribute to Anaxagoras the statement that the sun is larger, or many times larger, than the Peloponnese. Galen, or pseudo-Galen, notes that Anaxagoras' sun is larger than the earth. I suggested that this second formula, although it may not misrepresent the substance of Anaxagoras' theory, was \"probably in Galen simply a random error, arising from the fact that the preceding sentence, on Anaximander, twice makes a comparison of sun and earth\" (JHS LXXXVIII [1968] 124 n. 62). It is hard to know what motivates Dr. Dicks to omit my reasoning and to stigmatize my conclusion as \"curious\" and \"eccentric.\"\r\nTannery\r\n\r\nTannery offered three pairs of figures for the distances of the inner and outer diameters of the wheels of stars, moon, and sun in Anaximander's universe: 9 and 10, 18 and 19, 27 and 28 (Science Hell\u00e8ne 94-5). Of these, the figures 19, 27, and 28 are given in doxographical sources. The remaining figures, 9, 10, and 18, are conjectural.\r\n\r\nIf one wishes to criticize Tannery's reconstruction, it makes little sense to isolate one half only of this series. It makes still less sense to isolate the half for which there is less evidence: 9, 18, and 27. But only by doing so is Dr. Dicks able to justify the sentence which I quoted from him: \"only 27 in the series has any textual authority.\"\r\n\r\nI am sorry if the manner in which I quoted this sentence made it appear that Dr. Dicks had never even heard of the other two figures which appear in the sources, 19 and 28. But Dr. Dicks is wrong to criticize Tannery as though he had generated a single series of numbers from the one figure, 27, which would have been a very dubious procedure. Tannery produced a double series of numbers from the three figures, 19, 27, and 28. This is a very different argument, which has won the support of several scholars and which has recently fallen into disfavour only as the result of a number of misunderstandings, which I have tried to dispel in an article in The Classical Quarterly (n.s. XVII [1967] 423-32).\r\nSimplicius\r\n\r\nIn these, and in other doxographical passages, statements are attributed to Anaximander about the sizes and distances of earth, stars, moon, and sun. In Simplicius, mention of megeth\u00ea kai apost\u00eamata is restricted, albeit loosely, to ta plan\u00f4mena: that the restriction in the context is a loose one anyone may verify who cares to turn up the original passage (De Caelo 470.29 ff = DK 12A19 in part).\r\n\r\nBecause I suggest that Simplicius here may misrepresent Eudemus, whom Simplicius refers to at this point, Dr. Dicks attributes to me the principle that \"Simplicius' words may be altered, excised, or transposed at will.\" In fact, my interpretation of this passage in Simplicius is no different from that implied by Zeller in his great work (Philosophie der Griechen I 1, 298-301) and in part by Tannery (Science Hell\u00e8ne 91).\r\nTheophrastus\r\n\r\nFinally, Dr. Dicks objects to my quotation of two claims:\r\n\r\n \"The chances that the original works of the earlier Pre-Socratics were still readily available to his (sc. Aristotle's) pupils, such as Theophrastus and Eudemus... are extremely small.\"\r\n \"There is, therefore, no justification whatsoever for supposing that very late commentators, such as Proclus (5th century A.D.) and Simplicius (6th century A.D.), can possibly possess more authentic information about the Pre-Socratics than the earlier epitomators and excerptors...\"\r\n\r\nIt was these two sentences which occasioned my footnote: for here an important principle is at stake. Dr. Dicks now explains that his remarks were intended to be limited to Thales, Anaximander, and Anaximenes. The reader could not have guessed that this was so: for the very paragraphs from which Dr. Dicks' judgment is quoted include references to Xenophanes and (indirectly) Heraclitus, while the paragraph immediately following the second sentence which I quoted (CQ n.s. IX [1959] 301) lists \"Thales, Pythagoras, Heraclitus, and Empedocles\" as \"these early figures.\"\r\n\r\nNonetheless, even if we restrict ourselves to Dr. Dicks' chosen trio, my point remains: there is evidence that Anaximander's work was known both to Apollodorus and to Theophrastus. (N.B. \"Known to\": for, as I remarked in my note, \"I would not claim to distinguish between 'available' and 'readily available' in the case of Theophrastus and Eudemus\".)\r\n\r\nDr. Dicks ignores this simple refutation of both his earlier and his emended thesis. [the entire note]","btype":3,"date":"1970","language":"English","online_url":"","online_resources":"https:\/\/uni-koeln.sciebo.de\/s\/YpWmO3Tof91Vb3y","doi_url":null,"categories":[],"authors":[{"id":144,"full_name":"O'Brien, Denis","role":{"id":1,"role_name":"author"}}],"book":null,"booksection":null,"article":{"id":1102,"journal_id":null,"journal_name":"The Journal of Hellenic Studies","volume":"90","issue":"","pages":"198-199"}},"sort":[1970]}
Title | Empedocles' Cosmic Cycle |
Type | Article |
Language | English |
Date | 1967 |
Journal | The Classical Quarterly |
Volume | 17 |
Issue | 1 |
Pages | 29-40 |
Categories | no categories |
Author(s) | O'Brien, Denis |
Editor(s) | |
Translator(s) |
Hitherto reconstructions of Empedocles’ cosmic cycle have usually been offered as part of a larger work, a complete history of Presocratic thought, or a complete study of Empedocles. Consequently there has perhaps been a lack of thoroughness in collecting and sifting evidence that relates exclusively to the main features of the cosmic cycle. There is in fact probably more evidence for Empedocles’ main views than for those of any other Presocratic except Parmenides in his Way of Truth. From a close examination of the fragments and of the secondary sources, principally Aristotle, Plutarch, and Simplicius, there can be formed a reasonably complete picture of the main temporal and spatial features of Empedocles’ cosmic cycle. [Introduction, p. 29] |
Online Resources | https://uni-koeln.sciebo.de/s/fiLkRFQK4eMiUJl |
{"_index":"sire","_id":"865","_score":null,"_source":{"id":865,"authors_free":[{"id":1269,"entry_id":865,"agent_type":null,"is_normalised":null,"person_id":144,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"O'Brien, Denis","free_first_name":"Denis","free_last_name":"O'Brien","norm_person":{"id":144,"first_name":"Denis","last_name":"O'Brien","full_name":"O'Brien, Denis","short_ident":"","is_classical_name":null,"dnb_url":"http:\/\/d-nb.info\/gnd\/134134079","viaf_url":"","db_url":"","from_claudius":null}}],"entry_title":"Empedocles' Cosmic Cycle","main_title":{"title":"Empedocles' Cosmic Cycle"},"abstract":"Hitherto reconstructions of Empedocles\u2019 cosmic cycle have usually been offered as part of a larger work, a complete history of Presocratic thought, or \r\na complete study of Empedocles. Consequently there has perhaps been a lack of thoroughness in collecting and sifting evidence that relates exclusively to the main features of the cosmic cycle. There is in fact probably more evidence \r\nfor Empedocles\u2019 main views than for those of any other Presocratic except Parmenides in his Way of Truth. From a close examination of the fragments \r\nand of the secondary sources, principally Aristotle, Plutarch, and Simplicius, there can be formed a reasonably complete picture of the main temporal and spatial features of Empedocles\u2019 cosmic cycle. [Introduction, p. 29]","btype":3,"date":"1967","language":"English","online_url":"","online_resources":"https:\/\/uni-koeln.sciebo.de\/s\/fiLkRFQK4eMiUJl","doi_url":null,"categories":[],"authors":[{"id":144,"full_name":"O'Brien, Denis","role":{"id":1,"role_name":"author"}}],"book":null,"booksection":null,"article":{"id":865,"journal_id":null,"journal_name":"The Classical Quarterly","volume":"17","issue":"1","pages":"29-40"}},"sort":[1967]}
Title | Empedocles fr. 35. 14-15 |
Type | Article |
Language | English |
Date | 1965 |
Journal | The Classical Review |
Volume | 15 |
Issue | 1 |
Pages | 1-4 |
Categories | no categories |
Author(s) | O'Brien, Denis |
Editor(s) | |
Translator(s) |
This text discusses the interpretation of the word "zôros" in a couplet attributed to Empedocles, as quoted by various ancient authors such as Plutarch, Simplicius, Theophrastus, Aristotle, Athenaeus, and Eustathius. The author considers the different meanings attributed to the word, including mixed and unmixed, and argues that the context and source of the quotations must be considered in interpreting the couplet. [introduction] |
Online Resources | https://uni-koeln.sciebo.de/s/cxFblbRQPGH3efy |
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Title | Anaximander and Dr Dicks |
Type | Article |
Language | English |
Date | 1970 |
Journal | The Journal of Hellenic Studies |
Volume | 90 |
Pages | 198-199 |
Categories | no categories |
Author(s) | O'Brien, Denis |
Editor(s) | |
Translator(s) |
I am sorry to have annoyed Dr. Dicks by criticizing two articles of his in one of my footnotes (D. R. Dicks, On Anaximander's Figures, JHS LXXXIX [1969] 120: the offending footnote is in JHS LXXXVIII [1968] 120 n. 44, referring to Dicks, CQ n.s. IX [1959] 294-309, especially 299 and 301, and JHS LXXXVI [1966] 26-40, especially 30 and 36). I limit myself to the four specific points raised, in the hope that Dr. Dicks may one day be kind enough to substantiate his more general criticisms. Pseudo-Galen Five separate doxographical sources attribute to Anaxagoras the statement that the sun is larger, or many times larger, than the Peloponnese. Galen, or pseudo-Galen, notes that Anaxagoras' sun is larger than the earth. I suggested that this second formula, although it may not misrepresent the substance of Anaxagoras' theory, was "probably in Galen simply a random error, arising from the fact that the preceding sentence, on Anaximander, twice makes a comparison of sun and earth" (JHS LXXXVIII [1968] 124 n. 62). It is hard to know what motivates Dr. Dicks to omit my reasoning and to stigmatize my conclusion as "curious" and "eccentric." Tannery Tannery offered three pairs of figures for the distances of the inner and outer diameters of the wheels of stars, moon, and sun in Anaximander's universe: 9 and 10, 18 and 19, 27 and 28 (Science Hellène 94-5). Of these, the figures 19, 27, and 28 are given in doxographical sources. The remaining figures, 9, 10, and 18, are conjectural. If one wishes to criticize Tannery's reconstruction, it makes little sense to isolate one half only of this series. It makes still less sense to isolate the half for which there is less evidence: 9, 18, and 27. But only by doing so is Dr. Dicks able to justify the sentence which I quoted from him: "only 27 in the series has any textual authority." I am sorry if the manner in which I quoted this sentence made it appear that Dr. Dicks had never even heard of the other two figures which appear in the sources, 19 and 28. But Dr. Dicks is wrong to criticize Tannery as though he had generated a single series of numbers from the one figure, 27, which would have been a very dubious procedure. Tannery produced a double series of numbers from the three figures, 19, 27, and 28. This is a very different argument, which has won the support of several scholars and which has recently fallen into disfavour only as the result of a number of misunderstandings, which I have tried to dispel in an article in The Classical Quarterly (n.s. XVII [1967] 423-32). Simplicius In these, and in other doxographical passages, statements are attributed to Anaximander about the sizes and distances of earth, stars, moon, and sun. In Simplicius, mention of megethê kai apostêmata is restricted, albeit loosely, to ta planômena: that the restriction in the context is a loose one anyone may verify who cares to turn up the original passage (De Caelo 470.29 ff = DK 12A19 in part). Because I suggest that Simplicius here may misrepresent Eudemus, whom Simplicius refers to at this point, Dr. Dicks attributes to me the principle that "Simplicius' words may be altered, excised, or transposed at will." In fact, my interpretation of this passage in Simplicius is no different from that implied by Zeller in his great work (Philosophie der Griechen I 1, 298-301) and in part by Tannery (Science Hellène 91). Theophrastus Finally, Dr. Dicks objects to my quotation of two claims: "The chances that the original works of the earlier Pre-Socratics were still readily available to his (sc. Aristotle's) pupils, such as Theophrastus and Eudemus... are extremely small." "There is, therefore, no justification whatsoever for supposing that very late commentators, such as Proclus (5th century A.D.) and Simplicius (6th century A.D.), can possibly possess more authentic information about the Pre-Socratics than the earlier epitomators and excerptors..." It was these two sentences which occasioned my footnote: for here an important principle is at stake. Dr. Dicks now explains that his remarks were intended to be limited to Thales, Anaximander, and Anaximenes. The reader could not have guessed that this was so: for the very paragraphs from which Dr. Dicks' judgment is quoted include references to Xenophanes and (indirectly) Heraclitus, while the paragraph immediately following the second sentence which I quoted (CQ n.s. IX [1959] 301) lists "Thales, Pythagoras, Heraclitus, and Empedocles" as "these early figures." Nonetheless, even if we restrict ourselves to Dr. Dicks' chosen trio, my point remains: there is evidence that Anaximander's work was known both to Apollodorus and to Theophrastus. (N.B. "Known to": for, as I remarked in my note, "I would not claim to distinguish between 'available' and 'readily available' in the case of Theophrastus and Eudemus".) Dr. Dicks ignores this simple refutation of both his earlier and his emended thesis. [the entire note] |
Online Resources | https://uni-koeln.sciebo.de/s/YpWmO3Tof91Vb3y |
{"_index":"sire","_id":"1102","_score":null,"_source":{"id":1102,"authors_free":[{"id":1665,"entry_id":1102,"agent_type":null,"is_normalised":null,"person_id":144,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"O'Brien, Denis","free_first_name":"Denis","free_last_name":"O'Brien","norm_person":{"id":144,"first_name":"Denis","last_name":"O'Brien","full_name":"O'Brien, Denis","short_ident":"","is_classical_name":null,"dnb_url":"http:\/\/d-nb.info\/gnd\/134134079","viaf_url":"","db_url":"","from_claudius":null}}],"entry_title":"Anaximander and Dr Dicks","main_title":{"title":"Anaximander and Dr Dicks"},"abstract":"I am sorry to have annoyed Dr. Dicks by criticizing two articles of his in one of my footnotes (D. R. Dicks, On Anaximander's Figures, JHS LXXXIX [1969] 120: the offending footnote is in JHS LXXXVIII [1968] 120 n. 44, referring to Dicks, CQ n.s. IX [1959] 294-309, especially 299 and 301, and JHS LXXXVI [1966] 26-40, especially 30 and 36). I limit myself to the four specific points raised, in the hope that Dr. Dicks may one day be kind enough to substantiate his more general criticisms.\r\nPseudo-Galen\r\n\r\nFive separate doxographical sources attribute to Anaxagoras the statement that the sun is larger, or many times larger, than the Peloponnese. Galen, or pseudo-Galen, notes that Anaxagoras' sun is larger than the earth. I suggested that this second formula, although it may not misrepresent the substance of Anaxagoras' theory, was \"probably in Galen simply a random error, arising from the fact that the preceding sentence, on Anaximander, twice makes a comparison of sun and earth\" (JHS LXXXVIII [1968] 124 n. 62). It is hard to know what motivates Dr. Dicks to omit my reasoning and to stigmatize my conclusion as \"curious\" and \"eccentric.\"\r\nTannery\r\n\r\nTannery offered three pairs of figures for the distances of the inner and outer diameters of the wheels of stars, moon, and sun in Anaximander's universe: 9 and 10, 18 and 19, 27 and 28 (Science Hell\u00e8ne 94-5). Of these, the figures 19, 27, and 28 are given in doxographical sources. The remaining figures, 9, 10, and 18, are conjectural.\r\n\r\nIf one wishes to criticize Tannery's reconstruction, it makes little sense to isolate one half only of this series. It makes still less sense to isolate the half for which there is less evidence: 9, 18, and 27. But only by doing so is Dr. Dicks able to justify the sentence which I quoted from him: \"only 27 in the series has any textual authority.\"\r\n\r\nI am sorry if the manner in which I quoted this sentence made it appear that Dr. Dicks had never even heard of the other two figures which appear in the sources, 19 and 28. But Dr. Dicks is wrong to criticize Tannery as though he had generated a single series of numbers from the one figure, 27, which would have been a very dubious procedure. Tannery produced a double series of numbers from the three figures, 19, 27, and 28. This is a very different argument, which has won the support of several scholars and which has recently fallen into disfavour only as the result of a number of misunderstandings, which I have tried to dispel in an article in The Classical Quarterly (n.s. XVII [1967] 423-32).\r\nSimplicius\r\n\r\nIn these, and in other doxographical passages, statements are attributed to Anaximander about the sizes and distances of earth, stars, moon, and sun. In Simplicius, mention of megeth\u00ea kai apost\u00eamata is restricted, albeit loosely, to ta plan\u00f4mena: that the restriction in the context is a loose one anyone may verify who cares to turn up the original passage (De Caelo 470.29 ff = DK 12A19 in part).\r\n\r\nBecause I suggest that Simplicius here may misrepresent Eudemus, whom Simplicius refers to at this point, Dr. Dicks attributes to me the principle that \"Simplicius' words may be altered, excised, or transposed at will.\" In fact, my interpretation of this passage in Simplicius is no different from that implied by Zeller in his great work (Philosophie der Griechen I 1, 298-301) and in part by Tannery (Science Hell\u00e8ne 91).\r\nTheophrastus\r\n\r\nFinally, Dr. Dicks objects to my quotation of two claims:\r\n\r\n \"The chances that the original works of the earlier Pre-Socratics were still readily available to his (sc. Aristotle's) pupils, such as Theophrastus and Eudemus... are extremely small.\"\r\n \"There is, therefore, no justification whatsoever for supposing that very late commentators, such as Proclus (5th century A.D.) and Simplicius (6th century A.D.), can possibly possess more authentic information about the Pre-Socratics than the earlier epitomators and excerptors...\"\r\n\r\nIt was these two sentences which occasioned my footnote: for here an important principle is at stake. Dr. Dicks now explains that his remarks were intended to be limited to Thales, Anaximander, and Anaximenes. The reader could not have guessed that this was so: for the very paragraphs from which Dr. Dicks' judgment is quoted include references to Xenophanes and (indirectly) Heraclitus, while the paragraph immediately following the second sentence which I quoted (CQ n.s. IX [1959] 301) lists \"Thales, Pythagoras, Heraclitus, and Empedocles\" as \"these early figures.\"\r\n\r\nNonetheless, even if we restrict ourselves to Dr. Dicks' chosen trio, my point remains: there is evidence that Anaximander's work was known both to Apollodorus and to Theophrastus. (N.B. \"Known to\": for, as I remarked in my note, \"I would not claim to distinguish between 'available' and 'readily available' in the case of Theophrastus and Eudemus\".)\r\n\r\nDr. Dicks ignores this simple refutation of both his earlier and his emended thesis. [the entire note]","btype":3,"date":"1970","language":"English","online_url":"","online_resources":"https:\/\/uni-koeln.sciebo.de\/s\/YpWmO3Tof91Vb3y","doi_url":null,"categories":[],"authors":[{"id":144,"full_name":"O'Brien, Denis","role":{"id":1,"role_name":"author"}}],"book":null,"booksection":null,"article":{"id":1102,"journal_id":null,"journal_name":"The Journal of Hellenic Studies","volume":"90","issue":"","pages":"198-199"}},"sort":["Anaximander and Dr Dicks"]}
Title | Empedocles fr. 35. 14-15 |
Type | Article |
Language | English |
Date | 1965 |
Journal | The Classical Review |
Volume | 15 |
Issue | 1 |
Pages | 1-4 |
Categories | no categories |
Author(s) | O'Brien, Denis |
Editor(s) | |
Translator(s) |
This text discusses the interpretation of the word "zôros" in a couplet attributed to Empedocles, as quoted by various ancient authors such as Plutarch, Simplicius, Theophrastus, Aristotle, Athenaeus, and Eustathius. The author considers the different meanings attributed to the word, including mixed and unmixed, and argues that the context and source of the quotations must be considered in interpreting the couplet. [introduction] |
Online Resources | https://uni-koeln.sciebo.de/s/cxFblbRQPGH3efy |
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Title | Empedocles' Cosmic Cycle |
Type | Article |
Language | English |
Date | 1967 |
Journal | The Classical Quarterly |
Volume | 17 |
Issue | 1 |
Pages | 29-40 |
Categories | no categories |
Author(s) | O'Brien, Denis |
Editor(s) | |
Translator(s) |
Hitherto reconstructions of Empedocles’ cosmic cycle have usually been offered as part of a larger work, a complete history of Presocratic thought, or a complete study of Empedocles. Consequently there has perhaps been a lack of thoroughness in collecting and sifting evidence that relates exclusively to the main features of the cosmic cycle. There is in fact probably more evidence for Empedocles’ main views than for those of any other Presocratic except Parmenides in his Way of Truth. From a close examination of the fragments and of the secondary sources, principally Aristotle, Plutarch, and Simplicius, there can be formed a reasonably complete picture of the main temporal and spatial features of Empedocles’ cosmic cycle. [Introduction, p. 29] |
Online Resources | https://uni-koeln.sciebo.de/s/fiLkRFQK4eMiUJl |
{"_index":"sire","_id":"865","_score":null,"_source":{"id":865,"authors_free":[{"id":1269,"entry_id":865,"agent_type":null,"is_normalised":null,"person_id":144,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"O'Brien, Denis","free_first_name":"Denis","free_last_name":"O'Brien","norm_person":{"id":144,"first_name":"Denis","last_name":"O'Brien","full_name":"O'Brien, Denis","short_ident":"","is_classical_name":null,"dnb_url":"http:\/\/d-nb.info\/gnd\/134134079","viaf_url":"","db_url":"","from_claudius":null}}],"entry_title":"Empedocles' Cosmic Cycle","main_title":{"title":"Empedocles' Cosmic Cycle"},"abstract":"Hitherto reconstructions of Empedocles\u2019 cosmic cycle have usually been offered as part of a larger work, a complete history of Presocratic thought, or \r\na complete study of Empedocles. Consequently there has perhaps been a lack of thoroughness in collecting and sifting evidence that relates exclusively to the main features of the cosmic cycle. There is in fact probably more evidence \r\nfor Empedocles\u2019 main views than for those of any other Presocratic except Parmenides in his Way of Truth. From a close examination of the fragments \r\nand of the secondary sources, principally Aristotle, Plutarch, and Simplicius, there can be formed a reasonably complete picture of the main temporal and spatial features of Empedocles\u2019 cosmic cycle. [Introduction, p. 29]","btype":3,"date":"1967","language":"English","online_url":"","online_resources":"https:\/\/uni-koeln.sciebo.de\/s\/fiLkRFQK4eMiUJl","doi_url":null,"categories":[],"authors":[{"id":144,"full_name":"O'Brien, Denis","role":{"id":1,"role_name":"author"}}],"book":null,"booksection":null,"article":{"id":865,"journal_id":null,"journal_name":"The Classical Quarterly","volume":"17","issue":"1","pages":"29-40"}},"sort":["Empedocles' Cosmic Cycle"]}
Title | La taille et la forme des atomes dans les systèmes de Démocrite et d'Épicure («Préjugé» et «présupposé» en histoire de la philosophie) |
Type | Article |
Language | French |
Date | 1982 |
Journal | Revue Philosophique de la France et de l'Étranger |
Volume | 172 |
Issue | 2 |
Pages | 187-203 |
Categories | no categories |
Author(s) | O'Brien, Denis |
Editor(s) | |
Translator(s) |
Qu'on n'aille pas en conclure que nous suivons aveuglément tout propos du Stagirite. Une observation permettra d'atténuer la valeur de son témoignage et de nuancer la conclusion à laquelle nous sommes arrivés jusqu'ici. Selon l'hypothèse élaborée ci-dessus, Démocrite et Épicure ne se seraient pas opposés sur la question de la grandeur des atomes. Pour l'un et l'autre philosophe, la gamme des grandeurs aura été en effet finie. Mais scrutons de plus près les deux thèses concernant la forme des atomes. Épicure précise que les variétés de forme sont, non pas « infinies », mais « insaisissables » (ἀπερίληπτοι). Quant à Démocrite et à Leucippe, Aristote affirme deux fois que les variétés de forme sont « infinies », d'une part en parlant de la multiplicité « infinie » des atomes, d'autre part en opposant la théorie de Leucippe à celle de Platon. En revanche, lorsqu'il présente le système atomiste dans le fragment Sur Démocrite, les différences de forme sont dites, non plus « infinies », mais « innombrables » (ἀναρίθμητος). À en juger d'après l'Index de Bonitz, ce dernier terme est un hapax dans l'œuvre d'Aristote. S'ensuit-il qu'il soit, sinon un vocable d'emprunt, du moins un terme transposé, plus proche de l'expression originale de Démocrite ? Mais qu'est-ce qui sépare alors la doctrine des Abdéritains et celle d'Épicure ? Où passe la distinction entre différences « innombrables » (Démocrite) et différences « insaisissables » (Épicure) ? Un dernier paradoxe semble poindre : on peut en effet se demander si, en refusant l'hypothèse d'une variété infinie de formes, Épicure ne s'opposait pas à la formulation qu'en avait donnée Aristote, bien plus qu'il ne songeait à rectifier la théorie de Démocrite. Mais nous effleurons ici un problème nouveau, celui de l'élaboration progressive des notions d'infini et de fini ; impossible de l'approfondir sans balayer les « préjugés » et les « présupposés » qui, sur ce point aussi, nous séparent des notions primitives par une proximité illusoire. Problème trop vaste pour qu'on puisse l'aborder dans cet article. [conclusion 201-203] |
Online Resources | https://uni-koeln.sciebo.de/s/AhK7pfqowUhUex4 |
{"_index":"sire","_id":"1101","_score":null,"_source":{"id":1101,"authors_free":[{"id":1664,"entry_id":1101,"agent_type":null,"is_normalised":null,"person_id":144,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"O'Brien, Denis","free_first_name":"Denis","free_last_name":"O'Brien","norm_person":{"id":144,"first_name":"Denis","last_name":"O'Brien","full_name":"O'Brien, Denis","short_ident":"","is_classical_name":null,"dnb_url":"http:\/\/d-nb.info\/gnd\/134134079","viaf_url":"","db_url":"","from_claudius":null}}],"entry_title":"La taille et la forme des atomes dans les syst\u00e8mes de D\u00e9mocrite et d'\u00c9picure (\u00abPr\u00e9jug\u00e9\u00bb et \u00abpr\u00e9suppos\u00e9\u00bb en histoire de la philosophie)","main_title":{"title":"La taille et la forme des atomes dans les syst\u00e8mes de D\u00e9mocrite et d'\u00c9picure (\u00abPr\u00e9jug\u00e9\u00bb et \u00abpr\u00e9suppos\u00e9\u00bb en histoire de la philosophie)"},"abstract":"Qu'on n'aille pas en conclure que nous suivons aveugl\u00e9ment tout propos du Stagirite. Une observation permettra d'att\u00e9nuer la valeur de son t\u00e9moignage et de nuancer la conclusion \u00e0 laquelle nous sommes arriv\u00e9s jusqu'ici.\r\n\r\nSelon l'hypoth\u00e8se \u00e9labor\u00e9e ci-dessus, D\u00e9mocrite et \u00c9picure ne se seraient pas oppos\u00e9s sur la question de la grandeur des atomes. Pour l'un et l'autre philosophe, la gamme des grandeurs aura \u00e9t\u00e9 en effet finie. Mais scrutons de plus pr\u00e8s les deux th\u00e8ses concernant la forme des atomes. \u00c9picure pr\u00e9cise que les vari\u00e9t\u00e9s de forme sont, non pas \u00ab infinies \u00bb, mais \u00ab insaisissables \u00bb (\u1f00\u03c0\u03b5\u03c1\u03af\u03bb\u03b7\u03c0\u03c4\u03bf\u03b9). Quant \u00e0 D\u00e9mocrite et \u00e0 Leucippe, Aristote affirme deux fois que les vari\u00e9t\u00e9s de forme sont \u00ab infinies \u00bb, d'une part en parlant de la multiplicit\u00e9 \u00ab infinie \u00bb des atomes, d'autre part en opposant la th\u00e9orie de Leucippe \u00e0 celle de Platon.\r\n\r\nEn revanche, lorsqu'il pr\u00e9sente le syst\u00e8me atomiste dans le fragment Sur D\u00e9mocrite, les diff\u00e9rences de forme sont dites, non plus \u00ab infinies \u00bb, mais \u00ab innombrables \u00bb (\u1f00\u03bd\u03b1\u03c1\u03af\u03b8\u03bc\u03b7\u03c4\u03bf\u03c2).\r\n\r\n\u00c0 en juger d'apr\u00e8s l'Index de Bonitz, ce dernier terme est un hapax dans l'\u0153uvre d'Aristote. S'ensuit-il qu'il soit, sinon un vocable d'emprunt, du moins un terme transpos\u00e9, plus proche de l'expression originale de D\u00e9mocrite ?\r\n\r\nMais qu'est-ce qui s\u00e9pare alors la doctrine des Abd\u00e9ritains et celle d'\u00c9picure ? O\u00f9 passe la distinction entre diff\u00e9rences \u00ab innombrables \u00bb (D\u00e9mocrite) et diff\u00e9rences \u00ab insaisissables \u00bb (\u00c9picure) ?\r\n\r\nUn dernier paradoxe semble poindre : on peut en effet se demander si, en refusant l'hypoth\u00e8se d'une vari\u00e9t\u00e9 infinie de formes, \u00c9picure ne s'opposait pas \u00e0 la formulation qu'en avait donn\u00e9e Aristote, bien plus qu'il ne songeait \u00e0 rectifier la th\u00e9orie de D\u00e9mocrite.\r\n\r\nMais nous effleurons ici un probl\u00e8me nouveau, celui de l'\u00e9laboration progressive des notions d'infini et de fini ; impossible de l'approfondir sans balayer les \u00ab pr\u00e9jug\u00e9s \u00bb et les \u00ab pr\u00e9suppos\u00e9s \u00bb qui, sur ce point aussi, nous s\u00e9parent des notions primitives par une proximit\u00e9 illusoire.\r\n\r\nProbl\u00e8me trop vaste pour qu'on puisse l'aborder dans cet article. [conclusion 201-203]","btype":3,"date":"1982","language":"French","online_url":"","online_resources":"https:\/\/uni-koeln.sciebo.de\/s\/AhK7pfqowUhUex4","doi_url":null,"categories":[],"authors":[{"id":144,"full_name":"O'Brien, Denis","role":{"id":1,"role_name":"author"}}],"book":null,"booksection":null,"article":{"id":1101,"journal_id":null,"journal_name":"Revue Philosophique de la France et de l'\u00c9tranger","volume":"172","issue":"2","pages":"187-203"}},"sort":["La taille et la forme des atomes dans les syst\u00e8mes de D\u00e9mocrite et d'\u00c9picure (\u00abPr\u00e9jug\u00e9\u00bb et \u00abpr\u00e9suppos\u00e9\u00bb en histoire de la philosophie)"]}
Title | Platon et Plotin sur la doctrine des parties de l'autre |
Type | Article |
Language | French |
Date | 1991 |
Journal | Revue Philosophique de la France et de l'Étranger |
Volume | 181 |
Issue | 4 |
Pages | 501-512 |
Categories | no categories |
Author(s) | O'Brien, Denis |
Editor(s) | |
Translator(s) |
La matière est-elle identique à V alterile ? » Plotin se pose cette question au commencement du dernier chapitre de son traité Sur la matière (Enn., II 4 [12] 16). « Plutôt non », répond-il. « Elle est en revanche identique à cette partie de Valtérité qui s'oppose aux êtres proprement dits. » En s'exprimant de la sorte, Plotin fait allusion à un passage du Sophiste (258 E 2-3). Son allusion suppose pourtant l'existence d'un texte qui n'est pas attesté dans les manuscrits. Cette différence textuelle implique un changement fonda- mental de doctrine, dont les éditeurs modernes ne se sont pas avisés. [Author's abstract] |
Online Resources | https://uni-koeln.sciebo.de/s/pBX2hcvJiK520pk |
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