tag:blogger.com,1999:blog-178590112024-03-18T03:04:04.016+00:00Evangelical Textual CriticismA forum for people with knowledge of the Bible in its original languages to discuss its manuscripts and textual history from the perspective of historic evangelical theology.P.J. Williamshttp://www.blogger.com/profile/04388225485348300613noreply@blogger.comBlogger3215125tag:blogger.com,1999:blog-17859011.post-23868759295184589002024-03-13T14:00:00.006+00:002024-03-13T14:00:00.170+00:00Guest Post by Timothy Decker: A Critical Apparatus of the Textus Receptus Tradition<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg7PuyUSVgR-D8dWIdC9PwlIN84JBi9U7zwtKC2tJxUZ5rXgnwsx37budSGWSfY9AzHViwhpn4wVAZK0Ybm33yelrUoHOuSG0vHEclso7ujy-EI2f-nX1iRE6lJcLMj8TRdVRID5kp-0Fs-FI293YMfcGfXvTTpgP1ojsqK22tcAghBlnUdMWuG_g" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" data-original-height="299" data-original-width="299" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEg7PuyUSVgR-D8dWIdC9PwlIN84JBi9U7zwtKC2tJxUZ5rXgnwsx37budSGWSfY9AzHViwhpn4wVAZK0Ybm33yelrUoHOuSG0vHEclso7ujy-EI2f-nX1iRE6lJcLMj8TRdVRID5kp-0Fs-FI293YMfcGfXvTTpgP1ojsqK22tcAghBlnUdMWuG_g" width="240" /></a></div><br />The following is a guest post by Timothy L. Decker. He received his Ph.D. from Capital Seminary and Graduate School in 2021. He is a professor of Biblical Languages and New Testament at Covenant Baptist Theological Seminary and an adjunct professor of New Testament with International Reformed Baptist Seminary. He is also one of the pastors of Trinity Reformed Baptist Church near Roanoke, VA. His most recent publication is <i><a href="https://www.amazon.com/Revolutionary-Reading-Romans-Subjection-Magistrate-ebook/dp/B0CQKJ2CCK/" target="_blank">A Revolutionary Reading of Romans 13</a></i>.<p></p><p>His edition of the Sermon on the Mount (which provides the data behind this post) is available <a href="https://www.academia.edu/116139394/TR_PROJECT_SERMON_ON_THE_MOUNT" target="_blank">here</a>.</p><span></span><span><a name='more'></a></span><p><br /></p><div><div style="text-align: center;">A CRITICAL APPARATUS OF THE TEXTUS RECEPTUS TRADITION</div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b>Claims from those who promote and advocate for the TR</b></div><div><span> </span>In a brief article written by G. W. and D. E. Anderson and published on the Trinitarian Bible Society’s website, they asked, “Are the variations between the editions of the Textus Receptus significant?” The answered, “No. These variations include spelling, accents and breathing marks, word order and other minor kinds of differences.”<sup>1</sup> Likewise, the intro to the TBS’s TR (Scrivener’s) claims, “The editions of Stephens, Beza and the Elzevirs all present substantially the same text, and the variations are not of great significance and rarely affect the sense.”<sup>2</sup> Further along in Anderson and Anderson’s article, they asked, “How many differences are found between the Scrivener text [of the TBS TR] and the Stephanus and Beza texts? There are approximately 190 differences between the Scrivener text and the Beza 1598. There are 283 differences between the Scrivener text and the Stephanus 1550. <i>These differences are minor</i>” [italics added]. </div><div><br /></div><div><span> </span>Do these claims hold up? I’m not asking about the numbers, though I wonder about those as well. But I am suspicious of the claim that these differences between Scrivener’s TR and that of Beza or Stephanus are only minor. In order either to prove or disprove this claim, I have undertaken a project wherein I evaluated the Sermon on the Mount and made a critical apparatus of the various TR editions over against Scrivener’s TR text of Matt 5–7. I consulted over 20 various TR editions (more on that below), and noted the variants among them compared to Scrivener.<sup>3</sup> Below, I will explain my methodology. However, this seemed to be the only true test to evaluate these claims.</div><div><br /></div><div><span> </span>Having now completed a collation of TR editions of the Sermon on the Mount (Matt 5–7), my suspicions were confirmed. From the results of my own study, to claim only “minor” differences between the various editions is a stretch. And that would also include between Beza and Stephanus in some places, much less all the other editions among the TR tradition compared with Scrivener’s. Indeed, the results of my research yielded that such claims among the TR advocates are patently false. On the other hand, I will readily grant that there is a stabilization among the TR tradition and its various editions. Nevertheless, such stability in the tradition only occurred after much labor and many editions—correcting, editing, and improving upon itself. One might say that the task of textual criticism for those in the 1500s and 1600s was a constant one, to achieve what they believed to be the best text of the NT. </div><div><br /></div><div style="text-align: center;"><b>Methods and variants noted</b></div><div><span> </span>Before looking into the details of my findings, perhaps it would be best to explain my decisions for what is and is not recorded in the apparatus and why. As will be explained below, there are three categories of variants that I compile, drawn primarily from the words and concepts of the claims made by TBS or Anderson and Anderson above. Based on their own assertions and using their own words (see quotes above), we might propose three categories to include in the apparatus. <b>Category I</b>: variants “of great significance” or major variants that would be translatable, <b>Category II</b>: subtle variants (such as spelling) that “affect the sense,” and <b>Category III</b>: inconsequential variants “not of great significance” and that do not “affect the sense.” Both sources above admit Category III variants exist. But what of the other two categories? Category II and Category I are either denied all together or avoided. However, all three of these categories are observed in the TR tradition of Sermon on the Mount (Matt 5–7).</div><div><br /></div><div><span> </span>Of course, while not all categories are of equal weight or importance, they do serve purposes of research. For example, the last category (III) of <i>inconsequential variants</i>, which amounts to spelling errors or the omission of final <i>nu</i> and <i>sigma</i>,<sup>4</sup> are included in the apparatus. However, this is primarily for the aid of researchers to track the revision processes of certain editions,<sup>5</sup> as well as to note both progression as well as regression in editorial refinement.<sup>6</sup> Therefore, non-sensical spellings (such as “ἀθελφοῦ” instead of “ἀδελφοῦ” in Beza<sup>1588, 1598</sup> at Matt 7:5; see previous footnote) and alternate though not incorrect spellings (such as Matt 7:25 προσέπεσον compared to all five editions of Erasmus rendering προσέπεσαν) are included. Their importance is slight except for those tracking the development of editorial refinements in the process of the TR tradition.</div><div><br /></div><div><span> </span>Lest anyone would object to the inclusion of Category III variants such as these, I would simply point those detractors to F. H. A. Scrivener’s 1860 work with the Stephanus 1550 TR.<sup>7</sup> In this TR edition, he included his own critical apparatus of various GNT editions. He also noted some of these same slight spelling incongruities among the texts he was studying, including the spelling difference at Matt 7:25. However, Scrivener cited this alternate spelling in Tischendorf and Tregelles. It seems only fair to cite Erasmus for the same difference as well as all those like this one. Indeed, this is the same alternate spelling found not only in all five of Erasmus’s editions but also in Aldine, Köpfel, Gerbelius, and Colinaeus. Likewise in his apparatus, Scrivener also cited the absence or inclusion of final <i>sigma</i> such as Beza<sup>1565</sup> and Elzevirs<sup>1624</sup> at 1 John 2:6. So this is standard operating procedure for such a task as I am setting out to accomplish</div><div><br /></div><div><span style="white-space: normal;"><span> </span>Other Category III variants are more important for study, though they are both minor and not translatable. Variation of word order or variants of verbs with the same cognate root but leave off the prepositional prefix may not affect the sense in English (see apparatus at Matt 7:2 or 7:28). However, if one were to object that these variants should not be included, we would only point them to those TR advocates who make much of every jot and tittle. Often, they object to assertions of no major doctrine affected by textual variants by retorting, “What about the doctrine of bibliology?” Well, let us hold the TR to the same standard! These variants must also be included to give a full-throated examination of the claims made by TR proponents of the TR tradition.</span></div><div><span style="white-space: normal;"><br /></span></div><div><span style="white-space: normal;"><span> </span>The second category of variants (Category II) mentioned by the TR proponents above would be “minor variants” such as spelling discrepancies. However, these slight errors, or what the Anderson’s described as “minor kinds of differences,” are only minor to the uninitiated. Nevertheless, these “minor variants” do affect the sense, especially the grammatical sense. They are often caused by subtle, slight spelling variations that may even be aurally identical. On numerous occasions in the SotM, there are cases where the βάλλω word group would vary between the 2nd aorist form with one <i>lambda</i> to the present form with two <i>lambda</i>s, the difference being important for discussions of verbal aspect. Noting such variants for Category II is the norm for such a critical apparatus. Both Scrivener and I cited the variant spelling of the Elzevirs</span>’ 1624 edition at Matt 6:34, not as the TR’s “μεριμνήσητε” (aorist subjunctive) but as “μεριμνήσετε” (future indicative).</div><div><span style="white-space: normal;"><br /></span></div><div><span style="white-space: normal;"><span> </span>Finally, there is the inclusion of major variants (Category I). Here, we mean variants such as omissions, additions, and alternate wordings <i>that are translatable</i>. Most, even those not conversant with NT Greek, will recognize these. That there are a limited number of these speaks to the TR tradition’s relative stability in its development. However, that these exist <i>at all</i> also speaks to the concept that there is not just one TR edition, and these men were always refining and improving the current GNT of their day. It also means that the quoted claims above are factually, verifiably false.</span></div><div><span style="white-space: normal;"><br /></span></div><div><span> </span>Now one may object that the slight spelling variations for the personal pronouns should be included in Category II rather than Category I. At that point, we are simply quibbling over numbers (stacking up the numbers for Category I vs Category II). However, while these are usually differentiated by switching the <i>eta</i> for the <i>upsilon</i> (or vice versa), nevertheless these changes are translatable differences. Therefore, I chose to include them in my findings for Category I. And as they happen in notable places, such as the Lord’s Prayer, then this would constitute as a major change. Imagine hearing, “<b>Your</b> Father who is in heaven,” as Beza<sup>1582, 1588, 1598</sup> reads!</div><div><br /></div><div><span style="white-space: normal;"><span> </span>A word also needs to be said about the editions I examined and what I would consider under the “TR tradition” moniker. The names most commonly associated with the TR tradition would begin with Erasmus and be followed by Stephanus, Beza, and the Elzevirs</span>.<span><sup>8</sup> However, Scrivener himself also included the Complutensian Polyglot (1514/1522), Aldine/Aldus (1518), and Coline/Colinaeus (1534) in his <i>Plain Introduction</i></span>.<span><sup>9</sup> Even the TBS TR (Scrivener’s) printed edition that I personally own mentioned the Complutensian Polyglot and Colinaeus editions. I, therefore, find justification to include them in my consultation. I have also included and Gerbelius (1521) and Köpfel (1524) in my examination to see early iterations of the TR tradition as well as to consider those in contact with Erasmus and who may have befriended Luther and Melancthon at some point. Others could have been added, but these are the primary voices that would eventuate in what some refer to as the more mature Protestant TR tradition. As a side note, I only consulted Beza’s major/folio Greek editions</span>,<span><sup>10</sup> and I could not attain access to examine a copy of the Elzevir</span> 1641 edition. At the end of the text and apparatus, I include the list of 22 editions collated in comparison to Scrivener.</div><div><br /></div><div style="text-align: center;"><b>Category I: Major variants (“great significance”)</b></div></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><div><div>•<span style="white-space: pre;"> </span>Significant or translatable Omissions (5:20 2x, 5:25, 5:27, 5:31; 6:4, 6:6,<sup>11</sup> 6:13, 6:18<sup>12</sup> 2x, 6:22, 6:29, 6:34)</div></div><div><div>•<span style="white-space: pre;"> </span>Significant or translatable Insertions (Matt 6:1, 6:15; 7:10)</div></div><div><div>•<span style="white-space: pre;"> </span>Major or translatable lexical variation: Matt 5:47 ἀδελφοὺς / φίλους; Matt 6:1 ἐλεημοσύνην / δικαιοσύνην; 6:24 ἢ / εἰ; 7:12 ἂν / ἐὰν; 7:14 ὅτι / τι / ὅστι)</div></div><div><div>•<span style="white-space: pre;"> </span>Spelling variants affecting the personal pronouns, of which there are at least 10 of variants of this kind (5:11, 5:20, 6:9, 6:11, 6:14 2x, 6:15 2x, 6:19, 6:26)</div></div></blockquote><div><div><br /></div><div><b>Total in the SotM=32</b></div><div><br /></div><div><span> </span>The most significant of all these variants is at 6:1, Scrivener’s TR ἐλεημοσύνην and Beza<sup>1598</sup>’s δικαιοσύνην. This variant does more than simply substitute one word for another; it has interpretive implications for the rest of the context. In the case of the δικαιοσύνην reading, it serves as a general prohibition and introduction to the subject of pious actions for the sake of human observation. It is not only an introduction for the entirety of chapter 6, but it broadly introduces the more specific matters of charitable giving (6:2–4), prayer (6:5–15), and fasting (6:16–18).<sup>13</sup> Indeed, in every one of these sections, Jesus begins each them with ὅταν at the start and concludes each with some form of “your Father in secret” (τῷ πατρί σου τῷ ἐν τῷ κρυπτῷ). This will also bear out why the omission of these articles at 6:6 and 6:18 is a significant variant, as they distinguish between taking the phrase “in secret” to be adjectival to “your Father” rather than adverbial. On the other hand, if the TR rendering of ἐλεημοσύνην is retained, then 6:1 is not an introduction but simply a part of the mercy giving piety of 6:2–4. However, this disrupts the flow and function of the rhetorical markers in the SotM.</div><div><br /></div><div><span style="white-space: normal;"><span> </span>The other most notable variant is the Complutensian Polyglot’s (CompPoly) omission of the Lord’s Prayer doxology at 6:13. The marginal note seems to explain their reason for omission based on internal evidence as it was likely use for liturgical settings. Additionally, the CompPoly also omitted ἐν τῷ φανερῷ at 6:18. At 6:29, Beza’s 1598 edition omitted the adjective ἓν, which disrupts the sense.</span></div><div><br /></div><div style="text-align: center;"><b>Category II: Minor variants (“affect the sense”)</b></div></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><div><div>•<span style="white-space: pre;"> </span>Variants that grammatically affecting the Greek verb</div></div></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;">o<span style="white-space: pre;"> </span>The omission of the subjunctive marker ἂν at 5:18<br />o<span style="white-space: pre;"> </span>The lengthened thematic vowel changing from present indicative to present subjunctive (5:29 σκανδαλίζει / σκανδαλίζῃ; 6:19 θησαυρίζετε / θησαυρίζητε)<br />o<span style="white-space: pre;"> </span>The shortened thematic vowel changing from aorist subjunctive to future indicative or aorist imperative (5:19 διδάξῃ / διδαξει; 5:20 περισσεύσῃ / περισσεύσει; 5:21 φονεύσῃ / φονεύσει; 5:31 ἀπολύσῃ / ἀπολύσει; 5:32 ἀπολύσῃ / ἀπολύσει; 5:32 γαμήσῃ / γαμήσει; 5:36 ὀμόσῃς / ὀμόσεις; 6:34 μεριμνήσητε / μεριμνήσετε; 7:6 δῶτε / δότε)<br />o<span style="white-space: pre;"> </span>Second aorist form confusion (5:29, 30 βάλε / βάλλε; 7:5 2x’s ἔκβαλε / ἔκβαλλε & ἐκβαλεῖν / ἐκβαλλεὶν;<sup>14</sup> 7:6 βάλητε / βάλλετε<sup>15</sup> )<br />o<span style="white-space: pre;"> </span>From accusative plural participle to either dative plural participle or 3rd person plural indicative (5:44 μισοῦντας / μισούσιν)<br />o<span style="white-space: pre;"> </span>Personal ending change (5:30 ἀπόληται/ἀπόλητε; 6:26 διαφέρετε/διαφέρεται; 6:34 μεριμνήσητε/μερμνήσει)<br />o<span style="white-space: pre;"> </span>Genitive to accusative (5:28 αὐτῆς / αὐτήν)</blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><div><div>•<span style="white-space: pre;"> </span>Spelling variants that could affect or confuse the semantic meaning of a word (5:44 καταρωμένους from καταράομαι rendered καθαρωμένους could be confused with various καθαρ rooted words; Matt 6:6 ταμιεῖόν inner/storeroom vs. ταμεῖόν hidden/secret room {according to BDAG}; 7:2 ἀντιμετρηθήσεται / μετριθήσετει; 7:26 ὁμοιωθήσεται / ὁμιωθήσεται;<sup>16</sup> 7:28 συνετέλεσεν / ἐτέλεσεν)</div></div></blockquote><div><div><br /></div><div><b>Total in the SotM=28</b></div><div><b><br /></b></div><div style="text-align: center;"><b>Category III: Inconsequential variants (“not of great significance”)</b></div></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><div><div>•<span style="white-space: pre;"> </span>Non-translatable omissions of the article (6:1, 6:15, 6:29)</div></div><div><div>•<span style="white-space: pre;"> </span>Non-sensical spelling or spelling error (5:28, 5:43; 6:15, 6:16, 6:23, 6:27, 6:30; 7:5, 7:8, 7:9, 7:10, 7:13, 7:15)</div></div><div><div>•<span style="white-space: pre;"> </span>Variegated spelling or crasis (5:23; 6:24; 7:25 2x)</div></div><div><div>•<span style="white-space: pre;"> </span>Transposition that does not affect meaning at 5:20, 5:36</div></div><div><div>•<span style="white-space: pre;"> </span>Final <i>nu</i> and <i>sigma</i> (not included in the count and marked differently in the text and apparatus). </div></div></blockquote><div><div><br /></div><div><span> </span>Those interested in studying the development, progression, regression, and refinement of the TR tradition will pay attention to these variants in this category. However, this is the least relevant for text variant discussions.</div><div><br /></div><div><b>Total in the SotM=22</b></div><div><b><br /></b></div><div style="text-align: center;"><b>Final Observations</b></div><div><span> </span>The TR tradition is a very stable and consistent tradition. In fact, in the more quotable portions of the SotM, such as the Beatitudes, there were virtually no variants of any kind. However, I was surprised by my findings. If we do not include in the counting those instances of final <i>nu</i> and <i>sigma</i> in Category III (which I did not above), I would have anticipated that this third category would have been the largest and the major, translatable variants (Category I) to be the smallest. Yet it was the opposite! By my counting, there were 32 Category I variants, 28 Category II variants, and 22 Category III variants just within the SotM!</div><div><br /></div><div><span style="white-space: normal;"><span> </span>Even further, I was most shocked by the 32 Category I variants. That is far more than I anticipated, and perhaps more than we were led to believe by those TR advocate quoted above. The SotM contains 111 verses of varying lengths. That there exists 32 major variants (Category I) and 28 minor variants that nevertheless affect the sense (Category II) leads to a staggering 60 meaningful variants of 111 verses! That means that among the TR tradition, for every 2 verses in the SotM, there is either a translatable variant or a variant that affects the Greek grammar and interpretation (even if slightly).</span></div><div><span style="white-space: normal;"><br /></span></div><div><span> </span>Indeed, these numbers are much higher than TR advocates indicate, such as those quoted above. It was said that “These variations include spelling, accents and breathing marks, word order and other minor kinds of differences,” and, “The editions of Stephens, Beza and the Elzevirs all present substantially the same text, and the variations are not of great significance and rarely affect the sense.” Presumably, they would respond with the objection that most of these 60 differences in Category I and II are not truly part of the mature Protestant TR tradition. While that is the case with a good many of the variants, Beza’s various folio editions created 9 variants, 6 of which were Category I (6:1, 6:9, 6:11, 6:24, 6:29) and a single Category II variant (5:44). Of Stephanus’s 2 recorded variants, he created a single Category II variant (5:28) and a single Category III variant (6:27). And even the Elzevirs contributed a Category II variant (6:34), as Scrivener also cited. If we were to include Erasmus’s variants, that number increases exponentially. Even more so with the Complutensian Polyglot, Aldine, and Colinaeus editions, all listed in Scrivener’s explanation of the early TR tradition.</div><div><br /></div><div><span> </span>This exercise of collating the editions within the TR tradition yielded results I was not expecting. But it did confirm a suspicion—a critical apparatus for the TR would be a wonderful tool and aid for research. However, it would only come to us by an extremely laborious project of worthwhile endeavor. For a project like this to be completed, it would require the backing of a publisher or academic institution to fund those doing the slow task of such collating. For instance, I would love for someone to go through these same 22 editions and check my work on the SotM. What did I leave out? What did I incorrectly include? What did I get wrong? I do not claim inerrancy on my research.</div><div><br /></div><div><span> </span>As to what this might mean for ardent supporters of the Textus Receptus, I’m not sure. I personally do not use the TR for other text critical reasons (although my own church preaches and reads publicly from the NKJV). However, this may give pause to those who want to claim a stability for the TR on the one hand while at the same time level an instability among the critical texts on the other. Additionally, with most of the variants in the TR tradition being toward the beginning of the process (Erasmus, CompPoly, Aldine, etc.), this demonstrates the need for printed editions to continually refine itself. We should not be critical when the NA text reaches the 29th edition. This is part of the task, and those involved in the editing and printing of the TR tradition were involved with this as well. </div></div><div><br /></div><div><span><!--more--></span></div><div><br /></div><div>Notes:</div><div><br /></div><div><div><span> </span><sup>1</sup> G. W. Anderson and D. E. Anderson, “The Received Text: A Brief Look at the Textus Receptus.” Accessed on 2/14/2024 and found here: <a href="https://www.tbsbibles.org/page/ReceivedText">https://www.tbsbibles.org/page/ReceivedText</a>.</div><div><span> </span><sup>2</sup> <i>Η ΚΑΙΝΗ ΔΙΑΘΗΚΗ, The New Testament: The Greek Text Underlying the English Authorized Version of 1611</i> (London: Trinitarian Bible Society, 1985), 2nd page of the preface, unpaginated. </div><div><span> </span><sup>3</sup> I am tremendously thankful to Elijah Hixson for helping me gain access to these editions as well as his input as which editions to consult.</div><div><span> </span><sup>4</sup> The very inconsequential variants of final <i>nu</i> and <i>sigma</i> are marked in the apparatus with the ⸀ siglum but at the end of the word. </div><div><span> </span><sup>5</sup> For example, between Erasmus’s 1st and 2nd editions, where many of these errors were corrected. </div><div><span> </span><sup>6</sup> For example of editorial regression, there is the misspelling “ἀθελφοῦ” instead of the correct “ἀδελφοῦ” at Matt 7:5 in Beza<sup>1588, 1598</sup> though correctly rendered in his <i>earlier</i> two editions.</div><div><span> </span><sup>7</sup> A copy of this can be found in an 1877 edition online here: <a href="https://archive.org/details/TextusReceptusscrivener1860">https://archive.org/details/TextusReceptusscrivener1860</a>.</div><div><span> </span><sup>8</sup> According to my fellow colleague and TR advocate Dr. Jeff Riddle, he said in a response to the question of “which TR” with the following clarification: “The editions which should be primarily consulted are the classic Protestant ones of Stephanus and Beza, based on Erasmus' foundational work. The Elzevir editions should also be consulted, but with the understanding that they appeared after most of the translations of the TR had first been made into the modern languages of Europe.” Accessed here <a href="http://www.jeffriddle.net/2019/11/wm-140-responding-to-which-tr-objection.html">http://www.jeffriddle.net/2019/11/wm-140-responding-to-which-tr-objection.html</a> on 2/14/2024.</div><div><span> </span><sup>9</sup> Frederick Henry Ambrose Scrivener, <i>A Plain Introduction to the Criticism of the New Testament for the Use of Biblical Students</i>, Fourth Edition, 2 vols. (Cambridge: George Bell & Sons, 1894), 2:175–188.</div><div><span> </span><sup>10</sup> Beza’s first major edition of 1557 was of the entire Bible and printed in Latin. </div><div><span> </span><sup>11</sup> The omission of the article at Matt 6:6 would make the prepositional phrase adverbially related to the imperative as “pray in secret” rather than as an articular attributive “your father in secret.”</div><div><span> </span><sup>12</sup> Same matter of omitting the article as Matt 6:6 (see footnote).</div><div><span> </span><sup>13</sup> So Davies and Allison who wrote, “This verse [6:1] announces, through a negative formulation, the major theme of 6.2–16, 16–18: δικαιοσύνη is not to be done before others in order to be seen by them.” W. D. Davies and Dale C. Allison Jr., <i>Matthew</i> 1-7, ICC (London: T & T Clark International, 1988), 575. See also John Nolland, <i>The Gospel of Matthew</i>, NIGTC (Grand Rapids: Eerdmans, 2005), 273–74. For a more in depth treatment on 6:1 as the general introductory statement followed by the three specific sections of charity, prayer, and fasting; see Dale C. Allison Jr., <i>Studies in Matthew: Interpretation Past and Present</i> (Grand Rapids: Baker Academic, 2012), 185–86.</div><div><span> </span><sup>14</sup> These are more than incidental as Matt 6:30 and 7:19 use double <i>lambda</i> of the present stem and without a variant.</div><div><span> </span><sup>15</sup> Also rendered in the indicative rather than subjunctive.</div><div><span> </span><sup>16</sup> LSJ lists as a future form of ὄμνῡμι as ὀμιώμεθα.</div></div><div><br /></div>Elijah Hixsonhttp://www.blogger.com/profile/05816323223305820788noreply@blogger.com15tag:blogger.com,1999:blog-17859011.post-7967817526266373812024-03-07T09:00:00.012+00:002024-03-07T09:00:00.252+00:00SBL Presentation on the Future of Text-Types<p>At SBL last fall I gave a paper on the future of text-types for the session on the IGNTP anniversary. Hugh Houghton kindly asked if I would record it for the IGNTP YouTube channel and the videographers at my school kindly lent their time and talents to record it. (If it looks like I had the paper memorized, I did not. It’s just a camera trick and a teleprompter.) The outline of the paper is as follows:</p><p></p><ol style="list-style-type: upper-roman; text-align: left;"><li>Intro</li><li>Text-types as a solution (2:00)</li><li>Text-types as a problem (5:25)</li><li>Suggestions for progress (13:50)</li><ol><li>Define “texts” (14:02)</li><li>Clarify their purpose (16:02)</li><li>Specify their relationship (17:08)</li></ol><li>Conclusion (18:12)</li><li>Postscript (19:30)</li></ol><div>Besides giving an overview of where I think the discussion on text-types is (and needs to go), this video explains why we are centering our TCI colloquium this summer on this question.</div><p></p>
<iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/7ibdg0R-eeQ?si=YYN8umGH4JCg4Kxt" title="YouTube video player" width="650"></iframe>
<img alt="" border="0" data-original-height="1080" data-original-width="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvrEFg-A1_xWDasqrb3elefvSy5Kd8LYq5r5pzCoXZ9IyGaHyktHEFOMaFo37F7esMkXPgatNMWHwQ6DPUyVG7FYelLdssnosZgipKHedorzQqOCzyszmQGAd7dVqxm2I0LOqDiHPrxQT8I7xy8FSSVSuvz_VNLbQsTIolZ_9BzNdFKHO0D1mv/s600/Intro%20Still.jpg" width="0" />Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com6tag:blogger.com,1999:blog-17859011.post-53357102202739858342024-03-06T20:24:00.000+00:002024-03-06T20:24:07.302+00:00Review of the Statistical Restoration Greek New Testament<p>I'm always excited when a new Greek New Testament comes out. It gives another opportunity to look carefully at the subtle differences between editions. This is a review of the hard copy of the Statistical Restoration Greek New Testament (SRGNT), edited by Alan Bunning (GlossaHouse, 2023), based mainly on a careful consideration of the text of Matthew.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZmHQ0dK5nr4p-l435pEPz6eSUaLvAxXWDnT1j1XyFPuLrVTfRPm8v7F_yRk0Y0R1j3nb1JobJ4WZo2xISZmGn0g0S0HWccPDF6X_tHj88NWxn8153JrnBOOeMk-32Pq992FuVT6mGBslTRYM0L6uu_0ck0YQ2af8DKE7yxv4ChQE1ELtt2Mu6/s1442/Screenshot%202024-03-06%20at%2019.42.29.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1442" data-original-width="968" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZmHQ0dK5nr4p-l435pEPz6eSUaLvAxXWDnT1j1XyFPuLrVTfRPm8v7F_yRk0Y0R1j3nb1JobJ4WZo2xISZmGn0g0S0HWccPDF6X_tHj88NWxn8153JrnBOOeMk-32Pq992FuVT6mGBslTRYM0L6uu_0ck0YQ2af8DKE7yxv4ChQE1ELtt2Mu6/s320/Screenshot%202024-03-06%20at%2019.42.29.png" width="215" /></a></div>The SRGNT is different from other editions because it is 'the first computer-generated text derived directly from the earliest manuscript witnesses using an algorithmic statistical model to simulate a reasoned-eclecticism approach' (back cover).<p></p><p>Bunning has done a great job entering primary data at <a href="http://www.GreekCNTR.org">www.GreekCNTR.org</a>, a site which I used almost daily for two years when I was evaluating early orthographic information for the <a href="https://tyndalehouse.com/research/the-greek-new-testament/">Tyndale House Greek New Testament</a>.</p><p>At the very least such a computer-generated text, by differing little from the editions produced by human judgement, gives us assurance about the many parts of the Greek New Testament about which there is no dispute.</p><p>The edition aims to replace 'the subjective theological bias of human editors with the use of objective statistical and computational methods' (Introduction, p. i). However, computers also do stupid things when humans ask them to, which is why this edition contains <i>hundreds</i> of accentual mistakes and misplaced commas, most of which would have been caught by any careful human editor.</p><p>Admittedly wrong accents and commas aren't the most important aspects of a Greek New Testament, but they can be annoying.</p><p>In Matthew 5:39 we get this nonsensical comma:</p><p>ἀλλʼ ὅστις σε ῥαπίζει εἰς τὴν δεξιὰν σιαγόνα, σου στρέψον αὐτῷ καὶ τὴν ἄλλην·</p><p>Or γάρ beginning a clause in Matthew 10:23:</p><p>ἀμὴν, γὰρ λέγω ὑμῖν</p><p>Or δέ beginning a clause in Matthew 15:14:</p><p>ὁδηγοί εἰσιν τυφλοί τυφλὸς, δὲ τυφλὸν ἐὰν ὁδηγῇ, ἀμφότεροι εἰς βόθυνον πεσοῦνται.</p><p>There's an interrupting comma after the article in Matthew 25:20:</p><p>Καὶ προσελθὼν ὁ, τὰ πέντε τάλαντα λαβὼν, προσήνεγκεν ἄλλα πέντε τάλαντα </p><p>The good news is that such mistakes can all be corrected in a subsequent edition. This is a first edition and can be built upon. As it says in the Introduction (p. ii) 'The SR can be regenerated in less than a minute reflecting all of the latest evidence'.</p><p></p><p>However, the algorithms are also capable of churning out nonsense readings in more substantial matters. In double square brackets, Matthew 16:2 ends thus: Εὐδία πυῤῥαζει γͅͅὰρ ὁ. The last word of the verse is the definite article and it has no accompanying noun. Good luck translating that!</p><div>Again, this is nothing that can't be fixed. But I would argue that this edition overvalues the goal of "scientific objectivity". That's not a problem if it's just an edition within a market place of editions. It can happily be used as a control on other more subjectively produced editions. But it is a problem if you remain convinced that a computer-generated text will give you the<i> best</i> edition.</div><p>Here are two examples of where the computer-generated text has produced something inferior to what humans would produce:</p><p>1) In Matthew 6:5 the SRGNT produces a switch from the 2nd person singular to the 2nd person plural:</p><p>Καὶ ὅταν προσεύχῃ, οὐκ ἔσεσθε ὡς οἱ ὑποκριταί</p><p>This unlikely reading may arise because the external attestation for the two verb forms has been treated as unconnected.</p><p>2) For Christ's dereliction cry the SRGNT has Ἐλωί, Ἐλωί, λεμὰ σαβαχθάνι in Matthew 27:46 and Ἐλωῒ, Ἐλωῒ, λεμὰ σαβαχθάνι in Mark 15:34. Literally the only differences arise through editorial inconsistency about diaeresis and accents. However, the deeper problem is having the same spelling of the Semitic expression for 'my God' in Matthew and Mark, which does nothing to explain the underlying manuscript differences.</p><p>But more positively the work of this edition can definitely help improve other editions. Despite taking great care in considering the orthography of the New Testament, here's a variation I had previously missed, and now know through the SRGNT:</p><p>Luke 10:13 Οὐαί σοι, Βηθσαϊδά</p><p><i>but</i> Matthew 11:21 Οὐαί σοι, Βηθσαϊδά<b><u>ν</u></b>.</p><p>The THGNT has Βηθσαϊδά in both cases. Arguably it's a detail we missed and the final <i>nu</i> should be there in Matthew.</p><p>So I want to thank Alan Bunning and his collaborators and cheer them on in their task, even as I remain firmly persuaded of the value of the human element in making good editorial decisions.<br /></p><p>#SRGNT, #AlanBunning, #THGNT</p>Peter Williamshttp://www.blogger.com/profile/14213320717319559673noreply@blogger.com2tag:blogger.com,1999:blog-17859011.post-69449645333078230812024-03-05T17:00:00.002+00:002024-03-05T17:00:17.295+00:00Further Arguments for the Verb in Eph 5.22<p>I’ve blogged a fair bit about Eph 5.22 <a href="https://evangelicaltextualcriticism.blogspot.com/search/label/Eph%205.22">over the years</a>, culminating in <a href="https://doi.org/10.1017/S002868852100014X">my argument</a> for one of the longer readings in <i>NTS </i>back in 2021. Today, Joey McCollum of Australian Catholic University has a new article out in <i>JSNT </i>extending my argument. He gives much more attention than I could to the internal evidence and concludes in favor of the third person plural imperative. It’s especially helpful to have his thoughts on the function of the third person imperative, a question I only barely touched on in my essay but one that commentators especially need to consider.</p><p>Here’s the abstract:</p><blockquote><p>This study revisits a contested textual variant concerning the presence, placement, and person of an imperative directed at wives in Eph. 5.22. Most previous treatments of this variant have decided the matter (typically in favor of the reading without an imperative) on the basis of manuscript support and transcriptional arguments about how readers and copyists of the text would have changed it, but the intrinsic probabilities of what the author would have written based on his argument and style have generally been neglected. This study fills this gap by assessing the intrinsic probabilities of the variant readings in Eph. 5.22 using discourse and information structure, the pragmatics of the Greek imperative, and stylistic observations in Ephesians. As a result of this analysis, the reading with the highest intrinsic probability is shown to be τοῖς ἰδίοις ἀνδράσιν ὑποτασσέσθωσαν, which bolsters the recent case made by Gurry (2021) for the same reading.</p></blockquote><p>Thankfully, the article is open access too. <a href="https://journals.sagepub.com/doi/10.1177/0142064X231226158">Read it here</a>.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg-QiY23Hdvoy1HO2ASx6tzAAsI_dmcUGb5nG95fM1Hs79X8FjaZKi0mP3Y1f4Pl0kP-4nbgjgx3GrbRNTb82eqUTOR3whx5-qtXShAP5Sjx0agj_RErNPJoL7zucVgwryFe1gAZNUoWd1OG9RoEw0LeiOEA1L0ZsWwDTS6GToOEXpoC0DBVKB/s600/jsnt.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="314" data-original-width="600" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg-QiY23Hdvoy1HO2ASx6tzAAsI_dmcUGb5nG95fM1Hs79X8FjaZKi0mP3Y1f4Pl0kP-4nbgjgx3GrbRNTb82eqUTOR3whx5-qtXShAP5Sjx0agj_RErNPJoL7zucVgwryFe1gAZNUoWd1OG9RoEw0LeiOEA1L0ZsWwDTS6GToOEXpoC0DBVKB/w640-h334/jsnt.jpg" width="640" /></a></div>Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com10tag:blogger.com,1999:blog-17859011.post-48495686455661730312024-02-13T20:11:00.001+00:002024-02-13T20:18:36.007+00:00Registration Now Open<p>I’m happy to report that registration for our 2024 TCI Colloquium at Yarnton Manor is now open. The fee is $100/person and includes lunch both days. I hope to see some of our readers there. You can register at <a href="https://textandcanon.org/events/text-types/">textandcanon.org/events/text-types/</a></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiq0yFjucKmyB4IG262uSb_5rBDLlf0_2UVeEKWwAia-4RPY3HzFFY6YLM2wXyQcNz8A0c9DPXZmxQt-1Nzj2Ub5Di03utTR45cE79DM-bKlsTXu7WcQwrcJE3YE7XnnGExJP1y5YgEJ1mOPBmSWDu4OpVNVYE1g4NVXj68e6gHISrrGoLCQZRT/s900/img_text_types_social%20(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="500" data-original-width="900" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiq0yFjucKmyB4IG262uSb_5rBDLlf0_2UVeEKWwAia-4RPY3HzFFY6YLM2wXyQcNz8A0c9DPXZmxQt-1Nzj2Ub5Di03utTR45cE79DM-bKlsTXu7WcQwrcJE3YE7XnnGExJP1y5YgEJ1mOPBmSWDu4OpVNVYE1g4NVXj68e6gHISrrGoLCQZRT/w640-h356/img_text_types_social%20(1).jpg" width="640" /></a></div>Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com1tag:blogger.com,1999:blog-17859011.post-49238386193692994582024-02-09T08:00:00.001+00:002024-02-09T08:00:00.136+00:00Scribal Habits in Near Eastern Manuscript Tradition and the Dead Sea ScrollsI recently read and reviewed <i>Scribal Habits in Near Eastern Manuscript Traditions </i>for the journal, <i>Presbyterion</i>, published by <a href="https://www.covenantseminary.edu/news/presbyterion-spring-2022-is-available" target="_blank">Covenant Theological Seminary</a>. I thought an overview of the book and some of my takeaways as an OT textual critic studying the Dead Sea Scrolls might be helpful here. To purchase the book with a 40% off coupon, use this code generously provided by the publishers: SH40% <p class="MsoNormal" style="font-family: Calibri, sans-serif; margin: 0in; vertical-align: baseline;"><span style="border: 1pt none windowtext; color: #954f72; font-size: 11.5pt; padding: 0in;"><a href="https://www.gorgiaspress.com/scribal-habits-in-near-eastern-manuscript-traditions" target="_blank">https://www.gorgiaspress.com/scribal-habits-in-near-eastern-manuscript-traditions</a></span><span face=""Segoe UI", sans-serif" style="color: #242424; font-size: 11.5pt;"><o:p></o:p></span></p><p class="MsoNormal" style="background-color: white; font-family: Calibri, sans-serif; margin: 0in;"><span face="-webkit-standard, serif"> </span></p><br /><p class="MsoNormal" style="background-color: white; font-family: Calibri, sans-serif; margin: 0in;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw-odQDOr_SBs1XMnpR8WokQOCfJ0SBoPXA_Gmx54Pdohlv4Vagtz508ZcSbrtriQ52gvaPKM5uZu5CHDoGkO7dYlMx-FCAFYdKhIcbNcj2sdPAzD9fNl-WlwsWbUbqsI0Xmicg6r9XuxJJVi6iRfd4WdIy4M1wneHD75Ky6oiCq9lns9DnAMj/s596/Gorgias_Press__Scribal_Habits_in_Near_Eastern_Manuscript_Traditions.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="596" data-original-width="404" height="234" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw-odQDOr_SBs1XMnpR8WokQOCfJ0SBoPXA_Gmx54Pdohlv4Vagtz508ZcSbrtriQ52gvaPKM5uZu5CHDoGkO7dYlMx-FCAFYdKhIcbNcj2sdPAzD9fNl-WlwsWbUbqsI0Xmicg6r9XuxJJVi6iRfd4WdIy4M1wneHD75Ky6oiCq9lns9DnAMj/w159-h234/Gorgias_Press__Scribal_Habits_in_Near_Eastern_Manuscript_Traditions.png" width="159" /></a></div><br /><br /><b>Overview:</b> The paratextual elements of Near Eastern manuscripts are the focus of <i>Scribal Habits in Near Eastern Manuscript Traditions</i>. These elements, such as annotations, colophons, illustrations, diacritical signs, and commentaries are often overlooked by those interested in biblical studies because of an emphasis on a manuscript’s main literary text. This tendency is understandable given evangelicals' commitment to the text of Scripture but neglecting these paratextual elements ultimately obscures a fuller and more complete understanding of these manuscripts and the texts they transmit. This book, <i>Scribal Habits</i>, highlights these features to provide readers with the ability to ‘“virtually look over the scribes’ shoulder” (xiii; a slight rephrase of the words of J. R. Royse). <br /><br />Here is a sampling of the book’s content. Elizabeth Buchanan concluded in her chapter that the use of the diaeresis in Byzantine Egypt evinces patterns. One of these patterns is that the “more accomplished writers” used the sign most consistently (23). Binyamin Katzoff studied the chapter divisions in the <i>Tosefta</i> and concluded that the divisions in the E tradition corresponded with the divisions of the <i>Mishna</i>. This study provides insight into how one tradition could be influenced by another literary work: in this case, the <i>Mishna </i>(102). Katzoff’s second chapter of the book investigated how a text could be systematically corrected to a text of an alternative textual tradition (112). This summary suffices to show the importance of these features, especially for evangelicals when studying biblical texts. Our assessment of the biblical text has to consider these features. <br /><br /><b>Application to OT Textual Criticism:</b> As a biblical scholar, in particular, a textual critic primarily concerned with the Dead Sea Scrolls, two topics of this book intrigued me. First, I was interested to learn about the significance of the paratextual elements in Near Eastern manuscripts since several of these elements are also present in the Dead Sea Scrolls. For example, diacritical signs are used in some manuscripts such as the margins of 1QIsaa and 4QCantb, 1QIsaa may preserve a marginal gloss, and a drastic shift in paleography occurs in 4QJosha. Moreover, there is a shift from poetry to prose in 11QPsa. Given the use of these features in the Dead Sea Scrolls, I was interested in how these paratextual elements functioned in other texts of this region.<br /><br />Second, I hoped that this book would help me ask different questions about the Dead Sea Scrolls and open new avenues of study for me. This task is comparative. That is, I hoped to compare these mostly later more extant manuscripts and their signs and features to the earlier less extant Dead Sea Scrolls.<br /><br />Before I engage in this comparative task, it is helpful to mention a few difficulties with this process. Perhaps the most profound difficulty in comparing these later Near Eastern manuscripts to the Dead Sea Scrolls is that the Dead Sea Scrolls exist in a highly fragmentary state. Anyone familiar with this discipline understands this reality, and it can easily be illustrated by turning to the back of a DJD volume and observing the PAM plates. One can also see this reality by exploring “The Leon Levy Dead Sea Scrolls Digital Library” accessed here <a href="https://www.deadseascrolls.org.il/home" target="_blank">https://www.deadseascrolls.org.il/home</a>. Many Dead Sea fragments are unidentified, and some are only probably identified (see the debate around 4Q118, for example). This reality complicates an investigation into the paratextual elements of the Dead Sea Scrolls since many upper, lower, and intercolumnar margins have decayed. Handle sheets, title pages, and the endings of most manuscripts have deteriorated into dust. What precious information that these columns of parchment once contained is now lost, regrettably so, so that scholars can only dream of what a now lost colophon might have contributed to our understanding of these manuscripts. <br /><br /> Another difficulty with this process is the chronological and cultural gap between the Scrolls and the texts analyzed in <i>Scribal Habits</i>. For example, the Dead Sea Scrolls are usually earlier than the manuscripts discussed here although there is at least one exception to this (see Szilvia Sövegjártó’s chapter on the Sumerian texts from the Old Babylonian era). Scribal habits, and the paratextual elements that they utilized, may not have remained static. The same can be said of the cultural differences between ancient Jews and the cultures of the scribes who preserved the manuscripts discussed in <i>Scribal Habits</i>. These realities, likewise, might complicate the comparative task.<br /><br /> Despite these difficulties, I did enjoy comparing these texts to the Dead Sea Scrolls. Here are some thoughts regarding one of the chapters. T. C. Schmidt discussed the reception history of the Book of Revelation in Eastern churches, and in particular, the scribal strategies that might indicate a scribe's general assessment of the book. For example, the material used for writing, the books to which Revelation was bound, and the writing style of the scribe were all strategies that might demonstrate the scribe's attitude about the book’s status.<br /><br />These insights provided me with interesting questions to ask of the Dead Sea Scrolls such as Does the quality of the script have any effect on a book’s status? Is there any connection between expertly copied texts and the status of the texts preserved in these manuscripts? Here I am thinking of what Tov labels<i> de luxe</i> edition manuscripts (see <i><a href="https://brill.com/display/title/11475?language=en" target="_blank">Scribal Approaches</a></i>, 125-129). What does the phenomenon of stitching biblical and nonbiblical texts together signify about these texts’ status? This question continues to be an important issue regarding 11QPsa. Although most of the Dead Sea Scrolls are copied on parchment, what does the use of papyrus signify if anything during the Second Temple period? This distinction was significant in rabbinic literature. Is there a correspondence between the orthographic profile of a manuscript and the manuscript’s paleographic style? This one chapter demonstrates the importance of <i>Scribal Habits</i> for those interested in the history of ancient manuscripts including manuscripts that preserve the biblical text.<div><br /></div><div>Overall, <i>Scribal Habits</i> was an enjoyable and insightful read, and it rightly stressed the importance of these paratextual features. Going forward let's open our eyes to the margins of the manuscripts, and let's get excited about what we might see. <br /> </div>Anthony Fergusonhttp://www.blogger.com/profile/13014882562440913676noreply@blogger.com0tag:blogger.com,1999:blog-17859011.post-71222340106490031732024-02-08T00:25:00.005+00:002024-02-08T00:25:48.190+00:00Book Notice and Giveaway: Going Deeper with Biblical Hebrew <p>I don't post here too often these days, but when I do, I announce a wonderful, new book and a giveaway! We're giving away <b>two copies</b> of <i><a href="https://amzn.to/3OzA7pQ" target="_blank">Going Deeper with Biblical Hebrew: An Intermediate Study of the Grammar and Syntax of the Old Testament</a> </i>by H.H. Hardy II and Matthew McAfee.</p><p>Lest one thinks this book is only an intermediate Hebrew Grammar (as if that wouldn't be sufficient), it also includes a chapter on Old Testament textual criticism along with a guided lesson for students to learn to do it for themselves.</p><p>To enter the giveaway, share the link of this post on Facebook or X (@ETCtomwas) and tag the ETC Blog in it or simply Share or Repost the <i>original</i> social posts. I'll announce the winners of the giveaway on Friday afternoon!</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEimpQZH744A1wCnYp9zTApLTdInDSsl03ZJlNRg9cWC5TuROpWLHFNGWTpgVordJ_e_P8Uryi567Z6fMBe7PCvWQgPGF86aqxMXPMim0EJ0cwzSpTbDkhaGtJoZx52UQ7NnQHps5XwiM16quilS8hDH4USzhqI04K-waCCgoXj4kV180qc09NDxVQ" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1500" data-original-width="994" height="609" src="https://blogger.googleusercontent.com/img/a/AVvXsEimpQZH744A1wCnYp9zTApLTdInDSsl03ZJlNRg9cWC5TuROpWLHFNGWTpgVordJ_e_P8Uryi567Z6fMBe7PCvWQgPGF86aqxMXPMim0EJ0cwzSpTbDkhaGtJoZx52UQ7NnQHps5XwiM16quilS8hDH4USzhqI04K-waCCgoXj4kV180qc09NDxVQ=w404-h609" width="404" /></a></div><p><b>More from the publisher</b>:</p><blockquote>Learning any language is no small task, not least one that sounds as unusual as Hebrew does to most English speakers’ ears. Going Deeper with Biblical Hebrew primarily aims to equip second-year grammar students of biblical Hebrew to read the Hebrew Scriptures. Using a variety of linguistic approaches, H. H. Hardy II and Matthew McAffee offer a comprehensive and up-to-date textbook for professors and students.</blockquote><p><b>From an endorser</b>:<br /></p><blockquote>Both practically accessible and linguistically rigorous, Hardy and McAffee’s valuable resource meets the needs of students and professors. Though not shying away from the technical details, the authors carefully balance the technical semantic information with the important pragmatic implications. Using famously complex passages (such as the Nephilim) as examples both draws students in and illustrates the importance of the issues. Overall, the authors make the technical relatable and, most of all, practical to second-year Hebrew students. –<b>JoAnna M. Hoyt</b></blockquote><b>Table of Contents</b><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYkTRopc1H48qQVo_oSU_HN9fTCWuN-LRUhukeiI5tw8i00xpx7xSIh7ryCcb_FS6DFjZmQpyKNKm6O-kztJUxt7UvG-QE5rbeISjb3HHcz97oLfpWS8dHOGiSx3Cb8eFMixM7n-akEvc08jfkr9YrMyeRyIXtfmjb-TNkO-q9LJ62XpYGKfE-Gg/s1062/Screenshot%202024-02-07%20155344.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1062" data-original-width="844" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYkTRopc1H48qQVo_oSU_HN9fTCWuN-LRUhukeiI5tw8i00xpx7xSIh7ryCcb_FS6DFjZmQpyKNKm6O-kztJUxt7UvG-QE5rbeISjb3HHcz97oLfpWS8dHOGiSx3Cb8eFMixM7n-akEvc08jfkr9YrMyeRyIXtfmjb-TNkO-q9LJ62XpYGKfE-Gg/w508-h640/Screenshot%202024-02-07%20155344.png" width="508" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p><br /></p><p><br /></p><p></p>John Meadehttp://www.blogger.com/profile/09258579581521365645noreply@blogger.com1tag:blogger.com,1999:blog-17859011.post-61993742779899862682024-02-07T09:00:00.002+00:002024-02-07T09:00:00.201+00:00Vesuvius Challenge Finds a Winner<p>You’ve probably already seen the news that the Vesuvius Challenge just announced a winner for their contest to read CT scans of carbonized scrolls from Herculaneum. The contest focused on about 5% of one scroll that turns out to be an Epicurean text. This is a big breakthrough that builds on the work done back in 2015 to digitally unroll the En Gedi scroll (<a href="https://evangelicaltextualcriticism.blogspot.com/2015/07/digitally-unrolling-ein-gedi-scroll-of.html">blogged about here</a>) and opens the possibility of reading more of the 800 or so carbonized scrolls recovered from the library of Herculaneum that was destroyed in AD 79. Naturally for ETC readers, the question arises whether there might be some biblical manuscripts among these 800.</p><p>You can read more about the prize and the prize winning team at <a href="https://scrollprize.org/grandprize">scrollprize.org</a>.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYfXsDilmNSlFZDd710l5P-5JWhMMqnSQ0w0_7iA8afEdTUi9-UtC2XE84Z7JCG2paeqtSUT_Gk8xN3ueYs8d7QUZGjyrzJKDaA_JaGtiKCODvxh7kVJPsSYhhO0d6wX_EGflNb68wXASxKjaAml1NSgVeWcpJXFEAutam62OZvyBiVQXT3EeD/s1244/ezgif-3-2559420695.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1244" data-original-width="936" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYfXsDilmNSlFZDd710l5P-5JWhMMqnSQ0w0_7iA8afEdTUi9-UtC2XE84Z7JCG2paeqtSUT_Gk8xN3ueYs8d7QUZGjyrzJKDaA_JaGtiKCODvxh7kVJPsSYhhO0d6wX_EGflNb68wXASxKjaAml1NSgVeWcpJXFEAutam62OZvyBiVQXT3EeD/w482-h640/ezgif-3-2559420695.jpg" width="482" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">A section of scroll read for the first time since AD 79</td></tr></tbody></table>Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com4tag:blogger.com,1999:blog-17859011.post-61673408883262607722024-02-06T09:00:00.002+00:002024-02-06T13:44:36.976+00:00Dormandy: Jesus and the Victory of Manuscripts? A Wrightian Analogy Unpacked<div>The following is a guest post from Dr. Michael Dormandy who is a Senior Scientist at the Institute for Biblical Studies and Historical Theology, University of Innsbruck, Austria and <a href="https://evangelicaltextualcriticism.blogspot.com/2024/01/new-book-building-book-of-books.html">was mentioned on the blog recently</a> for his forthcoming dissertation on pandects. —<i>Ed.</i></div><hr /><div><div class="separator" style="clear: both; text-align: center;"><a class="circle" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKPgarP3IMnfdyOLj-NEKstejzmYPkxnEHdYT9cXvjZLLJtKUurCFEeV2YrNxlKHN3tSAG-ieerej89gH6hMdYF1RdMOY8aaYOyhC2a0E6jnhWOGESaOxGf3GqPDXZKRGhp8okT9AnZvRdZ4zbn99PY4i598qb9AliGxl50NdTUvQ5Tkr0vsFk/s340/dormandy.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="340" data-original-width="300" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKPgarP3IMnfdyOLj-NEKstejzmYPkxnEHdYT9cXvjZLLJtKUurCFEeV2YrNxlKHN3tSAG-ieerej89gH6hMdYF1RdMOY8aaYOyhC2a0E6jnhWOGESaOxGf3GqPDXZKRGhp8okT9AnZvRdZ4zbn99PY4i598qb9AliGxl50NdTUvQ5Tkr0vsFk/w176-h200/dormandy.jpg" width="176" /></a></div>I recently came across the following striking passage in one of N. T. Wright’s more recent academic books:</div><blockquote>Just as the massive nineteenth-century advances in discovering and collating early manuscripts led to major revisions of the text of the New Testament (resisted in some quarters, partly on the grounds that if God had wanted us to have this new text he would have given it to us a lot sooner), so the major twentieth-century advances in our knowledge of the ancient Jewish world, of which the discovery of the Qumran scrolls is just one example, have opened up new possibilities and insights which systematic theology has barely noticed but cannot afford, in my view, to resist or discount. (<i><a href="https://amzn.to/3SMvZFt" target="_blank">History and Eschatology</a></i>, p. 119) </blockquote>The analogy comes in the context of an argument for the theological relevance of empirical historical research into Jesus and the New Testament. If we really believe that God has entered our world as the human being Jesus, a Jewish carpenter-turned-Rabbi, then we should be able to learn a lot about God by studying in detail the historical evidence for the first-century world(s) in which he lived. Similarly, if we really believe God has spoken through the letters of another human being, the first-century Jewish man, Paul, then the same conclusion follows. If we don’t believe we can understand Jesus and Paul better by studying their cultural and historical context, we have in effect stopped believing they were normal human beings. This methodology has fueled Wright’s ground-breaking work for decades. <br /><br />A similar conviction drives confessional Protestant textual-critics. If we really believe that God has particularly spoken through human literary works, written in the first-century but without surviving autographs, we should be able to learn a lot about God through studying our earliest and best evidence for the text of those works. It is no secret however that Wright’s work has been controversial, not least in those evangelical circles which have enthusiastically accepted the results of modern textual criticism. Wright appears in the passage quoted to hint that there is an inconsistency here. If modern manuscript discoveries can be allowed to alter the traditional text, they should also be allowed to alter its traditional interpretation. <br /><br />We must not, of course, assume too great an analogy. Just because the last 150 years have seen us discover both many interesting manuscript sources for late second-temple Judaism and many early and important NT manuscripts, this does not mean that new readings and ideas built on these discoveries are equally persuasive. It is a striking historical coincidence that hordes of manuscripts were discovered both at Oxyrhynchus and at Qumran within a century of each other, but that does not mean both hordes are equally significant. However, for those who reject Wright’s theological conclusions, while still treasuring their modern critical editions of the NT, his challenge has bite. We are willing to allow new manuscript discoveries to influence the text of the Bibles we read. If we are consistent, we should be open to the possibility that new discoveries about the context of the NT could give new insights into what those Bibles mean.Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com9tag:blogger.com,1999:blog-17859011.post-42953273079704484422024-01-25T13:00:00.002+00:002024-01-25T20:59:18.884+00:002024 Colloquium at Yarnton Manor on NT Text-Types<p>I’m happy to share a project I’ve been working on for some time here at the Text & Canon Institute. Some readers may remember that back in 2021 John Meade hosted <a href="https://textandcanon.org/events/origen/" target="_blank">our first colloquium</a> on Origen as Philologist. As the papers for that near publication, we are pleased to announce our second colloquium will be this July on the topic of NT text-types. The event will be hosted at Lanier Theological Library’s beautiful Yarnton Manor just outside Oxford, England on July 18–19. We hope to open registration for attendees in the coming weeks. For now, here are the details of the speakers.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9U976nqyWJ6fmtrc4WqPznaF8HtBtuFz1lwNPC4wY6abNNm-mLodS1DHpqPSM5ZQedxL21Nvam1bK5S8GnMqpCVL0IiubfIMOvfuVjnfqLDpfn4pFIEH731TWVxjPtp-IGnQef8JmwCnL1utp-3jjKaCkAUPEW18c1VUjwJaMrlFYH2TAxPUG/s900/img_text_types_social.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="500" data-original-width="900" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9U976nqyWJ6fmtrc4WqPznaF8HtBtuFz1lwNPC4wY6abNNm-mLodS1DHpqPSM5ZQedxL21Nvam1bK5S8GnMqpCVL0IiubfIMOvfuVjnfqLDpfn4pFIEH731TWVxjPtp-IGnQef8JmwCnL1utp-3jjKaCkAUPEW18c1VUjwJaMrlFYH2TAxPUG/w640-h356/img_text_types_social.jpg" width="640" /></a></div><p>Held just outside Oxford, England, the Text & Canon Institute’s second colloquium will bring together an international group of textual scholars to take stock of the current debate, present fresh avenues of understanding, and discuss the implications for New Testament studies. You can find more details at the <a href="https://textandcanon.org/events/text-types/" target="_blank">conference page</a>.</p><p></p><h4 style="text-align: left;">Speakers and topics </h4><p><i>Titles are subject to change of course</i></p><div style="font-variant-ligatures: common-ligatures; grid-area: col1; min-width: 0px; vertical-align: top;"><div class="gb-block-layout-column-inner" style="box-sizing: inherit; position: relative; z-index: 1;"><p style="box-sizing: inherit; font-feature-settings: "onum", "pnum";"><span style="box-sizing: inherit; font-variant: small-caps; font-weight: 700; letter-spacing: 1px; text-transform: lowercase;">silvia castelli </span><br style="box-sizing: inherit;" /><em style="box-sizing: inherit;">Vrije Universiteit Amsterdam</em><br style="box-sizing: inherit;" />The Origin and Early History of Text-Types</p><p style="box-sizing: inherit; font-feature-settings: "onum", "pnum";"><span style="box-sizing: inherit; font-variant: small-caps; font-weight: 700; letter-spacing: 1px; text-transform: lowercase;">peter j. gurry </span><br style="box-sizing: inherit;" /><em style="box-sizing: inherit;">Phoenix Seminary</em><br style="box-sizing: inherit;" />What Are Text-Types For?</p><p style="box-sizing: inherit; font-feature-settings: "onum", "pnum";"><span style="box-sizing: inherit; font-variant: small-caps; font-weight: 700; letter-spacing: 1px; text-transform: lowercase;">klaus wachtel </span><br style="box-sizing: inherit;" /><em style="box-sizing: inherit;">Institute for New Testament Textual Research</em><br style="box-sizing: inherit;" />The Text-Type Theory in Light of the <acronym style="box-sizing: inherit; cursor: help; font-feature-settings: "c2sc", "smcp" font-variant-caps: all-small-caps; letter-spacing: 0.015em; text-decoration-line: none; text-decoration-style: initial;" title="Coherence-Based Genealogical Method">CBGM</acronym></p><p style="box-sizing: inherit; font-feature-settings: "onum", "pnum";"><span style="box-sizing: inherit; font-variant: small-caps; font-weight: 700; letter-spacing: 1px; text-transform: lowercase;">andrew edmondson</span> <br style="box-sizing: inherit;" /><em style="box-sizing: inherit;">University of Birmingham</em><br style="box-sizing: inherit;" />The Contribution of Phylogenetics</p></div></div><div style="font-variant-ligatures: common-ligatures; grid-area: col2; min-width: 0px; vertical-align: top;"><div class="gb-block-layout-column-inner" style="box-sizing: inherit; position: relative; z-index: 1;"><p style="box-sizing: inherit; font-feature-settings: "onum", "pnum";"><span style="box-sizing: inherit; font-variant: small-caps; font-weight: 700; letter-spacing: 1px; text-transform: lowercase;">peter m. head </span><br style="box-sizing: inherit;" /><em style="box-sizing: inherit;">University of Oxford</em><br style="box-sizing: inherit;" />The Alexandrian Text</p><p style="box-sizing: inherit; font-feature-settings: "onum", "pnum";"><span style="box-sizing: inherit; font-variant: small-caps; font-weight: 700; letter-spacing: 1px; text-transform: lowercase;">peter lorenz </span><br style="box-sizing: inherit;" /><em style="box-sizing: inherit;">University of Münster</em><br style="box-sizing: inherit;" />The Western Text</p><p style="box-sizing: inherit; font-feature-settings: "onum", "pnum";"><span style="box-sizing: inherit; font-variant: small-caps; font-weight: 700; letter-spacing: 1px; text-transform: lowercase;">maurice a. robinson</span><br style="box-sizing: inherit;" /><em style="box-sizing: inherit;">Southeastern Baptist Theological Seminary (Emeritus)</em><br style="box-sizing: inherit;" />The Byzantine Text</p><p style="box-sizing: inherit; font-feature-settings: "onum", "pnum";"><span style="box-sizing: inherit; font-variant: small-caps; font-weight: 700; letter-spacing: 1px; text-transform: lowercase;">stephen c. carlson </span><br style="box-sizing: inherit;" /><em style="box-sizing: inherit;">Australian Catholic University</em><br style="box-sizing: inherit;" />The Caesarean Text</p></div></div><div style="font-variant-ligatures: common-ligatures; grid-area: col3; min-width: 0px; vertical-align: top;"><div class="gb-block-layout-column-inner" style="box-sizing: inherit; position: relative; z-index: 1;"><p style="box-sizing: inherit; font-feature-settings: "onum", "pnum";"><span style="box-sizing: inherit; font-variant: small-caps; font-weight: 700; letter-spacing: 1px; text-transform: lowercase;">dirk jongkind </span><br style="box-sizing: inherit;" /><em style="box-sizing: inherit;">Tyndale House, Cambridge</em><br style="box-sizing: inherit;" />In Defense of Text-Types</p><p style="box-sizing: inherit; font-feature-settings: "onum", "pnum";"><span style="box-sizing: inherit; font-variant: small-caps; font-weight: 700; letter-spacing: 1px; text-transform: lowercase;">peter malik <em class="amp" style="box-sizing: inherit; font-feature-settings: "salt";">&</em> darius müller</span><br style="box-sizing: inherit;" /><em style="box-sizing: inherit;">Kirchliche Hochschule Wuppertal/Bethel</em><br style="box-sizing: inherit;" />Text-Types in the Book of Revelation</p><p style="box-sizing: inherit; font-feature-settings: "onum", "pnum";"><span style="box-sizing: inherit; font-variant: small-caps; font-weight: 700; letter-spacing: 1px; text-transform: lowercase;">h. a. g. houghton</span><br style="box-sizing: inherit;" /><em style="box-sizing: inherit;">University of Birmingham</em><br style="box-sizing: inherit;" />Text-Types in the Latin Tradition</p></div></div><br />Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com7tag:blogger.com,1999:blog-17859011.post-63671316823515791892024-01-22T16:05:00.000+00:002024-01-22T16:05:38.867+00:00Philip W. Comfort (1950–2022)<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTQby0Jx8UeTODtQv5ZvIhACxZlNpVk8g5aDsHA08DZovVRvewy5CiquF4IGawHh_F8EwiyD-YywWuc4U5Y9i2shYAmR86yXJZfkNF8rscKpwWxIrKAzCz85RkyX2AGSTpJBJmdAaYhQ8yoW-GCJjAMVsW_SOOH6FkuM3ERCZwmRqe4t_JuP2mfw/s896/Philip-Comfort-1672931253.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="896" data-original-width="896" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTQby0Jx8UeTODtQv5ZvIhACxZlNpVk8g5aDsHA08DZovVRvewy5CiquF4IGawHh_F8EwiyD-YywWuc4U5Y9i2shYAmR86yXJZfkNF8rscKpwWxIrKAzCz85RkyX2AGSTpJBJmdAaYhQ8yoW-GCJjAMVsW_SOOH6FkuM3ERCZwmRqe4t_JuP2mfw/s320/Philip-Comfort-1672931253.jpg" width="320" /></a></div><br />I just found out that Philip Comfort passed away just over a year ago. I had no idea! I never met him, but I've found his work to be interesting to say the least. Sure, I've had my disagreements with some of his dates of papyri, but the information he compiled in his various works is certainly helpful to have, and the relative accessibility of his work (in terms of price) has no doubt helped to introduce many to textual criticism. I still remember how excited I was in seminary when I found a copy of his <i><a href="https://www.amazon.com/New-Testament-Text-Translation-Commentary/dp/141431034X" target="_blank">Text and Translation Commentary</a></i> for 75% off at a Christian bookstore in a going-out-of-business sale.<p></p><p>According to his obituary, he was a man of diverse interests, which included writing poetry and surfing. May he rest in peace and rise in glory.</p><p>You can read the obituary <a href="https://www.goldfinchfuneralhome.com/obituaries/Philip-Comfort-2/#!/Obituary" target="_blank">here</a>.</p>Elijah Hixsonhttp://www.blogger.com/profile/05816323223305820788noreply@blogger.com5tag:blogger.com,1999:blog-17859011.post-83487838134004638862024-01-19T18:35:00.000+00:002024-01-19T18:35:03.374+00:00An interesting point in the NA28 apparatus at Gal 1.8<p> I'm sure that enticing title should get the clicks coming! Anyway, I'm enjoying teaching a class this term on the Greek text of Galatians (this includes syntax, exegesis, translation, and text). So I was excited to see in the apparatus at Gal 1.8 the following notation: <span lang="EN-US">D<sup>(*.c).2</sup></span></p><p style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR3PFdZO2Ypu_MLE8y7NnV_1wodw1D2es4TVQ55olNDKyrC5bA8hHB_2gsMlGr3LOHvbmSOcaLr9cOLsV3Wiyl_CBjmRA1_nBAzgRSrUuwLW0h8CQVTnSo7NzeQEdfIoAamxxXJdckXFB-2tkKm24VISgOrTdt7mDdsRyug7yzqDAcLpCoQox2Sw/s1024/NA28%20Galatians%201.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="768" height="447" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR3PFdZO2Ypu_MLE8y7NnV_1wodw1D2es4TVQ55olNDKyrC5bA8hHB_2gsMlGr3LOHvbmSOcaLr9cOLsV3Wiyl_CBjmRA1_nBAzgRSrUuwLW0h8CQVTnSo7NzeQEdfIoAamxxXJdckXFB-2tkKm24VISgOrTdt7mDdsRyug7yzqDAcLpCoQox2Sw/w335-h447/NA28%20Galatians%201.jpg" width="335" /></a><span lang="EN-US"><sup> <br /></sup></span></p>At this point I wasn't actually that interested in solving the textual question, more to point out that there are occasions when the NA28 text is based on only a couple of manuscripts. (Incidentally THEGNT prints a different text reading, but as I said, I'm not trying to solve the overall problem here). And secondly to point out that the main early witness in support of the NA28 reading is presented in a complicated way: <span lang="EN-US">D<sup>(*.c).2</sup></span>
<p><img alt="" class="gndfcl4n p357zi0d ppled2lx ac2vgrno gfz4du6o r7fjleex g0rxnol2 ln8gz9je b9fczbqn _11JPr" crossorigin="anonymous" draggable="true" src="blob:https://web.whatsapp.com/68dce7ad-2536-4dab-b9ac-f1ce19b08dc9" style="opacity: 1; transform: translateX(0px) translateY(0px) scale(1); visibility: visible;" tabindex="0" />So I tried to explain as best as I could, using the appendix at the back of NA28, what may have happened here in this manuscript (also that D is potentially confusing to those new to textual criticism!). I thought that this notation suggested that the text of D was corrected twice; that the original text must have a spelling variant that broadly supported the text reading more than any other reading and that it was corrected to another reading that was also not the text reading exactly, but must have been quite like it - hence the parentheses. And then that a second corrector had corrected the already corrected text another time to make it correspond to the text reading. </p><p>It was a helpful exercise in demonstrating how much information is preserved in the NA28 apparatus (and appendices); but I also argued that in these situations it is always necessary to check a photo so that you really can see what was happening. So I did: </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcZ1Hl0Kf9PoPtJacrO2CzVR547FTSFZeXjfdtn_zyESJbXip79HGvTbM-zpzGSfQp9JD0ltQBxFsogWa121X8IjEKM-bcmQYHJOzg8zU0q29CZQhlEkCVBxg65cg5oe8Z9CvtxHN28cdVKfEmRCzwUJr-Yf26oE3yWM00JVJsvmDRPgDU2Nv3xw/s2159/D%2006%20Codex%20Claromontanus%20on%20Gal%201%20v%208.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="654" data-original-width="2159" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcZ1Hl0Kf9PoPtJacrO2CzVR547FTSFZeXjfdtn_zyESJbXip79HGvTbM-zpzGSfQp9JD0ltQBxFsogWa121X8IjEKM-bcmQYHJOzg8zU0q29CZQhlEkCVBxg65cg5oe8Z9CvtxHN28cdVKfEmRCzwUJr-Yf26oE3yWM00JVJsvmDRPgDU2Nv3xw/w490-h149/D%2006%20Codex%20Claromontanus%20on%20Gal%201%20v%208.jpg" width="490" /></a></div><br /><p><br /></p><br /><p><img alt="" class="gndfcl4n p357zi0d ppled2lx ac2vgrno gfz4du6o r7fjleex g0rxnol2 ln8gz9je b9fczbqn _11JPr" crossorigin="anonymous" draggable="true" src="blob:https://web.whatsapp.com/68dce7ad-2536-4dab-b9ac-f1ce19b08dc9" style="opacity: 1; transform: translateX(0px) translateY(0px) scale(1); visibility: visible;" tabindex="0" /></p><p><br /></p><p><br /></p><p><br /></p>Peter M. Headhttp://www.blogger.com/profile/03379103292621457026noreply@blogger.com6tag:blogger.com,1999:blog-17859011.post-59138227331088472182024-01-12T15:00:00.004+00:002024-01-12T15:00:00.353+00:00ECM Revelation available for pre-order<p>The German Bible Society now has a <a href="https://shop.die-bibel.de/ECM-VI.-Offenbarung.-Gesamtband/5623" target="_blank">page for the ECM Revelation</a>, available for pre-order for €329.00 (plus shipping). The info on the page indicates there are nearly 100 changes from the NA28 [cue the unnecessary fear-mongering]; I am interested to know what all they are and how many of them are translatable. The release date is set for 12 May 2024, and hopefully vol. 3.2 will have Revelation, not Acts, on the front cover in real life. Congrats to Martin Karrer and his team!</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg3EAd2ITRjK6JqH-LTdhu3Si46g3VKzLDs4c7qcm_lPFpFx1DQShBfzX36tDSQ-NaDkuCO_oq9XEH2TFsmjaoirni-XCCjlUv6eOIF284Z38WLIqU4TwsPb2VF1O0Oz9nbZm2ASvN_o9JmWvKT0JSH-Kceyj4YfrErJ4Fj1h9J_631vGD1VB5wUg" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="1772" data-original-width="1450" height="640" src="https://blogger.googleusercontent.com/img/a/AVvXsEg3EAd2ITRjK6JqH-LTdhu3Si46g3VKzLDs4c7qcm_lPFpFx1DQShBfzX36tDSQ-NaDkuCO_oq9XEH2TFsmjaoirni-XCCjlUv6eOIF284Z38WLIqU4TwsPb2VF1O0Oz9nbZm2ASvN_o9JmWvKT0JSH-Kceyj4YfrErJ4Fj1h9J_631vGD1VB5wUg=w523-h640" width="523" /></a></div><br /><p></p><div><br /></div>Elijah Hixsonhttp://www.blogger.com/profile/05816323223305820788noreply@blogger.com10tag:blogger.com,1999:blog-17859011.post-29631235070076525392024-01-10T12:00:00.001+00:002024-01-10T12:00:00.241+00:00Nicholas Elder: Common Myths about Ancient Reading, Writing, and Circulating Jesus Traditions<div><i>This week I received a nice new copy of Nicholas Elder’s new book </i><a href="https://amzn.to/3NY4cz3" target="_blank">Gospel Media: Reading, Writing, and Circulating Jesus Traditions</a><i> (Eerdmans). In it, he addresses various myths that prevail in NT studies about ancient reading, writing, and publication. By “myth,</i><i>”</i><i> he doesn’t necessarily mean they are false but that they exercise a powerful influence on our thinking and are often left unscrutinized (p. 1). Well, he scrutinizes them! Given my soft spot for books correcting myths and given that this book should be of keen interest to ETC readers, I asked Nick if he would give us a taste of the book. Enjoy. —Peter</i></div><hr /><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifKHZlLdhp_LgY_nwly2rQvR3DFKrX9Q2JT5vxzKZIoZJ84p-eNIbza_oxubMOyu37I5-a-59GvYKOD_9hjX_T_oWSlrSrubc_MVFD3DCug-xjoqSZvXM_ag-Cn8G-VSPqjPreTq5rby2fnjyo0h5hk6CarKEO1NEgzWtNmUkW2Xvmgz1bSZCN/s1000/gospel%20media.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /><img border="0" data-original-height="1000" data-original-width="663" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifKHZlLdhp_LgY_nwly2rQvR3DFKrX9Q2JT5vxzKZIoZJ84p-eNIbza_oxubMOyu37I5-a-59GvYKOD_9hjX_T_oWSlrSrubc_MVFD3DCug-xjoqSZvXM_ag-Cn8G-VSPqjPreTq5rby2fnjyo0h5hk6CarKEO1NEgzWtNmUkW2Xvmgz1bSZCN/s320/gospel%20media.jpg" width="212" /></a></div>There is a notion that in the ancient world people always read aloud. Especially in biblical and patristics studies, the idea is connected to an anecdote about Augustine coming upon his teacher, Ambrose, reading to himself. The details of the account are often fuzzy when one recalls it. An individual may not immediately know how the account suggests that reading aloud was the normal mode of reading in antiquity, but they know the tale supports the notion. It is Exhibit A for the claim that most persons could not or did not read silently in antiquity.</div><br />The account is found in <i>Confessions </i>6.3. In it, Augustine tells how he would often happen upon Ambrose alone with a text that he, Ambrose, was reading not aloud, but silently. Augustine explains that even when his pupils were present, Ambrose read silently to himself. This explanation has spiraled into the myth that most persons could not read silently in the ancient world. <br /><br />The logic is that because Augustine explains that Ambrose read silently, he must be surprised that Ambrose did so, and he must have been surprised that Ambrose read silently because most people could not or did not. <br /><br />However, nothing in Augustine’s anecdote suggests surprise at Ambrose’s supposed unique abilities. Rather, his point is to commend Ambrose’s scholastic diligence. He was so committed to his study that he continued doing it even when his pupils came calling. In fact, Augustine himself could and did read silently. In the famous “take up and read” account in book 8 of the Confessions, Augustine reads Romans 13:13–14 in silence (<i>Conf</i>. 8.12).<br /><br />It is a myth that persons in antiquity could not or did not read silently. The reality is that those who were literate did read silently regularly, and there are just as many, if not more, primary sources that narrate persons reading silently to themselves as those that narrate persons reading aloud to themselves.<br /><br />This is the first media myth that I address and correct in my new book, <a href="https://www.eerdmans.com/9780802879219/gospel-media/"><i>Gospel Media: Reading, Writing, and Circulating Jesus Traditions</i></a>. The book is divided into three parts, each one addressing one of the three media practices mentioned in the subtitle: reading, writing, and circulation. The chapters in each part identify a “media myth” that is prevalent in biblical and New Testament studies and, in its place, offer a more complex “media reality” on the basis of what I find the primary source evidence to indicate. These myths and realities are as follows:<br /><h3 style="text-align: left;">Chapter 1 </h3><b>Media Myth:</b> Reading was always or usually aloud.<br /><b>Media Reality:</b> Literate persons read both silently and aloud.<br /><h3 style="text-align: left;">Chapter 2 </h3><b>Media Myth: </b>Texts were always or usually engaged in communal reading events.<br /><b>Media Reality:</b> Reading was both a communal and solitary affair. Individuals read texts to themselves, both aloud and silently. Communal reading events were diverse. Small groups read and engaged texts together. Texts were publicly read to large gatherings of people. An tiquity was characterized by a variety of reading events, constituted by different numbers of persons in participation of the event. A given text could be read in different ways and in different social contexts.<br /><h3 style="text-align: left;">Chapter 3 </h3><b>Media Myth: </b>Each gospel was written to be experienced the same way. <br /><b>Media Reality:</b> Each gospel expresses its textuality differently, indicating that the gospels are different kinds of texts that made for different kinds of reading events.<br /><h3 style="text-align: left;">Chapter 4 </h3><b>Media Myth: </b>Persons in antiquity did not often compose texts in their own hands.<br /><b>Media Reality: </b>Handwriting played an important role in the composition process of various kinds of texts, though how and why it was used varied on the basis of a text’s genre and the author’s social context, literacy, and compositional preferences.<br /><h3 style="text-align: left;">Chapter 5 </h3><b>Media Myth:</b> Composition always involved dictation, which was an act of freezing an oral discourse in written form. <br /><b>Media Reality:</b> Composition was an interplay between writing by hand and by mouth. Even when a text was dictated, the act of inscribing affected the spoken words. Not all forms of writing by mouth were equal and not all should be considered dictation.<br /><h3 style="text-align: left;">Chapter 6 </h3><b>Media Myth: </b>The gospels were all written using the same compositional practices.<br /><b>Media Reality:</b> The gospels were composed using a variety of compositional practices.<br /><h3 style="text-align: left;">Chapter 7 </h3><b>Media Myth: </b>Texts were distributed following a “concentric circles” model in which the discourse gained more influence and readers as it went systematically through these different social circles.<br /><b>Media Reality: </b>Texts were distributed in a variety of different ways. <br /><h3 style="text-align: left;">Chapter 8 </h3><b>Media Myth:</b> The gospels were all circulated the same way and in the same physical format, whether it be a codex or roll.<br /><b>Media Reality:</b> The gospels, like other texts in their media context, were circulated textually in a variety of socially constructed ways and physical forms. <br /><br /> To address and correct these myths, the book engages various kinds of primary source evidence: Second Temple Jewish narratives and histories, documentary papyri, Greco-Roman literature, letters written by elite literary figures, the Hebrew Bible, and the New Testament. The ultimate aim of the book is to explicate the complex media environment of the New Testament context situate the gospels within it. Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com2tag:blogger.com,1999:blog-17859011.post-10960701530597043232024-01-05T12:00:00.001+00:002024-01-05T12:00:00.147+00:00RP Byzantine Text in Free Digital Formats<p>This may be old news to some of you but I pass the info along anyway. Norman Simón Rodríguez maintains the public domain repository for the Robinson-Pierpont Greek Byzantine text. The following info is from him.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7zSdPfhBAt2O6oOAOx7_h2JXO-nPRYE5EJrD8Kb04lfgvXOkTz29WLfyFnRWMFKteMwzQvRruqWu5GW4yjgpACtvfz_bN6LAWSU9thwP6-5kjiHpuYI_t2t3F5P4hNZft6qYOZwzVvedNqmUOWp-kRZHXPas3wBYM2OaujKIplEGWK5LuNzg6/s1323/1200px-Text_Encoding_InitiativeTEI_Logo.svg.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1323" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7zSdPfhBAt2O6oOAOx7_h2JXO-nPRYE5EJrD8Kb04lfgvXOkTz29WLfyFnRWMFKteMwzQvRruqWu5GW4yjgpACtvfz_bN6LAWSU9thwP6-5kjiHpuYI_t2t3F5P4hNZft6qYOZwzVvedNqmUOWp-kRZHXPas3wBYM2OaujKIplEGWK5LuNzg6/s320/1200px-Text_Encoding_InitiativeTEI_Logo.svg.png" width="290" /></a></div><p>The repository includes the following resources:</p><ul style="text-align: left;"><li>The beta code files of the Robinson-Pierpont 2018 text, including Byzantine variants and the Byz vs. critical text apparatuses. There are both accented and unaccented versions, and one version has grammatical parsing data. These files are the official source files created by professor Robinson for his edition.</li><li>Converted Unicode files in CSV (Excel) format.</li><li>TEI-XML files of the Unicode text. This format is especially convenient for creating collations against the transcriptions made by the INTF, as those transcriptions also follow the TEI-XML standard.</li><li>The code used to convert the beta files into Unicode and XML. The code is written in the Python programming language and is open source.</li><li>Plain-text versions of the 'The case for Byzantine priority' essay in both English and Spanish.</li></ul>The repository can be found at <a href="https://github.com/byztxt/byzantine-majority-text">https://github.com/byztxt/byzantine-majority-text</a>. More information about the Byzantine text can be consulted at <a href="https://byzantinetext.com/study/editions/robinson-pierpont/">https://byzantinetext.com/study/editions/robinson-pierpont/</a>Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com2tag:blogger.com,1999:blog-17859011.post-46012829964517122332024-01-04T16:46:00.003+00:002024-01-04T16:46:30.794+00:00New Book: Building a Book of Books<p>My thanks to Michael Dormandy to alerting me that <a href="https://www.degruyter.com/document/isbn/9783110994575/html" target="_blank">the published version</a> of his Cambridge thesis will soon be out as vol. 54 in the ANTF series from de Gruyter.</p><p></p><blockquote><h3 style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2WmcPH_VqkoQht2sc-LB90cZ4QOCzW7_Yvgb-5rOmTsi24seHbuRGG2BNcviNVbIUy2oqOocNbuHVAs6AU8FpaxllnZK__jUnYmzDKcM-JXZaXfEaA5b8ubrpqO5z-E0eMsnDRFGDa0VD9MO6DSv2uamky761XD0puOqUKi4UWfHyCn-992xZ/s1180/product_pages.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1180" data-original-width="800" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2WmcPH_VqkoQht2sc-LB90cZ4QOCzW7_Yvgb-5rOmTsi24seHbuRGG2BNcviNVbIUy2oqOocNbuHVAs6AU8FpaxllnZK__jUnYmzDKcM-JXZaXfEaA5b8ubrpqO5z-E0eMsnDRFGDa0VD9MO6DSv2uamky761XD0puOqUKi4UWfHyCn-992xZ/s320/product_pages.jpg" width="217" /></a></div>Building a Book of Books: Textual Characteristics of the Early Greek Majuscule Pandects </h3><p><i>Michael Dormandy</i></p><p>This book analyses how the early Greek whole-Bible manuscripts (pandects) change and preserve the text. Dormandy refutes the method based on singular readings and so investigates all the ways in which each pandect differs from the initial text, both changes introduced by its own scribe and by the scribes of earlier manuscripts. He surveys sample chapters in John, Romans, Revelation, Sirach and Judges (including discussing the “new finds” of Sinaiticus). Dormandy’s observations of Codex Ephraemi challenge accepted transcriptions. Dormandy argues that Sinaiticus and Vaticanus may plausibly have been made in response to commissions by Constantine and Constans. Dormandy concludes that generally, across all the Biblical books considered, the pandects preserve the initial text well. Transcriptional and linguistic variations are more common than harmonisations or changes of content. The more precise profiles of each manuscript vary between Biblical books. The pandects thus create bibliographic unity from textual diversity. This shows their significance in the history of the Christian Bible: they reflect in bibliographic form the hermeneutical move to consider all the books of the Christian Bible as one corpus.</p></blockquote><p></p><p>Some of you may remember Michael's <a href="http://rosetta.reltech.org/TC/v23/TC-2018-Dormandy.pdf">2018 article in TC</a> on the question of canon and codex. Congrats to Dr. Dormandy!</p>Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com1tag:blogger.com,1999:blog-17859011.post-18267817143072141782023-12-20T10:43:00.007+00:002023-12-20T14:11:03.834+00:00SCIO’s Workshop Logos 2024<p> <span class="sbi_lb-caption"><span class="sbi_caption_text">SCIO's annual textual and Biblical studies' workshop Logos 2024 is now open for applications.</span></span></p><p></p><p><span class="sbi_lb-caption"><span class="sbi_caption_text"></span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJVjR4N6h05SNShVz5oc_3dV8lkWAx2muAtQAPzPNPV9kS9ZYh-l81ubK3ZVjA9yDT3mgezTegawoItBr23sydPUxE03iEkD5nQMakX9O1hky7pT4i5LEPW1Bd1qNUaO1lHmQdCxpGlVpi9b6mpNkSEyfrqETzHzHlkBEEsytyUS4wXTJXJ1AHzg/s2000/Apply%20to%20Logos!.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1414" data-original-width="2000" height="201" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJVjR4N6h05SNShVz5oc_3dV8lkWAx2muAtQAPzPNPV9kS9ZYh-l81ubK3ZVjA9yDT3mgezTegawoItBr23sydPUxE03iEkD5nQMakX9O1hky7pT4i5LEPW1Bd1qNUaO1lHmQdCxpGlVpi9b6mpNkSEyfrqETzHzHlkBEEsytyUS4wXTJXJ1AHzg/w284-h201/Apply%20to%20Logos!.jpg" width="284" /></a><span class="sbi_lb-caption"><span class="sbi_caption_text"></span></span></div><span class="sbi_lb-caption"><span class="sbi_caption_text">Logos is designed to equip graduate and advanced undergraduate students
in the fields of textual studies, Biblical studies, or a related
discipline with the linguistic, textual, and critical thinking skills
necessary for success in academia. The workshop also explores themes of
public memory and Christian vocation.</span></span><p></p><p><span class="sbi_lb-caption"><span class="sbi_caption_text"> </span></span></p><p><span class="sbi_lb-caption"><span class="sbi_caption_text">Logos will be held in Washington DC from May 29 – June 12, 2024. Participants
receive a generous stipend, and all costs will be paid for. </span></span><span class="sbi_lb-caption"><span class="sbi_caption_text">For more information and application form, see <a href="https://www.scio-uk.org/research/logos/">SCIO´s homepage</a>.</span></span></p><p> </p><p> </p><p> </p><p> </p><p><br /></p><p> <br /></p>Tommy Wassermanhttp://www.blogger.com/profile/10674769923361035721noreply@blogger.com0tag:blogger.com,1999:blog-17859011.post-7690189305989451142023-12-15T13:00:00.017+00:002023-12-15T13:00:00.136+00:001602 Bishops’ Bible used by King James translators now online<p>Recently, I learned from Tim Berg that the 1602 Bishops’ Bible believed to have the handwritten edits of the KJV translators has been <a href="https://digital.bodleian.ox.ac.uk/objects/8f45d791-61c5-42f2-9ce3-a27ee8ac7e90/">fully digitized and put online</a> by the Bodleian Library. (It has also been recatalogued from BL Bib. Eng. 1602 b.1 to Arch. A b. 18.) I have added a link to it on my page of <a href="http://evangelicaltextualcriticism.blogspot.com/2022/08/historic-editions-of-english-bible.html">historic English Bibles online</a>.</p><p>This is very good news as this may be one of, if not the, most important sources we have for understanding the translators’ work. This particular copy has consistent edits throughout the Old Testament, the Synoptics, and some chapters in John. </p><p>Besides marking where they wanted to change the Bishops’ text, there are also notations marking the source of some of those edits as the Geneva Bible among others. This copy also provides insight into the translators textual decisions. </p><p>But for that, and much else, you’ll have to read Tim Berg’s excellent article at the Text & Canon Institute: “<a href="https://textandcanon.org/a-newly-digitized-bible-reveals-the-origins-of-the-king-james-version/">A Newly Digitized Bible Reveals the Origins of the King James Version</a>.”</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjx_0zqSqV5VnOyklsFk0pyWtAu42fLDe2uHVg7HQfZRIyXybS8rsR0vkDBQs6n9r5e0Wt87AmNec4EHS_yFk-ExO1diYa8TF2aV3t1JooCTfeNmRfe9Fuew213SXkm6kz-y46Hh067JDE8G6n8gR_Y6pdvMnekf4qgS9Lq6jlsFxMBqzz507h8/s3902/Bodleian-Library-Arch-A-b-18_00497_fol-Pp6r_reduced.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" class="shadow" data-original-height="3902" data-original-width="2999" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjx_0zqSqV5VnOyklsFk0pyWtAu42fLDe2uHVg7HQfZRIyXybS8rsR0vkDBQs6n9r5e0Wt87AmNec4EHS_yFk-ExO1diYa8TF2aV3t1JooCTfeNmRfe9Fuew213SXkm6kz-y46Hh067JDE8G6n8gR_Y6pdvMnekf4qgS9Lq6jlsFxMBqzz507h8/s16000/Bodleian-Library-Arch-A-b-18_00497_fol-Pp6r_reduced.jpg" width="650" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><a href="https://digital.bodleian.ox.ac.uk/objects/8f45d791-61c5-42f2-9ce3-a27ee8ac7e90/surfaces/b80b0b87-b5f9-473c-a99b-55cf6f402e03/">Source</a></td></tr></tbody></table>Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com2tag:blogger.com,1999:blog-17859011.post-84107491126948866322023-12-14T14:00:00.004+00:002023-12-14T14:00:00.136+00:0020% Discount on Gentry Festschrift<p>The latest Text & Canon Institute <a href="https://mailchi.mp/3a1f384413cb/quarterly-newsletter?e=67ba033e27" target="_blank">newsletter</a> went out yesterday and some of you may be interested in a 20% discount code we included for the <a href="https://www.peeters-leuven.be/detail.php?search_key=9789042949461&series_number_str=115&lang=en">new Festschrift for Peter Gentry</a>. </p><h3 style="text-align: left;">Publisher's description</h3><blockquote><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS5EAnPakB5ELoaGoQq8-_RrPCwpOGsP0d2Xm7p7akiW2OefdN7jHuku-zbya7HILEf9FSDUycfUX_mk-i3lrTNFVAXNJr6hC7b0OUMMlhDo3Glg83GSYqIsJk73Ijhs2PpAwOMvKChQN4TCJvjVzzrttRPQ1QhBEHRgXchvfWTqv8l7Nkf5Bs/s652/cover.gif" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="652" data-original-width="425" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS5EAnPakB5ELoaGoQq8-_RrPCwpOGsP0d2Xm7p7akiW2OefdN7jHuku-zbya7HILEf9FSDUycfUX_mk-i3lrTNFVAXNJr6hC7b0OUMMlhDo3Glg83GSYqIsJk73Ijhs2PpAwOMvKChQN4TCJvjVzzrttRPQ1QhBEHRgXchvfWTqv8l7Nkf5Bs/s320/cover.gif" width="209" /></a></div>This Festschrift honors the life and work of Peter J. Gentry on the occasion of his retirement (2021) from The Southern Baptist Theological Seminary after 22 years of faithful service. The volume includes two personal reflections by family members and a close friend, followed by nineteen essays written by an international assemblage of scholars, all of whom admire the work of Gentry, and some of whom were his own doctoral students. These essays cover several of the academic fields with which Peter Gentry’s own research and writing intersect: biblical languages and linguistics, and the translation, transmission, and reception of the sacred texts of Judaism and Christianity.<p></p></blockquote><h3 style="text-align: left;">Table of contents</h3><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNws5znnqZWHZ6XOB_8qjfpYCZSaonP0S1SUaDgkSVlQ3wbL3rTltuqUBnqkFhGl6E8bineneFraqn_gwXGq3ceDrLfTjanK3Jx9fshILpMI_fwbhUjIq_60Yz2UZqVifmyPqTXAx3YVwrRXIfF__bMt37j9aWcV1gxijLufMiRZ0HYKFhXdkm/s1570/toc-1.png" style="margin-left: 1em; margin-right: 1em;">
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<img border="0" class="shadow" data-original-height="1570" data-original-width="1024" height="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbyRwFWArGnR0o4noPQOk1du0cUlnDi2oRZAjvuDTMSScKpFt8wT2DxmC3c-ws4YHtD4V6-UPgu5ANqwSxLwdkyPYKVW4r2q1nEgp9vM9nZjdt40OisSApEdfh6yPjhDAVnL_OFGA7SRP6z_IjFCawx35IbBoApagOUaks8a_Dax2n9pwy_08d/s16000/toc-3.png" width="600" /></a></div>Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com0tag:blogger.com,1999:blog-17859011.post-41515939209567050452023-12-14T08:59:00.003+00:002023-12-14T08:59:31.182+00:00Oxford Summer School in Greek Palaeography<p> Highly Recommended<!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">The ninth Lincoln College International Summer School in
Greek Palaeography will be held on <b>29 July - 3 August 2024</b>. The
school offers a five-day introduction to the study of Greek manuscripts through
ten reading classes, three library visits and four thematic lectures. The
school is intended for students of Classics, Patristics, Theology, Biblical or
Byzantine Studies. Potential applicants are advised that it only offers
introductory-level instruction in Greek palaeography and codicology.
Applications and references must be received not later than <b>31 January
2024</b>.<br />
<br />
For more information please visit <a href="https://lincoln.ox.ac.uk/events/lincoln-college-summer-school-in-greek-palaeography-2" target="_blank">https://lincoln.ox.ac.uk/events/lincoln-college-summer-school-in-greek-palaeography-2</a></p>
Peter M. Headhttp://www.blogger.com/profile/03379103292621457026noreply@blogger.com0tag:blogger.com,1999:blog-17859011.post-57678063804800825462023-12-13T19:13:00.005+00:002023-12-13T19:13:42.183+00:00Kirsopp Lake Hits the Mainstream<p>This is too good not to share. I do not know the context of this, but it's from an episode of the popular U.S. sitcom Brooklyn Nine-Nine.</p><p><br /></p>
<blockquote class="twitter-tweet"><p lang="en" dir="ltr">I want to honour <a href="https://twitter.com/hashtag/AndreBraugher?src=hash&ref_src=twsrc%5Etfw">#AndreBraugher</a>'s contribution to New Testament scholarship by remembering the greatest NT textual criticism joke ever to air on television: <a href="https://t.co/VtTT8MqYnW">pic.twitter.com/VtTT8MqYnW</a></p>— Isaac T. Soon, PhD (@isaacsoon2) <a href="https://twitter.com/isaacsoon2/status/1734947930358829517?ref_src=twsrc%5Etfw">December 13, 2023</a></blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com3tag:blogger.com,1999:blog-17859011.post-1924094942750481962023-12-05T23:14:00.001+00:002023-12-05T23:14:16.592+00:00New ICC Volume on 1 Peter<p>I don't know if anyone's seen a copy of the new ICC volume on 1 Peter by Travis B. Williams and David G. Horrell. I haven't, but I know its expected to be a major contribution. What caught my attention in <a href="https://www.thegospelcoalition.org/themelios/review/1-peter-volumes-1-2/">a recent review</a> was this comment:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgikHytOshA4cU9OKXMEZ2YPid_zNY309pAFqP13HJcxpbS_q0_CNCZ6xXYtBAWJkpsmEP-1XAWkdKDyQwWje0WdIBUFKTcED2tz_sdhVmCd_uJk5fkYQ2JzdATlcjuRY35drLb8owwHp0e64Mfba7cIFndJMXoUZ08dbdXKOfTI_401H0agiVA/s888/icc.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="888" data-original-width="568" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgikHytOshA4cU9OKXMEZ2YPid_zNY309pAFqP13HJcxpbS_q0_CNCZ6xXYtBAWJkpsmEP-1XAWkdKDyQwWje0WdIBUFKTcED2tz_sdhVmCd_uJk5fkYQ2JzdATlcjuRY35drLb8owwHp0e64Mfba7cIFndJMXoUZ08dbdXKOfTI_401H0agiVA/s320/icc.jpg" width="205" /></a></div><p></p><blockquote><p>The introduction alone is monograph-length and exhaustive on its covered topics (1:1–297). From the beginning, the scholarly value of this commentary is apparent. Williams and Horrell first survey cutting-edge text criticism to establish their method for determining the text of 1 Peter for their commentary (1:2–20). They adopt the recent Coherent-Based Genealogical Method (CGBM) of text criticism, and they critically engage the <i>Editio Critica Maior</i> (based on the CGBM), which distinguishes this 1 Peter commentary from others. Indeed, one of the many strengths of this commentary is its lengthy discussion of text critical matters in each text unit of 1 Peter. This commentary is the most thorough resource for people conducting text criticism of 1 Peter to consult.</p></blockquote><p>I generally find textual comments in commentaries disappointing and redundant if one has read Metzger's commentary. But this sounds like it could be a genuine and welcome exception. Anyway, if anyone has put eyes on it and has thoughts, I'd be happy to hear what you think of its text criticism. </p>Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com5tag:blogger.com,1999:blog-17859011.post-65718978317741647312023-11-30T12:00:00.001+00:002023-11-30T12:00:00.142+00:00Where should textual criticism be discussed in systematic theology?<p>This is a question I have been pondering since giving my paper at ETS this year on textual criticism in the Reformation. Note carefully that the question is not <i>how</i> or <i>if</i> to discuss textual criticism, but <i>where</i>. (For more on <i>how</i>, <a href="https://evangelicaltextualcriticism.blogspot.com/2023/07/three-new-essays-on-theology-and.html">see here</a>.)</p><p></p><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJg0wLWcRNM9rDXfEd9Dai4jsXa53k2AHEfINCG9JYXFqiAXu9NNYil5aPe_Z_uQeLgWhHgFCd6IB99PXNPpTCIc9ccGVj9c1o9zGN1dGc_pbNHkj7sbQLXsqccpphHnQVfBAdYMRQxov7EoTtrX_foI3GAnXtLLX4G-KpFpS5qHUVqNPDdHxW/s480/DSC_9244_large.webp" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="320" data-original-width="480" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJg0wLWcRNM9rDXfEd9Dai4jsXa53k2AHEfINCG9JYXFqiAXu9NNYil5aPe_Z_uQeLgWhHgFCd6IB99PXNPpTCIc9ccGVj9c1o9zGN1dGc_pbNHkj7sbQLXsqccpphHnQVfBAdYMRQxov7EoTtrX_foI3GAnXtLLX4G-KpFpS5qHUVqNPDdHxW/s320/DSC_9244_large.webp" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><a href="https://www.wtsbooks.com/products/systematic-theology-9781433541308?variant=30174866309167" target="_blank">Source</a></td></tr></tbody></table>The obvious answer, of course, is under the heading of bibliology. But where within that? Most modern theologies—certainly evangelical ones—discuss textual criticism under the subtopic of inerrancy. It makes sense given that textual criticism deals with errors and so does inerrancy. (For more on that below)<p></p><p>But this has not always been the place where textual criticism is treated. In my reading of Reformation writers, textual criticism is almost always addressed under the heading of authenticity. There are good historical reasons for this that were the subject of my paper but they are not my focus here. What interests me here is the <i>other </i>place I found textual criticism discussed and that is under the topic of the <i>clarity </i>of Scripture. Let me give some examples.</p><h3 style="text-align: left;">Ussher (1581-1656)</h3><p>James Ussher in his <i>Explication of the Body of Christian Religion</i>, written in Q&A format, starts with a large section on Scripture or the “grounds of the Christian religion.” After discussing things like inspiration and canonicity he moves to objections. Textual criticism is discussed under objections, not to inspiration or infallibility, but perspicuity. The broader question is, “Are the Scriptures then plain and easy to be understood?” (<a href="https://archive.org/details/bodyofdivinityor00ussh/page/n95/mode/2up?view=theater">p. 18</a>). The specific question that leads directly to textual criticism is this:</p><blockquote><p>How can the certain understanding of the Scriptures be taken out of the Original Tongues, considering the difference of Reading, which is in diverse Copies both of Hebrew and Greek; as also the difficulty of some Words and Phrases upon which the best Translators cannot agree?</p></blockquote><p>I’ve discussed his answer before on the blog <a href="https://evangelicaltextualcriticism.blogspot.com/2018/12/james-ussher-why-unsolved-variants-dont.html#more">here</a>. What I want to draw attention to here is the question itself where <i>What about difficult word meanings?</i> is treated right along with <i>What about textual variants? </i>For Ussher, both present problems for <i>perspicuity</i>. His answer, in part, is that not all the Scriptures are equally clear in themselves or to all readers. Just before this, Ussher had given no less than six reasons why God leaves some places in Scripture “obscure.” But my point here is to draw attention to the fact that Ussher puts uncertainties resulting from textual variation in the same category as uncertainties from interpretation.</p><h3 style="text-align: left;">Baxter (1615-1691)</h3><p>Writing a little later, Richard Baxter does the same. In discussing the “many parts” of the Scriptures that have uncertainty, his <a href="https://www.google.com/books/edition/The_Practical_Works_of_the_Rev_Richard_B/yVVBAQAAMAAJ?hl=en&gbpv=1&dq=richard%20baxter%20scribe%20printer&pg=PA59&printsec=frontcover">first example</a> comes from the fact that “many hundred texts are uncertain, through various readings in several copies of the original.” (By <i>original</i>, he means original language.) And what does Baxter discuss in the next paragraph? “Many hundred words in the Scripture that are ambiguous, signifying more things than one.” So, again, we have text-critical uncertainty dealt with in the same context as lexical or interpretive uncertainty. (For more on Baxter and textual criticism, <a href="https://evangelicaltextualcriticism.blogspot.com/2019/02/richard-baxter-on-autographs-and.html">see here</a>.)</p><h3 style="text-align: left;">KJV Preface (1611)</h3><div>One final and perhaps unexpected place one finds these two types of uncertainty combined is in the preface the King James Bible. Among the things Miles Smith needed to accomplish in the preface was to defend its use of marginal notes. The problem with notes is that they showed the reader where the meaning was uncertain and that might seem to undermine the Bible’s authority. But such uncertainty has a theological justification in that “it hath pleased God in his divine providence, here and there to scatter words and sentences of that difficulty and doubtfulness, not in doctrinal points that concern salvation ... but in matters of less moment” (<a href="https://archive.org/details/recordsoftheengl028111mbp/page/n389/mode/2up?view=theater">source</a>). </div><div><br /></div><div>It’s in this context that Smith mentions how Pope Sixtus V expressly forbid “that any variety of readings of their Vulgar edition should be put in the margin; (<i>which though it be not altogether the same thing to that we have in hand, yet it looketh that way</i>;) but we think he hath not all of his own side his favors for this conceit.” It’s that parenthetical remark (emphasis mine) that shows that Smith draws only a slight distinction between textual and lexical ambiguity. The KJV marginal notes themselves do even less to distinguish them. (For more on that, see <a href="https://amzn.to/3RmkaFi">my chapter here</a>.) Again, then, we see textual uncertainty treated in the same category as semantic ambiguity.</div><h3 style="text-align: left;">So what?</h3><p>Having surveyed these three examples, let’s tweak our initial question by asking instead <i>What benefits might we gain by a return to this older way of treating textual criticism? </i>Instead of treating it as a problem for inerrancy or inspiration, what if we treated it as a problem for the clarity of Scripture? Here are some initial thoughts:</p><p></p><ol style="text-align: left;"><li><b>It avoids the problem of conflating textual errors with theological ones. </b>As noted above, one reason people naturally put textual criticism together with inerrancy is that both trade in the language of “error.” The problem is that most scribal errors do not produce a text that is in theological or historical error. If we discussed textual criticism as a problem for the clarity of Scripture, this would probably be more obvious to people. Textual variants <i>do </i>affect the meaning of Scripture even if the meaning they affect is not a matter of larger theological consequence.</li><li><b>It makes the problem ours rather than God’s. </b>What I mean here is that treating textual criticism in relation to the clarity of Scripture connects the issue to hermeneutics (our role) more than inspiration (God’s role). This follows from the previous point. We have to decide if Goliath is <a href="https://www.crossway.org/articles/how-tall-was-goliath-a-textual-dilemma/" target="_blank">either four or six cubits</a>, and that has some affect on our interpretation of the narrative. But that is just one among several interpretive questions that affect our reading of the story. We can still understand the story, still appreciate it, still apply it even when we have unanswered questions leftover. Just as we can all live with uncertainty in interpretation, so we can live with uncertainty in textual criticism. Hence the final point:</li><li><b>It reminds us that the clarity of Scripture has never required absolute certainty or total clarity.</b> If you read the full context from the three examples I gave above, you will see that they all go into detail about how not everything in Scripture is equally plain to every reader at all times and in all places. One thing that still surprises me in reading the Reformers is just how readily they admit that there are “dark” or uncertain places in the Bible. They never hide from this. And yet, they were equally clear that the existence of such dark places doesn’t require a magisterium because it doesn’t nullify the Bible’s magisterial authority. If that’s true in interpretation, surely it’s true in textual criticism too.</li></ol><p></p><h3 style="text-align: left;">Objections?</h3><p>If these are some benefits, are there any drawbacks to treating textual and interpretive uncertainty together? Here’s two I can think of:</p><p></p><ol style="text-align: left;"><li><b>It obscures the knock-on effect of textual uncertainty.</b> Someone might object that, since interpretation depends on textual decisions, uncertainty about the text has greater ramifications than uncertainties of interpretation. Treating them together obscures this. Perhaps, but I would venture that uncertainties of interpretation (and translation with them) are far more common and typically more serious than textual ones. The places where commentators disagree about the meaning has to be far greater than where they disagree about the original text. That seems true across time—it’s not just a function of our modern manuscript discoveries. Interpretive disagreements have always outweighed and outnumbered textual ones. Whatever uncertainties we can tolerate when it comes to interpretation have to be more than enough to encompass the textual uncertainties.</li><li><b>Because inerrancy is tied to the autographs we should treat textual criticism in relation to inerrancy.</b> I’m sensitive to this one since this is usually how textual criticism comes up in theological contexts. When an evangelical student learns about textual criticism, his next question is never “But what about perspicuity?” It’s usually “What about inerrancy?” But, while this <i>is </i>the case, <i>should </i>it be? <i>Must </i>it be? Maybe we wouldn’t field so many concerned theological questions if we were in the habit of treating textual criticism as a question for the clarity of Scripture. We could still talk about the distinction between the autographs and the copies, but that distinction itself might not need to bear so much weight (see point one above under So what?).</li></ol><div>Well, these are my initial thoughts and I’d be very happy to hear yours.</div><p></p>Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com16tag:blogger.com,1999:blog-17859011.post-38148559286906733462023-11-29T18:05:00.001+00:002023-11-29T18:05:40.939+00:00Call for Papers: 2024 CSNTM Text & Manuscript Conference<p>From Dan Wallace and CSNTM:</p><blockquote>The Center for the Study of New Testament Manuscripts (Plano, Texas) welcomes proposals for the second CSNTM Text & Manuscript Conference, scheduled to take place on 30–31 May 2024 in Plano.<br /><br />The theme of the conference will be “Intersection.”<br /><br />In keeping with this theme, we invite papers that explore ways in which New Testament Textual Criticism interacts with other disciplines (paleography, art history, exegesis, paratext, linguistics, conservation, etc.) to inform our understanding of the New Testament transmission in its broad context. <br /><br />Each paper will be slotted 35 minutes, including time for Q&A. Titles and 300-word abstracts should be submitted via email to Denis Salgado at <a href="mailto:dsalgado@csntm.org">dsalgado@csntm.org</a> and Mark Gaither at <a href="mailto:mgaither@csntm.org">mgaither@csntm.org</a>. <b>Deadline: 31 January 2024</b><br /><br />This call for papers is also available at <a href="http://url993.csntm.org/ls/click?upn=dQFduDVn2m0grJvmhr-2B8-2F4hj2Jd-2FW7tJagTr3SyTJd2BnCBX4emd8mTjljYcZi-2BkJmGJ_iJrB7mShCquuX0qz9xclRMwZN4iQs4ZmNLOdEZNPz9tiq6h7qRa3SLJXNqw1-2Bmfq32DTno0ENllhs5nBcOWBvwY5k8-2FyJI44BLEe6SOz-2Fs-2FcSsGRaVjw0PpfOOgfkS7ZiKc2KFEE5rTFPQowis5hX7k9wtA0Jw0a1Ih2eXPrp3vnIrhMpsaTdXJuwpSartOPId8o6E8emgT5LJVShLgnP5wh22i-2B82y4CFuNjLova5canGTgOZzPyX8RHc3wa1bHC93qaapMS6KzkcqJ2-2FfMbiL25FoyfFSbZNgiuZGBLn-2FA-2BVomojIAfC1N0A0UR7VZDZLXl-2BaV3HQI-2BTZHMOfLwQ-3D-3D">TextAndManuscript.org</a>.<br /><br />Selected papers from the previous conference (<i>Pen, Print, & Pixels</i>, 2022) have been published by Hendrickson and are available for purchase <a href="http://url993.csntm.org/ls/click?upn=XudT5VktLYNLNUWWJP5Y8CIVJJcrUV3lG1EvtLKNbJiex-2FIfnxlhsv9bQqRU8AfMrLcxFjWV3Q2oC858mR1Lu0ZuLpPJtSOWOT-2BSA5vw6Ss-3DO2SL_iJrB7mShCquuX0qz9xclRMwZN4iQs4ZmNLOdEZNPz9tiq6h7qRa3SLJXNqw1-2Bmfq32DTno0ENllhs5nBcOWBvwY5k8-2FyJI44BLEe6SOz-2Fs-2FcSsGRaVjw0PpfOOgfkS7ZiKc2KFEE5rTFPQowis5hX7k9wtA0Jw0a1Ih2eXPrp3uORblzp3yh8WVTfE-2FgdAFTU1O30NwYYtGXwqeSTGVsDrsP88Bi4usdRFDBPhJVsciq-2FyvehLUSiKUAFfKdry4JBqgaHb8VZBxnp0dwjoherpW-2Fy1eGmlPEnC4UIZZ4P1-2FngsJ1nkOTk8WibNORyruvwVmGlxNtzAVUenNJTVysfA-3D-3D">here</a>.<br /><br />For more information about the conference, including venue and registration, visit the "Intersection" registration page <a href="http://url993.csntm.org/ls/click?upn=XudT5VktLYNLNUWWJP5Y8N74brYsOjfrWPTft00qIdWwfaIYEJkzJodPnuT73uO4-2BrBB-2FxAIjX0-2FFktpNWPhcTId6hN8ssYyNpTMRpVUOU90fcI-2BGKy6Wcx3ozZyI7ZcmuzQ-2B-2F-2FFT-2FxffmIhSGOcuCPsUJj6O2vZIjyENjTLe77-2BWv4QQTRjQVS-2FoPgcMcUARn6lzC-2FgqfuhJ-2BQI3irsLg-3D-3DtvlZ_iJrB7mShCquuX0qz9xclRMwZN4iQs4ZmNLOdEZNPz9tiq6h7qRa3SLJXNqw1-2Bmfq32DTno0ENllhs5nBcOWBvwY5k8-2FyJI44BLEe6SOz-2Fs-2FcSsGRaVjw0PpfOOgfkS7ZiKc2KFEE5rTFPQowis5hX7k9wtA0Jw0a1Ih2eXPrp3sdX3v2PgAlZIxruK1ydcFbusfAxeoFhpzDI6DDNUrmyXhQHi-2B6JS3L2-2BojX3CqsVSxqPwzRfHigKoDtWTIynYAcop5fumpQTjm-2BTWRvpjCKJDqF2xLo2sD-2BT0iNZW6tPFSbQBZfmtRYhXRELfLESXOxTqZEV9-2FrdOkBIps47S06w-3D-3D">here</a>.<br /><br />You may also secure your hotel accommodations at the conference discount rate <a href="http://url993.csntm.org/ls/click?upn=XudT5VktLYNLNUWWJP5Y8JuPoOzznZ4JIOLkAqwdRGAfD-2B3LsJVPt3R4xSbCF3m-2BNIdSv3ju8HVBGfCqYMScL44cS-2BnMunrkwcUX83Opmf0-3D9eXx_iJrB7mShCquuX0qz9xclRMwZN4iQs4ZmNLOdEZNPz9tiq6h7qRa3SLJXNqw1-2Bmfq32DTno0ENllhs5nBcOWBvwY5k8-2FyJI44BLEe6SOz-2Fs-2FcSsGRaVjw0PpfOOgfkS7ZiKc2KFEE5rTFPQowis5hX7k9wtA0Jw0a1Ih2eXPrp3vODRwjEfxAuTssImtzB8qN9zEtFsbCiWwSdz4UIQojvVxgYYwOUAul-2FPHNxG-2FASZx8lnp7hAHfYctlxf4PMdMIngkMksFM1yp26qIhDMWaYkE6wwK7PiACyPIb2zPUSf4zvx6ePoRCHTjW6dztzDbpjEf4-2Fdf4PG89PQ4a4XuyvA-3D-3D">here</a>.</blockquote>I spoke at their inaugural conference and really enjoyed it. It was the perfect size for a conference like that. If you're interested, make sure you apply.<div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis9UoOcms7OUEswt_bEheVfrWyT7Mr51MVYTzOV2Htj3oT2ziJoba-j6JJb4r-CyIIanTJhArRjP6oebvbq-M_7hdDe82bQiUy87QeD72jZzA4bKXi9zCPnvLug_QbrwXFqqtdfbAZCJE4ywjBK3kz0j92JEQOOC28rPcuf5Wb95fwz6UcJ7Rq/s2400/3aa51478-9ce3-40f8-b9a5-aabddfd51344.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="715" data-original-width="2400" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis9UoOcms7OUEswt_bEheVfrWyT7Mr51MVYTzOV2Htj3oT2ziJoba-j6JJb4r-CyIIanTJhArRjP6oebvbq-M_7hdDe82bQiUy87QeD72jZzA4bKXi9zCPnvLug_QbrwXFqqtdfbAZCJE4ywjBK3kz0j92JEQOOC28rPcuf5Wb95fwz6UcJ7Rq/w640-h190/3aa51478-9ce3-40f8-b9a5-aabddfd51344.jpg" width="640" /></a></div>Peter Gurryhttp://www.blogger.com/profile/10396444437216746412noreply@blogger.com0tag:blogger.com,1999:blog-17859011.post-48964230137712294122023-11-24T12:55:00.039+00:002023-12-19T07:13:06.908+00:00Distigmai Revisited: When Material Analysis Catches Up with Common Sense <p>Fourteen years ago, on this blog, I summarized co-blogger Peter Head's paper at the SBL in New Orleans in 2009: ”The Marginalia of Codex Vaticanus: Putting the Distigmai (Formerly
known as 'Umlauts') in Their Place" in two blogposts <a href="http://evangelicaltextualcriticism.blogspot.com/2009/11/sbl-new-orleans-2009-i-peter-head.html">here</a> and <a href="http://evangelicaltextualcriticism.blogspot.com/2009/11/sbl-new-orleans-2009-i-peter-head_22.html">here</a> in which he basically argued that
the double dots now known as distigmai, marking textual variation in
Codex Vaticanus, belong to one unified system that was added some time
in the 16th century contra Philip Payne, who discovered these distigmai
in the first place and had published several articles since 1995 arguing that they, or most of them, are are original to the scribe working in the 4th century. <br /></p><p>Right after the publication of my summaries on the blog Philip Payne contacted me
and asked if he could post a full response on this blog, to which I and
Peter Head agreed. That rather long
response was published in five parts but then made available in full <a href="http://www.box.net/shared/uz2jds515x">here</a>. The main pillar of Payne's theory was that a group of approximately 50 (now 54) had the same ink colour described as "apricot,"
which had not been reinked – most scholars had assumed that the
reinking of the codex took place in the 10-11th century. So the
"chocolat"-colored distigmai were presumably reinked but the
apricot-colored distigmai proved that these signs were from the fourth century. </p><p>Already in 1995 – fourteen years before Head's paper – Payne had noted the distigmai (then "umlauts") in his article "Fuldensis, Sigla for Variants in Vaticanus and 1 Cor 14.34-5, <i>NTS </i>41 (1995): 240-62, but there he took a step further by arguing that there were not only distigmai (umlauts) but a combination which he called "bar-umlauts," subsequently changed to "distigme-obelos" (distigme in combination with a horizontal bar, which in reality is a paragraphos sign marking out a new paragraph). This argument reached a climax<span class="mixed-citation journal" data-magellan-destination="ref1" id="ref1"><span class="string-name"><span class="surname"> in Payne's article "</span></span><span class="article-title">Vaticanus Distigme-obelos Symbols Marking Added Text, Including 1 Corinthians 14.34–5</span>," <span class="source"><i>NTS</i></span> <span class="volume">63</span> (<span class="year">2017</span>): <span class="fpage">604</span>–25. I together with many colleagues wondered how this article could have passed peer review at the time. </span><span class="mixed-citation journal" data-magellan-destination="ref1" id="ref1">Peter Gurry wrote <a href="http://evangelicaltextualcriticism.blogspot.com/2017/09/more-payne-no-gain-on-distigmai.html">this blogpost </a>in reaction to the article.<br /></span></p><p><span class="mixed-citation journal" data-magellan-destination="ref1" id="ref1">Subsequently, Jan Krans published a response in the same journal, "Paragraphos, Not Obelos, in Codex Vaticanus, in <i>NTS </i>65 (2019): 252–57. In his article, Krans concludes that the "distigme-obelos" does not exist, and whereas Payne "</span>seems to be correct
on the text-critical status of the distigmai . . . their date
and the identification of variant readings are clouded in uncertainty."</p><p>As of 21 November 2023, there is no longer any cloud of uncertainty regarding the date of the distigmai. On that final day, at the SBL in San Antonio, Ira Rabin of BAM Federal Institute of Materials Research and Testing presented her paper "Beyond Chocolate and Apricot: Using Scientific Techniques to Determine the Relationship of the Inks of Codex Vaticanus" followed by the presentation by Nehemia Gordon of École Pratique des Hautes Études (Paris), on "The Scribes of Codex Vaticanus." These two papers marked a climax of a wonderful conference for those interested in New Testament textual criticism. </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvrY5lAfmfUhyzimyk_jZrGqyP-kZt0efLp7NoCY2my6CgA8Vz7ZR0bG1TF-f-950IeyNhiJt37btCH8HOUu85TOG7H2n-kOOn-UYo1cW6HVyeQrKvOpLS4wyNzqIYZtLyeNt1_EPYB7Gha16jNxSSSKYtk4JYI9WjS9KvYGNb_43D54Z-kTDa_A/s2048/Ira%20Rabin%20SBL%20San%20Antonio%202023.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvrY5lAfmfUhyzimyk_jZrGqyP-kZt0efLp7NoCY2my6CgA8Vz7ZR0bG1TF-f-950IeyNhiJt37btCH8HOUu85TOG7H2n-kOOn-UYo1cW6HVyeQrKvOpLS4wyNzqIYZtLyeNt1_EPYB7Gha16jNxSSSKYtk4JYI9WjS9KvYGNb_43D54Z-kTDa_A/w640-h480/Ira%20Rabin%20SBL%20San%20Antonio%202023.jpg" width="640" /></a></div><p>In her paper Ira Rabin explained how the application of <span id="lblAbstract">micro X-ray fluorescence
(µXRF) has revolutionized the study of ancient and medieval cultural
artifacts, making it possible to examine them using objective criteria. She demonstrated how the application of "such objective scientific measurements to ancient and
medieval manuscripts shows how color, hue,
and appearance of ink to the human eye can be highly misleading" (cited from the abstract). I do not remember all the details, but there is a highly instructive chapter on this topic (open access) by Rabin, <a href="https://brill.com/downloadpdf/book/9789004444805/BP000013.xml">"</a></span><a href="https://brill.com/downloadpdf/book/9789004444805/BP000013.xml"><span id="lblAbstract">Material Studies of Historic Inks: Transition from Carbon to Iron-Gall Inks</span></a><span id="lblAbstract">" </span><span id="lblAbstract">(2021). </span></p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ-4TZWiUf9FSkyB8e3WjgJp_4BeX2yzhthv4UlZgQSBweV8yKi8fZ_fDL2-AidDR_wddYcQsFUwhfm4cqDVCDcMBbrbAV-4Rp7qSyVR90AaOw5JHaJiLmxZdbSgj7VzyZAMmf_GZKBmd9jB_oSbaIZPLqQ1hEt007susGZ6hedbceDASBVQE02g/s1363/IMG_0259.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1363" data-original-width="1348" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ-4TZWiUf9FSkyB8e3WjgJp_4BeX2yzhthv4UlZgQSBweV8yKi8fZ_fDL2-AidDR_wddYcQsFUwhfm4cqDVCDcMBbrbAV-4Rp7qSyVR90AaOw5JHaJiLmxZdbSgj7VzyZAMmf_GZKBmd9jB_oSbaIZPLqQ1hEt007susGZ6hedbceDASBVQE02g/w316-h320/IMG_0259.jpg" width="316" /></a><span id="lblAbstract"> </span></div><div class="separator" style="clear: both; text-align: left;"><span id="lblAbstract">Nehemia Gordon (on the image – photo taken from Rabin's presentation) had spent four weeks, during three trips to the Vatican, examining the inks of the codex using </span><span id="lblAbstract">ultraviolet-visible-near-infrared (UV-vis-NIR)
reflectography and micro X-ray fluorescence (µXRF) in order to </span><span id="lblAbstract">test as many samples of the original ink, re-inked, corrections and paratextual notations as possible. He made scans of whole lines in order to avoid unreliable measurements. All in all 587 </span><span id="lblAbstract">µXRF line scans and </span><span id="lblAbstract">3730 micrograph images were captured. Then it was possible to measure the intensity of copper and iron in the unreinked and reinked text.</span><span id="lblAbstract"> </span></div><div class="separator" style="clear: both; text-align: left;"><span id="lblAbstract"><br /></span></div><p><span id="lblAbstract"><img alt="" height="42" src="data:image/png;base64,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" width="400" /></span><span id="lblAbstract"> </span></p><p><span id="lblAbstract">For example, on folio 1390 in column A line 5 there is an omicron on the line which was left unreinked and could be compared to the darker omega above it.<br /></span></p><p><span id="lblAbstract"> </span><span id="lblAbstract">Without going into too many details, the result of the scan gives a fingerprint of the ink in the ratio of copper/iron and zinc/iron. The very surprising result was that the unreinked text had the same fingerprint as the reinked text – the inks were based on a similar (but not identical) recipe. This led Rabin to conclude that the reinking was made already in antiquity, because the original ink had soon begun to degrade (apparently a bad mix). I asked in the Q/A how soon this degrading could have happened and Rabin answered that it could be as soon as after 10 years (!). Rabin had not yet said anything about the distigmai, which added to the drama – could both the "apricot" and the "chocolate"-colored distigmai be dated to the fourth century? Jan Krans, who now had to leave for the airport to catch his flight, and others in the room were getting nervous – and this drama paved the way for Nehemiah Gordon's presentation.<br /></span></p><p></p><p></p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcZZb_SR9pjGCgctJIWeB_HLg0SWcXvPaersomwsWYjxVQH1fJjTieu2h7vIe2il-Gj6BmGotopCGIxD4FUX8V9Ot4cUxQ35UgB5H7kAl4SMSIvLYHPvRkIMZL0XsZboyr27Y7FWLVRbK-RZwY2SjnMQhiCXTOtbMaf9XcqqUhc4IFF6AZ4KNAiQ/s3707/Nehemia%20Gordon%20at%20SBL%202023.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="2395" data-original-width="3707" height="275" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcZZb_SR9pjGCgctJIWeB_HLg0SWcXvPaersomwsWYjxVQH1fJjTieu2h7vIe2il-Gj6BmGotopCGIxD4FUX8V9Ot4cUxQ35UgB5H7kAl4SMSIvLYHPvRkIMZL0XsZboyr27Y7FWLVRbK-RZwY2SjnMQhiCXTOtbMaf9XcqqUhc4IFF6AZ4KNAiQ/w425-h275/Nehemia%20Gordon%20at%20SBL%202023.jpg" width="425" /></a></div><br /><span id="lblAbstract"> </span><p></p><p><span id="lblAbstract"> </span></p><p><span id="lblAbstract"> </span></p><p><span id="lblAbstract"> </span></p><p><span id="lblAbstract"> </span></p><p><span id="lblAbstract"> </span></p><p><span id="lblAbstract"> </span></p><p><span id="lblAbstract"> </span><span id="lblAbstract">Gordon went through several examples from Payne's publications including an interesting case of Payne's apricot "distigme-obelos" in the left margin at the end of the Lord's prayer</span><span id="lblAbstract"> in Matthew 6:13 (folio 1241, column B, line 9) which very likely was related to the doxology. </span></p><p><span id="lblAbstract"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiCh9Jph2vfkRsvgSRsa8Erx9gWwTryis3mWfP3kfkC5A8wAfOPWEmu98mKrWgAffFRinjSWPpg8JgnQwlJESBcJHIUQTyi0HW4_q6Sm8Gr32dH021JUcxg1b2DEnN-jQsCka03vq3Kfvifr9sdsB1bCA0Bl2OYu0xueVhyphenhyphentrDlQDTMhVKlQWvhA/s1388/Ska%CC%88rmavbild%202023-11-24%20kl.%2011.18.21.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="144" data-original-width="1388" height="41" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiCh9Jph2vfkRsvgSRsa8Erx9gWwTryis3mWfP3kfkC5A8wAfOPWEmu98mKrWgAffFRinjSWPpg8JgnQwlJESBcJHIUQTyi0HW4_q6Sm8Gr32dH021JUcxg1b2DEnN-jQsCka03vq3Kfvifr9sdsB1bCA0Bl2OYu0xueVhyphenhyphentrDlQDTMhVKlQWvhA/w400-h41/Ska%CC%88rmavbild%202023-11-24%20kl.%2011.18.21.png" width="400" /></a> </span><span id="lblAbstract">If this "distigme-obelos" went back to the fourth century, there must have been ancient manuscripts that included it (Gordon seemed to be unaware of the fact that versions of the doxology are attested in the Didache, many important Greek minuscules, in the Old Latin, Syriac, Coptic et al., which shows that it is indeed early). </span></p><p><span id="lblAbstract">What made this example so interesting was that there is a part of the paragraphos sign which was not reinked so here we can measure at several points, the unreinked and reinked horizontal bar, and the apricot distigme and compare it to the unreinked and reinked main text from another place (like the o/ω above). This test revealed not two but three fingerprints at the crime scene!<br /></span></p><p><span id="lblAbstract">Ink 1 (Original ink) <br />Unreinked main text: Cu 0,12 <br />Unreinked horizontal line: Cu 0.12 </span></p><p><span id="lblAbstract">Ink 2 (Reinker) <br />Reinked main text: Cu 0,17 <br />Reinked horizontal line: Cu 0.20 </span></p><p><span id="lblAbstract">Ink 3 (Apricot Distigme): Cu 0.02 (under 3% is reaching limit of detection)</span></p><p><span id="lblAbstract"></span></p><p><span id="lblAbstract"></span></p><p><span id="lblAbstract">Then Gordon turned to an example of Payne's "chocoloate distigme+original obelos" (folio <strike>1241</strike> 1243, column A, line 12):</span></p><p><span id="lblAbstract"><img alt="" height="45" src="data:image/png;base64,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" width="400" /> <br /></span></p><p><span id="lblAbstract">Ink 1 (Original ink) <br />Unreinked main text: Cu 0.10 <br />Unreinked horizontal line: Cu 0.09-010 </span></p><p><span id="lblAbstract">Ink 2 (Reinker, p. 1244) <br />Reinked main text: Cu 0.16-0.17 <br /></span></p><p><span id="lblAbstract">Ink 3 (Chocolate Distigme): Cu 0.00-0.01 </span></p><p><span id="lblAbstract">In sum, the distigmai, whether apricot or chocolate brown, had the same very distinct fingerprint which showed that they had an ink-composition with far less copper than the unreinked and reinked text and horizontal line. This demonstrated clearly that the "distigme-obelos" has existed only in fantasy, in spite of Payne's hard attempts to show with advanced statistical method that they must exist.</span></p><p>Rabin and Gordon explained that the ink-composition used for the distigmai, original and reinked, could be assigned to the 16th century at the earliest. This speaks in favor of Pietro Versace's proposal, in his masterful examination of the marginalia of Codex Vaticanus, that in the final phase in the 16th century, Arabic numerals were added to mark Vulgate chapters as well as the distigmai to mark out textual variation in the NT. In this connection, Versace also observed that certain marginalia including distigmai occur on
(supplement) pages written in minuscule in the 15th century (<i>I Marginalia del Codex Vaticanus </i>[2018]: 8-9). The new analysis of the ink confirms the date of the marginalia but cannot prove that one and the same scribe who added the Vulgate chapters also added the distigmai. However, it is indeed the most economical hypothesis.</p><p>The dating of the distigmai to the 16th century further confirms the proposals by Curt Niccum and Peter Head. In his article "The Voice of the Manuscripts on the Silence of Women: The External Evidence for 1 Cor 14.34–5," <i>NTS</i> 43 (1997): <span data-v-494bc14d="">242–55, </span>Curt Niccum had suggested that the distigmai were
added in the 16th century by Juan Ginés de Sepulveda (1490-1574) who had
access to the codex and in a letter exchange supplied Erasmus with
365 readings to show that these readings agreed with the Vulgate against
the TR, and that Erasmus should revise his edition. (As Jan Krans has
pointed out to me, Erasmus prefered to go with the pope’s opinion and
refused to carry through this revision [– for clarification, see Krans's comment to this blogpost].) </p><p>Following Niccum (and Head), James Snapp has more recently suggested that the 365 variations in Vaticanus, should be reread as 765, changing just one roman numeral (CCCLXV → DCCLXV) and thus better matching the actual number of distigmai (see Peter Gurry's blogpost <a href="http://evangelicaltextualcriticism.blogspot.com/2022/08/snapp-on-distigmai-in-vaticanus.html?">here</a> and Snapp's post <a href="https://www.thetextofthegospels.com/2022/08/distigmai-umlauts-solving-mystery.html">here</a>).<br /><br />To come full circle, we are back to Peter Head's paper from SBL in 2009, in which he presented a comparison of the location of the distigmai with the published text of Erasmus reflecting MSS available in his time and he
had found that in the gospels there was a 92% match between Erasmus
edition and the distigmai. If one included the notes in Erasmus the rate
went up tp 98%! Unfortunately, Head never published this paper. However, as I posted the breaking news from SBL 2023 on Facebook <a href="https://www.facebook.com/share/LpF9ggx9NGhA7FeR/?mibextid=vo1riV">here</a>, Head made just one comment in his characteristic fashion, which I also decided to include in the title of this blogpost:</p><p><span class="x193iq5w xeuugli x13faqbe x1vvkbs xlh3980 xvmahel x1n0sxbx x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u" dir="auto" lang="en"> </span></p><p><span class="x193iq5w xeuugli x13faqbe x1vvkbs xlh3980 xvmahel x1n0sxbx x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u" dir="auto" lang="en">"When material analysis catches up with common sense."</span></p><p><b> </b></p><p><b>Epilogue: </b>As we await the full publication of the results by Ira Rabin, Nehemia Gordon and the rest of the team (P. Andrist, P. Vasileiadis, N. Calvillo, O. Hahn), which will actually contain more suprises (implied by the presenters), I sent some follow-up questions and comments to Gordon who had contacted me (I am still waiting for his reply):<br /></p><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; margin-left: 40px; orphans: auto; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">Did you take any samples of the accents in Codex Vaticanus? They must be later.</div><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; margin-left: 40px; orphans: auto; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">Why did the reinking not degrade as the original… what was wrong with the original ink? </div><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; margin-left: 40px; orphans: auto; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; display: inline; float: none; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">Also, it is a pity that one could not have discussed some other interesting points where to test the ink (I guess now it is too late).</span></div><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; display: inline; float: none; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"> </span></div><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; display: inline; float: none; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><b><i>Update: </i></b>In reference to this blogpost, Stephen Carlson made a astute comment on X: "Payne is to be commended to bringing the double dots to scholarly attention, but they are not as old as he claimed. Rather, they tell us something important about the reception of Vaticanus in the 1500s."</span></div><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; display: inline; float: none; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"> </span></div><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; display: inline; float: none; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><b><i>Update 2: </i></b>Philip Payne has posted long comments to this blogpost which reveals that he is not going to admit that he was wrong. I will not respond to any of these since I consider it a waste of time. The theories that any distigme is from the fourth century, whether apricot in color or not, and that there is a combination of signs, </span><span style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; display: inline; float: none; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">"distigme-obelos," are stone dead. <br /></span></div><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="-webkit-text-stroke-width: 0px; caret-color: rgb(33, 33, 33); color: #212121; display: inline; float: none; font-family: Calibri; font-size: 16px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><br /></span></div>Tommy Wassermanhttp://www.blogger.com/profile/10674769923361035721noreply@blogger.com38