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Quires K-Q
Compositors and Cases
In these seven quires, Hinman discovered four different compositors occupying three different cases. Compositor B alone used case y; Compositor C used case x, although, according to Hinman, so did Compositor A in quire K; and Compositor D alone used case z, except during composition of quires O and P, where Hinman found Compositor A standing at case z. Subsequent research has established a higher correlation between individual compositors and cases. Howard-Hill re-assigned Compositor A's quire-K pages to Compositor C so that Compositor C is now recognized as the only workman to use case x during composition of these seven quires, with the single exception of column K5b, set by Compositor B from case x, according to Howard-Hill. Howard-Hill also re-assigned Compositor A's quire-O pages, set from case z, to Compositor D, thereby strengthening the association between Compositor D and case z. At the same time, however, Howard-Hill weakened this association when he attributed the z-case pages of quire P to Compositor F and gave Compositor D column P1va, set from case x. Most of these anomalies in Howard-Hill's analysis were resolved by O'Connor, who assigned the disputed z-case pages of quire P to Compositor D and demonstrated that only lower column P1va was Compositor D's work and was set from case z. After the cumulative efforts of Hinman, Howard-Hill, and O'Connor, we now know that, with the exception of a single column (K5b), Compositor B alone used case y, Compositor C case x, and Compositor D case z for quires K-Q.[11]
In these seven quires there recur a significant number of distinctive types last seen in quires F-H. These recurrences (charted below) confirm that the same pattern of three distinct cases of type associated with three individual compositors is also evident in the composition of quires G, H and I.[12] Twelve
Hinman's distinctive type | last seen | then distributed into case | location of recurrence in quires K-Q | set from case |
1. y24 | H5va22 | Cx | K3b59 | Cx |
2. h45 | H2a65 | Cx | K4va32 | Cx |
3. o26 | H2a57 | Cx | K4va33 | Cx |
4. S24 | H5b8 | Cx | K4vb48 | Cx |
5. p25 | H4va8 | Cx | L4b49 | Cx |
6. B28 | H5b6 | Cx | L3b54 | Cx |
7. W23 | H2b46 | Cx | L2vb29 | Cx |
8. st24 | H3vb41 | Cx | L1b62 | Cx |
9. W30 | H4b6 | Cx | M3vb57 | Cx |
10. N21 | H4va30 | Cx | N3b49 | Cx |
11. P25 | G2vb21 | Cx | O2a8 | Cx |
12. w34 | G2a57 | Ds | L1b65 | Cx |
13. W45 | H4vb23 | By | K4a16 | By |
14. W44 | H3vb65 | By | M5a46 | By |
15. H33 | G2vb55 | By | M4va55 | By |
16. F25 | G5vb21 | By | N2vb34 | By |
17. P21 | G2vb27 | Ds | K5vb58 | Dz |
18. ss24 | H2va2 | Ds | L4vb19 | Dz |
19. )21 | F1va58 | Fs | L4va16 | Dz |
20. B26 | G5b7 | Fs | L5vb59 | Dz |
21. Y21 | H2vb36 | By | K5vb28 | Dz |
22. st23 | H2a59 | Cx | K2vb15 | Dz |
Anomalous Types
Three anomalous appearances are listed among the types charted (no.'s 12, 21 and 22). I can discover no explanation for the anomalous appearance of numbers 12 and 22, but the third, no. 21, can be readily explained. Distinctive type Y21 (no. 21) is found in the lower part of column H2vb at l. 36 and found again in the Dz page K5v. Since column H2vb supplied three distinctive types to By pages, distribution of column H2vb is assigned to Compositor B in the chart. The three distinctive types mentioned are h44, common to H2vb32 and H6va44; e27, common to H2vb29 and I5b11; and o38, common to H2vb66 and I2b11. Only the last of these three distinctive types is evidence that Compositor B distributed the lower part of column H2vb, but it is not good evidence because it was located in the last line of the wrought-off column H2vb where it would have been especially vulnerable to a stripping accident. More probably, therefore, Compositor B distributed only the upper part of column H2vb, including ll. 29 and 32, while Compositor D distributed the lower part of the column, including l. 36 where Y21 was last seen before it recurred in the Dz page K5v. The recurrence of Y21 is probably not anomalous but instead becomes further evidence of Compositor D's use of case z during the setting of quire H. In summary, the three-case hypothesis for quires G-I explains all but two of the distinctive type recurrences charted (no.'s 12 and 22), whereas Hinman's two-case theory for quires G-I failed to explain six of these recurrences (no.'s 17-22).
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