Papyrus 108
# Papyrus 108

Papyrus 108 (in the Gregory-Aland numbering), designated by $𝔓^{108},$ is a copy of the New Testament in Greek. It is a papyrus manuscript of the Gospel of John, containing verses 17:23-24 (the end of the Farewell Discourse) and 18:1-5 in a fragmentary condition. The manuscript has been paleographically assigned to the late 2nd or early 3rd Century CE. The manuscript is currently housed at the Papyrology Rooms (P. Oxy. 4447) of the Sackler Library at Oxford University.

## Description

The original manuscript would've been around 14.5 cm x 18.5 cm, with 23 lines per page. The handwriting script is representative of the reformed Documentary style. The text is a representative of the Alexandrian text-type. Although small, the manuscript concurs with Codex Sinaiticus. It has itacistic error in John 17:23 (γεινωσκη instead of γινωσκη).

## Textual Variants

John 17:24 (1)

    δεδωκας : $𝔓^{108}$ $𝔓^{60}$ $𝔓^{66}$ א‎ B C D
    εδωκας : A

John 17:24 (2)

    κακεινοι : $𝔓^{108}$ $𝔓^{60}^{(vid)}$ $𝔓^{66}$ א‎ B C D ${\mathfrak {M}}$
    και εκεινοι : A

John 17:24 (3)

    εδωκας : $𝔓^{108}$ B K N Γ Θ 209 al; Cl
    δεδωκας : א‎ A C D

John 18:2 (1)

    ιης (ιησους) : $𝔓^{108}$ $𝔓^{59}$ $𝔓^{60}$ $𝔓^{66}$ א‎ B L pc
    ο ιης (ιησους) : A C D W Θ Ψ 0250 $ƒ^{13}$ 33 ${\mathfrak {M}}$
    και ο ιης (ιησους) : Γ Δ $892^s$ al

John 18:2 (2)

    εκει μετα των μαθητων αυτου : $𝔓^{108}$ $𝔓^{66}^c$ א‎ A C D W ${\mathfrak {M}}$
    μετα των μαθητων αυτου εκει : B
    εκει μετα των μαθητων : $𝔓^{66}*$

John 18:3

    και φαρισαιων : $𝔓^{108}^{(vid)}$ $א‎^1$ A C W Θ Ψ 0250 $ƒ^{13}$ 33 ${\mathfrak {M}}$
    και εκ των φαρισαιων : $א‎*^{,2}$ D L 579 pc a aur
    και των φαρισαιων : B 0140

John 18:4 (1)

    δε : $𝔓^{108}$ א‎ D L W $f^1$ 33 565 pc it $sy^p$ co
    ουν : $𝔓^{60}^{(vid)}$ A B C Θ Ψ 0250 ${\mathfrak {M}}$ aurc e vg $sy^h$

John 18:4 (2)

    ειδως : $𝔓^{108}$ א‎ L W $ƒ^1$ ${\mathfrak {M}}$
    ιδως : A C
    ειδων : D

John 18:4 (3)

    εξελθων ειπεν : $𝔓^{108}^{(vid)}$ א‎ A $C^3$ L W Θ Ψ 0250 $ƒ^{13}$ 33 ${\mathfrak {M}}$
    εξηλθεν και λεγει : B $C^*$ D $ƒ^1$ 565 pc lat
    εξηλθεν εξω και λεγει : $𝔓^{60}$
