Aristophanes Wealth 522

Wealth. Aristophanes. . 2026-09-08.

Current edition Experimental

Commentary (Sanjaya, generated; selected passages) (OCR draft) (English) (Source: pnadelofficial/aristophanes-sanjaya, commit c319590c139e5603e71f0699caa0663d823af8ad. Machine-generated source annotations retained; see Sanjaya import audit for coverage and limitations.)

Provisional text from uncorrected OCR; expect errors.

Editions (1)
Πλοῦτος Perseus (Aristophanes. Aristophanis Comoediae, Vol. 2. Hall, F. W. and Geldart, William M., editors. Oxford: Clarendon Press, 1907.) — 535 focus
Translations (2)
Wealth (OCR draft) Experimental (English (Anonymous; 1938 compilation). Migrated from Perseus legacy XML; source wording and notes retained. See TEI header and migration inventory.) — 535 focus
English (Sanjaya, generated; selected passages) (OCR draft) Experimental (Source: pnadelofficial/aristophanes-sanjaya, commit c319590c139e5603e71f0699caa0663d823af8ad. Machine-generated source annotations retained; see Sanjaya import audit for coverage and limitations.) — 535 focus

Commentary

Commentary (Sanjaya, generated; selected passages) (OCR draft) (Source: pnadelofficial/aristophanes-sanjaya, commit c319590c139e5603e71f0699caa0663d823af8ad. Machine-generated source annotations retained; see Sanjaya import audit for coverage and limitations.) focus

522. mvp-tlg0019-tlg011-sanjaya-com-eng1-10

Line 522

ἀλλʼ οὐδʼ ἔσται πρῶτον ἁπάντων οὐδεὶς οὐδʼ ἀνδραποδιστὴς
The triple negative construction (οὐδʼ... οὐδεὶς... οὐδʼ) creates a double negative that, in the context of Aristophanic comedy and the specific logical force of the sentence, functions as a strong positive assertion: 'But no one, not even a slave-catcher, will be the first [to be poor].' The syntax relies on the emphatic reinforcement of οὐδέ to exclude the extreme case (slave-catchers, who profited from the previous era of poverty and war) from the list of those who will experience poverty first, thereby highlighting the universal reversal of fortune under the rule of Plutus. This is a classic example of the 'negative of the extreme' (negatio extremi) used for comic hyperbole.