train
| id | lang | modality | text | image_b64 |
|---|---|---|---|---|
| 159 | en | image | — | 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 |
| 1724 | en | text | Many common formats (APS family of formats, for example) are equal to or closely approximate this aspect ratio. | — |
| 1532 | ru | text | В это же время немецкий военно-морской флот, используя в основном свои подводные лодки, пытался остановить это движение. | — |