
| Auteur | Message |
|---|---|
| Caprice or impala. | |
| Desscythe17 a écrit The Pontiac next to it (which shares the same platform with the Impala and Caprice) is a lot lower. I think this car is something completely different. The car next to it looks more like the 1973 Oldsmobile Delta 88 | |
| The Pontiac next to it (which shares the same platform with the Impala and Caprice) is a lot lower. I think this car is something completely different. | |
| I think it's a Chevy Caprice from the 80's <img 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" alt="Related image"/> You can see what I'm talking about if you look at the C pillar |