[] Product Impossible PRD2959 Color Film for Polaroid 600-Type Camera
Frame Impossible PRD2959 Color Film for Polaroid 600-Type Camera Frame
![[] Product Impossible PRD2959 Color Film for Polaroid 600-Type Camera Frame Impossible PRD2959 Color Film for Polaroid 600-Type Camera Frame](data:image/png;base64,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)
-Product Impossible PRD2959 Color Film for Polaroid 600-Type Camera Frame
- Saless Rank: #18 in Camera & Photo
- Color: Color
- Brand: Impossible
- Model: PRD2959
- Dimensions: 1.00" h x4.00" w x4.80" l,.25 pounds
-Featuress
- 8 exposures per pack, each photo with an individually colored frame
- Color instant film for Polaroid 600-type cameras
- Development: 30 minutes approximately at 70 (21 )
- Image a: 3.1 x 3.1 in (7.9 x 7.9 cm)
- Finish: Glossy

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