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)
Vinyl Banner (18oz. Blockout)
![](https://cms.presscentric.com/YmK0akuNAYnLhZjJWt19W/Large%20Format%20images/banner%20spec%202.jpg)
![](https://cms.presscentric.com/YmK0akuNAYnLhZjJWt19W/Large%20Format%20images/banner%20spec.jpg)
![](https://cms.presscentric.com/YmK0akuNAYnLhZjJWt19W/Large%20Format%20images/banner%20spec%203.jpg)
Our 18oz. Blockout Matte Vinyl Banner material is suitable for street banners and light pole banners. It is more heavy duty and stronger than our standard 13 oz. vinyl banner material.
Please Note: JAN 1st 2018 FedEx and UPS have changed their oversized fees. As a result, All banners 89" (7'5") or longer on their shortest side will be folded and shipped in a square box. All banners 88" (7'4") and under on their shortest side will be rolled and shipped in standard corrugated boxes.
Features:
- Single-Sided single piece maximum size 10’ x 145’ w/o pocket and 9.5’ x 145’ w/ pocket ; Double-Sided banners maximum size 9.5’ x 145.
- Oversized banners will be welded together (Double-Sided Banners are not available oversized)
- High resolution digitally printed at 720 x 720
- More optional finishing available
- Indoor and outdoor use, waterproof and UV safe
- Double sided banners are now 1 banner printed front and back
Material Option:
- 18 oz. Blockout Vinyl Banner