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![1/2" x 100' .700 OD Poly Tubing - 100' Roll 1/2" x 100' .700 OD Poly Tubing - 100' Roll](http://www.irrigationdirect.ca/images/T/pt_161141-02.jpg) | 1 | 1/4" x 100' .250 OD Poly Tubing - 100' Roll | DD-DH250-100 |
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) | 20 | NetBow 5" | NETBOW 5 |
![DD-KP - Economical Hole Punch for 1/4" Barbed Fittings & Drippers (B2E5)](https://www.irrigationdirect.ca/images/P/Drip%20Irrigation%20Hole%20Punch.jpg) | 1 | Hole Punch for 1/4" Barbed Fittings & Drippers | DD-KP |
![DD-C250 - Drip Irrigation 1/4" Barbed Connector. (B2D6)](https://www.irrigationdirect.ca/images/P/Screenshot%202023-06-20%20091726.jpg) | 25 | 1/4" Barbed Connector | DD-C250 |
![Goof Plug - Dual End 1/4" & 1/8" Goof Plug - Dual End 1/4" & 1/8"](http://www.irrigationdirect.ca/images/T/pt_161115-02.jpg) | 10 | Goof Plug - Dual End 1/4" & 1/8" | DD-GP |
![Image size: 135x135, 1.901Kb Image type: jpeg](https://www.irrigationdirect.ca/image.php?type=T&id=18167&ts=1497983466) | 1 | Drip Tubing Hold Down 8" Wire Stake "J Style" fits 1/8" to 3/4" tubing -25 pack | TLS6 |
![TL-TC100 - 1" Tubing Cutter (B2E8)](https://www.irrigationdirect.ca/images/P/Cutter.JPG) | 1 | Poly Pipe Cutting Tool | TC-100 |