Throw your lunch and an ice pack in this lunch bag and you’re ready for the day. It zips shut to keep everything in place and has a front slip pocket for your utensils and condiments. 8.625″ W x 12.25″ H x 5.5″ D
SKU: MTZLC-LZHJU
Item Number: 15536
Setup charge: $65.00
Packaging: Bulk; Dimensional weight may apply.
Decoration Method
Screen Print
Imprint Area
Primary imprint area: 4" W x 4" H on front Pocket
Setup Information
Setup charge: $65
Each order includes a complimentary digital proof for your approval before production begins.
Logo Requirements
For best results, please provide your logo in vector format (AI, EPS, or PDF). High-resolution PNG or JPEG files (at least 300 dpi) are also acceptable.
Additional Customization Options
- Full-color imprinting available
- Multiple imprint locations possible (additional charges may apply)
- Special packaging options available for gift-ready presentation
The Koozie® Tri-Tone Lunch Sack is perfect for a wide range of promotional applications and events. Here are some of the most popular ways our clients use this product:
Corporate Events & Gifts
- Employee appreciation gifts
- Corporate retreats and team-building events
- Holiday gifts for clients and partners
- New client welcome packages
- Executive gifts
Marketing & Promotional Events
- Trade show giveaways
- Product launch events
- Brand ambassador kits
- Customer loyalty rewards
- Promotional campaigns
Travel & Outdoor Events
- Company picnics and outdoor gatherings
- Sponsored sporting events
- Beach and resort promotions
- Travel agency promotions
- Outdoor adventure company merchandise
Special Events
- Wedding party gifts
- Family reunion mementos
- Fundraising event premiums
- School and university events
- Community organization promotions
Custom-branded Koozie® Tri-Tone Lunch Sack offers excellent visibility for your brand while providing practical value that recipients will use again and again. The combination of utility and quality ensures your promotional investment continues to deliver returns long after distribution.