

Chips Delivery in Rocky Mount
- $43.09Boneless Wings Zax Packz with Tater ChipsZaxbys (800 Tanyard Rd.)
- $3.65Chili Lime Chips & Fresh Tomato SalsaChipotle Mexican Grill (4464 Electric Rd.)
- $1.18White Chip Macadamia Nut CookieSubway (838 Tanyard Rd)
- $6.20Hand-Crafted Guacamole & ChipsQdoba (2036 Colonial Ave SW)
- $10.60Ultimate Chocolate Chip CookiePizza Hut (380 Tanyard Rd)
- $3.04Chips and Nacho Supreme DipTaco Bell (68 Market Place Drive)
- $2.10ChipsJersey Mike's (400 Old Franklin Turnpike, Suite 106)
- $13.79White Queso Dip & ChipsApplebee's Bar & Grill (400 Old Franklin Turnpike)
- $51.24Chocolate Chip Cookie Dough BLIZZARD® CakeDairy Queen Grill & Chill (995 Franklin St)
- $10.69Double Chocolate Chip BrowniePapa Johns Pizza (13423 Booker T Washington Hwy)
- $16.61Buttermilk Chocolate Chip PancakesIHOP 573 (Franklin Rd Sw)
- $2.49NEW Chocolate Chip BagelPanera (4202 Electric Road )
- $4.00Skillet Chocolate Chip CookieIt's Just Wings (4212 Electric Road)
- $12.79Skillet Chocolate Chip CookieChili's (4212 Electric Road)
- $5.99Buffalo ChipsBuffalo Wild Wings (4335 Starkey Road)
- $1.09Chocolate Chip CookiesBurger King (2626 Franklin Road, S. W.)
- $4.25Chocolate Chip CookieStarbucks (591 Old Franklin Turnpike)
- $43.09Chicken Fingerz™ & Tater Chips Zax PackzZaxbys (800 Tanyard Rd.)
- $3.20Chili Lime ChipsChipotle Mexican Grill (4464 Electric Rd.)
- $2.14SunChips® Harvest Cheddar®Subway (838 Tanyard Rd)
- $6.203-Cheese Queso & ChipsQdoba (2036 Colonial Ave SW)
- $3.65Chips and Nacho Cheese SauceTaco Bell (68 Market Place Drive)
- $26.29Hand-Battered Fish & ChipsApplebee's Bar & Grill (400 Old Franklin Turnpike)
- $4.99Chocolate Chip Cookie Dough BLIZZARD® TreatDairy Queen Grill & Chill (995 Franklin St)
Santa Lucia Mexican Restaurant
Currently unavailable
Santa Lucia Mexican Restaurant
New
Domino's (Ste 105, 400 Old Franklin Tpke)
$18.17 off select items
Domino's (Ste 105, 400 Old Franklin Tpke)
Delivery Fee is $0.99 •
18 min
• $
New
Josés Mexican Grill
Josés Mexican Grill
11 min
• $$
New
Burger in the Square
Too far to deliver
Burger in the Square
$$