New York City 212 Area Code Unisex Hoodie

Size Select a Size X-Small Small Medium Large X-Large XX-Large XXX-Large
Color Black Maroon Navy
Qty:

New York is a fantastic place to call home and a gorgeous vacation destination! So, whether you're looking for a cool New Yorker shirt that represents your city, university, the Yankees, the Mets or the majestic Statue of Liberty, our vintage athletic inspired "New York 212" hoodie shows some mad love! Brooklyn hipsters and sports fans will unite over this city loving area code hoodie. This sporty top also makes a great college gift, vacation T-shirt, or hoodie to wear in lieu of a jersey to your next sporting event.

Shirt Info:

  • Cotton/Poly Blend
  • 1x1 Ribbing Waistband & Cuffs
  • Unisex Fit
  • hand printed in the USA with eco-friendly water-based inks

Our soft, cozy cotton/poly fleece hooded sweatshirts feature a unisex fashion fit and front pouch kangaroo pocket. Since this fleece runs a little slimmer than our crew neck fleece we recommend sizing up if you are between sizes.

We print our designs using eco-friendly water-based inks. All of our items are designed and hand-printed to order in our southern California studio.

Sizing/Fit Guide:
Our hooded sweatshirts have a unisex fit, measurements as follows:
X-Small: 26 inch body length x 18.5 inch body width x 24.5 inch sleeve
Small: 27 inch body length x 20 inch body width x 25 inch sleeve
Medium: 28 inch body length x 21.5 inch body width x 25.5 inch sleeve
Large: 29 inch body length x 23 inch body width x 26 inch sleeve
X-Large: 29.75 inch body length x 25 inch body width x 26.5 inch sleeve
2X-Large: 30.25 inch body length x 27 inch body width x 27 inch sleeve
3X-Large: 30.75 inch body length x 29 inch body width x 27.5 inch sleeve

Still not sure what size to order? We recommend measuring a shirt you have at home and comparing it to our product measurements. Lay your shirt on a flat surface and measure across the chest (below the arms) from side seam to side seam. That will give you the shirt's width and that measurement can be compared to the product measurements above.