Carhartt Infant Long Sleeve / Outdoor Coverall 2pc Set CT57 - AF10

• Midweight, 100% cotton jersey
• Rib-knit crewneck holds its shape throughout the day
• Snap buttons on shoulder and legs allow easy on and off
• Rib-knit sleeve and leg cuffs for a snug feel
• Knee patches
• Coverall 1: Front pouch pocket with sewn-on Carhartt label; No pocket on other coverall
• Tagless neck label for a smooth feel
• Country of Origin: Imported
• CT57 - AF10

Shipping Policy

We generally ship through Canada Post, which is serviced by USPS in the United States and various international carriers. We may choose a different shipping provider based on delivery times and fees. Please allow 2 - 3 business days for processing of order.

Canada:

1. Regular Shipping: Starting at $20 - Free over $150
2. Express Shipping: Item dependent

United States:

1. Regular Shipping: Starting at $20 - Free over $250
2. Express Shipping: Item dependent

All shipping fees are non-refundable, and are listed in Canadian Dollars. Free shipping rates are valid on pre-tax amount.

Return Policy

Items that are unwashed, unaltered and unworn carrying the original tags can be returned within 14 days of fulfillment for a refund or exchange. Clearance and discounted items are not eligible for returns.

Wei’s does not cover any costs associated with return shipping. You can view our full Refund Policy here.

Carhartt Infant's Long Sleeve

INFANT LONG SLEEVE
	WEIGHT (LBS)	HEIGHT (INCHES)
0-3MONTHS	7.0 - 10.0	UP TO 24.0
3-6MONTHS	10.0 - 13.0	24.0 - 27.0
6-9MONTHS	13.0 - 17.0	27.0 - 29.0
12MONTHS	17.0 - 22.0	29.0 - 30.5
18MONTHS	22.0 - 25.0	30.5 - 33.0
24MONTHS	25.0 - 28.0	33.0 - 35.0

 

How to Measure

Note: For best results measure over your undergarments. Use a cloth measuring tape.

Chest:

Measure just under your arms and across your shoulder blades, holding the tape firm and level. If your chest falls between sizes, order the next size up.

Natural Waist:

Bend side to side and find the natural bend in your body; this is your natural waist. Note: It may not be the smallest point.