Name: Women's Here for a Good Time Not a Long Time Vneck T-Shirt
SKU: 172408

If you're already eyeing a luxury suicide pod from Switzerland, you're probably like us and here for a good time not a long time. Celebrate living life to its fullest and going out on your own terms with this colorful 1970s inspired shirt. Loaded with retro charm and a hint of existential angst, this funny groovy shirt is perfect for having the last laugh at death's expense and dying in style.

Shirt Info:

pre-shrunk, baby soft, light weight, ringspun cotton
hand printed in the USA with eco-friendly water-based inks
fashion-forward, form fitting look
runs small, please see sizing chart

Our fashion-forward ladies tees run small and are designed for a form fitting look, so be sure to check out our sizing chart below. We print on soft, light weight, ringspun cotton 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 womens tees run small and are designed for a form fitting look. We've provided measurements and an estimate of what dress size corresponds to each tee size below. Please note that the tee size to dress size estimate is based on a FORM FITTING look. If you do not want the tee to be form fitting order at least one size up or consider our unisex/mens tees, which have a relaxed fit and run larger.

Small: 16.5 inch width x 25 inch length (usually fits size 2-4 dress size)
Medium: 17.5 inch width x 26 inch length (usually fits size 6-8 dress size)
Large: 18.5 inch width x 27 inch length (usually fits size 10-12 dress size)
X-Large: 19.5 inch width x 28 inch length (usually fits size 14 dress size)
2X-Large: 20.5 inch width x 29 inch length (usually fits size 16 dress size)

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.