personalised dog portraits
personalised dog portraits
Sale ends Tuesday, September 8th, 2020 at 11:59 PM Pacific Time.
Discount applies up to 90% off Premium Canvas Wraps and 50% off create your own wall art and photo products.
Shipping address must be within the United States or Canada. One shipping address per order. Valid only for option purchased. Final Sale; no returns. 100% guarantee extends to the workmanship and materials used to produce the product. Sales tax applies in AK, AL, AR, AZ, CA, CO, CT, FL, DC, DE, GA, HI, IA, ID, IL, IN, KS, KY, LA, MA, MD, ME, MI, MN, MO, MS, MT, NC, ND, NE, NH, NJ, NM, NV, NY, OH, OK, OR, PA, RI, SC, SD, TN, TX, UT, VA, VT, WA, WI, WV, & WY. All prices listed in USD.
Shipping costs are extra and are not included within the discounted prices. Standard shipping rates apply and will be reflected at checkout.
Discounts do not apply Home Decor Collections (e.g. Coloring Canvas, Winter Art Prints, etc) or Throw Pillows. The discount amount is only applicable to the canvas products and does not apply toward additional services (ex. pro review, retouching). This offer only pertains to the Canvas on Demand Consumer website and cannot be used on Canvas on Demand Professional. This offer cannot be applied to previous or future orders. This offer cannot be combined with any other offers. We reserve the right to change this offer at any time.
This means that you will need 40 of them to clip $200K. At $2.25 per clip it's a total of $90 which is a 0.045% investment. Negligible perhaps but certainly worth keeping in mind.
Now if you clip 100s in the center you will only be able to hold 40 per clip because the blue line makes them thicker. In this case this represents an investment of 0.05625%.
Does a centered-clipping justify a 0.01125% difference in investment? Probably not if we consider that stacking them will require more real-estate with the centered-clipping method (CCM) since the offset-clipping method (OCM) allows to alternate the orientation of the stacks, therefore maximizing the cubic footprint.
-- the bag tapers off rapidly on the top and right sides
-- on top, there is only about 7 inches, not 10, before it tapers down.
-- on the right, it is 5 inches
-- I marked one of the images showing the largest square/ rectangular object you could fit in the bag
-- the bag is irregular, on the bottom it is 10.5 and the left side it is 8 inches, but you cannot actually fit an 8x10 object in this bag because it slants down immediately on both sides.