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2. Free shipping - Wikipedia

   en.wikipedia.org/wiki/Free_shipping

   This figure has been consistent for the last few years (ranging between 58% and 69%). Moreover, US respondents asked in the survey listed free shipping (54% mentions) as a most important factor for online shipping. Next in line were exclusive online deals (23%), no sales tax (10%), fast shipping (9%) and in store pickup (5%). [3]

3. 25 free photo prints from Shutterfly - AOL

   www.aol.com/.../25-free-photo-prints-from-shutterfly

   Get 25 4" x 6" photos prints for free at Shutterfly now until July 31, 2010. Use coupon code PRINTSNOW. Unclear if it is case sensitive. You pay for taxes, shipping, and handling. If you order 50 ...

4. Snapfish - Wikipedia

   en.wikipedia.org/wiki/Snapfish

   The merger of Shutterfly and Snapfish was completed on January 8, 2020. [16] On May 4, 2020, it was announced that Snapfish will no longer be providing the platform for Boots Photo in the UK and Ireland from May 13, 2020. [17] On September 1, 2020, it was announced that PlanetArt had acquired CafePress from Snapfish/Shutterfly. [18]

5. No such thing as a free lunch - Wikipedia

   en.wikipedia.org/wiki/No_such_thing_as_a_free_lunch

   TANSTAAFL: a plan for a new economic world order by Pierre Dos Utt (1949). The earliest known occurrence of the full phrase (except for the "a"), in the form "There ain't no such thing as free lunch", appears as the punchline of a joke related in an article in the El Paso Herald-Post of June 27, 1938 (and other Scripps-Howard newspapers about the same time), entitled "Economics in Eight Words".

6. CafePress - Wikipedia

   en.wikipedia.org/wiki/CafePress

   CafePress, Inc. was founded as a privately owned company in 1999 by Fred Durham and Maheesh Jain. [2] [3]In July 2008, CafePress acquired the specialist photographic art printing business Imagekind, [4] and in September 2010 further acquired photo-to-canvas company Canvas On Demand to add to their platform of brands.

7. No free lunch theorem - Wikipedia

   en.wikipedia.org/wiki/No_free_lunch_theorem

   Wolpert and Macready give two NFL theorems that are closely related to the folkloric theorem. In their paper, they state: We have dubbed the associated results NFL theorems because they demonstrate that if an algorithm performs well on a certain class of problems then it necessarily pays for that with degraded performance on the set of all remaining problems.