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Teespring (Spring, Inc.) is an American company that operates Spring, a social commerce platform that allows people to create and sell custom products. [1] The company was founded in 2011 by Walker Williams and Evan Stites-Clayton in Providence, Rhode Island. [2] By 2014, the company had raised $55 million in venture capital from Khosla ...
The Kenyan Constitution requires a general election on the second Tuesday in August in every fifth year. [5] There have been public discussions to move the date from August to December with proponents pointing to the fiscal timeline (1 July – 30 June) clashing with an August date, because most ministries that support critical election processes will not have been fully funded and that a ...
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shopify.com. Shopify Inc., stylized as shopify, is a Canadian multinational e-commerce company headquartered in Ottawa, Ontario. Shopify is the name of its proprietary e-commerce platform for online stores and retail point-of-sale systems. [3] The platform offers online retailers a suite of services including; payments, marketing, shipping and ...
Rakuten. Rakuten Group, Inc.[a] (楽天グループ株式会社, Rakuten Gurūpu kabushikigaisha, pronounced [ɾakɯ̥teɴ], lit. 'Optimism') is a Japanese technology conglomerate based in Tokyo, founded by Hiroshi Mikitani in 1997. Centered around the online retail marketplace Rakuten Ichiba, its businesses include financial services utilizing ...
AMC Entertainment Holdings, Inc. (doing business as AMC Theatres, originally an abbreviation for American Multi-Cinema; often referred to simply as AMC and known in some countries as AMC Cinemas or AMC Multi-Cinemas) is an American movie theater chain founded in Kansas City, Missouri, and now headquartered in Leawood, Kansas.
In the early months of 2017, parts of South Sudan experienced a famine following several years of instability in the country's food supply caused by war and drought.The famine, largely focused in the northern part of the country, affected an estimated five million people (nearly 50% of the South Sudanese population).
Coupon collector's problem. In probability theory, the coupon collector's problem refers to mathematical analysis of "collect all coupons and win" contests. It asks the following question: if each box of a given product (e.g., breakfast cereals) contains a coupon, and there are n different types of coupons, what is the probability that more ...
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