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Jonathan Abrams [1] is a Canadian engineer, entrepreneur, and investor. He is best known as the founder of Friendster [2] where he worked from 2002 to 2005. He then founded Socializr, where he worked from 2005 to 2010, and Nuzzel, where he stayed from 2012 to 2018. He has invested in over 50 companies, including Docker and Instacart. [3]
Friendster. Friendster was a social network based in Mountain View, California, founded by Jonathan Abrams and launched in March 2003. [2] [3] Before Friendster was redesigned, the service allowed users to contact other members, maintain those contacts, and share online content and media with those contacts. [4]
A graphic organizer, also known as a knowledge map, concept map, story map, cognitive organizer, advance organizer, or concept diagram, is a pedagogical tool that uses visual symbols to express knowledge and concepts through relationships between them. [1] The main purpose of a graphic organizer is to provide a visual aid to facilitate learning ...
The following is a list of living centenarians (living people who have attained the age of at least 100 years) known for reasons other than just their longevity.For more lists of centenarians, see lists of centenarians.
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X Logo used since 2023 [a] X homepage visited while logged out in July 2024 Formerly Twitter (2006–2023) Type of site Social networking service Available in Multilingual Founded March 21, 2006 ; 18 years ago (2006-03-21), in San Francisco, California, U.S. Area served Worldwide, except blocking countries Owner Odeo (March–October 2006) Obvious Corporation (2006–2007) Twitter, Inc. (2007 ...
The University of Alberta also launched a digital content hub to mark Canada's 150th birthday with stories, images, videos and featured events, as well as experts who will address topics such as Canada's constitution, Canadian literature, Indigenous issues, wildlife conservation and climate change.
In probability theory, the birthday problem asks for the probability that, in a set of n randomly chosen people, at least two will share a birthday. The birthday paradox refers to the counterintuitive fact that only 23 people are needed for that probability to exceed 50%. The birthday paradox is a veridical paradox: it seems wrong at first ...