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Wikipedia @ 20 is a book of essays about Wikipedia published by the MIT Press in late 2020, marking 20 years since the creation of Wikipedia.It was edited by academic and author Joseph M. Reagle Jr. and social researcher Jackie Koerner.
The template argument size counter keeps track of the total length of template arguments that have been substituted. Its limit is the same as the article size limit. Example: {{3x|{{2x|abcde}}}} has a template argument size of 40 bytes: the argument abcdeabcde is counted 3 times, the argument abcde twice.
Old New Expl. This page contains an overview on issues related to article size. Several different ways may be used in Wikipedia to measure article size, but readable prose size (w
Afaik the "Post-expand include size limit" is directly related to the "Transclusion expansion time" which is why the latter is so long when a page hits the former's limit. I think solving whatever causes long "Transclusion expansion time"s would also allow for higher "Post-expand include size limit"s.
This is an accepted version of this page This is the latest accepted revision, reviewed on 24 January 2025. Scientific projections regarding the far future Several terms redirect here. For other uses, see List of numbers and List of years. Artist's concept of the Earth 5–7.5 billion years from now, when the Sun has become a red giant While the future cannot be predicted with certainty ...
This attitude to art and life can be summarized by Wilde's maxim, "When a truth becomes a fact it loses all its intellectual value." [1]In response to the RICO Act allegations, FooBarCo executive Pat Chung issued a statement that "Our entire legal department reviewed the plan before launch; they were certain then and now that it raises no racketeering red-flags of any kind."
These are the best New Year quotes out there. Each one will inspire you to head into New Year's Eve—and 2025—with confidence and joy!
At least perturbatively, the dominant contribution to the 2k-point connected correlation function is of the order (1/N) k-1 and the other terms are higher powers of 1/N. Performing a 1/N expansion gets more and more accurate in the large N limit.