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The warning box that appears when Internet users try to view censored or blocked content on Facebook (from 2009) Facebook has been involved in multiple controversies involving censorship of content, removing or omitting information from its services in order to comply with company policies, legal demands, and government censorship laws.
Internet censorship circumvention is the use of various methods and tools to bypass internet censorship.. There are many different techniques to bypass such censorship, each with unique challenges regarding ease of use, speed, and security risks.
You may have access to edit (and thus to preview) that one page. Some possible ways to circumvent censorship targeting pages containing specific named images: Help:Options to hide an image; Use or write a Lua module to deliver content with some or all images removed, e.g. {{#invoke:Page|getContent|Nazi Party|nowiki=yes}}
install internet filters or blocking software that prevents access to pictures that are: (a) obscene, (b) child pornography, or (c) harmful to minors (for computers that are accessed by minors); allow filtering or blocking to be disabled upon the request of an adult; and; adopt and enforce a policy to monitor the online activities of minors.
“Facebook has just admitted that it wrongly censored the Trump ‘attempted assassination photo,’ and got caught. Same thing for Google,” Trump said in a post on Truth Social.
Images of the prime minister's official residence, The Lodge have not been blurred. However, images of its roof have been and the entrance to The Lodge is blurred in Google Street View. [6] The government of Malaysia has stated that it will not ask Google to censor sensitive areas because that would identify the locations it deemed to be ...
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Deblurring an image using Wiener deconvolution. Deblurring is the process of removing blurring artifacts from images. Deblurring recovers a sharp image S from a blurred image B, where S is convolved with K (the blur kernel) to generate B. Mathematically, this can be represented as = (where * represents convolution).