Information Laundering — When Logic Wears a Disguise
The process of passing information through a chain of intermediaries to obscure its original source and give it the credibility of the final publisher or speaker. Similar to money laundering, it cleans the 'provenance' of information to make it appear more trustworthy.
Also known as: Source Laundering, Citogenesis
How It Works
Source credibility is a major factor in whether people believe information. By laundering information through trusted intermediaries, the original dubious source is hidden.
A Classic Example
A government plants a story in a foreign newspaper, which is then cited by domestic media as an independent foreign source.
More Examples
A political campaign leaks opposition research to an anonymous blog, which is then cited by a mid-tier news outlet as a 'blog report,' which is finally referenced by a major newspaper as 'media reports suggest' — completely obscuring the campaign as the original source.
A corporation pays a PR firm, which hires a freelance writer, who publishes a favorable industry study in an open-access journal, which a trade magazine then covers as independent academic research validating the corporation's product.
Where You See This in the Wild
Intelligence operations, Wikipedia-media circular citation, think tank laundering of corporate research, and social media rumor chains.
How to Spot and Counter It
Trace claims back to their original source. Ask: where did this intermediary get this information? Follow the citation chain to its origin.
The Takeaway
The Information Laundering is one of those reasoning errors that sounds perfectly logical at first glance. That's what makes it dangerous — it wears the costume of valid reasoning while smuggling in a broken conclusion. The best defense? Slow down and ask: does this conclusion actually follow from these premises, or am I just connecting dots that happen to be near each other?
Next time someone presents you with an argument that "just makes sense," check the structure. The feeling of logic is not the same as logic itself.