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Joined 1 year ago
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Cake day: November 8th, 2023

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  • I think the article made a typo that claims GPC is the same as DNT.

    When you enable the feature, the GPC sends a signal… This signal is sent via a special HTTP header called DNT: 1 (Do Not Track)

    But the GPC spec does say it sends a new signal: Another header (like DNT) and a JavaScript variable the client would set. I don’t see why this couldn’t be used for tracking too.

    A user agent MUST generate a Sec-GPC header

    So if it generates a header, it can still be used for fingerprinting, but this header is actually less restrictive for what the receiver must do.

    DNT was “do not track,” and GPC is "do not sell:

    GPC is also not intended to limit a first party’s use of personal information within the first-party context (such as a publisher targeting ads to a user on its website based on that user’s previous activity on that same site).















  • You haven’t heard about the Brave ads that let you slowly accumulate tokens that you can then use to tip creators or websites? I’m not saying it was a good plan, or an ethical plan, but it was… You know, something.

    Unlike what Mozilla did, Brave didn’t enable this by default, but they heavily marketed it as a feature.

    If Mozilla implemented some kind of tipping system, that could be interesting. Apparently, such a system already could exist under GNU Taler too.


  • If a company is unethical, they will ignore the Mozilla standard. If a company is ethical, they don’t need the Mozilla standard, as they can adopt their own tracking-free methods of serving ads.

    I have been told repeatedly by Firefox advertisement advocates that PPA only affects people that don’t use ad blockers, so it allegedly only affects people that are already blasted by tracking networks to the fullest extent possible, while people who use ad blockers wouldn’t see the supposedly less invasive ads anyway. So it’s either 100% tracking to 110% tracking, or 0% tracking to 0% tracking. Seems like a lose-lose scenario for both sides of the equation.