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Proposed California Law Would Mandate Smartphone Kill Switch

alphadogg writes "Kill-switch technology that can render a lost or stolen smartphone useless would become mandatory in California under a new bill that will be proposed to the state legislature in January. The bill will be introduced by Senator Mark Leno, a Democrat representing San Francisco and neighboring towns, and George Gascón, the district attorney for San Francisco. Gascón has been spearheading a push by major law-enforcement agencies across the U.S. for more to be done to prevent smartphone theft. The proposed law could reach well beyond the borders of California. Because of the difficulty and added cost of producing handsets solely for sale in California, it could serve to make kill-switch technology a standard feature on phones sold across the U.S."

2 of 252 comments (clear)

  1. Canada has similar by trainman · · Score: 5, Informative

    We went a similar but different direction in Canada, rather than killing the phone there's a list of IMEIs for stolen phones, and all carriers will honour not allowing phones in the database on to their networks. Which this solution sounds little less onerous than re-engineering every handset OS to have this kill ability.

    Also the phone doesn't actually have to be turned on to be blacklisted, how often will you send the "kill" pings out when stolen? Would a thief simply have to wait a few weeks until the heat dies down?

    We have devices that register with networks when activated, isn't it far easier to wait for that event than to try and push a command to a phone that may never be turned on again?

    Reference:
    http://www.cbc.ca/news/technology/stolen-phones-blacklist-launches-in-canada-1.1873674

  2. Re:Watch by s.petry · · Score: 5, Informative

    Logical fallacy. The Government having one form of control does not indicate that they don't want more. The concepts of dominance are not new, please stop trying to ignore them.

    --

    -The wise argue that there are few absolutes, the fool argues that there are no probabilities.