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The Lazarus Group (also known as Guardians of Peace or Whois Team [1] [2] [3]) is a hacker group made up of an unknown number of individuals, alleged to be run by the government of North Korea. While not much is known about the group, researchers have attributed many cyberattacks to them since 2010.
An age verification system, also known as an age gate, is any technical system that externally verifies a person's age.These systems are used primarily to restrict access to content classified, either voluntarily or by local laws, as being inappropriate for users under a specific age, such as alcohol, tobacco, gambling, video games with objectionable content, pornography, or to remain in ...
Those with negative or 'mixed' experiences with previous groups will likely be more deliberate in their assessment of potential groups to join, and with which groups they choose to join. (For more, see Minimax Principal, as part of Social Exchange Theory) Once a group has begun to form, it can increase membership through a few ways.
Several national governments and two international organizations have created lists of organizations that they designate as terrorist. [1] The following list of designated terrorist groups lists groups designated as terrorist by current and former national governments, and inter-governmental organizations.
The verification algorithm requires a lot of processing power, and thus electricity, in order to make verification costly enough to accurately validate the public blockchain. Not only do miners have to factor in the costs associated with expensive equipment necessary to stand a chance of solving a hash problem, they must further consider the ...
The group KILOBAUD is formed in February, kicking off a series of other hacker groups that formed soon after. The movie WarGames introduces the wider public to the phenomenon of hacking and creates a degree of mass paranoia about hackers and their supposed abilities to bring the world to a screeching halt by launching nuclear ICBMs .
The 5th roots of unity in the complex plane form a group under multiplication. Each non-identity element generates the group. In abstract algebra, a generating set of a group is a subset of the group set such that every element of the group can be expressed as a combination (under the group operation) of finitely many elements of the subset and their inverses.