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ct.class principle – instance of cofiberd in groupoid
In chapter 2 of Lurie’s HTT, the primary primary theorem is that the connection between cofibered in groupoid and left fibration and this bespeak claims the consequence of learning the left fibration in $infty$-category principle. However, I could not conform it as a result of want of judgement in regards to the consequence of “cofibered in groupoid” in bizarre class principle. Is there any good instance which describes the facility of the understanding “cofibered in groupoid”?
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