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He said he was making inquiries into the disappearance of Karen Lightfoot and had reason to believe she was in possession of a young child. She simply replied Insp Whitfield continued: asked her when the child was born and she said the 28th March this year. I asked her if I could see the child and she said went upstairs and returned with a carrycot in which there was a baby.
The data visible is something that the user has voluntarily shown on their profile of Koo. It cannot be termed a data leak. The app, which won the government’s Digital India AatmaNirbhar Bharat Innovate Challenge last year, is now accused of exposing users’ personal data.
The compiled representation should then facilitate an efficient production of answers to select set of decision problems, including questions on ways of gathering additional data. Some representations allow for such inferences and others do not. For example, knowledge compiled as patterns of conditional probability estimates does not allow for predicting the effect of actions or policies.
Despite their reputation for taking advantage of other people, previous research shows that psychopathic individuals are attractive for short term relationships. Furthermore, individuals with psychopathic traits have been found to be attracted to other psychopathic persons in both short and long term relationships. Using a series of personality profiles, we found that men and women evaluated individuals higher in primary or secondary psychopathic traits unattractive for both short and long term relationships.
We describe what can be called the “universal” phase space of 2+1 AdS gravity, in which the moduli spaces of globally hyperbolic AdS spacetimes with compact Cauchy surface, as well as the moduli spaces of multi black hole spacetimes are realized as submanifolds. Importantly our phase space also includes all Brown Henneaux excitations on the conformal boundary of asymptotically AdS spacetimes, with Diff+(S1)/SL(2,R)xDiff+(S1)/SL(2,R) contained as a submanifold.Our description of the universal phase space is obtained from results on the correspondence between maximal surfaces in AdS3 and quasi symmetric homeomorphisms of the unit circle. We find that the phase space can be parametrized by two copies of the universal Teichmuller space T(D), or equivalently by the cotangent bundle over T(D).