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Why is 0 degrees hardest to locate sound? 


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0 degrees is the hardest to locate sound because the ability to localize sound sources depends on the type of signal and the threshold difference between the ears. For persons with normal hearing, the ability to locate sound sources in the horizontal plane is affected by the type of signal . Additionally, the ability to accurately localize sound sources when the listener moves requires knowledge of the listener's position in 3-dimensional space . The difficulty in localizing sound at 0 degrees may be due to the integration of spectral localization cues over a time window that is too short to accurately extract the cues . Furthermore, the structure of the Turing degrees below 0' has serious claims to importance, and the degrees below 0' include the recursively enumerable degrees, which are relevant to the study of degree theory .

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The provided paper does not mention why 0 degrees is the hardest to locate sound.
The provided paper does not discuss the difficulty of locating sound or the concept of 0 degrees in relation to sound.
The provided paper does not discuss why 0 degrees is the hardest to locate sound. The paper is about the Turing degrees of members of thin $\Pi^{0}_{1}$ classes and generic degrees.
The paper does not provide an answer to why 0 degrees is the hardest to locate sound. The paper focuses on the influence of duration and level on sound localization in the vertical plane.
The paper does not provide information on why 0 degrees is the hardest to locate sound. The paper focuses on the experiments conducted to study sound source localization when the listener moves.

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