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 Abstract Several types of projecting in $n$-dimensional 
Euclidean spaces are known. In this article we define a new 
type of projecting of the $n$-dimensional Euclidean space onto its 
fixed plane. We shall prove some properties of this projecting. 
It will be shown that so defined projecting is a central projecting
with an $(n-3)$-dimensional subspace as a center. 
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