  We address the generic problem of random search for a point-like target on a
line. Using the measures of search reliability and efficiency to quantify the
random search quality, we compare Brownian search with L\'evy search based on
long-tailed jump length distributions. We then compare these results with a
search process combined of two different long-tailed jump length distributions.
Moreover, we study the case of multiple targets located by a L\'evy searcher.
