Simultaneous imaging of a three-dimensional distribution of point sources is presented. In a two-lens
microscope, the point-spreads on the quasi-image plane, which is located between the Fourier and image
planes, are spatially distinct, so a set of Fresnel lenslets can perform individual wave-front shaping
for axial and lateral rearrangements of the images. In experiments performed with single atoms and
holographically programmed lenslets, various three-dimensional arrangements of point sources, including
axially aligned atoms, are successfully refocused on the screen, demonstrating the simultaneous and time-
efficient detection of the three-dimensional holographic imaging.