In this contribution, we report the development of ultrafast electron microscopy (UEM) with atomic-scale real-, energy-, and Fourier-space resolutions. This second-generation UEM provides images, diffraction patterns, and electron energy spectra, and here we demonstrate its potential with applications for nanostructured materials and organometallic crystals. We clearly resolve the separation between atoms in the direct images and the Bragg spots/Debye−Scherrer rings in diffraction and obtain the electronic structure and elemental energies in the electron energy loss spectra (EELS) and energy filtered transmission electron microscopy (EFTEM).The development of four-dimensional (4D) ultrafast electron microscopy and diffraction has made possible the study of structural dynamics with atomic-scale spatial resolution (so far in diffraction) and ultrashort time resolution. 1 The scope of applications is wide-ranging, with studies spanning diffraction of isolated structures in reactions (gas phase), nanostructures of surfaces and interfaces (crystallography), and imaging of biological cells and materials undergoing first-order phase transitions. [2][3][4][5][6][7][8][9][10][11][12] Typically, for microscopy the electron was accelerated to 120 keV and for diffraction to 30 keV, respectively, and we had to address the issues of group velocity mismatch, in situ clocking (time zero) of the change, and frame referencing. 1,3 One powerful concept implemented is that of "tilted pulses", which allow for the optimum resolution to be reached at the specimen. 13 For ultrafast electron microscopy (UEM), the concept of "single-electron" imaging is fundamental. 14 The electron packets, which have a well-defined picometer-scale de Broglie wavelength, are generated in the microscope 15 by femtosecond optical pulses (photoelectric effect) and synchronized with other optical pulses to initiate the change in a temperature jump or electronic excitation. Because the number of electrons in each packet is one or a few, the Coulomb repulsion (space charge) between electrons is eliminated and the temporal resolution reaches the ultimate, that of the optical pulse. The excess energy above the work function determines the electron energy spread and this can be minimized by tuning the photon energy. The spatial resolution is then only dependent on the total number of electrons because for each packet the electron "interferes with itself" and a coherent buildup of the image is achievable.