bandgap frequency. Recently, the macroscopic shape of the photonic crystal has been considered as another factor that can produce additional optical effects. [13][14][15] One example is the spherical aggregation of colloidal particles, which is called the photonic ball. [16][17][18][19][20] The spherical symmetry makes the wavelength of reflection independent of the angle when observed under the backscattering geometry. Recently, Vogel et al. reported a detailed optical investigation of the photonic ball from a hierarchical structure viewpoint. [20] The photonic ball usually consists of the primary colloidal particles that are several hundred nanometers in diameter, while the size of the spherical aggregation can be up to several hundred micrometers. Figure 1a shows an example of the photonic ball consisting of 250 nm diameter silica particles, where the strong green reflection is present near the center of the ball. This reflection is explained by Bragg diffraction, which is caused by the stacking of the (111) planes in the face-centered cubic (FCC) lattice. The wavelength of reflection exhibits a red shift when the primary particles become large, as would be expected from the Bragg condition. However, the photonic ball appears very differently when the primary particles increase in diameter to, for example, 400 nm. As shown in Figure 1b, an iridescent reflection appears in the peripheral region, while the central part looks weakly blue. The mechanism causing this iridescent reflection is controversial. Kim et al. considered Bragg diffraction from various planes in the crystal similar to the reflection observed in the central region. [17] In contrast, Vogel et al. recently suggested that the reflection is caused by the diffraction from the surface grating consisting of periodically arranged colloidal particles. [20] The iridescent reflection is observed to be a ring-shaped one, although the ring is not uniformly bright with dark regions (Figure 1b). The reflection appears at a specific angular position between the surface normal and the optical axis of the microscope (i.e., the direction of the epi-illumination). This result seems consistent with the diffraction theory because the angle of incidence directly relates to the wavelength of reflection. However, when the photonic ball is macroscopically observed with the naked eyes, it appears green as shown in Figure 1c. This feature is supported by spectroscopic measurements. The reflectance spectra have a peak at 515 nm corresponding to the green color (see the Supporting Information). This wavelength selectivity seems difficult to explain through a simple diffraction theory.The coloration mechanism of the photonic ball is investigated, which is a spherical aggregation of submicrometer-sized colloidal particles. An interesting optical property is reported for photonic balls with colloidal particles larger than 400 nm: a ring-like iridescent reflection appears on the peripheral part of the ball when observed under an optical microscope. Previous studies considered ...