We used the Vision therapy system, VTS4 system (HTS Inc., Gold Canyon, AZ, USA) to quantify suppression. The VTS4 provides dichoptic targets (each eye sees its own target) for measuring the three grades of binocular vision. The system uses a LCD stereo television (SONY, 48 inches, 1280 × 720 with refresh rate of 60 Hz) that is synced with liquid crystal shutter goggles (Samsung 3D Active glasses, SSG-5100GB; Samsung, Seoul, South Korea) to present dichoptic targets. The VTS4 software has a variety of targets that comprises of pictures of fruits, animals or other objects to choose from. For the purpose of this study, target A1 of simultaneous macular perception (SMP) was chosen (
Fig. 1) to be viewed from 33 inches. This target consisted of a brown starfish (25.7 cd/m
2) for one eye and three yellow bananas (30.5 cd/m
2) forming a circle for the other eye. The luminance of the white background was 37.9 cd/m
2. All of the luminance values were measured through the shutter goggles with a photometer (LS-100; Konica Minolta Photometer, Ramsey, NJ, USA). When aligned in the macula of each eye, a perception of the starfish inside the bananas will be appreciated in binocular viewing conditions (
Fig. 1c). If one of the eyes is suppressed, only one target will be appreciated. In our study, the starfish was always presented to the amblyopic eye, to quantify the central suppression scotoma size. By default, the SMP target gets presented at 48.8% scale value (8° visual angle). This scale value is an arbitrary value indicating the size of the target, with a larger value for a larger target size. If both dichoptic targets (starfish and bananas) are detected on presentation at the default size, the target size was reduced by pressing the down arrow key on the keyboard. This key press will reduce the size of both the targets simultaneously by the same amount (can step down by fine steps of 0.1% scale value). At the size where the patient reports the disappearance of the star (i.e., amblyopic eye gets suppressed), the scale value was noted. If the star (amblyopic eye target) was not visible at 48.8% (8°) scale value, then the scale value was increased to 100% (16°, maximum size), and then the size was reduced. The procedure of measuring the scale value was repeated thrice, and the average value was calculated for each patient. The average scale value was converted to visual angles in degrees by using a linear regression model. The linear regression model was established by making measurements at different scale values and physically measuring the size of the targets on the display monitor (star inside the banana). Because the VTS4 only presents the scale value, this linear regression model was useful to determine the scotoma size in visual angles, calculated in degrees. The measurement was taken from the topmost edge of the banana to the bottommost edge of the banana. It can be seen that the star is smaller than the banana. The size difference decreased with the scale value (4.9° at 100%, 2.5° at 48.8%, and 0.14° at 1% scale value). The size difference was ignored in our calculation.