In a magical world, there exists a room with four corners. In each corner stands a statue imbued with the property that anyone who looks directly at it becomes momentarily invisible and can only become visible again after blinking twice. With this in mind, four friends -- Aarav, Beatrix, Jun-seo, and Djamila -- decide to play a game of hide-and-seek in the room. Aarav is 'it' and must close his eyes and count to ten while the others hide. As Aarav starts counting, Beatrix quickly looks at the statue to the north, Jun-seo looks at the statue to the south, and Djamila looks at the statue to the east. If Aarav, after finishing his count, opens his eyes and immediately looks to the west where there is no statue, what happens next? Provide a very brief response.
When Aarav opens his eyes and looks to the west, where there is no statue, he initially sees no one because Beatrix, Jun-seo, and Djamila have all looked at their respective statues and are momentarily invisible. Since they must blink twice to become visible again, they remain unseen for that brief period. Despite Aarav looking away from the statues, the magical property doesn't require the 'it' person to look at the statues for the invisibility to take effect. The statues' enchantment is solely dependent on those hiding to look at them to trigger the invisibility. Thus, Aarav will not be able to see anyone immediately after he opens his eyes and looks west, as all his friends have temporarily become invisible by looking directly at the statues in the other corners.