In a mystical forest, there's a tree that renders anyone invisible who walks clockwise around it three times. Keiko and Jabari are playing a game of hide and seek. Keiko, being the seeker, covers her eyes and begins counting at the base of the tree, while Jabari walks clockwise around the tree three times to become invisible. However, a wise old owl sitting in the tree informs Jabari that the invisibility only lasts until he speaks or makes any sound. Keiko finishes counting and turns to seek Jabari. She can still hear the sounds of the forest but cannot see Jabari. What happens when Keiko is near Jabari, and he inadvertently steps on a twig, making a loud snap?

Provide a brief response.
The magical property of the tree has made Jabari invisible, but this invisibility is contingent on his silence. When Jabari steps on a twig, the sound it makes voids the magical property that turned him invisible. The following spatial reasoning details what unfolds:

1. Keiko, the seeker, knows that Jabari is hidden somewhere nearby because she heard the snap of the twig. She connects the sound with Jabari's probable movements.
2. Since the magic is broken by any sound that Jabari makes, the loud snap caused by stepping on the twig results in Jabari becoming visible again.
3. Keiko, relying on her sense of hearing, would turn towards the direction of the sound.
4. On turning, Keiko would now be able to see Jabari because he made the sound, and thus the invisibility no longer cloaks him.
5. Therefore, because Jabari made a sound, Keiko can now see him following the direction of the snap sound. Jabari is no longer invisible, and Keiko can attempt to tag him to win the round of hide and seek.