In a magical forest, there is a tree that always casts a shadow in the direction of the person looking at it, regardless of the actual position of the sun. Satya and Elio are standing at opposite sides of the tree. When Satya looks at the tree, the shadow points towards her. When Elio looks at the tree, the shadow points towards him. What happens to the shadow when both Satya and Elio look at the tree at the same time? Provide a brief response.
Given the magical property of the tree to cast a shadow towards the person looking at it, when Satya and Elio both look at the tree simultaneously, two cases may logically arise based on the enchantment's rules: either the magic allows for one shadow to exist at a time or it allows for multiple shadows to exist simultaneously.

1. If the enchantment permits only a single shadow to manifest, it must compromise when faced with two observers. In this situation, the magic, needing to satisfy both observations, would likely cast the shadow in an intermediate direction that somehow incorporates both Satya's and Elio's perspectives. This could manifest as a shadow that is cast at an angle between them or one that flickers between the two directions rapidly, thus creating the illusion that two shadows exist.

2. If the magical tree can cast multiple shadows at once, then when Satya and Elio look at the tree together, there would be two shadows cast - one pointing towards Satya and another pointing towards Elio. Each person would see the shadow that the magic directs toward them, thereby fulfilling the tree's magical rule individually for each observer.

Without an explicit rule set for how the magic resolves conflicts, either of these outcomes is plausible based on the given property of the tree.