[According to Bekenstein and Hawking], the black hole maximal entropy, the maximum amount of information that a black hole can conceal, beyond its event horizon, is proportional to the area of its event horizon surface divided by quantized area units, in the scale of Planck area (the square of Planck length). This is a surprising result since it limits the amount of information bits that are concealed in a volume of space to the amount of Planck area units that can fit into its surrounding surface area and not into its volume. This lead to the holographic principle idea by reducing our standard three dimensional (3D) space into a two dimensional space (2D). This paper will suggest a new approach in which we add extra dimensions and quantize our standard three dimensional space in order to explain this surprising result of the Hawking Bekenstein formula. From this new approach gravitational time dilation emerges leading towards the Einstein field equations.