Here is the extracted content from the image: Question: Makayla finds all the possible ways to draw a path in a 5×5 diamond-shaped grid. Each path starts at the bottom of the grid and ends at the top, always moving one unit northeast or northwest. She computes the area of the region between each path and the right side of the grid. Two examples are shown in the figures below. What is the sum of the areas determined by all possible paths? Makayla 找到了在一个 5×5 钻石形网格中绘制路径的所有可能方式。每条路径从网格底部开始，结束于顶部，总是向东北或西北方向移动一个单位。她计算了每条路径与网格右侧之间的区域面积。下面的图中展示了两个示例。所有可能路径确定的区域面积之和是多少？ Diagrams: Two diagrams are shown, illustrating examples of paths and the area between the path and the right side of the grid. Both diagrams show a diamond-shaped grid. This grid can be interpreted as layers of squares. Starting from a single point at the bottom, the grid expands upwards and then contracts, ending at a single point at the top. Each step along a path moves either one unit northeast or one unit northwest. Diagram 1 shows a path from the bottom to the top. The area to the right of this path, within the grid boundary, is shaded gray. A label below the diagram says "area = 11". Diagram 2 shows a different path from the bottom to the top in the same grid. The area to the right of this path, within the grid boundary, is shaded gray. A label below the diagram says "area = 13". Options: (A) 2520 (B) 3150 (C) 3840 (D) 4730 (E) 5050