4486 Mithra scaled one in forty thousand

thingiverse

The table appears to be a list of various celestial bodies and structures in our solar system or universe, along with their respective scales in the form of "one-in-X-million-scale" where X is a number. Each row represents a different entity. Here's a breakdown of what we can infer from this table: * The first column contains links to individual "things" on a platform, presumably a community-driven database or wiki. * The second column lists the available scales for each "thing," indicating how small they are relative to other objects in our solar system or universe. For example, "one-in-three-thousand-scale" implies that this object is roughly 1/3000th the size of another object in the same scale. * The third column contains images related to each "thing." Here's a possible way to interpret and use this table: 1. **Identify Scales:** Each row has multiple scales listed, separated by commas. These scales represent different sizes or proportions relative to other objects. For example, "3K," "4M," and "10M" suggest that the Halo Array exists in three different scales: one-in-three-thousand-scale, one-in-four-million-scale, and one-in-ten-million-scale. 2. **Find Relevant Information:** By clicking on each link in the first column, you can access more detailed information about the object or structure mentioned in the table. This could include its size, shape, composition, or other relevant facts. 3. **Compare Sizes:** The scales listed in the second column allow you to compare the sizes of different objects. For instance, knowing that the Skeld exists in a one-in-five-hundred-scale suggests that it is roughly 1/500th the size of another object in the same scale. 4. **Explore Images:** The images provided in the third column can help visualize each object or structure, making it easier to understand their shape, appearance, and context. By exploring this table, you can gain a deeper understanding of various celestial bodies and structures, as well as their relative sizes and proportions.