We can have objects of a given type in a set, and we can have an order defined on those objects in that set.
Some people seem to hold values that positively value increasing the types of object in that set, while negatively valuing an order / large distances between those objects.
Others seem to negative value the increase of object types, favoring a smaller number of types while holding that an ordering between objects in a set cannot be avoided.
While I admire the attempt to avoid politics, this (the topic of what different people value, and how you value that variation) is something that doesn’t generalize very well without specific examples.
We can have objects of a given type in a set, and we can have an order defined on those objects in that set.
Some people seem to hold values that positively value increasing the types of object in that set, while negatively valuing an order / large distances between those objects.
Others seem to negative value the increase of object types, favoring a smaller number of types while holding that an ordering between objects in a set cannot be avoided.
While I admire the attempt to avoid politics, this (the topic of what different people value, and how you value that variation) is something that doesn’t generalize very well without specific examples.