Geometry argument
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The area of mathematics called geometry is made up of theorems based on axioms about perfect physical objects, like points that have no size lines that are perfectly straight and have no width. These concepts cannot be made in reality only approximated. We have to deal in perfect concepts in both science and mathematics to simplify reality in order to understand it. This is what we are doing when we use cidentireplicas to understand the consciousness and ixperiencitness of originals. When people say that we can never produce a cidentireplica so we cannot consider them in any kind of arguments, it is the same as saying we cannot use, in mathematics, the concept of a point that has zero size, a line that has no width, or infinitely long and straight lines.
Reality approximates our perfect examples that we construct for understanding and simplifying mathematics and science. The concept of a cidentireplica is like the concept of an infinitely long straight line it only exist in our imagination. What we have in reality are videntireplicas, and finite length crooked lines with a width.
a cidentireplica is