1. The Circle That Stays
Neri draws a circle on each of eight paper cards. She does not cut a crescent from one card or shave an edge from another. The circle is a reminder: the Moon does not become a different physical shape when its phase changes. Neri and her cards are an original imaginary teaching scene, not a report of a real lesson or a month of observations.
Moonlight is reflected sunlight. In the ordinary phase model, outside an eclipse, the Sun illuminates roughly half the lunar sphere. As the Moon moves around Earth, our view includes different amounts of that sunlit half. The outline of the visible bright portion changes. The underlying Moon remains a sphere.
This requires two questions rather than one. How much of the whole Moon is directly illuminated? How much of the disk facing us appears directly illuminated? A half-lit sphere can present a thin bright crescent, a half-bright disk or a nearly full bright disk to an observer elsewhere. Confusing the two questions turns a change of view into an imaginary removal of material.
Neri writes Sphere on the back of every card and View on the front. On the first front she leaves the circle dark; on another she imagines the circle bright. Both have Sphere on the back. This is a paper distinction between the object and its appearance, not a scale drawing of lunar terrain.
Try an original verbal test. A learner says that during a crescent only a tiny piece of the entire Moon exists. The correction is not that the crescent is an illusion with nothing behind it. It is that the small bright part is the visible sunlit portion of an intact Moon. The rest has not vanished. Neri keeps the full circle on all eight cards so that the answer remains visible even when most of a drawn disk is dark.
