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[USER=69670]@IamSam[/USER],

I'm wondering about your reflection, specifically how it treats the two letter g's, which hang down below the other letters. It seems to me that a reflection implies that there is a surface upon which the reflection is projected. Most of the time, that surface would be a flat plane such as a lake or table top, in which case it's hard to imagine a situation where the reflection of some letters starts at a different "height" than the reflection of the adjacent letters.


In the image here, the dancers have one foot on the ground and one foot raised in the air. It seems to me that the two g's are analogous to the "foot on the ground". Therefore, all the other letters would have a gap in the reflection, like on the right.


This is a tricky one and I could probably be talked out of my position.


[ATTACH=full]143607[/ATTACH]


What is our favorite program/app? (Hint - it begins and ends with the letter P)
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