**Original solution by YowE3K**   (who later turned it into this community wiki) This isn't an answer to the exact question, but the following link is to an image that I thought was worth looking at anyway: >! http://atoptics.co.uk/rainbows/bowim6.htm >! <br><br> >! <img src="https://i.sstatic.net/qGxkn.png"> And @justhalf found another image which looks even more like the one in the question, except rotated 90 degrees: >! <img src="https://i.sstatic.net/BK9L5.png"> >! <br> >! [Atmospheric Optics](http://atoptics.co.uk/rainbows/bowim47.htm) <hr> I'm thinking that the **actual answer** is something to do with >! light **reflecting** off the **windows** of a **high-rise building** <br> <hr> **Added** layout from puzzle’s poser >! The rightmost diagram represents what can happen when >! the **sun** sets in a direction almost parallel >! to the wall of a **high-rise building** >! (whose corner is the gray rectangular area with writing) >! and **reflects** off its **windows**. >! A second rainbow is created by the sun’s reflection, >! as if there were a second sun, >! but neither rainbow’s right half is illuminated >! for different reasons. >! <br><sup><sup></sup></sup> • >! A portion of sunlight for the directly-lit rainbow >! is blocked by the building. >! <br><sup><sup></sup></sup> • >! Reflected sunlight that would complete >! the second rainbow (dimmer and left shifted) >! is not present due to >! the viewpoint’s position >! and the sun’s angle. >! <br><sup><sup></sup></sup> >! The building’s _vertical_ wall plays the same reflective role >! as _horizontal_ bodies of water in the >! photographs above, which is why the doubling >! is oriented 90° differently. >! <br><br> >! <img src="https://i.sstatic.net/waPhF.png"> For comparison, shadows are often doubled in a related manner: <img src="https://i.sstatic.net/ROSxA.png">