Musical notation may be viewed as a branch of applied mathematics, particularly in representing spectral lines and their harmonic relationships akin to the periodic table. The challenge lies in the quantization of light waves compared to sound waves, as one octave in music encompasses the entire visible spectrum, while Western music only recognizes 12 distinct frequencies. Potential solutions include increasing the number of notes per octave to better align with light's quantization or utilizing a simpler musical model despite the frequency gaps. Logarithmic scales could be employed to derive relationships between emission line frequencies of elements like hydrogen and carbon. The discussion also touches on the fascinating communication abilities of sea mammals, suggesting a deeper connection between musical notation and language.