For a long time now, perhaps as long as I can remember, letters and numbers have had colors and personalities and aesthetic grades. Here are the ways in which they do, for me:
- I see colors in vowels. The letter ‘a’ is yellow; ‘e’ is red; ‘i’ is white; ‘o’ is black; ‘u’ is grey. Because of these colors associated with vowels, when I see a printed word, I see a word that is colored somehow. That word ‘somehow’ is red and black for instance; it has acquired a particular color for me. My name has shades too; my first name is ‘lighter’ because of the presence of the ‘a’ and ‘i’ in it; my last name is made darker by the presence of an ‘o.’ Words in which there are very few vowels in proportion to their length look a little colorless to me as a result. ‘Sky,’ for instance, is entirely colorless. Blocks of text in which a particular vowel predominates acquire a shading based on the color of that particular vowel.
- I see ‘personalities’ in numbers (not all). ‘2’ is timid and obsequious; ‘3’ is a little smug and self-satisfied as does ‘6’; ‘4’ looks ‘closed off,’ not ‘open’ to conversation; ‘5’ looks a little like a plump person. 1, 9, 8, and 7 do not produce such connotations. Neither does zero.
- I see some numbers as pretty and some as ugly. ’74’ is a beautiful number; ’57’ is ugly as is ’77’. These examples show that it is not the number ‘7’ that makes the difference here but the particular combination with other numbers. Moreover, my perception of beauty in these numbers has nothing to do with their arithmetical or number theoretic properties. This perception of numbers as beautiful continues for a while but fizzles out somewhere below 1000; after that the ‘appearance’ of the numbers is of little interest or importance to me, though some older perceptions persist and affect my take on even larger numbers. For instance, because I find ’77’ ugly, I find any number ending in those two digits ugly. So acute is the perception of some numbers beauty or ugliness, that I can barely stand to see them; I find ‘111’ ugly and don’t even like seeing it in print. Some other beautiful numbers below 100 are: 54, 86, 84, 76–these are all even numbers; some odd numbers I find ‘beautiful’ are: 71, 63. I have noticed that I find more even numbers beautiful than I do the odd ones, suggesting to me that odd numbers seem ‘incomplete’ or not ’rounded off’ to me. My daughter’s birthday falls on the 23rd of a month; I remember being vaguely disappointed at that birth date; a 24 or a 26 would have ‘looked much better’; ‘even’ a 25 would have better.
- Lastly, I see the numbers ranging from 0-100 in a kind of spatial grid and not arranged along a number line. The grid looks like a stack of ten rows and ten columns; the first row runs from 0 to 10, the second row from 11-20, and so on till the tenth row which runs from 91-100. If I’m watching a game of any kind in which the score–whether team or individual–advances from 0 onwards to 100, and possibly beyond, I see it advancing along this grid. I suspect that my lifelong history as fan of a sport obsessed with statistics–cricket–has had something to do with the enhancement of this vision.
Wikipedia defines synesthesia as:
Synesthesia (also spelled synæsthesia or synaesthesia; from the Ancient Greek σύν syn, “together”, and αἴσθησις aisthēsis, “sensation“) is a perceptual phenomenon in which stimulation of one sensory or cognitive pathway leads to automatic, involuntary experiences in a second sensory or cognitive pathway. People who report a lifelong history of such experiences are known as synesthetes.
In one common form of synesthesia, known as grapheme-color synesthesia or color-graphemic synesthesia, letters or numbers are perceived as inherently colored. In spatial-sequence, or number form synesthesia, numbers, months of the year, or days of the week elicit precise locations in space (for example, 1980 may be “farther away” than 1990), or may appear as a three-dimensional map (clockwise or counterclockwise).Synesthetic associations can occur in any combination and any number of senses or cognitive pathways.
Based on these definitions, I am inclined to think I’m a synesthete of a sort. I welcome comments from folks who report similar perceptual experiences.
6 thoughts on “A Synesthesia Of Sorts”
I am sure you have come across Vilayanur S. Ramachandran. He has done extensive research in this area and written a couple of interesting books.
Yes, indeed! He is one of my favorite writers in that particular domain.
Oh, yes; I love his books, and often cite his examples in my teaching.
Number 4 is definitely red, and has been since I was 4 years old.
ha! Very interesting that you see that particular number as red!