Sunday, June 26, 2011
Self Publish and Prosper!
The only question is, why didn't we start doing this soon? Apparently it wasn't the time for us then, but no like us strike while the iron is hot! Click the image to enlarge so you can read it:
Colorbet for IPA vowels & Spanish Examples
This chart lists all the possible vowel sounds in all the languages of the world taken from the expanded canIPA, which goes beyond the traditional IPA vowel list.
Attacking the whole list head, on I created three rainbow wheels going around from the outside to the inside in three loops around and into the chart always starting at point 4 on the bottom, and then ending at point 6 or 5 also also on the bottom (an extra column of sky blues separates the rainbows at the end and covers undiscovered vowel sounds).
The basis of this chart was the assumption that RED is fundamentally linked to the cardinal "Ah" sound, GREEN is linked to the "ee" sound, and BLUE is linked to the "oo" sound. In Vitaly Vetash's Colorbet, he links BLUE to "ee" and GREEN to "oo" but that is merely based on the sounds in the words for those colors in the Russian language and the tendency of Russians to make those associations.
However, it is better to follow the English color words that link to the "oo" and "ee" sounds because of the added associative value connecting the "oo" to blowing wind sounds which evokes the color blue, and the "ee" to eating an chewing which evokes "green" things we eat.
Click on the image to enlarge it and to see it clearly.
Thoth
Background Images for Chinese Tones
For a flat tone, it might be nice to have a picture with flat cobble stone walkways, or nothing special added to the pictures at all.
For the Falling then Rising tone, a Chinese Silk Lantern like this would be perfect:
![](data:image/jpeg;base64,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)
If there are such things as Rising-Failing Tones (maybe in a diphthong situation), some evergreen fur tree would be perfect picture background with branches shaped like this: ^
For rising tones, it would make sense to have highrise buildings in the background, or a staircase of some kind.
For failing tones, it would be great to have the picture set at night with shooting stars, or the scenes could be by an entrance to a subway going underground.
For the Falling then Rising tone, a Chinese Silk Lantern like this would be perfect:
If there are such things as Rising-Failing Tones (maybe in a diphthong situation), some evergreen fur tree would be perfect picture background with branches shaped like this: ^
For rising tones, it would make sense to have highrise buildings in the background, or a staircase of some kind.
For failing tones, it would be great to have the picture set at night with shooting stars, or the scenes could be by an entrance to a subway going underground.
Saturday, June 25, 2011
A Vision is Born: May we change the world!
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