It all started with a calendar. Way back in college, I enjoyed realizing that 4 * 7 * 13 equals 364, almost a whole year. I related it to a deck of cards (four suits/seasons, seven days in a week, thirteen cards in a suit, 52 weeks in a year/cards in a deck). I further realized that 4, 7 and 13 are part of a number sequence where each number is (2n-1) of the preceding number. Thus the sequence continues with 25, 49 and 97. I combined this number sequence into a cyclical calendar of four days in a fourday, seven fourdays in a month, thirteen months in a year (plus an intercalary day), 25 years in a Cycle (plus intercalary days) and 49 Cycles in a Great Cycle (plus intercalary days). For many years, I kept a physical version of this calendar and spun the dials every day. In college, I also was interested in languages. During my senior year, I created a language where the phonemes were linked to the calendar. There were seven consonants and four vowels, forming 28 possible syl...