In order to get more accurate results, our search has the following Google-Type search functionality:
If you use '+' in front of a word, then that word will be present in the search results.
ex: Harry +Potter will return results with the word 'Potter'.
If you use '-' in front of a word, then that word will be absent in the search results.
ex: Harry -Potter will return results without the word 'Potter'.
If you use 'AND' between two words, then both of those words will be present in the search results.
ex: Harry AND Potter will return results with both 'Harry' and 'Potter'.
If you use 'OR' between two words, then bth of those words may or may not be present in the search results.
ex: Harry OR Potter will return results with just 'Harry', results with just 'Potter' and results with both 'Harry' and 'Potter'.
If you use 'NOT' before a word, then that word will be absent in the search results.
ex: Harry NOT Potter will return results without the word 'Potter'.
Placing '""' around words will perform a phrase search. The search results will contain those words in that order.
ex: "Harry Potter" will return any results with 'Harry Potter' in them, but not 'Potter Harry'.
Using '*' in a word will perform a wildcard search. The '*' signifies any number of characters. Searches can not start with a wildcard.
ex: Pot*er will return results with words starting with 'Pot' and ending in 'er'. In this case, 'Potter' will be a match.
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"Not A Wake" is a collection of poetry, short stories, a play, a movie script, crossword puzzles and other surprises, constructed according to a unique principle: counting the number of letters in successive words of the text (the first word has 3 letters, the next word has 1 letter, the next word has 4 letters, and so on) reveals the first 10,000 digits of the famous mathematical number pi (3.14159265358979...). Fans of the number pi, constrained writing (such as Georges Perec's "La Disparition"), wordplay, puzzles, or experimental prose and poetry will find much to savor in this, the first book-length work based on the pi constraint.