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A heterogram (from hetero-, meaning 'different', + -gram, meaning 'written') is a word, phrase, or sentence in which no letter of the alphabet occurs more than once. The terms isogram and nonpattern word have also been used to mean the same thing. [1] [2] [3] It is not clear who coined or popularized the term "heterogram".
Palindrome: a word or phrase that reads the same in either direction; Pangram: a sentence which uses every letter of the alphabet at least once; Tautogram: a phrase or sentence in which every word starts with the same letter; Caesar shift: moving all the letters in a word or sentence some fixed number of positions down the alphabet
For example, Poe's poem The Raven contains no Z, but there is no evidence that this was intentional. A pangrammatic lipogram is a text that uses every letter of the alphabet except one. For example, "The quick brown fox jumped over the lazy dog" omits the letter S, which the usual pangram includes by using the word jumps.
There are also pairs which ignore case and include both initialisms and regular words, e.g., US and us. [citation needed] Heteronyms also occur in non-alphabetic languages. For example, 20% of the 2400 most common Chinese characters have multiple readings; [1] [2] [3] e.g., 行 can represent háng 'profession' or xíng 'OK'.
Scrambling is a syntactic phenomenon wherein sentences can be formulated using a variety of different word orders without a substantial change in meaning. Instead the reordering of words, from their canonical position, has consequences on their contribution to the discourse (i.e., the information's "newness" to the conversation).
At the top - Contacts that you've interacted with the most will be displayed first, followed by contacts with fewer interactions (sent emails). This is not in alphabetical order. In Between - Contacts with no interactions will be displayed in alphabetical order. At the bottom - Contact lists will be displayed in alphabetical order.
The monoid of words over an alphabet A is the free monoid over A. That is, the elements of the monoid are the finite sequences (words) of elements of A (including the empty sequence, of length 0), and the operation (multiplication) is the concatenation of words. A word u is a prefix (or 'truncation') of another word v if there exists a word w ...
1. Click the Settings icon | select More Settings. 2. Click Filters. 3. Click Add new filters. 4. Enter the filter name, set the filter rules, and choose or create a folder for the emails.