The process of managing your online reputation or “word of mouth” on the world wide web that people use in their decision to find more information about you and/or your business. This process involves utilizing many of the same techniques used in search engine optimization (SEO).
The landscaping company hired a firm to provide reputation management so that customers are given the right first impression when searching for their company online.
by Web Reputation Builders July 29, 2011
Get the Reputation Management mug.A word which, depending on the context, can imply sluttiness. If someone says a girl has a 'reputation' there's only one thing they can be talking about.
by yupp395178 October 1, 2012
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by Jon December 8, 2004
Get the peepulation mug.A reputation nerd is a preson whose post count on a forum speaks about his lack of social life. He is very famous on that particular forum, altough 95% of his posts usually have no substance. He is not a troll, but can choose to be, and others will still tolerate it. His messages are the filler junk you have to scroll through to get to the useful posts about a subject. He replies to every subject on the forum, even if he doesn't know anything about it, just for the sake of commenting.
On occasion, other reputation nerds with not so much thousands of posts will agree with the dominant alpha-nerd just to get his approval, and that is the difference between him and a troll. But the reputation nerd doesn't care, or rarely shows any emotion at all. If he does show emotion, it is usually fake and exaggurated.
On occasion, other reputation nerds with not so much thousands of posts will agree with the dominant alpha-nerd just to get his approval, and that is the difference between him and a troll. But the reputation nerd doesn't care, or rarely shows any emotion at all. If he does show emotion, it is usually fake and exaggurated.
In this case, Kid A is the reputation nerd
Kid B (10 posts): I'm looking for this game (explains game)
Kid A (10 thousand posts): It's torchlight rofl
Kid B: Oh, thanks man
Kid A: no I was joking, it is not torchlight. I don't know what it is.
Kid B (10 posts): I'm looking for this game (explains game)
Kid A (10 thousand posts): It's torchlight rofl
Kid B: Oh, thanks man
Kid A: no I was joking, it is not torchlight. I don't know what it is.
by incognito33 December 10, 2011
Get the Reputation Nerd mug.The misperception of one's own personhood.
A (psychological) anxiety disorder in which the affected person is excessively complementary of his or her own character; has an exaggerated sense of self-worth and importance; overvalues his or her intellect, talents and beauty; and overestimates his or her popularity.
A (psychological) anxiety disorder in which the affected person is excessively complementary of his or her own character; has an exaggerated sense of self-worth and importance; overvalues his or her intellect, talents and beauty; and overestimates his or her popularity.
If George W. Bush thought he is universally loved he would clearly be suffering from a case of reputation dysmorphia.
by Videlma December 4, 2010
Get the reputation dysmorphia mug.Preparation is defined as the process of getting something or someone ready for an action or a presentation. It is simply those things done before the occurrence of an event. Besides, it is usually done or made to ensure excellence and success at last. -Emeasoba George
Preparation is synonymous with arrangement.
by Emeasoba George July 14, 2018
Get the Preparation mug.1.) Berger's First Permutation Principle of Divisibility states that all permutations greater than 3! are evenly divisible by 6.
2.) Berger's Second Permutation Principle of Divisibility states that all permutations greater than 4! are evenly divisible by 12.
The "!" is mathematically denoted as "factorial."
2.) Berger's Second Permutation Principle of Divisibility states that all permutations greater than 4! are evenly divisible by 12.
The "!" is mathematically denoted as "factorial."
1.) In Berger's Permutation Principles of Divisibility, 3!-a! are ALL divisible by 6 a y number of times.
2.) In Berger's Permutation Principles of Divisibility, 4!-n! are ALL divisible by 12 an x number of times.
2.) In Berger's Permutation Principles of Divisibility, 4!-n! are ALL divisible by 12 an x number of times.
by 3VegasBerger343 November 16, 2011
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