id,summary,reporter,owner,description,type,status,priority,milestone,component,version,resolution,keywords,cc
11666,Editor changing pasted text from word formatting,Naresh Kallamadi,,"CKEditor version : 3.6.2
Content pasted from word that contains indented bullet points end up having the formatting messed up when pasted into the editor. Attached is a copy of the word content and the result.
I pasted the following data from word :
Important points in 7.5.4:
o Understanding Discrete vs. Continuous
o For a Continuous Random Variable, probabilities of an interval of values are represented by areas (that are sectioned off by vertical slices).
o For a Continuous Random Variable the probability that X=(any specific value) = 0. For a continuous variable there are an infinite number of
o ""expected value"" is a term that means the mean (average)
o the mean (“expected value”) is the ""balance point"" of the area
After pasting the above data in ckeditor it will change like below
Important points in 7.5.4:
o Understanding Discrete vs. Continuous
o For a Continuous Random Variable, probabilities of an interval of values are represented by areas (that are sectioned off by vertical slices).
o For a Continuous Random Variable the probability that X=(any specific value) = 0. For a continuous variable there are an infinite number of
o ""expected value"" is a term that means the mean (average)
o the mean (“expected value”) is the ""balance point"" of the area
Source code like below :
Important points in 7.5.4:

- Understanding Discrete vs. Continuous

- For a Continuous Random Variable, probabilities of an interval of values are represented by areas (that are sectioned off by vertical slices).

- For a Continuous Random Variable the probability that X=(
*any specific value*) = 0. For a continuous variable there are an infinite number of possible values the variable can have. Even if you think of each one as equally likely (as in a Uniform Distribution), the probability of any one particular value is 1/(infinity) which is 0.

- "
*expected value*" is a term that means the mean (average)

- the mean (“expected value”) is the "balance point" of the area

so can any one tell me,
How to resolve it.
",Bug,closed,Normal,,General,,duplicate,,