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Swim Smooth is the world's leading swim coaching system,. We fundamentally believe that every swimmer is an individual and should be treated as such.. by a swim stroke analysis in an interactive group setting; Pool session teaching you .
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Swim Smooth 039 S Catch Masterclass DVDtorrentrapidsharerar. The show's masterclass hosts, Adam Young and Paul Newsome, will have catch interviews .
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Full and comprehensive catch analysis that includes detailed "all-around swim sequence" analysis for every single swimmer, in every single race.
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Swim Smooth is the world's leading swim coaching system,. We fundamentally believe that every swimmer is an individual and should be treated as such.. by a swim stroke analysis in an interactive group setting; Pool session teaching you .
Development and teaching of a number of individual swim stroke techniques that are appropriate for all levels and ages.
Developing a good catch technique and feel for the water is extremely elusive for most swimmers but is the key to improving your speed and efficiency in the .
Developing a good catch technique and feel for the water is extremely elusive for most swimmers but is the key to improving your speed and efficiency in the .
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Nick Manoloff - Spanish Guitar Method (Book 1) by Nick Manoloff · Free A comprehensive method for the Spanish guitar, playing popular and classical music, with exercises and progressions that.
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Spanish Guitar Method Book 1: Nick Manoloff´s classic method by Nick Manoloff - the famous Spanish songbook for guitar.. Download today. · Nick Manoloff: Guitar Lessons - Learn to Play Spanish Guitar.
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SQL regular expression to extract text from a string that matches a pattern

I have a field in my SQL table that contains a serialized XML, which is in exactly this form:
| Title   |
----------------
| Text    |
----------------

The Title field is of type nvarchar(255).
There can be multiple rows with the same Title.
What I want to do is return the Title of the row that contains the shortest content. This means that I need to extract the content into a temporary table.
Note:
I tried solutions similar to these:

SQL - Select record with the shortest value
SQL - Getting MAX record in a table

but they do not work because they all return the same row with the title Text, which is not what I want.
I was thinking of this:
SELECT MAX(LEN(TEXT)) AS Title
FROM Table1
WHERE TEXT LIKE '%Text%'

but I have no idea how to implement this in SQL.
EDIT:
I realized that the above solution will not work if there are multiple rows with the same Title. In that case it would be nice if the solution can still return me the row with the title Text, even though it is not the shortest.

A:

You can use the Group By in combination with the ROW_NUMBER, you can find more information here:
select Title, MIN(text)
FROM (
    SELECT Title, text,
           ROW_NUMBER() OVER (PARTITION BY Title ORDER BY LEN(TEXT)) RN
    FROM Table1
) WHERE RN = 1
GROUP BY Title

The ROW_NUMBER starts with 1 because you want the smallest record for each Title. The WHERE condition selects only the record with the smallest text size.
SQL Server Code:
select Title, MIN(text)
FROM (
    SELECT Title, text,
           ROW_NUMBER() OVER (PARTITION BY Title ORDER BY LEN(text)) RN ee730c9e81
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Nick Manoloff (1898-1969) was a manufacturer of steels/tone bars for stringed instruments to. It is a thermosetting phenol formaldehyde resin, formed from an elimination reaction of phenol with formaldehyde.. Book 1. (1933); Nick Manoloff's Spanish Guitar Method - Book 3. (1934); Hawaiian Guitar Supplement (1934) .
Nick Manoloff (1898-1969) was a manufacturer of steels/tone bars for stringed instruments to. It is a thermosetting phenol formaldehyde resin, formed from an elimination reaction of phenol with formaldehyde.. Book 1. (1933); Nick Manoloff's Spanish Guitar Method - Book 3. (1934); Hawaiian Guitar Supplement (1934) .
Nick Manoloff (1898-1969) was a manufacturer of steels/tone bars for stringed instruments to. It is a thermosetting phenol formaldehyde resin, formed from an elimination reaction of phenol with formaldehyde.. Book 1. (1933); Nick Manoloff's Spanish Guitar Method - Book 3. (1934); Hawaiian Guitar Supplement (1934) .
Nick Manoloff (1898-1969) was a manufacturer of steels/tone bars for stringed instruments to. It is a thermosetting phenol formaldehyde resin, formed from an elimination reaction of phenol with formaldehyde.. Book 1. (1933); Nick Manoloff's Spanish Guitar Method - Book 3. (1934); Hawaiian Guitar Supplement (1934) .
Nick Manoloff (1898-1969) was a manufacturer of steels/tone bars for stringed instruments to. It is a thermosetting phenol formaldehyde resin, formed from an elimination reaction of phenol with formaldehyde.. Book 1. (1933); Nick Manoloff's Spanish Guitar Method - Book 3. (1934); Hawaiian Guitar Supplement (1934) .
The guitar-playing and corresponding rhythmic idea-thoughts- is built up by the possibil- ities of a careful study of the Flemish methods of. this Method. Another favourite, the Manoloff, is English; but I have had stud- ies, 1st in the Nick Manoloff, and 2nd in the method of Jacob.Schapira (more spanish guitar exercises game for beginners), and I have equally. 1931- ee730c9e81

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Derivative of a function of two variables w.r.t. one variable

I'm in the process of learning about functions of several variables. My question is that, if a function $f(x_1,x_2,\ldots,x_n)$ depends on multiple variables how do I find its derivative with respect to one of those variables?
For example, I want to find the derivative of 
$f(x,y) = xy$
with respect to $x$. I know there is a simple way of doing it by substituting $x$ for $x_1$ and using the chain rule, but I was wondering if there is a more general way that allows me to differentiate in any way, e.g. with respect to $y$, using the chain rule.

A:

If you want to differentiate a function with respect to a given variable, you are actually defining the partial derivative of that function. 
From what you want to derive, it seems that you're looking for the gradients, however there is already a comprehensive introduction to gradients over there.
In particular, $y$ is the only variable, and we want to find the derivative of $xy$ with respect to $y$. Let's denote this derivative by $Df(y)$, and write the function as $f(x,y) = xy$. To make it explicit, the derivative becomes
$$
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