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Windows 2003 server SP1 – how to update to Windows Server 2008 R2

I have Windows 2003 server that has Security Updates 03/31/2010 applied.
I found out yesterday that the update is 01/15/2012.
How can I

download the Windows 2008 R2 SP1 from Microsoft and install it (and set the SP1)
get the same Security update 03/31/2010 applied

A:

The Security Updates for Windows Server 2003 – SP1 will be the first security bulletin beginning with KB. The patch referred to in the bulletin as “KB929819” in English will be a download for Windows Server 2008 R2 SP1, but will not cover Security Updates 03/31/2010 applied.
The Security Updates for Windows Server 2003 – SP2 will be all about Windows Server 2008 R2.
The Security Updates for Windows Server 2003 – SP3 will be all about Windows Server 2012.

From a technical point of view, Windows Server 2003 is no longer supported since 18 March 2015. New security updates for Windows Server 2003 will be issued to customers until 18 October 2015.

A:

The Security Updates for Windows Server 2003 – SP1 will be the first security bulletin beginning with KB. The patch referred to in the bulletin as “KB929819” in English will be a download for Windows Server 2008 R2 SP1, but will not cover Security Updates 03/31/2010 applied.
The Security Updates for Windows Server 2003 – SP2 will be all about Windows Server 2008 R2.
The Security Updates for Windows Server 2003 – SP3 will be all about Windows Server 2012.
The Security Updates for Windows Server 2003 – R2 will be all about Windows Server 2008 R2.

A:

To Install the Windows Server 2008 R2 update, simply go to the Windows Server 2008 R2 download page and click Download new updates on the Server Installation type screen. The download should start immediately, no installation required.

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The first two terms on the right side are considered the estimation error: $\Delta
r\left( z_{n},z\right) $and $\Delta u\left( z_{n},z\right).$ We compare the approximated values of $\Delta r\left( z_{n},z\right) $ and $\Delta
u\left( z_{n},z\right) $ with the exact solution of the equation (\[Dirichlet\]), and we approximate the main memory in $C_{m}=C_{m}^{0}.$

We assume that the map $s\left( X_{n-1},X\right) $ is of order $r+1$ and $u\left( X_{n-1},X\right) $ is of order $u+1$. Thus, we obtain

$$\Delta r\left( z_{n},z\right) =\left( \Psi _{2}^{0}\right) ^{T}D_{\Psi
}^{ -T}\Psi _{3}^{0}+O\left( \left\vert \Psi _{2}\right\vert ^{2}\right)
+O\left( \left\vert \Psi _{3}\right\vert \right). \label{Dirichlet2}$$

and

$$\Delta u\left( z_{n},z\right) =\left( \Psi _{2}^{0}\right) ^{T}D_{\Psi
}^{ -T}\Psi _{4}^{0
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