If you need some server-side code that echos back the content with
Content-Disposition set appropriately, you can put it in the google
app engine project that I built to fetch the blog and mailing list
feeds. Just let me know once the code is there and I'll update it.

http://svn.mochikit.com/mochikit.com/trunk/mochikit-dot-com/

-bob

On Wed, Oct 22, 2008 at 7:27 AM, Per Cederberg <[EMAIL PROTECTED]> wrote:
>
> Often, ignoring a problem eventually causes a solution to appear. So
> the other day it just struck me that all we need to do, to enable
> configurable packing, is to parse the packed version into modules. And
> then allow the user to paste them back together.
>
> So I developed a new demo that does that. Now it uses only a packed
> version of MochiKit which it downloads as text and analyzes for
> dependencies. Then creates the corresponding UI.
>
>    http://www.percederberg.net/mochikit/pack.html
>
> As the standard packed version of MochiKit doesn't include DragAndDrop
> and Sortable, I also included those in my source packed version.
>
> The actual download button is still work-in-progress at this point.
> Only works in Firefox and even then just sort-of-works. Will have to
> ponder that a bit more before creating a final version.
>
> Cheers,
>
> /Per
>
> On Mon, Oct 13, 2008 at 11:33 PM, Arnar Birgisson <[EMAIL PROTECTED]> wrote:
>> Hi again,
>>
>> On Mon, Oct 13, 2008 at 22:23, Arnar Birgisson <[EMAIL PROTECTED]> wrote:
>>> Although, there is one outrageous possibility: We could pregenerate
>>> all possible combinations of modules. Now, before you call me crazy,
>>> note that even if 14 modules could potentially mean 2^14~=16k
>>> different combinations, the dependency graph puts severe restrictions
>>> on that. So for fun, I decided to see how many there really are. Given
>>> the dependency specs Per used in the above html file, there are
>>> exactly 1952 possible combinations such that all dependencies are
>>> included :D
>>
>> While I should probably point out that my last message was
>> tongue-in-cheek, there was also a glaring bug in my algorithm. After
>> fixing that and rerunning, the possible combinations are *merely* 817
>> :)
>>
>> The correct code will appear on my blog in a few minutes.
>> http://www.hvergi.net/
>>
>> cheers,
>> Arnar
>>
>
> >
>

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