Yes! It was so easy.
I did not expect to find that
specialFolderPath("resources")
on desktop went to folder with your stack inside it. Perfect for tDefaultFolder
This did my job! Yay!
on mouseUp
local tImageName, tDestinationPath,tFolder, tDefaultFolder
put specialFolderPath("resources
That’s why I said most!
> On Sep 7, 2020, at 12:05 PM, Pi Digital via use-livecode
> wrote:
>
> Except Black
>
> ... and white.
>
>
>> On 7 Sep 2020, at 18:16, Roger Guay via use-livecode
>> wrote:
>>
>> … and reminding me yet again that most things are never black or white!
>
>
> ___
Except Black
... and white.
> On 7 Sep 2020, at 18:16, Roger Guay via use-livecode
> wrote:
>
> … and reminding me yet again that most things are never black or white!
___
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… and reminding me yet again that most things are never black or white!
> On Sep 7, 2020, at 2:04 AM, Pi Digital via use-livecode
> wrote:
>
> Sure. Draw a circle on a 10x10, 20x20, 100x100, etc grid. Only Whole pixels
> get counted (Pass or 1 in digital binary). Depending on the methodology,
Thank you! This is excellent information for me to keep in mind. And a special
thanks for pointing me to the Gauss Circle Problem.
Roger
> On Sep 7, 2020, at 2:04 AM, Pi Digital via use-livecode
> wrote:
>
> Sure. Draw a circle on a 10x10, 20x20, 100x100, etc grid. Only Whole pixels
> get
I see. You will need to use the full path for tImageName. That will be true for
all of the file names you have stored on your cards and stacks.
With images, the filename can be either the full path or a relative path,
relative to the defaultFolder or the folder the stack is saved in. RevCopy on
Hi all,
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Goal: to get a folder a disk that can be copied to the web server. We have all
kinds of files on disk. So, I am trying to copy a list of filename in the cards
of stack. It can't that hard. But I think the method for doing the
tRelativeName of filename is "broken" where are get the defaultFolder.
Sure. Draw a circle on a 10x10, 20x20, 100x100, etc grid. Only Whole pixels get
counted (Pass or 1 in digital binary). Depending on the methodology, either 1)
only those within the circle line (complete) or 2) those on the line itself
and within it (incomplete).
In your example, a 200x200 cir