Is the data saved if we filled something in invisible sections / grids or in invisible control and then hidden them?

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Is the data saved if we filled something in invisible sections / grids or in invisible control and then hidden them?

czajw

Is the data saved if we filled something in invisible sections / grids or in invisible control and then hidden them?

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Re: Is the data saved if we filled something in invisible sections / grids or in invisible control and then hidden them?

Jarosław Kowalewski
Hi,
yes by default all data is saved even controls are hidden. 
I saw that it was possible to delete irrelevant fields during submission but I found that you can specify that when you write in a pure forms or you add attribute in the source code. https://doc.orbeon.com/xforms/submission/submission-extensions#element-relevance-information

No idea if it is supported in Form builder or in process definitions. 

Do you need to clean the data or to delete nodes at all?

//Jarek

czw., 9 lip 2020 o 14:58 Władysław Czaja <[hidden email]> napisał(a):

Is the data saved if we filled something in invisible sections / grids or in invisible control and then hidden them?

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Re: Is the data saved if we filled something in invisible sections / grids or in invisible control and then hidden them?

czajw
I need clean data when I save form. I mean, in my form, I have the situation that the visibility of one section (let's call it section B) depends on the value of the checkbox in another section (let's call it section A). And we can imagine such a situation that the user completing the form will fill something in section B, maybe by mistake (and this will be data that does not have to go to the database), then return to section A and set the checkbox to false, so the section B will not be visible

W dniu czwartek, 9 lipca 2020 22:28:37 UTC+2 użytkownik Jarek napisał:
Hi,
yes by default all data is saved even controls are hidden. 
I saw that it was possible to delete irrelevant fields during submission but I found that you can specify that when you write in a pure forms or you add attribute in the source code. <a href="https://doc.orbeon.com/xforms/submission/submission-extensions#element-relevance-information" target="_blank" rel="nofollow" onmousedown="this.href=&#39;https://www.google.com/url?q\x3dhttps%3A%2F%2Fdoc.orbeon.com%2Fxforms%2Fsubmission%2Fsubmission-extensions%23element-relevance-information\x26sa\x3dD\x26sntz\x3d1\x26usg\x3dAFQjCNELidQEn1IxA8tbwORHPz6GRSE0hg&#39;;return true;" onclick="this.href=&#39;https://www.google.com/url?q\x3dhttps%3A%2F%2Fdoc.orbeon.com%2Fxforms%2Fsubmission%2Fsubmission-extensions%23element-relevance-information\x26sa\x3dD\x26sntz\x3d1\x26usg\x3dAFQjCNELidQEn1IxA8tbwORHPz6GRSE0hg&#39;;return true;">https://doc.orbeon.com/xforms/submission/submission-extensions#element-relevance-information

No idea if it is supported in Form builder or in process definitions. 

Do you need to clean the data or to delete nodes at all?

//Jarek

czw., 9 lip 2020 o 14:58 Władysław Czaja <<a href="javascript:" target="_blank" gdf-obfuscated-mailto="Jqm-iTbPBQAJ" rel="nofollow" onmousedown="this.href=&#39;javascript:&#39;;return true;" onclick="this.href=&#39;javascript:&#39;;return true;">wladysl...@...> napisał(a):

Is the data saved if we filled something in invisible sections / grids or in invisible control and then hidden them?

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Re: Is the data saved if we filled something in invisible sections / grids or in invisible control and then hidden them?

Alessandro  Vernet
Administrator
Hi Władysław,

I think that what you're looking for is covered by the request for
enhancement #3152. I've added a +1 from you, and you'll let me know if I'm
missing anything.

‑Alex

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Re: Is the data saved if we filled something in invisible sections / grids or in invisible control and then hidden them?

Seth

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" alt="" data-iml="160521.73000000766">

You can use this above to erase data that is not visible
On Friday, July 10, 2020 at 2:18:10 PM UTC-5 Alessandro Vernet wrote:
Hi Władysław,

I think that what you're looking for is covered by the request for
enhancement #3152. I've added a +1 from you, and you'll let me know if I'm
missing anything.

‑Alex

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Re: Is the data saved if we filled something in invisible sections / grids or in invisible control and then hidden them?

Seth
if visibility is "
$control1= '1' and $control2 != '3'
"

then calculated value is "
if($control1= '1' and $control2!= '3') then . else ''
"
and 
read only is "
false
"
On Friday, July 10, 2020 at 3:25:57 PM UTC-5 Seth Parkhurst wrote:



You can use this above to erase data that is not visible
On Friday, July 10, 2020 at 2:18:10 PM UTC-5 Alessandro Vernet wrote:
Hi Władysław,

I think that what you're looking for is covered by the request for
enhancement #3152. I've added a +1 from you, and you'll let me know if I'm
missing anything.

‑Alex

-----
--
Follow Orbeon on Twitter: @orbeon
Follow me on Twitter: @avernet
--
Sent from: http://discuss.orbeon.com/

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