﻿<?xml version="1.0" encoding="utf-8"?><rss xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:wfw="http://wellformedweb.org/CommentAPI/" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:atom="http://www.w3.org/2005/Atom" xmlns:sy="http://purl.org/rss/1.0/modules/syndication/" xmlns:media="http://search.yahoo.com/mrss/" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" version="2.0"><channel><title>Intersoft Community - WebCombo - How to set the height of a combo</title><link>http://www.intersoftsolutions.com/Community/WebCombo/How-to-set-the-height-of-a-combo/</link><description /><generator>http://www.intersoftsolutions.com</generator><language>en</language><copyright>Copyright 2002 - 2015 Intersoft Solutions Corp. All rights reserved.</copyright><ttl>60</ttl><item><title>How to set the height of a combo</title><link>http://www.intersoftsolutions.com/Community/WebCombo/How-to-set-the-height-of-a-combo/</link><pubDate>Wed, 30 Sep 2015 13:29:49 GMT</pubDate><dc:creator>Olena</dc:creator><description>&lt;p&gt;In firefox (version 41.0) &lt;b&gt;ResultBoxHeight="0" &lt;/b&gt;doesn't work correctly, dropdown is not showing. In IE 11 and chrome looks fine.&lt;br&gt;Maybe someone has some solutions, workaounds, anything?&lt;/p&gt;</description></item><item><title>How to set the height of a combo</title><link>http://www.intersoftsolutions.com/Community/WebCombo/How-to-set-the-height-of-a-combo/</link><pubDate>Mon, 14 Sep 2015 02:13:28 GMT</pubDate><dc:creator>yudi@intersoftpt.com</dc:creator><description>&lt;p&gt;&lt;span style="color: #1f497d;"&gt;I modified &lt;strong&gt;wcCategory&lt;/strong&gt; WebCombo in &lt;strong&gt;WebGridIntegration.aspx&lt;/strong&gt; sample file of WebCombo by setting &lt;strong&gt;ResultBoxHeight="0"&lt;/strong&gt;. The snippet code of wcCategory now looks like following:&lt;/span&gt;&lt;/p&gt;&lt;pre&gt;&amp;lt;ISWebCombo:WebCombo ID="wcCategory" runat="server" UseDefaultStyle="True"
    DataMember="Categories" DataTextField="CategoryName" DataValueField="CategoryID"
    Height="20px" Width="200px"&amp;gt;
    &amp;lt;LayoutSettings ResultBoxHeight="0" /&amp;gt;
    &amp;lt;Columns&amp;gt;
        &amp;lt;ISWebCombo:WebComboColumn BaseFieldName="CategoryName" Bound="False"
            HeaderText="CategoryName" Name="CategoryName" /&amp;gt;
        &amp;lt;ISWebCombo:WebComboColumn BaseFieldName="CategoryID" Bound="False"
            HeaderText="CategoryID" Name="CategoryID" /&amp;gt;
    &amp;lt;/Columns&amp;gt;
&amp;lt;/ISWebCombo:WebCombo&amp;gt;&lt;/pre&gt;
&lt;p&gt;&lt;span style="color: #1f497d;"&gt;Save the changes and view the page in browser. The height of wcCategory WebCombo's result box now grows as much as the items available inside ResultBox.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="color: #1f497d;"&gt;Should you have different scenario, please feel free to let us know.&lt;/span&gt;&lt;/p&gt;</description></item><item><title>How to set the height of a combo</title><link>http://www.intersoftsolutions.com/Community/WebCombo/How-to-set-the-height-of-a-combo/</link><pubDate>Fri, 11 Sep 2015 14:20:01 GMT</pubDate><dc:creator>carbonat</dc:creator><description>&lt;p&gt;Hi Bernard,&lt;/p&gt;&lt;p&gt;I did the way you suggested but the Dropdown has dissapeared.&lt;/p&gt;&lt;p&gt;I guess, this is because it understand it as height=0px but not as "auto". I use new release 2015.&lt;/p&gt;&lt;p&gt;Is there any way out?&lt;/p&gt;&lt;p&gt;Thanks&lt;/p&gt;</description></item><item><title>How to set the height of a combo</title><link>http://www.intersoftsolutions.com/Community/WebCombo/How-to-set-the-height-of-a-combo/</link><pubDate>Mon, 15 Jul 2013 21:25:50 GMT</pubDate><dc:creator>bernard</dc:creator><description>&lt;p&gt;Hi armore1972,&lt;/p&gt;&lt;p&gt;Glad that you have solved your problem. If you have any further question, please don't hesitate to ask us.&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;Regards,&lt;br /&gt;Bernard&lt;/p&gt;</description></item><item><title>How to set the height of a combo</title><link>http://www.intersoftsolutions.com/Community/WebCombo/How-to-set-the-height-of-a-combo/</link><pubDate>Mon, 15 Jul 2013 05:15:25 GMT</pubDate><dc:creator>armore1972</dc:creator><description>Thanks &lt;br /&gt;It works!!!&lt;img style="border: medium none;" src="http://www.intersoftpt.com/WebResources/Images/Community/Editor/smiley1.gif" id="" /&gt; </description></item><item><title>How to set the height of a combo</title><link>http://www.intersoftsolutions.com/Community/WebCombo/How-to-set-the-height-of-a-combo/</link><pubDate>Thu, 11 Jul 2013 03:10:29 GMT</pubDate><dc:creator>bernard</dc:creator><description>&lt;p&gt;Hi Armore1972,&lt;/p&gt;&lt;p&gt;I think you can do this by using ResultBoxHeight property in LayoutSettings. By using this property, I set its property to 0 then the ResultBoxHeight will growing as much as the items that you got inside the ResultBox. Or if you want to specify its height in client side you can use OnShowDropDown client side event. The function should be like this:&lt;/p&gt;&lt;pre&gt;function WebCombo1_OnShowDropDown(controlId, left, top, width, height) {
    var WebCombo1 = ISGetObject(controlId);
    window.setTimeout(function () { WebCombo1.GetTData().parentElement.parentElement.style.height = ""; WebCombo1.GetTData().parentElement.style.height = ""; }, 100);
    return true;
}&lt;/pre&gt;
&lt;p&gt;Hope this helps.&lt;/p&gt;
&lt;p&gt;Regards,&lt;br /&gt;Bernard&lt;/p&gt;</description></item><item><title>How to set the height of a combo</title><link>http://www.intersoftsolutions.com/Community/WebCombo/How-to-set-the-height-of-a-combo/</link><pubDate>Wed, 10 Jul 2013 09:45:25 GMT</pubDate><dc:creator>armore1972</dc:creator><description>Hi to all, i have a combo &lt;em&gt;Del&lt;/em&gt;&amp;nbsp; with only two item, but when i open it i notice that is very long&lt;br /&gt;
&lt;p&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/p&gt;
&lt;p&gt;the height of this combo seems has the same height the combo used for the product Number (the height for this combo is correct)&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/p&gt;
&lt;p&gt;Is it possibile to reduce the height of the &lt;em&gt;Del&lt;/em&gt; combo?&lt;/p&gt;
&lt;p&gt;Thanks in advance &lt;br /&gt;&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;armore1972&lt;br /&gt;&lt;/p&gt;</description></item></channel></rss>