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<body class='hmmessage'><div dir='ltr'>Hello Mohsen,<br><br>It sure gave me a back to white colorramp, but that was not exactly what i wanted =) <br>Below is a plot with my problem;<br><br><img src="data:image/png;base64,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" alt="" height="436" width="787"><br><br>There is a colorbar, but the values does not show... (because they are white). Do you know how to make the values black? I want to keep the colors, the only thing i want is the values on the right hand side of the bar =)<br><br>Kind Regards <br>Marie <br><i>&nbsp;</i><br><br><div><hr id="stopSpelling">From: soltani.clima@gmail.com<br>Date: Wed, 29 May 2013 06:04:33 -0700<br>To: gradsusr@gradsusr.org<br>Subject: Re: [gradsusr] cbar.gs<br><br><div dir="ltr"><div class="ecxgmail_default" style="font-family:arial,helvetica,sans-serif;">Hi Marie,</div><div class="ecxgmail_default" style="font-family:arial,helvetica,sans-serif;"><br></div><div class="ecxgmail_default" style="font-family:arial,helvetica,sans-serif;">

The following rgb will end up with a black to while colorramp:</div><div class="ecxgmail_default" style="font-family:arial,helvetica,sans-serif;"><br></div><div class="ecxgmail_default"><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 16 245 245 245'</font></div>

<div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 17 230 230 230'</font></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 18 215 215 215'</font></div>

<div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 19 200 200 200'</font></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 20 185 185 185'</font></div>

<div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 21 170 170 170'</font></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 22 155 155 155'</font></div>

<div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 23 140 140 140'</font></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 24 125 125 125'</font></div>

<div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 25 105 105 105'</font></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 26 85 85 85'</font></div>

<div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 27 65 65 65' &nbsp; &nbsp;</font></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 28 45 45 45' &nbsp; &nbsp;</font></div>

<div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 29 25 25 25'</font></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">&nbsp; &nbsp; &nbsp; &nbsp; 'set rgb 30 5 5 5'&nbsp;</font></div>

<div class="ecxgmail_default"><br></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">and also you need to define ccolor and probably clevs. For example:</font></div><div class="ecxgmail_default">

<font face="arial, helvetica, sans-serif"><br></font></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">'set clevs .. .. .. .. ..'</font></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif"><div class="ecxgmail_default">

'set ccols 16 17 18 .. .. .. '</div><div><br></div></font></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">Hope it helps!</font></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif"><br>

</font></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif">Mohsen</font></div><div class="ecxgmail_default"><font face="arial, helvetica, sans-serif"><br></font></div></div></div><div class="ecxgmail_extra">

<br clear="all"><div><div dir="ltr"><span><span style="font-size:11.0pt;line-height:115%;font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;color:#888888;"></span></span><span><span dir="RTL" style="font-size:11.0pt;line-height:115%;font-family:&quot;Arial&quot;,&quot;sans-serif&quot;;color:#888888;" lang="AR-SA"><span></span></span></span>--<div>

some are weather-wise some are otherwise!</div><div>--<br>Best Wishes,&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <br>(Mr.) Mohsen Soltani<br>Climatology Grad Student (M.Sc.),<br>Faculty of Geography, University of Tehran, Tehran, Iran<br>

Tel: (+98) 9119772934<br>e-mail: <a href="mailto:soltani.clima@gmail.com" target="_blank">soltani.clima@gmail.com</a><br></div></div></div>
<br><br><div class="ecxgmail_quote">On Wed, May 29, 2013 at 5:36 AM, Marie Staerk <span dir="ltr">&lt;<a href="mailto:mariestaerk@hotmail.com" target="_blank">mariestaerk@hotmail.com</a>&gt;</span> wrote:<br><blockquote class="ecxgmail_quote" style="border-left:1px #ccc solid;padding-left:1ex;">




<div><div dir="ltr">Hello, <br><br>I am having a white background and uses a color legend. That results in that the values next to the legend do not show since the normally are white.<br><br>Is there a simple command that I can use in my .gs file which change the color on the values from white to black? <br>

<br>Kind Regards <br><span class="ecxHOEnZb"><font color="#888888">Marie <br>                                               </font></span></div></div>
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