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Εικόνα εταιρικού λογότυπου σε email

Philippe

Από τον Philippe
στο Web Design - Development

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Philippe Mentor

Philippe

Δημοσ.
Δημοσ. (επεξεργασμένο)

Για να μην μπλοκάρεται το logo που βάζω στην υπογραφή των emails θέλει κάποια μετατροπή σε html? Υπάρχει κάποιο tool (paid/ free) για αυτή τη δουλειά;

Ευχαριστώ για την όποια βοήθεια :)

 

 


Αυτό είναι περίπου το source της υπογραφής στο Outlook Express (Windows Mail) που χρησιμοποιώ:

<META HTTP-EQUIV="Content-Type" CONTENT="text/html;charset=iso-8859-1">
<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN">
<HTML><HEAD>
<META content="text/html; charset=iso-8859-1" http-equiv=Content-Type>
<META name=GENERATOR content="MSHTML 10.00.9200.16576">
<STYLE></STYLE>
</HEAD>
<BODY bgColor=#ffffff><FONT face=Verdana><FONT size=2>
<DIV>
<HR>
</DIV>
<DIV><A href="http://www.mywebsite.gr"><IMG border=0 hspace=0 
alt="Hello kitty! You're so pretty!" 
src="c://program files/windows mail/prettykitty.png"></A></DIV>
<DIV>
<DIV> </DIV></FONT></FONT>
</BODY></HTML> 

 

Επεξ/σία από Philippe
Philippe Mentor

Philippe

Δημοσ.
  • Μέλος
Δημοσ. (επεξεργασμένο)

Ευχαριστώ, θα δοκιμάσω να το ανεβάσω σε κανένα server της google!

Απ' ό,τι διαβάζω πάντως, είναι πολύ δύσκολο πλέον να καταφέρεις να εμφανίζεται μια εικόνα κατευθείαν και εξαρτάται από πολλά. Είμαι και σχεδόν άσχετος..

 

 

post-289428-0-95413700-1508022775_thumb.png

 

 

 

 

Δοκίμασα να έχω την εικόνα σε base64 αλλά χειρότερα τα πράγματα σε 2-3 clients που έπαιξα λίγο.

 

 

post-289428-0-67809900-1508024407_thumb.png

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

 

 

 

 

Ίσως με ASCII Art?

 

 

post-289428-0-73051100-1508024217_thumb.png

<code><span style="display:block;line-height:8px; font-size: 8px; font-weight:bold;white-space:pre;font-family: monospace;color: black; background: white;"><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> 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</span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> 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</span><span style="color:rgb(255 , 255 , 255);"> </span><span style="color:rgb(255 , 255 , 255);"> </span>
 

 

 

 

 

 

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