Hi,
When I import a HTML file, by an OpenFileDIalog and a HTMLFormatProvider, in my project or in your demo, The display is not correct when rendering word with accent and it doesn't display an image even embedded in base64.
Here is the html file content:
Best Regards
When I import a HTML file, by an OpenFileDIalog and a HTMLFormatProvider, in my project or in your demo, The display is not correct when rendering word with accent and it doesn't display an image even embedded in base64.
Here is the html file content:
<!DOCTYPE HTML>
<!-- yARANAdviceTemplate -->
<
html
>
<
header
>
<
Title
>Visualisation du conseil|N|[parcelleLabel]</
Title
>
</
header
>
<
body
align
=
'center'
>
<
div
id
=
'HeaderDiv'
>
<!-- 1e row -->
<
table
width
=
'100%'
>
<
tr
align
=
'right'
>
<
td
colspan
=
'3'
>
<
input
type
=
'button'
id
=
'BExport'
name
=
'BExport'
value
=
'Télécharger'
onclick
=
'Export();'
/>
</
td
>
<
tr
/>
<
tr
>
<
td
width
=
'20%'
align
=
'left'
>
</
td
>
<
td
width
=
'60%'
align
=
'center'
>
<
H1
>[title]</
H1
>
<
H2
>{Parcelle,Campaign}</
H2
>
</
td
>
<
td
width
=
'20%'
align
=
'right'
>
</
td
>
</
tr
>
</
table
>
<!-- 2e row -->
<
table
align
=
'center'
width
=
'90%'
>
<
tr
>
<
td
valign
=
'top'
align
=
'center'
>
<
table
>
<
tr
>
<
td
align
=
'left'
colspan
=
'2'
>Exploitation : [exploitationLabel]</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
colspan
=
'2'
>Parcelle : <
b
>[parcelleLabel]</
b
></
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
colspan
=
'2'
>Ilot : [ilotLabel]</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Surface : [area]</
td
>
<
td
align
=
'left'
> [workingArea]</
td
>
</
tr
>
</
table
>
</
td
>
<
td
valign
=
'top'
align
=
'center'
>
<
table
>
<!--<
tr
>
<
td
align
=
'left'
>Date du conseil : [adviceDate]</
td
>
</
tr
>-->
<
tr
>
<
td
align
=
'left'
>Localisation : {CaracMenu,CBPRALabel}</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Commune : [communeLabel]</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Type de sol : {CaracMenu,CBGroundLabel}</
td
>
</
tr
>
</
table
>
</
td
>
</
tr
>
</
table
>
<!-- 3e row -->
<
table
align
=
'center'
width
=
'95%'
>
<
tr
>
<
td
>
<
table
align
=
'center'
>
<
tr
>
<
td
align
=
'left'
>Culture : {CultMenu,ExpectedCultMenu,CBCultureLabel}</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Variété : {CultMenu,ExpectedCultMenu,xCBVarietyVisioplaineLabel}</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Objectif rdt : [productivity]</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Semis : {OM2,ExpectedOM2,DPSeedlings}</
td
>
</
tr
>
</
table
>
</
td
>
<
td
>
<
table
align
=
'center'
>
<
tr
>
<
td
align
=
'left'
>CIPAN : !Interculture,MadeInterculture,xCBCIPANVisioplaineLabel!</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Développement : {Interculture,MadeInterculture,xCBVegetationVisioplaineLabel}</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Implantation : {Interculture,MadeInterculture,DPImplantation}</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Destruction : {Interculture,MadeInterculture,DPDestruction}</
td
>
</
tr
>
</
table
>
</
td
>
<
td
>
<
table
align
=
'center'
>
<
tr
>
<
td
align
=
'left'
>Précédent : {CultMenu,MadeCultMenu,CBCultureLabel}</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Résidus : {OM3,MadeOM3,xCBResiduesBecomingVisioPlaineLabel}</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Implantation : {OM2,MadeOM2,DPSeedlings}</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Récolte : {OM2,MadeOM2,DPHarvest}</
td
>
</
tr
>
</
table
>
</
td
>
</
tr
>
</
table
>
</
div
>
<
hr
/>
<
table
width
=
'100%'
>
<
tr
>
<
td
width
=
'20%'
align
=
'left'
>
<
div
id
=
'ReliquatDiv'
>ReliquatArea</
div
>
</
td
>
<
td
width
=
'60%'
align
=
'center'
>
<
table
>
<
tr
>
<
td
><
div
id
=
'AdviceDiv'
>AdviceArea</
div
></
td
>
</
tr
>
</
table
>
</
td
>
<
td
width
=
'20%'
align
=
'right'
>
<
div
id
=
'GraphicalDiv'
>GraphicalArea</
div
>
</
td
>
</
tr
>
</
table
>
<
div
id
=
'SplittingDiv'
>SplittingArea</
div
>
<
hr
/>
<
div
id
=
'ApportsDiv'
align
=
'center'
>
<
table
width
=
'100%'
>
<
tr
>
<
th
align
=
'left'
><
h5
>Apports prévisionnels :</
h5
></
th
>
</
tr
>
<
tr
>
<
td
><
div
id
=
'OrganicApportDiv'
>OrganicApportsArea</
div
></
td
>
</
tr
>
<
tr
>
<
td
><
div
id
=
'MineralApportDiv'
>MineralApportsArea</
div
></
td
>
</
tr
>
</
table
>
</
div
>
<
hr
/>
<
table
width
=
'100%'
align
=
'center'
style
=
'page-break-inside: avoid;'
>
<
tr
>
<
td
width
=
'59%'
valign
=
'top'
align
=
'left'
>
<
div
id
=
'ExpectedIntercultureDiv'
>
<
H5
>Modalités de gestion de l'interculture prévue</
H5
>
<
table
>
<
tr
>
<
td
align
=
'left'
>Devenir des residus de récolte : {OM3,ExpectedOM3,xCBResiduesBecomingVisioPlaineLabel}</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Devenir des repousses : !OM3,ExpectedOM3,CBGroundWork!</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Implantation de CIPAN après la culture : !Interculture,ExpectedInterculture,CBNoInterculture!</
td
>
</
tr
>
<
tr
>
<
td
align
=
'left'
>Implantation : {Interculture,ExpectedInterculture,DPImplantation} | Destruction : {Interculture,ExpectedInterculture,DPDestruction}</
td
>
</
tr
>
</
table
>
</
div
>
</
td
>
<
td
width
=
'41%'
valign
=
'top'
align
=
'left'
>
<
div
id
=
'ApportsDetailsDiv'
>
<
h6
>Contributions des apports organiques éventuels :</
h6
>
<
table
style
=
'border-style : none;'
class
=
'dataTable size9'
>
<
tr
>
<
th
colspan
=
'2'
>Apport organique automne</
th
>
<
th
colspan
=
'2'
width
=
'47%'
>Apport organique printemps</
th
>
</
tr
>
<
tr
>
<
td
>Azote minéralisé total</
td
>
<
td
class
=
'value'
>{xa_automne_automne+xa_automne_printemps}</
td
>
<
td
>Azote minéralisé total</
td
>
<
td
class
=
'value'
>{xa}</
td
>
</
tr
>
<
tr
>
<
td
>Azote minéralisé automne</
td
>
<
td
class
=
'value'
>{xa_automne_automne}</
td
>
<
td
></
td
>
<
td
></
td
>
</
tr
>
<
tr
>
<
td
>Azote minéralisé printemps</
td
>
<
td
class
=
'value'
>{xa_automne_printemps}</
td
>
<
td
></
td
>
<
td
></
td
>
</
tr
>
</
table
>
<
p
class
=
'irrigation'
>!OM2,ExpectedCulture,TBIrrigation!</
p
>
</
div
>
</
td
>
</
tr
>
</
table
>
<
div
id
=
'FooterDiv'
align
=
'center'
>
<
p
id
=
'FooterText'
>Ce conseil de fertilisation azotée est basé sur les règles de calcul publiées par le COMIFER. Nutrifert s'appuie sur les méthodes de référence pour le calcul de la fertilisation azotée. Assurez-vous néanmoins de l'adéquation du conseil avec les contraintes spécifiques pouvant être imposées par la réglementation au niveau local.</
p
>
<
table
width
=
'100%'
>
<
tr
>
<
td
width
=
'35%'
align
=
'center'
>Edité le [editionDate]</
td
>
<
td
width
=
'10%'
align
=
'center'
><
img
src
=
"data:image/gif;base64,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"
></
td
>
<
td
width
=
'35%'
align
=
'center'
>[reference]</
td
>
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>
</
table
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Best Regards